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diff --git a/MJKwiatkowski-Thesis-Final.pdf b/MJKwiatkowski-Thesis-Final.pdf Binary files differnew file mode 100644 index 0000000..8e6e5e0 --- /dev/null +++ b/MJKwiatkowski-Thesis-Final.pdf diff --git a/appendix/appendix.tex b/appendix/appendix.tex index cc471e5..7c1965a 100644 --- a/appendix/appendix.tex +++ b/appendix/appendix.tex @@ -1,16 +1,73 @@ -% this file is called up by thesis.tex -% content in this file will be fed into the main document - -%: ----------------------- name of chapter ------------------------- -\chapter*{Appendix} % top level followed by section, subsection - - - - - - - -% --------------------------------------------------------------------------- -%: ----------------------- end of thesis sub-document ------------------------ -% --------------------------------------------------------------------------- - +\begin{appendices} + \chapter{Reproducibility}\label{s:reproducibility} + \section*{Artifact Checklist}\label{ss:artifact_checklist} + \begin{enumerate}[label=\textcolor{Green}{\textbf{\ding{51}}}] + \item Program(s): \code{OpenDC}, \code{Confluent Kafka}, \code{PostgreSQL}, \code{Redis}, \code{Grafana}. + \item Data set(s): Failure traces from Talluri \etal and failure models from Javadi \etal (see also \url{https://opendc.org/learn/documentation/Input/FailureModel}). + \item Experiments: in \Cref{s:evaluation}. + \item Time is needed to reproduce the experiments: around 4 hours. + \item Public Experiment Archive: \url{https://github.com/M-J-Kwiatkowski/opendc} and \url{https://github.com/M-J-Kwiatkowski/sunfish}. + \end{enumerate} + \section*{Experimental Setup}\label{ss:experimental_setup_appendix} + Confluent Kafka, (see \url{https://www.confluent.io/}) must be present on the system. + This includes the two different connectors from \Cref{s:implementation}. + The scripts to start the Confluent Kafka (assuming installation in \code{/opt/confluent} instance are listed below. First, start Kafka Connect: + \begin{verbatim} +/opt/confluent/bin/connect-standalone \ +/opt/confluent/etc/kafka/connect-standalone.properties \ +/opt/confluent/share/confluent-common/connectors/sink-jdbc.properties \ +/opt/confluent/share/confluent-common/connectors/sink-redis.properties +\end{verbatim} + Then, format Kafka Storage: + \begin{verbatim} +/opt/confluent/bin/kafka-storage format -t \ +2vi2WtHxQAOPyXb1Bj1Jvw -c /opt/confluent/etc/kafka/server.properties \ +--standalone > /dev/null 2>&1; echo 0 + \end{verbatim} + Afterwards, start Kafka Broker: + \begin{verbatim} +/opt/confluent/bin/kafka-server-start /opt/confluent/etc/kafka/server.properties + \end{verbatim} + Then create a new Kafka Topic (\eg \code{postgres\_topic}): + \begin{verbatim} +kafka-topics --bootstrap-server localhost:9092 --partitions 1 --replication-factor 1 + \end{verbatim} + Lastly, run the Schema Registry: + \begin{verbatim} +/opt/confluent/bin/schema-registry-start \ +/opt/confluent/etc/schema-registry/schema-registry.properties + \end{verbatim} + At this point, ensure \code{PostgreSQL}, \code{Redi} and \code{Grafana} are up and running on the system, on their default port configurations. + To see metrics flow seamlessly into \code{PostgreSQL}, once can run the following command (\ie assuming the database name is \code{opendc}): + \begin{verbatim} +sudo su postgres; psql -d opendc + \end{verbatim} + Additionally, to interact with the \code{Redis} cache, we suggest to use the excellent \code{redis-cli} tool: + \begin{verbatim} +redis-cli -h localhost -p 6379 + \end{verbatim} + The following commands can be used to list the contents of the cache (\ie assuming stream name \code{postgres\_topic}), and to clear the cache respectively: + \begin{verbatim} +XRANGE postgres_topic - + +XTRIM postgres_topic MAXLEN 0 + \end{verbatim} + For the predictive analytics in our implementation it is useful to create a separate consumer group: + \begin{verbatim} +XGROUP CREATE mystream mygroup 0 + \end{verbatim} + Lastly, each time you change the database schema, you must run (\ie assuming \code{schema.proto} lives in \code{resources/experiments}): + \begin{verbatim} +cd resources/experiments/; +protoc --java_out=/home/matt/git/opendc/opendc-common/src/main/java/ schema.proto + \end{verbatim} + Lastly, one has to checkout the \url{https://git.denounce.ai/opendc.git} and \url{https://git.denounce.ai/sunfish.git} repositories on their local machine. + \code{sunfish.git} acts as the digital twin and \code{opendc.git} acts as the physical datacenter. + Both contain modifications. + Change the directory to \code{sunfish.git}. + Create a \code{.venv} in \code{python\_scripts} and \code{http\_server} and install all the dependencies. + Then, run respectively the HTTP Server and the Python Scripts. + Afterwards, start \mysystem using IntellijIDEA. + \section*{Configuration files}\label{ss:configuration_files} + \input{sources/config_files.tex} + %\chapter{Honours Research Project}\label{s:hp} +\end{appendices} diff --git a/appendix/glossary.tex b/appendix/glossary.tex index 3baf8af..2d01127 100644 --- a/appendix/glossary.tex +++ b/appendix/glossary.tex @@ -16,3 +16,25 @@ \newacronym{fair}{FAIR}{Findability, Accessibility, Interoperability and Reusability} \newacronym{nasem}{NASEM}{National Academy of Sciences, Engineering, and Medicine} \newacronym{cfd}{CFD}{Computational Fluid Dynamics} +\newacronym{ui}{UI}{User Interface} +\newacronym{http}{HTTP}{Hyper-text Transfer Protocol} +\newacronym{abc}{ABC}{Approximate Bayesian Computation} +\newacronym{hp}{HP}{Hewlett Packard} +\newacronym{json}{JSON}{JavaScript Object Notation} +\newacronym{pod}{POD}{Proper Orthogonal Decomposition} +\newacronym{mae}{MAE}{Mean Absolute Error} +\newacronym{vm}{VM}{Virtual Machine} +\newacronym{pue}{PUE}{Power Usage Effectiveness} +\newacronym{erm}{ERM}{Empirical Risk Minimization} +\newacronym{svm}{SVM}{Support Vector Machine} +\newacronym{gui}{GUI}{Graphical User Interface} +\newacronym{tui}{TUI}{Terminal User Interface} +\newacronym{nasa}{NASA}{National Aeronautics and Space Agency} +\newacronym{cpu}{CPU}{Central Processing Unit} +\newacronym{ram}{RAM}{Random Access Memory} +\newacronym{gpu}{GPU}{Graphics Processing Unit} +\newacronym{npu}{NPU}{Neural Processing Unit} +\newacronym{tpu}{TPU}{Tensor Processing Unit} +\newacronym{cern}{CERN}{Conseil Europ\'een pour la Recherche Nucl\'eaire} +\newacronym{it}{IT}{Information Technology} +\newacronym{dbms}{DBMS}{Database Management System} diff --git a/citations/BScAndreadisLongAgo.pdf b/citations/BScAndreadisLongAgo.pdf Binary files differnew file mode 100644 index 0000000..06600f1 --- /dev/null +++ b/citations/BScAndreadisLongAgo.pdf diff --git a/citations/ChuHOTCLOUDPERF25.pdf b/citations/ChuHOTCLOUDPERF25.pdf Binary files differnew file mode 100644 index 0000000..59763f8 --- /dev/null +++ b/citations/ChuHOTCLOUDPERF25.pdf diff --git a/citations/CondorPractice1984.pdf b/citations/CondorPractice1984.pdf Binary files differnew file mode 100644 index 0000000..401fe21 --- /dev/null +++ b/citations/CondorPractice1984.pdf diff --git a/citations/CondorScheduler1968.pdf b/citations/CondorScheduler1968.pdf Binary files differnew file mode 100644 index 0000000..c247e10 --- /dev/null +++ b/citations/CondorScheduler1968.pdf diff --git a/citations/GortzHistoryOfDTs2026.pdf b/citations/GortzHistoryOfDTs2026.pdf new file mode 100644 index 0000000..557f278 --- /dev/null +++ b/citations/GortzHistoryOfDTs2026.pdf @@ -0,0 +1,5205 @@ +%PDF-1.4 +%âãÏÓ +1 0 obj +<</CreationDate(D:20260327123125+01'00')/Creator(Adobe InDesign 18.3 \(Windows\))/CrossMarkDomains#5b1#5d(springer.com)/CrossMarkDomains#5b2#5d(springerlink.com)/CrossmarkDomainExclusive(true)/CrossmarkMajorVersionDate(2010-04-23)/ModDate(D:20260327133841+01'00')/Producer(Adobe PDF Library 17.0; 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Illustrator CS4</stEvt:softwareAgent> + <stEvt:changed>/</stEvt:changed> + </rdf:li> + <rdf:li rdf:parseType="Resource"> + <stEvt:action>converted</stEvt:action> + <stEvt:parameters>from application/postscript to application/vnd.adobe.illustrator</stEvt:parameters> + </rdf:li> + <rdf:li rdf:parseType="Resource"> + <stEvt:action>saved</stEvt:action> + <stEvt:instanceID>xmp.iid:817C202326E5E51185A485A93253A993</stEvt:instanceID> + <stEvt:when>2016-03-08T20:28:46+08:00</stEvt:when> + <stEvt:softwareAgent>Adobe Illustrator CS4</stEvt:softwareAgent> + <stEvt:changed>/</stEvt:changed> + </rdf:li> + <rdf:li rdf:parseType="Resource"> + <stEvt:action>converted</stEvt:action> + <stEvt:parameters>from application/postscript to application/vnd.adobe.illustrator</stEvt:parameters> + </rdf:li> + <rdf:li rdf:parseType="Resource"> + <stEvt:action>converted</stEvt:action> + <stEvt:parameters>from application/postscript to application/vnd.adobe.illustrator</stEvt:parameters> + </rdf:li> + <rdf:li 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<stEvt:when>2016-04-06T19:43:28+08:00</stEvt:when> + <stEvt:softwareAgent>Adobe Illustrator CS4</stEvt:softwareAgent> + <stEvt:changed>/</stEvt:changed> + </rdf:li> + <rdf:li rdf:parseType="Resource"> + <stEvt:action>saved</stEvt:action> + <stEvt:instanceID>xmp.iid:B1CA5060EBFBE5119BF8E3F07AA8D6C2</stEvt:instanceID> + <stEvt:when>2016-04-06T19:45:21+08:00</stEvt:when> + <stEvt:softwareAgent>Adobe Illustrator CS4</stEvt:softwareAgent> + <stEvt:changed>/</stEvt:changed> + </rdf:li> + <rdf:li rdf:parseType="Resource"> + <stEvt:action>converted</stEvt:action> + <stEvt:parameters>from application/postscript to application/vnd.adobe.illustrator</stEvt:parameters> + </rdf:li> + <rdf:li rdf:parseType="Resource"> + <stEvt:action>saved</stEvt:action> + <stEvt:instanceID>xmp.iid:4603FDB2C237ED11A0328379F8CDBFA7</stEvt:instanceID> + <stEvt:when>2022-09-19T10:32:13+08:00</stEvt:when> + <stEvt:softwareAgent>Adobe Illustrator CS6 (Windows)</stEvt:softwareAgent> + <stEvt:changed>/</stEvt:changed> + 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b/citations/VersluisFGS2022.pdf Binary files differnew file mode 100644 index 0000000..4b401a1 --- /dev/null +++ b/citations/VersluisFGS2022.pdf diff --git a/content/background.tex b/content/background.tex index 4884995..74083e5 100644 --- a/content/background.tex +++ b/content/background.tex @@ -1,75 +1,200 @@ \chapter{Background}\label{s:background} +\section{Overview}\label{ss:background_overview} +\begin{mynote} + Addressing RQ$_1$, the contribution in this chapter is three-fold: -\section{Overview}\label{s:background_overview} + \begin{enumerate}[label=\emph{C\textsubscript{\arabic*}}, itemsep=0.2pt] + \item We provide a brief overview on datacenters (\Cref{ss:datacenters}) datacenter simulation (\Cref{sss:simulation}), compute failures (\Cref{sss:failures}), and digital twinning~ (\Cref{ss:digital-twinning}). + \item We survey the state-of-the-art concerning datacenter digital twinning~ (\Cref{sss:advanced_dts}). + \item We propose a system model (architecture) for datacenter digital twins, including a novel Digital Thread component for the operational needs linking the digital with the physical worlds~(\Cref{ss:system_model_for_dcdts}). + \end{enumerate} +\end{mynote} \section{Datacenters}\label{ss:datacenters} +In this section we provide a short background on datacenters, datacenter simulation and compute failures. +We find it useful to provide a brief introduction to these topics so as to ensure reader's fullest understanding of subsequent chapters. +%What are the parts of a data center? -\subsection{Computing Infrastructure}\label{sss:failures} +A datacenter is ``a physical room, building, or facility for the purpose of the storage, management, and dissemination of data and information, including training artificial intelligence, housing IT infrastructure, computer systems, and associated components.''~\cite{Wikipedia:article/Datacenter}. +In essence, datacenters contain a large amount servers, and everything that is needed to maintain them. +Most often servers are specially-designed motherboards with a (multicore) \gls{cpu}, \gls{ram} and storage. +More diverse servers include a \gls{cpu}, \gls{tpu}, or \gls{npu}. +To efficiently organize the datacenter, servers are placed within server \emph{racks}. +To maintain a large number of server racks, datacenters contain a cooling system to control the heat transfer and temperature of both the hardware and the entire facility. +Additionally, datacenters consume vast amounts of electricity~\cite{Wikipedia:article/Datacenter}. +Because of this, the datacenter power supply play a critical role in keeping the services running on the servers always available. +An example datacenter in \gls{cern}, is depicted on \Cref{fig:datacenter}. -\subsection{Datacenter Simulation}\label{sss:simulation} - -Predictive modelling uses statistics to predict outcomes. -When deployed commercially, for example in datacenters, predictive modelling is often referred to as predictive analytics~\cite{Wikipedia:PredictiveModelling}. -Almost any statistical model can be used for prediction purposes, but nowadays predictive analysis is synonymous with machine learning. -A primary example of popular analysis type is linear regression. -A major limitation of predictive analytics is that history cannot always predict the future. -Using historical data to predict outcomes works only under the assumption that there are certain long lasting patterns in the system. -Additionally, no matter how extensive is the training data, there is always the possibility of new variables that have not been considered or even defined, yet are critical to the outcome of the prediction~\cite{Wikipedia:PredictiveModelling}. +\begin{figure}[t] + \centering + \includegraphics[width=0.9\linewidth]{images/datacenter.jpg} + \caption[Datacenter in CERN.]{Example of a datacenter in \gls{cern}, Switzerland (2010)~\cite{Wikipedia:article/Datacenter}. The figure depicts servers within servers racks, and network cables interconnecting them.} + \label{fig:datacenter} +\end{figure} -%Here you have to cite Deisenroth, 2024, chapter 8.1.4. -An inference function is a machine learning model which uses probabilistic parameter estimation~\cite{}. -A prime example of using probability to find a good machine learning model is Bayesian inference. -% Stanford Encyclopedia of Philosophy, Douven 2017 -The process of inference from data to provide the best explanation is called abduction. +%Who are the stakeholders? +Datacenters form the backbone of the digital society. +The main stakeholders, besides the companies in the \gls{it} sector, are intelligent healthcare, remote work, online gaming, digital government and education, banking and finance, transport and logistics~\cite{DBLP:journals/corr/IosupKLVG22}. +All of the above industries need reliable datacenters to work well in the 21\textsuperscript{st} century. +%Where does the actual complexity come from? +The high demand for online services drives datacenter complexity. +Moreover, due to the Jevon's paradox of Computer Systems~\cite{Wikipedia:article/JevonsParadox}, improved availability increases the demand. +As a result, datacenters contain hundreds, or even thousands of hardware components. +Every device may have a different vendor, new configuration, unusual interface \etc +Because of this, datacenter operators are often faced with difficult operational and architectural challenges~\cite{Wiley:book/Condor2005,DBLP:conf/ccgrid/MastenbroekAJLB21}, which span software and performance engineering. +Making sure that all the parts of the datacenter work together is a tough task. +What drives datacenter complexity even further is that sophisticated systems are not merely a sum of their parts~\cite{Wikipedia:article/Systems_Thinking}. +The combination of the above factors makes datacenter management a difficult, non-trivial challenge. -%What is below here is true, but nonetheless the argumentation should be slightly changed. And a citation is needed. -However, there has been little effort made to integrate analytics that enable consistent and reliable prediction of datacenter behaviour into a holistic digital twin of a datacenter. -Nor has the fidelity of failure modeling inside a datacenter simulation increased. -The failure model is still a linear model. -Since a datacenter simulator is quite different from a digital twin, we cannot use the same computation methods (not as they are right now, at least) -- we must adapt them. -The prediciton models are the same ones for the digital twin as the ones used for the datacenter simulator. -Since a digital twin is not a standalone simulator, a change to how we both predict and model failures is necessary. +\section{Compute Failures}\label{sss:failures} +A failure is defined as ``an event that makes a system fail to operate according to its specifications``~\cite{DBLP:journals/jpdc/JavadiKIE13}. +A simple example of a failure is when an old hard drive stops working. +Data on the disk is lost, and services running on the respective server are disrupted. +In reality, problems with the power supply account for most failures (54\%). +The runner-ups are problems with cooling (13\%), and \gls{it}/software (12\%)~\cite{DBLP:report/AnnualOutageAnalysis2025}. +Power related failures may stem from software/firmware issues, battery degradation, overheating, power generator failure, mechanical problems, faulty control logic \etc~\cite{DBLP:report/AnnualOutageAnalysis2025}. -\ipsum[1-2] +Failure-caused outages are costly. +According to the Uptime Institute, 20\% of all outages cost more than 1 million +USD\$~\cite{DBLP:report/AnnualOutageAnalysis2025}. +Moreover, failures in datacenters result in service downtime, missed \gls{sla} and user inconvenience~\cite{DBLP:conf/acsos/TalluriOVTI21, DBLP:journals/jpdc/JavadiKIE13}. +Industries that rely on 24 hour access suffer the most from datacenter outages. +The impact of failures on medical informatics, nuclear power-plants, banks and financial institutions, airlines, and e-commerce is the most severe~\cite{Wikipedia:article/Downtime}. +Because of this, it is important to prevent failures. +OpenDC uses the notion of a \emph{failure model} to simulate failures, alongside \emph{failure traces}. +In OpenDC, a failure constitutes a full host crash, regardless of whether the cause of the failure is a hardware of software problem. +A result of a failure in OpenDC, all tasks running on the given host are killed, and need to be rescheduled. +A failure model consists of two statistical distributions: +\begin{enumerate*}[label=(\arabic*)] + \item to model service unavailability + \item to model service availability. +\end{enumerate*} +A failure trace is defined by an interval, duration, and intensity of several failures, which are later looped throughout the simulated workload~\cite{GitHub:software/OpenDC}. +In summary OpenDC enables experimentation with failures that enables insights that are not provided by other state-of-the-art software. +However, the fidelity of failure modeling inside a datacenter simulation is still insufficient to predict in failures in real-time, as they happen in a physical datacenter. +Since a datacenter simulator is quite different from a digital twin, we cannot use the same computation methods from simulation to predict real-time failures. +\section{Datacenter Simulation}\label{sss:simulation} \input{sources/simulator_comparison.tex} + +Efficient and timely datacenter management is a difficult challenge, because datacenters are extremely complex facilities. +They require deep understanding to operate properly. +However, running real-world experiments is costly in both time and resources. +Additionally, experimentation \emph{in situ} is unsustainable and difficult to reproduce. +Alternatives to real-world experiments include simulation and mathematical analysis. +Because mathematical analysis is not scalable to modern datacenters~\cite{DBLP:conf/ccgrid/MastenbroekAJLB21}, in this project we only consider simulation as a foundation for the \gls{dcdt}. +%To help datacenter operators, the scientific community proposes to simulate datacenters to make more informed decisions. + +Simulation empowers better design, testing and management of datacenters~\cite{DBLP:conf/ccgrid/MastenbroekAJLB21}. +A well-designed datacenter simulator can estimate a months-long workload in a few minutes or hours. +To simulate is to ``imitate of real-world process or system over time, enabling the study of, and experimentation with the internal interactions of complex systems''~\cite{DBLP:books/daglib/0034857} +In this project we only consider \emph{discrete-event simulation}. +Discrete-event simulation represents system operations as a sequence of events over time, with an assumption that no changes occur between the events. +Due to the scale and complexity of datacenters, most simulators use discrete-event simulation~\cite{DBLP:conf/ccgrid/MastenbroekAJLB21}. +There exist many datacenter simulation tools, for example DGSim~\cite{DBLP:conf/europar/IosupSE08}, CloudSim~\cite{DBLP:journals/spe/CalheirosRBRB11}, SimGrid~\cite{DBLP:journals/corr/CasanovaGLQS13}, iCanCloud~\cite{DBLP:journals/grid/NunezVCCCL12}, GroudSim~\cite{DBLP:conf/europar/OstermannPPF10} and OpenDC~\cite{DBLP:conf/ccgrid/MastenbroekAJLB21}. +See \Cref{tab:datacenter_simulator_comparison} for a comparison of selected datacenter simulators, combined by Mastenbroek \etal~\cite{DBLP:conf/ccgrid/MastenbroekAJLB21}. +In order to narrow the scope of the project, we only consider {OpenDC} as a simulator for the digital twin design. +We decided to use {OpenDC}, because we find it important for a simulator to model hardware failures well. +\emph{Failure models} are a carefully calibrated, advanced feature of {OpenDC}. +Further details about {OpenDC} can be referred to in the linked literature \cite{DBLP:conf/ccgrid/MastenbroekAJLB21}. + +\begin{figure}[t] + \centering + \includegraphics[width=0.95\linewidth]{images/five_dimensional_dt.png} + \caption[A basic framework for the Digital Twin.]{A basic framework for the \gls{dt}. Four core elements of a \gls{dt} are defined: The physical entity (\myCircled{1}) and the simulated virtual twin (\myCircled{2}). A service for out-of-band data analytics (\myCircled{3}) and a persistent storage of historical data (\myCircled{4}) are crucial to the \gls{dt} because they are necessary to gain meaningful monitoring insights. Adapted from Tao \etal ~\cite{DBLP:conf/cirp/TAO2018169}.} + + %Fei Tao is a renowned figure with over 62k citations. He is a figure of authority on digital twins.% + \label{fig:five_dimensional_dt} +\end{figure} \section{Digital Twinning}\label{ss:digital-twinning} -% To fix: remove the \gls commands for ExaDigiT. -% This is getting silly. +In this section we explore how the datacenter management can be improved using a novel modelling technique, digital twinning. +We present the generic, field-agnostic \gls{dt} definition and investigate how \emph{datacenter} digital twinning applies the definition in practice. + \subsection{What is Digital Twinning?}\label{sss:what_is_digital_twinning} + % Here talk a bit about different types of data analytics that are performed in a digital twin. ``A \emph{digital twin} is a set of virtual information constructs that mimics the structure, context and behaviour of a natural, engineered or social system, is dynamically updated with data from its physical twin, has predictive capability, and informs decisions that realize value''~\cite{DBLP:usdoe/report/AP26894}. A crucial characteristic that differentiates digital twinning from simulation and statistical modelling is the \emph{digital thread}: a bi-directional channel that enables continuous interaction between the virtual and physical entities. The longer the \gls{dt} is working, the more accurate its predictions, because a holistic twin aggregates historical patterns together with up-to-date monitoring data. -A generic \gls{dt} architecture is depicted in Figure \ref{fig:five_dimensional_dt} Section \ref{s:intro} from Tao \etal~\cite{DBLP:conf/cirp/TAO2018169}. +A generic \gls{dt} architecture is depicted in Figure \ref{fig:five_dimensional_dt} from Tao \etal~\cite{DBLP:conf/cirp/TAO2018169}. % Why has not anyone done this before? -Digital twinning has only recently become feasible because of the developments in \gls{hpc}. -Between 2003 and 2011 the compute needed to run a Digital Twin was simply not present. +Although digital twinning through simplified models exists since the 1960s, detailed and accurate digital twinning of complex and realistic scenarios has only recently become feasible because of developments in \gls{hpc}. +Between 2003 and 2011, the compute needed to run a \gls{dt} was simply not present or was (largely) unaffordable. As such, while the concept existed, the hardware did not catch up yet. However, in the last decade, multicore computing paradigms and the advent of GPU computing has finally enabled computation needed to run digital twins. -As a result, digital twins have become more relevant today than 10 years ago~\cite{DBLP:conf/cirp/TAO2018169}. +As a result, digital twins have become more relevant today than a decade ago~\cite{DBLP:conf/cirp/TAO2018169}. -\begin{figure} - \centering - \includegraphics[width=0.95\linewidth]{images/five_dimensional_dt.pdf} - \caption{A basic framework for the \gls{dt}. Four core elements of a \gls{dt} are defined: The physical entity \one and the simulated virtual twin \two. A service for out-of-band data analytics \three and a persistent storage of historical data \four are crucial to the \gls{dt} because they are necessary to gain meaningful monitoring insights. Adapted from Tao \etal ~\cite{DBLP:conf/cirp/TAO2018169}.} - %Fei Tao is a renowned figure with over 62k citations. He is a figure of authority on digital twins.% - \label{fig:five_dimensional_dt} +A crucial part any of any \gls{dt} is \emph{predictive modelling}, which drives actionable insights~\cite{DBLP:usdoe/report/AP26894} (see \Cref{fig:predictive_analytics}). +\begin{figure}[t] + \includegraphics[width=\linewidth]{images/predictive_analytics.pdf} + \caption[Datacenter digital twin diagram.]{Datacenter digital twin diagram. There are 5 core elements to any Digital Twin: \myCircled{A} The Digital $\rightarrow$ Physical Twin link, \myCircled{B} the Physical Twin (\emph{e.g.,} the datacenter), \myCircled{C} the Physical $\rightarrow$ Digital Twin link, \myCircled{D} the Digital Twin, \myCircled{E} the features necessary to any Digital Twin.} + \label{fig:predictive_analytics} \end{figure} -% (3) in the original paper by Fei Tao is referenced to just `Services`. -% Nonetheless I name them here as Data Analysis Services, because what Fei Tao lists (e.g., fault detection, fault determination, fault-tolerant management, maintenance) is inherently reliant on good data analytics. -\subsection{Digital Twins across Domains}\label{sss:digital_twins_across_domains} +Predictive modelling uses statistics to predict outcomes. +When deployed commercially, for example in datacenters, predictive modelling is often referred to as predictive analytics~\cite{Wikipedia:article/PredictiveModelling}. +Almost any statistical model can be used for prediction purposes, but nowadays predictive analysis is synonymous with \gls{ml}. +A primary example of popular analysis type is linear regression. +However, any modelling technique (\eg \emph{discrete-event simulation}) can be used to make the predictions. -\subsection{Digital Twins for Datacenters}\label{sss:digital_twins_for_datacenters} +Predictive analysis belongs to a larger domain of \gls{oda}. +\gls{oda} is the ``use of operational data instrumentation, analysis, integration, and archiving, towards effective design, commissioning, and optimization of datacenter operations'' \cite{DBLP:conf/icppw/BourassaJBCJVS19}. +Operational analytics are present at all layers of a datacenter. +A reference architecture, proposed by \emph{Suman et al.} describes the kind of operational analysis performed at each distributed system layer. +For example, at the resource manager layer, \gls{oda} should enable workload modeling capabilities, which use predictive analysis to determine submitted user job properties~\cite{DBLP:conf/wosp/SumanCNTMI24}. +There exist several \gls{oda} frameworks, for example OMNI \cite{DBLP:conf/icppw/BourassaJBCJVS19}, Wintermute DCDB \cite{DBLP:conf/hpdc/NettiMGOTO020}, ExaMon \cite{DBLP:journals/tpds/BorghesiMMB22}, AutoDiagn \cite{DBLP:journals/tc/DemirbagaWNMAGZ22} and ODAbler \cite{DBLP:conf/wosp/SumanCNTMI24}. + +A major limitation of predictive analytics is that history cannot always predict the future. +Using historical data to predict outcomes works only under the assumption that there are certain long lasting patterns in the system. +Additionally, no matter how extensive is the training data, there is always the possibility of new variables that have not been considered or even defined, yet are critical to the outcome of the prediction~\cite{Wikipedia:article/PredictiveModelling}. + +\section{Literature Survey of Digital Twins for Datacenters}\label{ss:digital_twins_for_datacenters} In this section, we survey the work related to datacenter digital twinning. We summarize our results in Table \ref{tab:dt_features_comparison} to compare and contrast the features of existing datacenter digital twins. We select only the digital twins that adhere closest to the \gls{nasem} definition~\cite{DBLP:usdoe/report/AP26894}. +\subsection{Methodology}\label{sss:method} +The aim of this survey is to search and organize the field of \gls{dcdt}s. +In this subsection, we describe the methods for collecting relevant scientific articles and present the design of the system model for generic \gls{dcdt}s. + +\begin{enumerate}[label=\textbf{\arabic*.}] + \item \textbf{Review Strategy}\\ + According to Suman \etal~\cite{DBLP:conf/wosp/SumanCNTMI24}, the most common methods for conducting literature surveys are \begin{enumerate*}[label=(\arabic*)] + \item random traversal of the related literature, + \item snowballing~\cite{ACM:article/Webster2002}, + \item systematic literature survey as proposed by Kitchenham \etal~\cite{DBLP:journals/infsof/KitchenhamPBBTNL10} + \end{enumerate*}. + Random traversal encompasses surveying the field by following suggestions from portals like Google Scholar and randomly querying the different databases. + It is an unstructured way to conduct the literature review, and requires little effort. + Snowballing is similar to random traversal, but it is more structured. + The surveyor follows references from the relevant articles, and there is a depth limit~\cite{DBLP:conf/wosp/SumanCNTMI24}. + Systematic literature survey is a rigorous, fully-structured process to searching for literature, and it follows the method devised by Barbara Kitchenham~\cite{DBLP:journals/infsof/KitchenhamPBBTNL10}. + In our work, to scope down the project we chose a mix of (1) and (2), with some elements of (3) instead of following solely the systematic literature review process of Kitchenham \etal. + Therefore, our literature cannot be regarded as systematic, instead we can refer to it as comprehensive or semi-structured. + \item \textbf{Analysis of Selected Material}\\ + We borrow the process of Suman \etal conducted during his MSc thesis for a literature survey of \gls{oda}~\cite{DBLP:conf/wosp/SumanCNTMI24}. + The process can be described as follows. + \begin{enumerate*}[label=(\arabic*)] + \item first, search given queries followed by a manual inspection of the context of the article + \item then scan each article, by reading over the abstract, introduction and conclusion and decide whether it applies to \gls{dcdt}s. + \item after selection, extract the details of the \gls{dcdt} from the publication by reading carefully over the article. + \item lastly, interpret the functionality of the \gls{dcdt}s and systematically organize them. + \end{enumerate*} + \item \textbf{Design of the System Model}\\ + Based on the findings of the literature survey, we create a conceptual model of the \gls{dcdt} field. + We decided to create a system model, as the field of \gls{dcdt}s is still under development, and does not include many digital twin deployments. + An alternative to a system model would be a taxonomy. + To create the system model, we first gathered the functionality present in all the \gls{dcdt}s. + For each \gls{dcdt} feature in every article, we evaluated whether this feature is present in other deployments and how important it is for the \gls{dt}. + The result of this process is a set of \gls{dcdt} features that belong to the largest proportion of all \gls{dcdt}s. + Afterwards, for each of the features, we decide how it is interconnected. +\end{enumerate} + \input{sources/dt_features_comparison.tex} +\subsection{Advanced Digital Twins for Datacenters}\label{sss:advanced_dts} ExaDigiT~\cite{DBLP:conf/sc/BrewerMKWBHSGGW24} is an open-source framework for developing digital twins of supercomputers. It consists of 3 modules: \begin{enumerate*}[label=(\arabic*)] @@ -105,42 +230,120 @@ The digital twin is designed to provide extra datasets for training \gls{ai} mod % Link to 6SigmaDC: https://www5.cadence.com/trial_datacenter_insights_lp.html DyTwin~\cite{DBLP:conf/sc/TaheriBPRHDEWPM24} is an adaptive digital twin with visualization and anomaly detection features. +The system, developed at \gls{hp} is a precursor to the vision on datacenter digital twinning published by Athavale \etal~\cite{DBLP:journals/computer/AthavaleBBMMPS24}. +DyTwin is the only system capable of failure detection in datacenters. +Moreover, it is the only system to incorporate the idea of federation into the concept of digital twinning. +DyTwin is designed to interact not only with the physical facility, but also other federated digital twins. +Taheri \etal show that DyTwin can effectively detect 100\% of CPU usage anomalies (\ie irregularities that affect CPU utilization, ranging from 5\% to 60\%). +ChatTwin~\cite{DBLP:conf/sensys/LiW0Z0T23} is an \gls{ai} and \gls{llm} powered system that enables easy deployment and configuration of digital twins for datacenters. +It is a \emph{text-to-3D} approach to building digital twins of datacenters. +ChatTwin is the only work in the field that does not share the simulation technique used to construct the digital twin based on ChatTwin's configuration. +Li \etal provide a thorough set of experiments to show ChatTwin generates the \gls{json} \gls{dcdt} configuration efficiently, but do not share the final 3D visualization results. + +Reducio~\cite{DBLP:conf/sensys/CaoW0022} is a system designed to further optimize the \gls{cfd} approach to datacenter modeling. +Instead of using plain \gls{cfd} the authors focus on \gls{pod} approaches to approximate the heat transfer. +Using the \gls{pod} technique, the authors are able to model the datacenter more efficiently, achieving sub 1 degree Celsius \gls{mae} in temperature prediction. +Moreover, their model outperforms the \gls{cfd} approaches. +Cao \etal evaluate their system on an edge datacenter with 70 CPU-only server racks (see Figure 3 in \cite{DBLP:conf/sensys/CaoW0022}), and on a hyper-scale datacenter with thousands of servers (see Figure 4 in \cite{DBLP:conf/sensys/CaoW0022}). +Their results show promising gains in physics-based datacenter modelling over the conventional approaches. + +NetGraph~\cite{DBLP:conf/sigcomm/HongWDSSHZY21}, designed by Huawei Technologies and China Mobile. +NetGraph is the only system in our literature review that focuses on network management (see \Cref{tab:dt_features_comparison}). +Moreover, NetGraph employs a unique modelling technique, combining device, network and service models using graph theory. +The authors evaluate their system in a Huawei datacenter with over 50000 server racks. +With over 20 million connections in the network graphs, the system is a prime example of datacenter digital twin potential. + +Kalibre~\cite{DBLP:conf/sensys/WangZD0TCWZ20} is a system designed by Wang \etal in order to overcome the cons of \gls{cfd}. +To lessen the computational overhead, Wang \etal propose to use a knowledge-based neural surrogate to calibrate the different \gls{cfd} models. +Kalibre takes the best of both \gls{ml} and \gls{cfd} approaches and achieves sub 1 degree Celsius \gls{mae}, similarly to Reducio~\cite{DBLP:conf/sensys/CaoW0022}. % What is more, Microsoft already offers digital twinning as a service https://azure.microsoft.com/en-us/products/digital-twins/ % Documentation: https://learn.microsoft.com/en-us/azure/digital-twins/ % Moreover, NVIDIA is doing too as well https://www.nvidia.com/en-sg/omniverse/ +\begin{figure}[t] + \centering + \includegraphics[width=0.95\linewidth]{images/system_model.png} + \caption[A system model for datacenter digital twins.]{A generic system model for datacenter digital twin deployments. + The design of DyTwin~\cite{DBLP:conf/sc/TaheriBPRHDEWPM24} indirectly incorporates in its architecture a ``virtual-to-virtual`` digital thread between different digital twins. + Zhao \etal likewise present key elements to the digital thread in their architecture~\cite{DBLP:conf/AppliedEnergy/Zhao20}. We add the \emph{Digital Thread} to our model explicitly.} + \label{fig:system_model} +\end{figure} +\subsection{System Model for Datacenter Digital Twinning} +\label{ss:system_model_for_dcdts} +In \Cref{fig:system_model} we propose a new, holistic model of \gls{dcdt}s from \Cref{sss:advanced_dts}. +The figure includes the functionality present in the majority of \gls{dcdt}s, combined together into a unified model. +We distinguish 3 core elements of every \gls{dcdt}: +\begin{enumerate*}[label=(\arabic*)] + \item the virtual world + \item digital thread + \item the physical world +\end{enumerate*}. +\begin{enumerate}[label=\textbf{\arabic*.}] + \item \textbf{Virtual World} contains the \gls{dcdt}. + It represents all the components that exist in software. + Every \gls{dcdt} model can be categorized into two sub-categories: + \begin{enumerate*}[label=(\arabic*)] + \item infrastructure model + \item operations model + \end{enumerate*}. + Each \gls{dcdt} from \Cref{sss:advanced_dts} contains a model of the infrastructure within the datacenter. + This includes virtual replicas of the hardware elements (\eg servers, networking, server racks, rooms). + These elements have varying degrees of fidelity. + For example, NetGraph models the datacenter interconnect using purely configuration files. + On the contrary ExaDigiT models the datacenter hardware fully in 3D. + Both offer virtual infrastructure models as a part of the \gls{dcdt}. + + The operations model is likewise present in all deployments. + It models the \emph{behaviour} of the datacenter, \ie the data flow, the different workloads running on the compute, the amount of data stored in each hosts \etc. + Both the infrastructure model and the operations model are part of all \gls{dcdt} deployments from \Cref{sss:advanced_dts}. + A digital twin that contains only the infrastructure model, cannot enable insights into the real-time operation of the datacenter. + Likewise, a \gls{dcdt} containing just the operations model does not possess a capability to \eg simulate the datacenter. + Only both, combined together enable the insights envisioned by the \gls{nasem} \gls{dt} definition~\cite{DBLP:usdoe/report/AP26894}. + \item \textbf{(novel) Digital Thread} connects the virtual world to the physical world. + This is a novel contribution of our thesis. + The digital thread is a \emph{conceptual} element that unites the components which do not belong in either of the worlds. + All \gls{dcdt} programs from \Cref{sss:advanced_dts} contain elements that are ``in-between'' the physical and virtual twin. + After comparing and corroborating these components across deployments, we find 4 that prevail the most: + \begin{enumerate*}[label=(\arabic*)] + \item the visualization interface + \item the message broker + \item the monitoring system + \item the system knobs + \end{enumerate*}. + These elements \emph{connect} facilitate the connection between the physical and the virtual. + For example, the visualization interface provides insights from the metrics collected by the \gls{dcdt} (virtual world) to the datacenter operators (physical world). + The message broker transfers the data from the real datacenter (physical world) to the digital twin (virtual world). + \item \textbf{Physical World} models the real datacenter. + All deployments in \Cref{sss:advanced_dts} contain this element. + Moreover, within the datacenter, we distinguish between 3 core elements that are necessary to model the datacenter faithfully\begin{enumerate*}[label=(\arabic*)] + \item the \gls{it} equipment + \item cooling subsystem + \item power supply + \end{enumerate*}. + All of the aforementioned systems from \Cref{sss:advanced_dts} model either of the 3 elements. + In order to adhere to the holistic view of \gls{dcdt}s, and to fulfill the \gls{nasem}'s definition, the system must contain all 3 of these elements. +\end{enumerate} -Many \gls{dcdt}'s model the cooling systems inside the warehouse, because in a typical datacenter cooling accounts for more than 40\% of total electricity usage~\cite{DBLP:conf/AppliedEnergy/Zhao20}. -Since the cooling subsystem is mainly airflow-based, \gls{dt} designers often opt for a \gls{cfd} approach to model the facility. -The reason why a digital twin might be needed for a cooling subsystem is primarily because of inefficient operational strategy. -The cooling system parameters are often set constant, regardless of outdoor temperature \etc~\cite{DBLP:conf/AppliedEnergy/Zhao20}. +%To summarize, many \gls{dcdt}'s model the cooling systems inside the warehouse, because in a typical datacenter cooling accounts for more than 40\% of total electricity usage~\cite{DBLP:conf/AppliedEnergy/Zhao20}. +%Since the cooling subsystem is mainly airflow-based, \gls{dt} designers often opt for a \gls{cfd} approach to model the facility. +%The reason why a digital twin might be needed for a cooling subsystem is primarily because of inefficient operational strategy. +%The cooling system parameters are often set constant, regardless of outdoor temperature \etc~\cite{DBLP:conf/AppliedEnergy/Zhao20}. %Zhang \etal argues that their system is akin to an IoT sensor, essentially. % This is an important consideration -- DT is not simply a sensor, it must have predictive capabilities and be able to simulate the future. % Zhang argues that ``digital twin services'' are enabled by simulation monitoring \etc. % Nonetheless, I dub that they are primarily data analysis services. -\gls{oda} can be performed in-band (real-time) and out-of-band (from historical data). -Likewise, Zhao \etal shows that crucial to the digital twin system are ``always-on'' analytics (akin to in-band \gls{oda}) and ``on-demand`` analytics (akin to out-of-band \gls{oda}). +%\gls{oda} can be performed in-band (real-time) and out-of-band (from historical data). +%Likewise, Zhao \etal shows that crucial to the digital twin system are ``always-on'' analytics (akin to in-band \gls{oda}) and ``on-demand`` analytics (akin to out-of-band \gls{oda}). %Include something about data-preprocessing in the pipeline. %See the article by Fei Tao -\begin{figure} - \centering - \includegraphics[width=0.7\linewidth]{images/system_model.pdf} - \caption{A generic system model for data center digital twin deployments.} - \label{fig:system_model} -\end{figure} - -The design of DyTwin~\cite{DBLP:conf/sc/TaheriBPRHDEWPM24} incorporates in its architecture a ``virtual-to-virtual`` digital thread between different digital twins. -Zhao \etal include this element in their architecture too~\cite{DBLP:conf/AppliedEnergy/Zhao20}. -Moreover, a crucial parallel between the work of Zhao \etal and ExaDigiT is the concept of multiple models within a single digital twin. -Brewer \etal argue ExaDigiT is compromised of 5 ``smaller'' twins too. - +%Moreover, a crucial parallel between the work of Zhao \etal and ExaDigiT is the concept of multiple models within a single digital twin. +%Brewer \etal argue ExaDigiT is compromised of 5 ``smaller'' twins too. %In Zhang \etal the digital twin can communicate with different other digital twins, as in the work of Taheri \etal. %To do this, the working program has an API, with a specific API endpoint to communicate with other Digital Twins. -%In your work, consider adding such an endpoint, albeit explain in future work that you envision \emph{implementing} this endpoint in the future. - - +%In your work, consider adding such an endpoint, albeit explain in future work that you envision \emph{implementing} this endpoint in the future. +%\section{Discussion}\label{ss:background_discussion} diff --git a/content/conclusion.tex b/content/conclusion.tex index 9ca221f..fa90b3e 100644 --- a/content/conclusion.tex +++ b/content/conclusion.tex @@ -1,11 +1,131 @@ \chapter{Conclusion}\label{s:conclusion} +Datacenter manageability is a top-priority for the digital society. +Over 3 million jobs in the Netherlands directly depend on cloud services, which are hosted in datacenters~\cite{DBLP:journals/corr/IosupKLVG22}. +Datacenter digital twinning, a promising management technique can offer unique insight into complex warehouse behaviour~\cite{DBLP:journals/computer/AthavaleBBMMPS24}. +In this thesis we paved the way to more advanced \gls{dcdt}s. +We contribute to the scientific community a set of findings that we hope will prove helpful in enabling predictive analytics in both existing \gls{dcdt}s and future projects. +Starting from a thorough investigation into the new, emerging field of datacenter digital twinning, we designed a system capable of incorporating sophisticated data analysis techniques. +We ended our project with a novel evaluation method used in a set of exhaustive experiments. +We answer the main research question by addressing each sub-research question. +\section{Answers to Each Research Question}\label{ss:answers_to_rqs} +\begin{enumerate}[label=\emph{RQ\textsubscript{\arabic*}}, itemsep=1em] + \item \emph{How to asses the current state-of-the-art of digital twinning for datacenters?}\\ + To answer this research question, we conducted a semi-structured literature review. + Our findings indicate that the field of datacenter digital twinning is still under development, and there exist few \gls{dcdt} deployments. + The current efforts in modelling datacenters focus on very specialized parts of datacenter management, \ie cooling and heat modelling, network mapping. + Many crucial features, inherent to the \gls{dt} definition are still missing from current \gls{dcdt}s. + Standalone \gls{dcdt} systems fail to offer the holistic capabilities envisioned by the inventors of \gls{dt}s. + The results of the literature survey are in \Cref{tab:dt_features_comparison}, which contains systems we found through a semi-structured literature review process. + We first used structured queries, followed by a mix of snowballing and manual search. + As a result of the findings from \Cref{tab:dt_features_comparison}, we additionally provide a holistic system model that encompasses the features of all the systems from \Cref{tab:dt_features_comparison} (see \Cref{fig:system_model}). + This system model organizes the scattered, standalone systems into a single diagram. + We hope it will prove useful to future researchers navigating the field of datacenter digital twinning. -\todo{ -Briefly summarize your contributions, and share a glimpse of the implications of -this work for future research. -} + \item \emph{How to design a reference architecture for a predictive datacenter digital twin using discrete-event simulation?}\\ + To answer this research question, we first brainstormed the potential use-cases for a predictive \gls{dcdt}. + The use-cases (see \Cref{sss:use_cases}) are based on the findings of our literature survey. + Based on them, we created a set of functional and non-functional requirements (see \Cref{sss:functional_requirements,sss:non_functional_requirements}) to guide our system design. + Using the \emph{AtLarge Design Process}~\cite{DBLP:conf/icdcs/IosupVTETBFMT19} we created the reference architecture that enables predictive analysis for datacenter operators through digital twinning. + Our system contains 4 major elements: \begin{enumerate*}[label=(\arabic*)] + \item the datacenter (physical twin), + \item the digital thread, + \item the digital twin, and + \item predictive analytics. + \end{enumerate*} + For a detailed discussion of the design, see \Cref{ss:design_of_mysystem}. + \item \emph{How to validate and evaluate a datacenter digital twin architecture in relation to system requirements?}\\ + To answer the last research question we crated a prototype. + During the prototype design, we used state-of-the-practice software, such as \code{Confluent Kafka}, \code{Redis} and \code{PostgreSQL} (see \Cref{ss:detailed_implementation_overview}). + However, as it turns out, evaluating \gls{dcdt}s is not a trivial task. + Lacking the physical datacenter to experiment with, we came up with a novel digital twin evaluation method. + Our method, relies solely on discrete-event simulation to model the physical datacenter, overcoming the problems of real-world experimentation (\eg sustainability, costliness, reproducibility). + The findings indicate that \gls{my_system} can reliably differentiate between large host failures and insignificant downtime using predictions from \code{OpenDC}, a state-of-the-art datacenter modelling software. + Moreover, we show that \gls{my_system} can be used to incorporate predictive analytics systems and significantly lower the total number of task failures during a workload. +\end{enumerate} -\lipsum[1-2] +\begin{figure}[ht] + \centering + \includegraphics[width=0.8\textwidth]{images/48_years.pdf} + \caption[48 years of microprocessor trend data.]{48 years of microprocessor trend data. Legend: \textcolor{Orange}{$\blacktriangle$ Transistors (thousands)}, \textcolor{Blue}{$\lgblkcircle$ Single Thread Performance (SpecINT $\times 10^3$)}, \textcolor{Green}{$\lgblksquare$ Frequency (MHz)}, \textcolor{Maroon}{$\blacktriangledown$ Typical Power (Watts)}, $\mdlgblkdiamond$ Number of Logical Cores. (Source:~\cite{DBLP:image/48Microprocessor/Rupp}.)} + \label{fig:rupp_48_years_microprocessor_data} +\end{figure} +\section{Future Work}\label{ss:future_work} +The hardware required to run future \gls{ai} models will more heterogeneous and power-hungry than ever before~\cite{DBLP:journals/computer/AthavaleBBMMPS24}. +Due to the end of Dennard's scaling and the fading of Moore's law, we expect datacenter compute to incorporate more sophisticated architectures, (\eg GPUs, NPUs, TPUs) (see \Cref{fig:rupp_48_years_microprocessor_data}). +To tackle datacenter diversification, \gls{dcdt}s are urgently needed. +We envision \gls{dcdt}s as systems that encompass features necessary to model the entire datacenter. +To take advantage of all benefits of \gls{dt}-ing, a \gls{dcdt} must become a holistic, widely-employed tool. +If successful, \gls{dt}s will be indispensable in datacenter management, given the current growth of \gls{ai} and the diversification of compute under way. +To achieve the \gls{nasem} goals of digital twinning~\cite{DBLP:usdoe/report/AP26894}, we suggest several directions future work should take. + +\subsection{A New, Strong Principle of \gls{dcdt} Design}\label{sss:future_work_in_analytics} + +\begin{enumerate}[label=\textbf{\arabic*.},align=left] + \item \textbf{The Future Goal}\\ + \mysystem enables \gls{dcdt}s to incorporate predictive analysis into facility management. + Naturally, we envision upcoming \gls{dcdt}s will use sophisticated prediction techniques (\eg statistical methods, \gls{ml}). + A \gls{dcdt} must posses predictive capabilities, by definition~\cite{DBLP:usdoe/report/AP26894}. + \item \textbf{What Is Missing?}\\ + To power the predictions, we envision an \gls{ml}-based inference engine as a necessary component of digital twinning. + The need for \gls{ml} arises naturally in scenarios where large volumes of data, requiring little to no preprocessing meet the demand for estimating future facility behaviour~\cite{Wikipedia:article/PredictiveModelling,CambridgeUniversityPress:book/Deisenroth}. + However, currently there are no \gls{dcdt} deployments that model the warehouse using an \gls{ml} approach to predict events (see \Cref{tab:dt_features_comparison}). + \item \textbf{The Next Steps}\\ + In short, we stipulate \gls{dcdt}s should include \gls{ml} in their \gls{oda} analysis. + The next steps would involve using \mysystem to employ a \gls{ml}-based inference engine. + To achieve this we propose to use battle-tested \gls{ml} algorithms, + \gls{erm}, the \gls{svm}, linear regression, Bayesian liner regression \etc + For future work in failure prediction, we envision an \gls{abc} approach to estimate the real failure distribution within the datacenter. + The clear benefits of this approach stem from the availability and ease of access to large volumes of data. + Moreover, \gls{ml} models are much quicker to train than \gls{cfd}-based models, and have already been employed for other purposes in existing \gls{dcdt}s~\cite{DBLP:conf/noms/ZhangZLZWC22}. + There are few drawbacks to using \gls{ml} in this scenario. + Existing works, envision going a step further, to even employ \gls{ai}-based inference engines~\cite{DBLP:journals/computer/AthavaleBBMMPS24}. + Presently, no other statistical method can approach the accuracy of a good \gls{ml} model. +\end{enumerate} + +\subsection{A Crucial Step to Long-Term Success}\label{sss:future_work_in_education} + +\begin{enumerate}[label=\textbf{\arabic*.},align=left] + \item \textbf{The Future Goal}\\ + In \Cref{ss:future_work} we highlighted the paradigm shift in datacenter design. + Computer Systems is a fast-paced, dynamic field, and we need educated engineers to make correct, well-informed decisions using \gls{dcdt}s. + We stipulate \gls{dcdt}s, specifically using simulation-based experimentation, should be included in higher education and academia (alike discrete-event simulation~\cite{DBLP:conf/ccgrid/MastenbroekAJLB21}). + New, young students should be made aware of the different Computer Systems trade-offs and encouraged to experiment with \gls{dcdt} tools on their own~\cite{DBLP:conf/icdcs/IosupUVAEHTBT18}. + \item \textbf{What Is Missing?}\\ + Currently, \mysystem is not an education-ready program. + While a pleasant \gls{ui} exists in the form of a \code{Grafana} dashboard, \mysystem does not facilitate an intuitive \gls{ui} to experiment and explore with the \gls{dcdt} capabilities. + A clear, graphical \gls{ui}, since Douglas Engelbrat first demonstrated it in 1968~\cite{Wikipedia:article/UserInterface}, is an indispensable part of many computer programs. + Presently, it is missing from \mysystem, and from many other \gls{dt} deployments~\cite{DBLP:conf/sensys/LiW0Z0T23, DBLP:conf/noms/ZhangZLZWC22, DBLP:conf/sc/TaheriBPRHDEWPM24, DBLP:conf/sc/BrewerMKWBHSGGW24} (excluding the visualization dashboards). + \item \textbf{The Next Steps}\\ + In summary, we propose \gls{dcdt}s be enhanced with a friendly, education-supportive \gls{ui}. + The next steps to achieve this are \gls{dt}-specific. + For example, to include a \gls{ui} with \mysystem we envision exploring the existing Kotlin \gls{ui} libraries (\eg Jetpack Compose~\cite{Wikipedia:article/JetpackCompose}). + We suggested creating either a \gls{gui} or a \gls{tui} for high accessibility. + The benefits of sharing \gls{dcdt}s to higher-education and academia are vast, and there are few to none drawbacks. + Master-level courses on \gls{dt} design already exist (see \url{https://studiegids.vu.nl/en/courses/2026-2027/XMU_0068}). + We believe including \gls{dcdt} experimentation in university courses can only prove beneficial to the Computer Science society. +\end{enumerate} + +\subsection{Real-World Survey of Datacenter Digital Twinning}\label{sss:future_work_in_surveying} +\begin{enumerate}[label=\textbf{\arabic*.},align=left] + \item \textbf{The Future Goal}\\ + In \Cref{s:background} we surveyed the literature on datacenter digital twinning. + We followed the steps outlined by Kitchenham \etal~\cite{DBLP:journals/infsof/KitchenhamPBBTNL10}, however we did not conduct any real-world interviews. + Real-world practice can be much different from state-of-the-art published in scientific-journals~\cite{DBLP:journals/corr/abs-2103-02060}. + We propose a series of interviews with industry practitioners to gain a fuller insight into the potential use-cases of \gls{dcdt}s. + We stipulate a systematic literature survey, alongside qualitative interviews can offer much benefit to the \gls{dcdt} community. + \item \textbf{What Is Missing?}\\ + In this thesis we have conducted a simple, comprehensive literature survey of \gls{dcdt}s. + There already exist systematic literature surveys of generic \gls{dt}s~\cite{DBLP:conf/cirp/TAO2018169}, however what is still missing is a systematic literature survey supported by real-world interviews and careful analysis of the \gls{dcdt} subdomain. + Microsoft already offers digital twinning as a service (see \url{https://azure.microsoft.com/en-us/products/digital-twins/}), and NVIDIA is deploying digital twins as well (see \url{https://www.nvidia.com/en-sg/omniverse/}). + However, there exists little knowledge on state-of-the-practice (\eg datacenters using the 6SigmaDC software, NVIDIA Omniverse, Microsoft Azure Digital Twins). + To develop useful digital twins, engineers must be aware of the practical challenges and any tacit knowledge associated with \gls{dcdt}s. + \item \textbf{The Next Steps}\\ + In short, there is no systematic literature survey of \gls{dcdt}s completed alongside real-world interviews. + The next steps to start the literature survey is to plan, conduct and analyze interviews with practitioners from a wide variety of background and nationalities. + For an excellent example of such survey, in the field of datacenter capacity planning, we advise to read ``Capelin: Fast Data-Driven Capacity Planning for Cloud Datacenters'' by Andreadis \etal~\cite{DBLP:journals/corr/abs-2103-02060}. + We believe the scientific research community can greatly benefit from a more holistic view of \gls{dcdt}s. + Most importantly, the survey could provide valuable insight into practical \gls{dcdt} deployments using proprietary tools (\eg Microsoft Azure Digital Twins). +\end{enumerate} diff --git a/content/design.tex b/content/design.tex index 175ec1b..72414a3 100644 --- a/content/design.tex +++ b/content/design.tex @@ -1,11 +1,289 @@ -\chapter{Design}\label{s:design} +% Changed chapter name, as suggested by Alexandru +\chapter{Design of \mysystem, a Digital Twin For Predictive Analysis of Datacenters}\label{s:design} +\section{Overview}\label{ss:design_overview} +\begin{mynote} + Addressing RQ$_2$, our contribution in this chapter is three-fold: + \vspace{-0.2cm} + \begin{enumerate}[label=\emph{C\textsubscript{\arabic*}}, itemsep=0.2pt] + \item We analyze the requirements for digital twins enabling predictive analysis of datacenters~(\Cref{ss:requirements_analysis}). + + \item We design the \mysystem architecture as a digital twin enabling predictive analysis of datacenters through discrete-event simulation and ODA~(\Cref{ss:design_of_mysystem}). + + \item We analyze how \mysystem fulfills the functional and non-functional requirements~(\Cref{ss:requirement_validation}). + \end{enumerate} +\end{mynote} +\section{Requirements Analysis}\label{ss:requirements_analysis} +In this section we determine the requirements that should be fulfilled by \mysystem. +We present here the stakeholders identified by our literature survey (see \Cref{ss:digital_twins_for_datacenters}) and the relevant use-cases. +Afterwards, we list the functional and non-functional requirements for \mysystem. +\subsection{Stakeholders}\label{sss:stakeholders} +We identify four main stakeholders of a predictive datacenter digital twin: +\begin{enumerate}[label=\textbf{S\arabic* --},align=left] + \item \textbf{Datacenter Managers}\\ + Responsible for maintenance and operation of the warehouse, operators manage the datacenter daily. + They interact with the servers, bring downed hosts up and ensure customers' services run smoothly at all times. + Importantly, datacenter operators follow a strict set of policies for taking different action. + Datacenter operators need to ensure different \gls{sla}s are met, energy costs are balanced and carbon emission quota is maintained. + \item \textbf{Datacenter Engineers}\\ + The term datacenter engineers encompasses datacenter architects and technicians alike. + From the moment datacenter architects determine the warehouse layout, to the physical process of booting the server racks for the first time by the technicians, datacenter engineers help build and maintain the datacenter. + They must continuously adapt to changing requirements and ensure everything goes smoothly~\cite{DBLP:journals/computer/AthavaleBBMMPS24}. + \item \textbf{Scientists and Academia}\\ + Digital twinning generates unprecedented amount of data. + To bring valuable insights, the ingested metrics must be effectively analyzed. + Scientists can draw conclusions from the monitoring data and in some deployments already benefit from the voluminous output of \gls{dcdt}s~\cite{DBLP:conf/noms/ZhangZLZWC22}. + \item \textbf{Customers and Users}\\ + Digital twins are already used to visualize both facilities and human beings alike for the benefit of users and customers. + Cloud and HPC users are not directly interacting with the system, but pay for services hosted in the datacenter and are one of the primary stakeholders of digital twinning. + Not only through 3D datacenter visualizations, but also from the continuously generated metrics can users and customers benefit from \gls{dcdt}s. +\end{enumerate} -\todo{ -In this section, you would provide a high-level description of the system or -solution and explain your design choices. -} +\subsection{Use-cases}\label{sss:use_cases} +Based on the identified stakeholders we list 6 potential use-cases for a predictive datacenter digital twin: +\begin{enumerate}[label=\textbf{UC\arabic* --},align=left] + \item \textbf{Energy Optimization} \\ + Predicting and modeling energy optimization is curcial for \gls{dcdt}s. + It is the main use-case of some existing systems~\cite{DBLP:conf/sc/BrewerMKWBHSGGW24}. + Effective energy optimization, including the adjustments to the consumed energy type is a crucial use-case of \gls{dcdt}s. + \item \textbf{Failure Management} \\ + Predictive maintenance of both hardware and software failures alike, by simulating the possible failure distribution of a running workload, can lower downtime, terminated tasks and ensure \gls{sla}s are not missed~\cite{DBLP:journals/computer/AthavaleBBMMPS24}. + \item \textbf{Heat Modelling} \\ + Heat modeling is the primary use case of existing \gls{dcdt}s (see \Cref{tab:dt_features_comparison}). + Correct thermal management of the warehouse can optimize cooling strategies, leading to lower bills and maintenance costs. + \item \textbf{Network Traffic Modelling} \\ + Congestion management and traffic routing can effectively benefit from digital twinning. + Detecting bottlenecks, adjusting datacenter protocols and calibrating switches and interconnects is already a important use-case for \gls{dcdt}~\cite{DBLP:conf/sigcomm/HongWDSSHZY21}. + \item \textbf{Virtual Prototyping} \\ + Digital twinning can be used to provide insight into the system before changes are made. + Using a \gls{dcdt}, the operators can change, model and shape the datacenter to estimate their effect. + Virtual prototyping encompasses interacting with an existing datacenter model, or with a proof-of-concept, not yet constructed warehouse. + \item \textbf{Monitoring and Visualization} \\ + 3D visualizations and dashboards are of the utmost importance to all stakeholders, due to the insights they provide. + With real-time data ingestion and the two-way feedback loop, \gls{dcdt}s can empower descriptive analytics. + This use-case already shapes many existing systems (see \Cref{tab:dt_features_comparison}). +\end{enumerate} +\subsection{Functional Requirements}\label{sss:functional_requirements} +Based on a subset of the above use-cases, we formulate the functional and non-functional requirements for \mysystem: +\begin{enumerate}[label=\textbf{FR\arabic* --},align=left] + \item \textbf{The system should be able to handle workload size representative of its modelling technique.} \\ + Existing \gls{dt}s range from Cloud through the Edge to HPC. + Therefore, \mysystem must not impose any significant limitations on the size or type of the workload it runs. + In particular, \mysystem must be able to handle workloads as large as the underlying modelling technique permits. + Without \textbf{FR1}, \mysystem will be incomplete, and like the majority of the \Cref{tab:dt_features_comparison} systems, its use-case will be niche. + \textbf{FR1} is necessary to avoid overly-specializing the \gls{dcdt}. + \item \textbf{The system should support failure detection.}\\ + Failures are of crucial concern to datacenter operators. + The system detect and report failures to datacenter operators. + Without \textbf{FR2}, the system will not be able to help datacenter operators meet \gls{sla}s. + Including \textbf{FR2} is necessary to ensure that failures, which which can cause financial penalties, are detected in a timely manner so as to meet the different \gls{sla}s. + \item \textbf{The system should be capable of long-term and short-term data storage.}\\ + \textbf{FR3} is necessary for \textbf{FR4} and \textbf{FR5}. + Without \textbf{FR3}, the system cannot support \gls{oda} techniques. + A system cannot be considered a \gls{dt} without insights stemming from accurate data analytics~\cite{DBLP:usdoe/report/AP26894}. + \gls{nasem} digital twin definition requires both real-time insights, and guidance based on historical-patterns. + Therefore, it is imperative to ensure \textbf{FR3}. + \item \textbf{The system should support descriptive data analytics.}\\ + There are many types of data analytics present is existing deployments~\cite{DBLP:conf/wosp/SumanCNTMI24}. + In order to scope down the project, we only select several use-cases for \gls{my_system}. + Out of the 4 prime analytics type, we find in the literature survey the predictive analytics to be the most urgently needed, and descriptive analytics to be the most prevailing type of data processing. + Therefore, in order to achieve performance on par with previous systems, and to ensure our system meets the official \gls{nasem} definition, \textbf{FR4} is needed. + \item \textbf{The system should enable predictive data analytics.}\\ + The system should help future researchers incorporate predictive data analytics engines, regardless of the statistical modelling technique. + This is our novel contribution to the scientific field of \gls{dcdt}s. + Without \textbf{FR5}, we miss the aim of our entire project. + \item \textbf{The system should be able to process arbitrary amounts of telemetry.}\\ + The size of the \gls{ai} economy is expected to grow~\cite{DBLP:journals/computer/AthavaleBBMMPS24}. + As a result, both current and future datacenters will generate huge amount of data. + Our system must be capable of ingesting and processing different metrics regardless of the volume of incoming messages. + Without \textbf{FR6}, we hinder the adoption of \mysystem in modern and future datacenters. + \item \textbf{The model should be capable of clear data visualization.} + The system must have a user-friendly, visual interface for data analytics, and support them in real-time. + Without \textbf{FR7}, we exclude important stakeholders such as customers and users from the potential benefactors of our system. +\end{enumerate} -\lipsum[1-10] +\subsection{Non-functional Requirements}\label{sss:non_functional_requirements} +In addition to the functional requirements, we also present non-functional requirements for \mysystem: +\begin{enumerate}[label=\textbf{NFR\arabic* --},align=left] + \item \textbf{Using \mysystem should not introduce any delays in visualizations longer than 1 second.}\\ + The system must work in real-time, without significant delay. + We impose 1 second delay as acceptable to datacenter engineers. + We have arrived at the 1 second threshold due to the fact that datacenter operators need time to react to sudden changes in the facility behaviour. + To expect a sub-1-second performance from human employees is unjustified. + At the same time, any delay $>1$ second can already negatively impact engineer's ability to react to different events at the same time in the correct order (\ie $>1$ delay hinders the ability of technicians to follow the specific datacenter protocols and policies during an event). + The system must support datacenter operators with insights at fine-grained granularity, so that insights derived from data analysis remain accurate upon reception by datacenter operators. + Without \textbf{NFR1}, \mysystem's insights will not be timely, and will be useless to datacenter operators. + \item \textbf{The system should log the ingestion and processing of metrics.} \\ + The system should provide a log of the current network traffic to and from the digital twin. + \item \textbf{The system should adhere to modern software development standards.} \\ + The system should follow modern coding principles and guidelines to ensure reproducibility and usefulness for future work. + Without \textbf{NFR3}, it will be difficult for current and future digital twin developers to include predictive analytics using \mysystem in their deployments. + \item \textbf{The system should provide insights at varying levels of confidence.} \\ + With the huge amount of telemetry data incoming from the physical twin, the digital counterpart must be able to filter and pre-process the telemetry. + Without \textbf{NFR4}, the system will present overwhelming amount of information to its users, rendering it unusable. +\end{enumerate} + +\section{Overview of \mysystem Architecture}\label{ss:design_of_mysystem} +As a result of the \emph{AtLarge Design Process}~\cite{DBLP:conf/icdcs/IosupVTETBFMT19} designed a reference architecture for a predictive datacenter digital twin. +\Cref{fig:reference_architecture} encompasses 4 main elements: +\begin{enumerate*}[label=(\Roman*)] + \item physical datacenter + \item digital thread + \item digital twin + \item predictive analytics. +\end{enumerate*} + +\subsection{The Physical Datacenter}\label{sss:physical_datacenter} +The Physical Datacenter (I) encompasses 3 core elements important to digital twinning. +Workloads (\myCircled{1a}) include the hardware requirements of each datacenter job and the submission time. +They are executed on the datacenter compute (\myCircled{1b}), which is controlled partly by the Datacenter Operators (\myCircled{1c}). +Component (\myCircled{1c}), while seemingly unimportant, is crucial to the digital twin design. +We envision \gls{dcdt}s as systems that contain a human-in-the-loop, which can control and overwrite the system's autonomous decisions. +Datacenter Operators (\myCircled{1c}) interact with both the Servers (\myCircled{1b}), and have the ability to overwrite the potential autonomous digital twin decisions, stemming from component (\myCircled{2c}), the System Knobs. + +\begin{figure}[t!] + \centering + \includegraphics[width=0.75\linewidth]{images/ref_architecture.png} + \caption[The predictive datacenter digital twin architecture.]{The predictive datacenter digital twin reference architecture. + We call the system \emph{Sunfish}. + The architecture was designed with the \emph{AtLarge Design Process}~\cite{DBLP:conf/icdcs/IosupVTETBFMT19} over several iterations in the past months.} + \label{fig:reference_architecture} +\end{figure} +\subsection{The Digital Thread}\label{sss:digital_thread} +The Digital Thread (II) is a novel contribution from \Cref{s:background}. +It is a crucial element of our architecture. +It separates the physical world from the virtual world, and contains components that do not belong to either twin, or belong to both twins. +Otherwise, it would be unclear how to model the data flow between the physical and the digital twin (\ie which elements take part in the information exchange). +Conceptually separating the physical and virtual twin makes it easier to comprehend and compartmentalize the design. +It contains the Interactive Dashboard (\myCircled{2a}), the Message Broker (\myCircled{2b}), and System Knobs (\myCircled{2c}). + +To fulfill the functional requirements of our system, we incorporate element (\myCircled{2a}), the Interactive Dashboard to our system. +This dashboard ingests data coming directly from the Message Broker (\myCircled{2b}) and from the long-term storage (\myCircled{3a}), the Database. +The Interactive Dashboard (\myCircled{2a}) allows datacenter operators to see the telemetry data arrive to the digital twin in real time. + +The Message Broker (\myCircled{2b}) is a crucial component to the reference architecture, because it facilities the physical twin $\rightarrow$ virtual twin connection. +A low-latency, high-throughput message broker partly meets our functional requirements to enable arbitrary amounts of telemetry data transfer. +The Message Broker (\myCircled{2b}) is a component is slightly more complex, and necessities a separate diagram. +In \Cref{fig:message_broker} we present the composite elements that make up the Message Broker. +In particular, the \emph{schema registry} and the \emph{connector manager} play a crucial part in fulfilling the functional requirements of our system. +The \emph{schema registry} allows the telemetry producer to submit \emph{any} data format for sending (and storing) the telemetry data.The registry is responsible for detecting what kind of format is the data sent in, and automatically adjusting the schema within the \emph{data pipeline}. +The connector manager is responsible for joining multiple distinct services to a single data pipeline. +In the reference architecture, the consumers would constitute the Database (\myCircled{3a}), the Cache (\myCircled{3b}), and the Interactive Dashboard (\myCircled{2a}). +What is remarkable about the connector manager is the ability to swiftly connect more consumers to the system. +This way, the predictive digital twin can facilitate multiple different types of analytics engines or techniques. +Additionally, the setup in \Cref{fig:message_broker} is currently standard industry practice for large software deployments. + +The System Knobs (\myCircled{2c}) represent the different cogs within the datacenter software and hardware (\myCircled{1b}) that can be adjusted during runtime (\eg to optimize \gls{pue}, change cooling strategy, allocate compute resources). +For example, System Knobs (\myCircled{2c}) within the datacenter scheduler can be tuned to schedule jobs on Servers (\myCircled{1b}) that are least likely to experience future downtime. +The autonomous actions of the digital twin (the tuning of the System Knobs (\myCircled{2c})) can be further adjusted by Datacenter Operators (\myCircled{1c}). + +\subsection{The Digital Twin}\label{sss:the_digital_twin_archi} +In our design, we explicitly differentiate between the physical and virtual space by including the Digital Twin (III) in a separate box. +The Digital Twin (III) constitutes of the long-term storage (\myCircled{3a}), short-term storage (\myCircled{3b}), the API Server (\myCircled{3c}) and the Predictive Analytics (IV) module. + +Long-term storage, namely a Database (\myCircled{3a}) is crucial to enable real-time visualizations (\myCircled{2a}), and to model long-term system behaviour. +This fulfills the functional requirements for our system, as we set out to differentiate between in-band data analytics, and out-of-band data analysis. +The data is consumed by the Database (\myCircled{3a}) directly from the Message Broker (\myCircled{2b}). +In-between, simple data pre-processing can take place. + +Short-term storage, in the form of a Cache (\myCircled{3b}) is essential for in-band data analytics, ``on-the-go''. +The Cache (\myCircled{3b}) retains the data consumed from the Message Broker (\myCircled{2b}), and for a short period of time keeps a copy. +The data analytics performed on the Database (\myCircled{3a}) dataset and the Cache (\myCircled{3b}) adhere to the use-cases for predictive (long-term) and descriptive (long-term, short-term) data analytics. + +The Message Broker (\myCircled{2b}) enables one-way connection (physical twin $\rightarrow$ digital twin). +The API Server (\myCircled{3c}) enables the digital twin $\rightarrow$ link. +The API Server (\myCircled{3c}) communicates directly with the System Knobs (\myCircled{2c}) in order to take meaningful action, based on the (predictive) insights generated by the Digital Twin (III). +Additionally, the Physical Twin (III) can query the API Server (\myCircled{3c}) for one-shot requests (\eg to create a new datacenter prototype configuration, to request special data analysis). +Moreover, the Datacenter Operators (\myCircled{1c}) can query the API Server (\myCircled{3c}) for extra insights, when necessary. + +\subsection{The Predictive Analytics Engine}\label{sss:predictive_analytics_engine} +The Predictive Analytics (IV) module is an extensible part of the reference architecture, enabling different kinds of predictive analysis. +In our design, to facilitate meaningful predictions we incorporate an Event-driven Simulator (\myCircled{4a}), Analytics Engine (\myCircled{4b}), and a Monitoring Service (\myCircled{4c}). + +We chose an Event-driven Simulator (\myCircled{4a}) as a core element of predictive analytics. +For the rationale behind this decision see \Cref{ss:datacenters}. +The predictions from the Event-driven Simulator (\myCircled{4a}) communicate directly with the Database (\myCircled{3a}) to store the simulation results, and with the Analytics Engine (\myCircled{4b}). + +The Analytics Engine (\myCircled{4b}) performs descriptive and predictive data analytics on the results from the Event-driven Simulator (\myCircled{4a}) and the telemetry data collected from the physical datacenter (stored in (\myCircled{3a}, \myCircled{3b})). +This component is highly extensible to accommodate the different types of analytics (\eg \gls{ml}, \gls{ai}, statistical methods). +The results of the data analysis are propagated to the API Server (\myCircled{3c}) to be queued for retrieval by the physical twin. + +The Monitoring Service (\myCircled{4c}) serves as a separate thread to watch over the collected telemetry in real-time. +It facilities detection of irregularities in collected data, which adheres to the functional requirements set out for the system. +Any discrepancies are communicated to the Analytics Engine (\myCircled{4b}) for further analysis, and potential insights. + +\begin{figure}[t] + \centering + \includegraphics[width=\linewidth]{images/message_broker.png} + \caption[The detailed view of the Message Broker.]{The detailed view of the Message Broker (\myCircled{2b}) from \Cref{fig:reference_architecture}.} + \label{fig:message_broker} +\end{figure} + +\section{Requirement Validation}\label{ss:requirement_validation} +%How does this model satisfy the requirements? +%How did you arrive at this specific model? +In this section we describe the rationale behind the different design decisions of \mysystem. +To show that our model satisfies the functional and non-functional requirements, we map each component of \mysystem onto the requirements it fulfills. +\input{sources/requirements_validation.tex} + +The Interactive Dashboard (\myCircled{2a}) supports (\textbf{FR2}), as it allows to display the failures detected to datacenter operators; it is the core of (\textbf{FR4}) because descriptive analytics are synonymous to visualizations. +It enables (\textbf{FR5}) because the predictive insights can be displayed directly through the dashboard to the datacenter operators. +Operators can then overwrite the autonomous decisions performed by the \gls{dt}. +Dashboards are the current industry practice for clear data visualization (\textbf{FR7}). +In our design, we ensure (\textbf{NFR1}) is in a two-fold way. +Firstly, we ensure a direct connection between the Interactive Dashboard (\myCircled{2a}) and the Message Broker (\myCircled{2b}). +As the Message Broker (\myCircled{2b}) is capable of accommodating multiple consumers, the Interactive Dashboard (\myCircled{2b}) receives the same telemetry at the same rate as the live prediction engine. +Secondly, through a direct connection to the Database (\myCircled{3a}), the Interactive Dashboard (\myCircled{2a}) can instantly retrieve all historical patterns. +Thus, we meet (\textbf{NFR1}). +(\textbf{NFR2}) and (\textbf{NFR3}) are met by including in the system implementation a dashboard that enables logging of metrics. + +The Message Broker (\myCircled{2b}) indirectly fulfills (\textbf{FR1}). +A good and robust message broker alleviates potential bottlenecks that might stem from large data transfer. +My including a dedicated message broker, we ensure the bottle neck when twinning is not \mysystem. +As the Message Broker (\myCircled{2b}) is a vital component in the communication between the datacenter operators and the physical twin, it indirectly enables (\textbf{FR2}), (\textbf{FR3}), (\textbf{FR4}), (\textbf{FR5}). +In the other direction, to ensure that the \gls{dcdt} can ingest any amount of data, the Message Broker (\myCircled{2b}) is needed for (\textbf{FR6}). +The non-functional requirements are met by including a state-of-the-art message broker from either academia or the industry in the implementation. + +The inclusion of System Knobs (\myCircled{2c}) in the reference architecture fulfills (\textbf{FR2}). +With autonomous actions, the \gls{dt} can alter the operation of the datacenter based on the detected failures. +Failure detection must support datacenter operators in meeting \gls{sla}s. +Autonomous actions, enabled by System Knobs (\myCircled{2c}) help achieve that. +(\textbf{FR4}) and (\textbf{FR5}) are met by ensuring the insights that come from the \gls{dt} can be automated with the system knobs. +Supporting both predictive and descriptive analytics is core to the system knobs. +(\textbf{NFR4}) is met as the existing digital twin deployments often contain (indirectly) the System Knobs (\myCircled{2c}) element. +Including it in our design adheres to best design practice. +Importantly, (\textbf{NFR5}) is fulfilled together by creating a predictive analytics engine that is capable of intelligent insights and system knobs. +In order for the predictive insights to be realized, systems knobs are needed. + +The Database (\myCircled{2c}) meets (\textbf{FR3}), (\textbf{FR4}), (\textbf{FR5}), (\textbf{FR6}) and (\textbf{NFR2}). +Trivially, including a simple \gls{dbms} in the architecture fulfills (\textbf{FR3}). +For the different types of analytics (\textbf{FR4}), (\textbf{FR5}), the Database (\myCircled{2c}) enables insights from historical patterns. +Database are the current state-of-the-art in storing telemetry (\textbf{FR6}). +They are designed to hold arbitrary volume of data. +Lastly, (\textbf{NFR2}) is met by storing in the database the logs from both the \gls{dcdt} and the physical datacenter. + +The API Server (\myCircled{3c}) ensures (\textbf{FR4}), (\textbf{FR5}), (\textbf{FR2}) and (\textbf{NFR3}). +The server, which facilitates the insights that come into the System Knobs (\myCircled{2c}), by proxy enables (\textbf{FR4}) and (\textbf{FR5}). +To detect failures, some sort of notification daemon is needed for the datacenter operators, not just the dashboard. +The API Server (\myCircled{3c}) fulfills that role, ensuring (\textbf{FR2}). +The API server (\myCircled{3c}), specifically a server using the \gls{http} protocol is a state-of-the-art approach to existing digital twin communication (\textbf{NFR3}). + +The Cache (\myCircled{3b}) ensures the same requirements as the Database (\myCircled{3a}), with a couple of exceptions. +Namely, it also ensures (\textbf{NFR1}) and (\textbf{NFR3}). +Caching is needed for sub 1-second visualizations, and the inclusion of a cache for in-band data analytics is the current community practice. + +In our design, we include an Event-driven Simulator (\myCircled{4a}). +This ensures (\textbf{FR1}), (\textbf{FR2}), (\textbf{FR4}), (\textbf{FR5}) and all non-functional requirements except (\textbf{NFR2}). +Using a discrete-event simulator ensures that our system can handle workloads that are representative of the simulator at use. +Simulation, a method that is widely accepted by the scientific community, is one way \mysystem can ensure (\textbf{FR1}). +Detecting failures, enabling both descriptive and predictive analytics depends on how good of a simulator (\myCircled{4a}) is. +In principle, a robust, holistic simulator incorporated into the predictive engine is capable of meeting (\textbf{FR4}), (\textbf{FR2}) and (\textbf{FR5}). +Simulation also allows to model large workloads and to interact with the simulation in real-time (\textbf{NFR1}), it is considered a state-of-the-art approach to datacenter modelling (\textbf{NFR3}) and, with good data analytics provides enough data for insights at varying levels of confidence (\textbf{NFR4}). + +The Analytics Engine component (\myCircled{4b}) and the Monitoring Service (\myCircled{4c}) fulfill the same set of requirements, namely (\textbf{FR1}), (\textbf{FR2}), (\textbf{FR4}) and (\textbf{FR5}). +Additionally the Analytics Engine (\myCircled{4b}) also fulfills (\textbf{NFR4}), as it provides the capability to differentiate between different levels of confidence. +Both components are working together in unison, closely watching and reacting to the metrics from the real datacenter. +Hence, they fulfill (\textbf{FR2}), (\textbf{FR4}) and (\textbf{FR5}) and are crucial to the \gls{dcdt} operation. +(\textbf{FR1}) is fulfilled by ensuring both the Analytics Engine and the Monitoring Service are not the source of any bottlenecks during the system implementation. diff --git a/content/discussion.tex b/content/discussion.tex deleted file mode 100644 index 62129fc..0000000 --- a/content/discussion.tex +++ /dev/null @@ -1,10 +0,0 @@ -\chapter{Discussion}\label{s:discussion} - - -\todo{ -Here you put your results in context (possibly grouped by research question). Usually, this section focuses on analyzing the -implications of the proposed work for current and future research and for practitioners. -} - - -\lipsum[1-8] diff --git a/content/evaluation.tex b/content/evaluation.tex index 3b65dff..4978206 100644 --- a/content/evaluation.tex +++ b/content/evaluation.tex @@ -1,13 +1,284 @@ -\chapter{Evaluation}\label{s:evaluation} +\chapter{Experimental Evaluation through a Real-World Prototype}\label{s:evaluation} +\section{Overview}\label{ss:evaluation_overview} +\begin{mynote} + Addressing RQ$_3$ together with the previous chapter, the contribution of this chapter is two-fold: + \vspace{-0.2cm} + \begin{enumerate}[label=\emph{C\textsubscript{\arabic*}}] + \item We provide a novel method for evaluating datacenter digital twins in \Cref{ss:experimental_setup}. -\todo{ -Discuss the design of your experiments, the results you obtained, and how they -help in evaluating the claims you made in the introduction. You may also use the -evaluation results in this section to justify your design choices or assess the -contributions of different aspects of your design towards the overall goals. -} + \item We provide a comprehensive set of experiments to evaluate \mysystem~(\Cref{ss:experiment1,ss:experiment2}). + \end{enumerate} + Our findings indicate: + \vspace{-0.2cm} + \begin{enumerate}[label=\emph{F\textsubscript{\arabic*}}] + \item Digital twinning can be used for failure detection to the benefit of datacenter operators. + \emph{Sunfish} is able to effectively differentiate between large failures and insignificant downtime. + \item \emph{Sunfish} is capable of dynamic adjustments to the scheduling policy of the datacenter, during workload runtime. + \item If supplied with a state-of-the-art predictive analytics engine, \emph{Sunfish} is capable of lowering the number of terminated during a workload. + \item \mysystem can estimate both the best-case and worst-case number of total tasks terminated due to failures during a datacenter workload. + \end{enumerate} +\end{mynote} -\lipsum[1-16] +\section{Novel Evaluation Technique}\label{ss:experimental_setup} +\begin{figure}[t] + \centering + \includegraphics[width=0.74\linewidth]{images/novel_eval_method_improved.png} + \caption[A novel evaluation method proposal.]{A novel evaluation method which solves the issue of real-world experimentation, which is unsustainable and costly~\cite{DBLP:conf/ccgrid/MastenbroekAJLB21}. In this approach, both the physical and virtual datacenter are emulated using discrete-event simulation.} + \label{fig:novel_eval_method} +\end{figure} +In the this section, we evaluate \mysystem using \code{OpenDC} and all the necessary software (\ie \code{Grafana}, \code{PostgreSQL}, \code{Confluent Kafka}. +A na\"ive experimental approach would consist of connecting \mysystem to a physical datacenter. +However, as explained earlier in this work, running large experiments on real-world data centers is expensive and time-consuming~\cite{DBLP:conf/ccgrid/MastenbroekAJLB21}. +Additionally, we do not have access to a datacenter. +To alleviate this problem, we again utilize simulation for the benefit of evaluating \mysystem, and \gls{dcdt}s in general. + +In this non-trivial approach, we replace the real-world datacenter with \emph{another} instance of the event-driven simulator from \Cref{fig:reference_architecture}. +For our implementation, we decided to use a second \code{OpenDC} +process. +A schematic overview of this experimental technique can be seen in \Cref{fig:novel_eval_method}, where the \textcolor{Red}{\ding{110} \textbf{red}} box highlights our initial approach, and the \textcolor{Green}{\ding{110} \textbf{green}} box shows the novel evaluation method. +The advantages of this approach are as follows: +\begin{enumerate*}[label=(\arabic*)] + \item The ``physical twin'' simulator is capable of fully replacing the real-world facility, and allows for reproducible experimentation. + \item The environmental footprint is smaller. As a result, \mysystem is more sustainable. + \item Datacenter engineers can fine-tune the digital twin using this setup before pairing it with the production environment. + In result, engineers can effectively use our setup to test and debug the digital twin before installation. + \item With this method, \gls{dcdt} research becomes more accessible both to the scientific community and higher education. +\end{enumerate*} + +\section{Experiment Parameters}\label{ss:experiment_parameters} +In this section we detail the experimental setup that follows most of the experiments. +The workload trace used for all experiments is based on a one-month SURF workload trace~\cite{DBLP:conf/ccgrid/ShenBI15}. +In the experiments we model a Dutch SURF datacenter for scientific computing. +The cluster, SURF-SARA, contains 277 hosts, each with 128GB of RAM and 16 processing cores running at maximum 2.1GHz~\cite{DBLP:conf/wosp/NicolaeTKLI26}. +This setup ensures a realistic experiment scenario that is representative of a real-world setting. + +The \code{OpenDC} that models the physical datacenter uses the \code{SmartScheduler}. +The event driven simulator within the predictive analytics engine of \mysystem uses the \code{FilterScheduler} by default, unless otherwise specified. + +For the experiments that model datacenter compute failures, we use \emph{failure traces} or \emph{failure models}. +For a detailed explanation on the differences between the two, consult \Cref{sss:failures}. +In short, failure traces contain the data necessary to reproduce the outages experienced by the real datacenter during the simulation. +A trace contains 3 elements, failure interval, failure duration and failure intensity (see \Cref{tab:failure_traces_overview}). +A failure model is characterized as as a statistical distribution of failures based on scientific research. +It is akin to the output of an algorithm that determines when failures should happen, rather than a real-world trace~\cite{DBLP:journals/jpdc/JavadiKIE13}. +In the experiments we use traces from the archive developed by Talluri \etal~\cite{DBLP:journals/tpds/TalluriNCKCBI26}. +We chose a diverse range of failure traces, based on the mean failure intensity in each trace (see \Cref{tab:failure_traces_overview}). +Mean failure intensity is a metric that shows best how severe the failures are. +The higher the failure intensity, the more hosts go down at once, resulting in more serious downtime and missed \gls{sla}s. +According to the mean failure intensity, we chose the 5 traces in \Cref{tab:failure_traces_overview} for our experiments. +\input{sources/failure_model_statistics.tex} +\input{sources/failure_models.tex} +\input{sources/failure_characteristics.tex} +In \Cref{ss:experiment2} we used a failure trace from Skype. +This is the only trace that can be paired with a corresponding failure model (see \Cref{tab:failure_models_table}). +Additionally, in \Cref{ss:experiment1} we find a need to define a threshold based on a statistical distribution of failures. +For this purpose, we use a normal distribution with mean 1.5 and standard deviation 1.5. + +All the experiments were run on a commodity laptop, with an AMD Ryzen 7840U CPU containing 16, double-threaded cores and maximum frequency of 5.13 GHz, 32GB of DDR5 RAM. +By showing that \mysystem works using this setup, we encourage scientists and academia (stakeholder \textbf{S3}) to freely experiment with \mysystem. + +\section{Experiment 1: Failure Detection}\label{ss:experiment1} +\begin{figure}[t] + \centering + \includegraphics[width=0.8\linewidth]{images/red_yellow_alarms.pdf} + \caption[The results of Experiment 1.]{The results of Experiment 1. \textcolor{Orange}{\ding{110} \textbf{\sffamily Red Alarms}} signify 90\% of acceptable failure threshold was reached. \textcolor{Goldenrod}{\ding{110} \textbf{\sffamily Yellow Alarms}} signify 80\% of the threshold was reached.} + \label{fig:red_yellow_alarms} +\end{figure} +For the first experiment we adopt the idea introduced by Taheri \etal~\cite{DBLP:conf/sc/TaheriBPRHDEWPM24}. +We show 2 different ways a \gls{dcdt} can notify datacenter engineers of detected failures. + +\subsection{Context}\label{sss:failure_detection_context} +In this section we try to provide the rationale behind this experiment. +Failure detection is a primary use-case for \gls{dcdt}s~\cite{DBLP:journals/computer/AthavaleBBMMPS24,DBLP:usdoe/report/AP26894,DBLP:conf/sc/TaheriBPRHDEWPM24,DBLP:journal/IJAE/Teugel2011}. +Failures in a datacenter can arise from a number of problems, \eg software configuration issues, power outage, network congestion~\cite{DBLP:report/AnnualOutageAnalysis2025}, and must be immediately detected to ensure their negative impact is minimized. +Some failures can have negligible consequences (around 38\% of all failures are negligible~\cite{DBLP:report/AnnualOutageAnalysis2025}), whilst other can cause severe downtime and loss of millions of \$USD~\cite{DBLP:report/AnnualOutageAnalysis2025}. +By differentiating between insignificant and severe failures, datacenter operators can focus their efforts on addressing the most impactful problems, minimizing missed \gls{sla} and ensuring swift datacenter operation. + +In \Cref{ss:experiment1} we model such a scenario. +For example, imagine the following sequence of events: +\begin{enumerate}[label=\textbf{\arabic*.},align=left] + \item The datacenter receives a scheduled workload. + \item To predict what kind of failures might occur during the workload, we ask the digital twin to run the workload first. + \item We have no \emph{a priori} knowledge of the workload type, so we can only estimate the distribution of failures. To do this, the \gls{dcdt} will run the workload, assuming failures follow \eg a normal distribution. (Unlike traditional analytical tools, the distribution can be selected arbitrarily, even changed during the run, and the predictive results do not rely on underlying statistical assumptions.) + \item After running the simulation, the \gls{dcdt} can analyze the results and compare them with the running workload. + \item If the running workload has more failures than what the \gls{dcdt} predicted, with the latter representing the known errors inherent in typical datacenter operations, the discrepancy is used to notify the datacenter operators -- + something is wrong. + Through the real-time feedback loop, the \gls{dcdt} not only notifies the datacenter operators, but can also help understand where and how what is happening in reality is different from the simulation. +\end{enumerate} + +In our experiment, we notify the datacenter operators in two cases: +(1) we send a yellow alarm if the 80\% threshold is reached, that is, the simulated results get within 80\% of the predicted threshold for the number of failures; +(2) we send a red alarm if the 90\% threshold is reached. + +The purpose of this experiment is two-fold: \begin{enumerate*}[label=(\arabic*)] + \item to show our system works correctly, and + \item to show our system fulfills the functional and non-functional requirements. +\end{enumerate*} +The technical experimental setup can be described as follows: \begin{enumerate*}[label=(\arabic*)] + \item firstly, we use \code{OpenDC} and a failure model with the normal distribution $\mathcal{N}(\mu = 1.5,\sigma=1.5)$ to model the failures we might expect from a given workload. + \item then, using the predictions, we establish a threshold acceptable to datacenter operators (\ie how many failures can we tolerate before we raise any alarm) + \item the red alarm is raised when 90\% of the threshold is reached, and the yellow alarm is raised when 80\% of the threshold is reached. + \item lastly, the \code{OpenDC} acting as the real datacenter runs the workload, and \mysystem closely monitors the datacenter to see if the number of failures exceeds the accepted threshold. +\end{enumerate*} +The results are in \Cref{fig:red_yellow_alarms,fig:alarms_vs_failures,fig:failure_detecton_rate}. + +\begin{figure}[t] + \centering + \includegraphics[width=0.8\linewidth]{images/alarms_vs_failures.pdf} + \caption[Total number of failures versus number of alarms raised.]{Comparison between the total number of raised alarms and the ground truth failure distribution during a SURF month workload in the SURF-SARA cluster. The failure trace used in this plot models Gmail outage reports~\cite{DBLP:journals/tpds/TalluriNCKCBI26}.} + \label{fig:alarms_vs_failures} +\end{figure} + + +\subsection{Discussion}\label{sss:experiment1_discussion} + +\Cref{fig:red_yellow_alarms} indicates \mysystem is capable of accurately detecting failures in datacenters. +In the figure, we can see that as the mean failure intensity rises, so does the total number of failures detected. +This behaviour is expected -- the higher the mean failure intensity, the more severe the failures, the more notifications to datacenter operators are sent. +The more failure-intense the trace, the more alarms are raised on behalf of the digital twin. +What is more, using the different threshold values, \mysystem can differentiate between serious failures and insignificant, single host problems (\ie the number of yellow alarms is smaller than the number of red alarms). + + +To offer a second perspective, we also provide the results depicted in \Cref{fig:alarms_vs_failures}. +In this figure, we show the total number of alarms raised and the ground truth (how many failures occurred in reality.) +We can see a clear correlation between the total number of alarms raised, and the actual number of failures have occurred at each time during the workload. +For this visualization, we combined both the red and yellow alarms into a single metric. +In short, \Cref{fig:alarms_vs_failures} backs our claims, and verifies the results obtained in \Cref{fig:red_yellow_alarms}. + +\begin{figure}[!t] + \centering + \includegraphics[width=0.8\linewidth]{images/failure_detecton_rate2.pdf} + \caption[Failure detection rate overview.]{In this figure we show the total failure detection rate (\textcolor{Thistle}{\ding{110} \textbf{\sffamily Red + Yellow Alarms / Total Failures}}). + Our results are much different from DyTwin's performance~\cite{DBLP:conf/sc/TaheriBPRHDEWPM24}. + We believe this is due to the irreconcilable differences between our experimental setups.} + \label{fig:failure_detecton_rate} +\end{figure} + +However, Taheri \etal present their results differently, using the \emph{anomaly detection rate} instead. +The rate is simply calculated as the anomalies detected correctly over the true anomaly count~\cite{DBLP:conf/sc/TaheriBPRHDEWPM24}. (Note: The correct term for this should be the \emph{anomaly detection ratio}.) +Therefore, in \Cref{fig:failure_detecton_rate} we also plot the failure detection ratio, defined as the sum of Red and Yellow alarm-counts, over the Total Failure count. +What is surprising is Taheri \etal report almost negligible false positive rate and of their system. +Moreover, after testing with DyTwin in a specific experimental setup, Taheri \etal conclude their proposed method achieves 100\% anomaly detection rate. +In our experiment, the numbers differ significantly; we attribute this to irreconcilable differences between our experimental setups. + + +% Our results are also different from DyTwin's performance~\cite{DBLP:conf/sc/TaheriBPRHDEWPM24}. +% We believe this is due to the irreconcilable differences between our experimental setups. + + + +\Cref{fig:failure_detecton_rate} shows the mean failure detection ratio to be around 12\%. +Compared to the DyTwin results reported by Taheri~\etal~\cite{DBLP:conf/sc/TaheriBPRHDEWPM24}, the difference is significant. +We stipulate that the root of the discrepancy is that our setup differentiates between different types of failures, a capability that is not present in the DyTwin digital twin~\cite{DBLP:conf/sc/TaheriBPRHDEWPM24}. +As a new result, we interpret \Cref{fig:failure_detecton_rate} as showing that on average 12\% of failures in the workload are severe. +Surprisingly, the WhatsApp failure detection ratio is the lowest, contrary to the mean failure intensity, which places WhatsApp trace as the 2\textsuperscript{nd} least failure-intensive trace. + +\section{Experiment 2: Failure Prediction}\label{ss:experiment2} + +In \Cref{ss:experiment1} we showed \mysystem is capable of incorporating descriptive analytics. +Through experiment-based evaluation, we concluded \mysystem can detect and differentiate between severe and one-off host failures. +In this section, we aim to show \mysystem can additionally work together with a predictive analytics engine, enabling actionable insights into the future behaviour of the datacenter. + +\begin{figure}[t] + \centering + \includegraphics[width=0.8\linewidth]{images/failure_likelihood.png} + \caption[The failure model likelihood over time.]{How closely a \emph{failure model} approximates the real failure distribution (the Skype failure trace) during runtime. The vertical axis is linear but does \textit{not} start at 0.} + \label{fig:failure_likelihood} +\end{figure} + +\subsection{Context}\label{sss:context_experiment2} +To predict when a host failure might occur, a straightforward approach is to use long-established statistical methods. +Our goal is to approximate the real failure distribution of a workload, using past data and relevant statistical distributions. +For the task at hand, we chose the Skype Failure Trace, because it is supported by 4 different failure models~(see \Cref{tab:failure_models_table}, sourced from~\cite{DBLP:journals/jpdc/JavadiKIE13}), based on past Skype workload data. +%These 4 statistical distributions, published in a peer-reviewed journal are in . +The Skype Failure Trace model was sourced from the Cloud Uptime Archive~\cite{DBLP:journals/tpds/TalluriNCKCBI26}. +The goal is to use the failure distribution to predict when a host will fail, and then in advance re-schedule all the tasks from the hosts onto different machines \emph{before} it crashes. + +Initial experiment results were unpromising. +Using the insights from the failure models we were not able to do better than the baseline (switching hosts on and off randomly). +To investigate why this might be the case, we run an experiment to identify which failure distribution at any given moment is most likely to resemble the actual, ground truth failure distribution. +Using a similarity score $\mathcal{S}$, which is a weighted average of the exported metrics, we tried to determine the most similar distribution at any given time. +The results are shown in \Cref{fig:failure_likelihood}. + +% In \Cref{fig:failure_likelihood}, we notice an almost random fluctuation of the similarity score $\mathcal{S}$. +% Any given failure model, at any time interval is almost as likely to model the actual failures as the other models. +% Moreover, the similarity score $\mathcal{S}$ of each failure model is never higher than 32\%. +% \Cref{fig:failure_likelihood} exacerbates the difficulty of predictive analytics. + +% \begin{figure}[!t] +% \centering +% \includegraphics[width=0.8\linewidth]{images/conceptual_experiment.png} +% \caption[What-if experiment.]{The What-if experiment: \textcolor{Apricot}{\ding{110} \textbf{Sunfish}} performance shows the benefits of digital twinning over a normal datacenter without digital twinning insights \textcolor{Gray}{\ding{110} \textbf{OpenDC}}. Lowering the mean number of failures is of significant importance to datacenter operators.} +% \label{fig:conceptual_experiment} +% \end{figure} + +%Despite the aforementioned results, we set out for a different solution to show +We also show \mysystem is capable of incorporating a predictive analytics engine. +Instead, we designed a \emph{conceptual experiment}. +In this setup, we \emph{assume} the predictive analytics engine is capable of fully predicting when each failure is going to happen with 100\% accuracy. +Equipped with this assumption, which only serves to show \mysystem meets the functional and non-functional requirements, we conducted the second experiment. +The results are shown in \Cref{fig:conceptual_experiment}. + +\subsection{Discussion}\label{sss:experiment2_discussion} + +In \Cref{fig:failure_likelihood}, we notice an almost random fluctuation of the similarity score $\mathcal{S}$. +For any failure model, at any time interval, it is almost as likely to accurately model the actual failures as the other models. +Moreover, the similarity score $\mathcal{S}$ of each failure model is never higher than 32\%. +\Cref{fig:failure_likelihood} exacerbates the difficulty of predictive analytics. + + +\begin{figure}[!t] + \centering + \includegraphics[width=0.8\linewidth]{images/conceptual_experiment.png} + \caption[What-if experiment.]{The What-if experiment: \textcolor{Apricot}{\ding{110} \textbf{Sunfish}} performance shows the benefits of digital twinning over a normal datacenter without digital twinning insights \textcolor{Gray}{\ding{110} \textbf{OpenDC}}. Lowering the mean number of failures is of significant importance to datacenter operators.} + \label{fig:conceptual_experiment} +\end{figure} + +\Cref{fig:conceptual_experiment} shows that using a perfect predictive-analytics engine, \mysystem is capable of lowering the total number of failures significantly. +In this experiment, we used only 3 failure traces from user reports of Twitter, WhatsApp, and Gmail. +Importantly, we assume in this experiment a perfect precognition of what failures might occur and when. +While unrealistic in a practical scenario, this assumption serves to approximate the potential gains from incorporating a predictive analytics engine with \mysystem. +The results are only indicative. +In the figure we can see that the mean number of failures in a ``physical datacenter'' (\ie \code{OpenDC}) is much higher without the insights of \mysystem. + +\section{Experiment 3: Failure Exploration}\label{ss:experiment3} + +For this experiment, we adapt the idea of using multi-modal simulation from Nicolae \etal~\cite{DBLP:conf/cf/NicolaeNTI26} to estimate failures with \gls{dcdt}. + +\subsection{Context}\label{sss:context_experiment3} +In this experiment we use the \gls{dcdt} to explore the number of terminated tasks when different failure injection algorithms are used. +The primary objective of this experiment is to identify the worst-case scenario and best-case scenario of running a workload prone to failures. + +Nicolae \etal explore how multi-modal simulation can provide additional insight into datacenter operation and can potentially halve the error of singular models~\cite{DBLP:conf/cf/NicolaeNTI26}. +For our work, we adopt a similar approach to failure prediction. +Imagine the following sequence of events: +\begin{enumerate}[label=\textbf{\arabic*.}, align=left] + \item The datacenter receives a scheduled workload, and the operators want to know the worst-case scenario and best-case scenario of how severe failures they can expect. + \item Datacenter engineers ask the digital twin to run the workload first with different failure injection algorithms. + \item After running the simulation, the \gls{dcdt} can provide the maximum and minimum number of expected failures. + \item By continuously monitoring the datacenter during the runtime of the real workload, the operators can use the estimate to make more informative decisions. +\end{enumerate} +\begin{figure} + \centering + \includegraphics[width=0.85\linewidth]{images/victim_selector_comparison.pdf} + \caption[Comparison of different victim selector algorithms.]{Comparison of different algorithms used for injecting failures into the simulated digital twin to explore the worst-case and best-case scenarios.} + \label{fig:victim_selector_comparison} +\end{figure} +For this experiment we used a SURF month trace running on the SURF-SARA cluster, as explained in \Cref{ss:experiment_parameters}. +Additionally, we use the Gmail failure trace to inject failures, and use 3 different algorithms for selecting the hosts to fail: \code{CpuUtilSelector}, \code{RoundRobinSelector}, \code{RandomVictimSelector}. +The results are depicted in \Cref{fig:victim_selector_comparison}. + +\subsection{Discussion}\label{sss:discussion_experiment3} +\Cref{fig:victim_selector_comparison} shows using different victim selection algorithms can effectively present the worst-case and best-case number of tasks terminated before running the real workload. +The victim selector that achieves the most tasks terminated is the \code{CpuUtilSelector}, which stops the hosts with the highest \gls{cpu} utilization. +It reaches over 700 terminated tasks (709) in total. +The \code{Random} selector, which randomly picks the hosts to stop, achieves the second-highest number of tasks terminated, at around 450. + +The most optimistic scenario for datacenter operators tested here is the \code{RoundRobin} selector, which picks the hosts to terminate in a round-robin fashion. +No more than 130 tasks are terminated using this fault injection algorithm. + +To summarize, this experiment shows that \mysystem can be used to explore different failure algorithms for the benefit of datacenter operators. +Using \mysystem, on-site engineers can effectively estimate the best-case and worst-case number of terminated tasks during a workload. diff --git a/content/implementation.tex b/content/implementation.tex index 84fb7a6..79c5191 100644 --- a/content/implementation.tex +++ b/content/implementation.tex @@ -1,13 +1,213 @@ -\chapter{Implementation}\label{s:implementation} +\chapter{Implementation of \mysystem}\label{s:implementation} +\section{Overview}\label{ss:overview_implementation} -This section presents important implementation details. +\begin{mynote} + Addressing RQ$_3$ together with the next chapter, the contribution of this chapter is two-fold: + \vspace{-0.2cm} + \begin{enumerate}[label=\emph{C\textsubscript{\arabic*}}] + \item We implement the real-world prototype of \mysystem (see \Cref{ss:detailed_implementation_overview}) realizing key features of the design. + + \item We engineer \mysystem to enable predictive analytics engines (see \Cref{ss:programming}). + + \end{enumerate} +\end{mynote} +\section{Detailed Implementation of \mysystem}\label{ss:detailed_implementation_overview} +In this section, we describe the detailed implementation of \gls{my_system}. +After completing it, the reader should understand the technical decisions, choice of tools, and modifications to existing software necessary for evaluation of \gls{my_system} in \Cref{s:evaluation}. -\lipsum[1-6] +Any complex system is more than the sum of its parts~\cite{Wikipedia:article/Systems_Thinking}. +To understand \gls{my_system} it is crucial to provide a holistic view on the prototype. +Therefore, the rest of this chapter is structured in a top-down approach: \Cref{ss:detailed_implementation_overview} +presents the rationale for using the specific software packages, \Cref{ss:data_flow} shows the flow of data within the system, and \Cref{ss:extensions} details the different modifications and new software extensions to \code{OpenDC}. +Lastly, \Cref{ss:programming} carefully explains the design decisions behind the major Python modules. +\begin{figure}[t] + \centering + \includegraphics[width=0.85\linewidth]{images/implementation.pdf} + \caption[The prototype and its components based on the architecture.]{The prototype and its components based on the architecture. + The time-series data flows first to the \texttt{Grafana} (\myCircled{2a}) dashboard, \texttt{PostgreSQL} (\myCircled{3a}) database and \texttt{Redis} (\myCircled{3b}) cache as advised in ~\cite{DBLP:conf/sc/TaheriBPRHDEWPM24}.} + \label{fig:implementation} +\end{figure} +At the onset of the project, we decided \gls{my_system} will use only state-of-the-art software, deployed in the industry or evaluated in peer-reviewed scientific publications. +The mapping of software packages used onto the reference architecture can be seen in \Cref{fig:implementation}. +To facilitate visualizations and interactive dashboards, we decided to use \code{Grafana} (\myCircled{2a})~\cite{Wikipedia:article/Grafana}. +To enable the flow of data into the \gls{dt}, we use \code{Kafka} (\myCircled{2b})~\cite{Wikipedia:article/Confluent}. +To store the in-band data we use a \code{Redis} (\myCircled{3b})~\cite{Wikipedia:article/Redis} cache, and for out-of-band data we use a \code{PostgreSQL}(\myCircled{3a})~\cite{Wikipedia:article/Postgresql}. +To enable predictive analytics, we chose a discrete-event simulator, \code{OpenDC}(\myCircled{4a})~\cite{GitHub:software/OpenDC}. +The \code{Analytics Engine} (\myCircled{4b}), \code{Monitoring Service} (\myCircled{4c}), and \code{HTTP Server} (\myCircled{3c}) are described in detail in \Cref{ss:programming}. + +\begin{figure}[t] + \centering + {\includegraphics[width=0.9\linewidth]{images/grafana_panel.pdf}} + \caption[Example Grafana dashboard.]{Example Grafana Dashboard with downtime plotted against time.} + \label{fig:example_grafana_dashboard} +\end{figure} + +\code{Grafana} (\myCircled{2a}) is a state-of-the-art industry tool to visualize dashboards. +We posit it is crucial to include a user-friendly performance dashboard. +A number of previous publications on \gls{dt}s find dashboards important~\cite{DBLP:conf/sc/TaheriBPRHDEWPM24, DBLP:conf/wosp/SumanCNTMI24, DBLP:conf/wosp/NicolaeTKLI26}. +We chose \code{Grafana} (\myCircled{2a}) instead of other software packages because of its seamless integration with \code{PostgreSQL} (\myCircled{3a}). +\code{Grafana} (\myCircled{2a}) provides good separation of concerns and compartmentalization as it does not store the displayed metrics itself. +Instead, it queries the \code{PostgreSQL} (\myCircled{3a}) database in real-time~\cite{Wikipedia:article/Grafana}, unlike \eg \code{InfluxDB}. +Good alternatives to \code{Grafana} (\myCircled{2a}) are \code{Kibana}~\cite{Wikipedia:article/Kibana}, \code{Prometheus}~\cite{Wikipedia:article/Prometheus}, and \code{Graphite}~\cite{Wikipedia:article/Graphite}. + +\code{Kafka} (\myCircled{2b}), particularly \code{Kafka} developed by Confluent~\cite{Wikipedia:article/Confluent} is a battle-tested message broker that provides versatile capabilities to transfer huge volumes of data with little latency, in real-time. +We decided to use \code{Confluent Kafka} instead of \code{Kafka} developed by the Apache Foundation, because of it's masterful connector system allowing to easily add sources and sinks (\eg \code{PostgreSQL} (\myCircled{3a}) sink, \code{Redis} (\myCircled{3b}) sink, \code{OpenDC} source (\myCircled{4a}) ). +Additionally, as opposed to \code{Apache Kafka}, \code{Confluent Kafka} comes equipped with a \code{Schema Registry}. +The \code{Schema Registry} is a important component that allows the storage of database and cache schemas for easy retrieval. +With \code{Schema Registry}, we ensure that the data stored in \code{PostgreSQL} (\myCircled{3a}) tables and in \code{Redis} (\myCircled{3b}) streams contains the exact same schema. +Moreover, \code{Schema Registry} is compatible with versatile data interchange formats, such as \code{ProtoBuf}~\cite{Wikipedia:article/ProtoBuf} (see \Cref{lst:protobuf-schema}). + +\code{Redis} (\myCircled{3b}), is a key value store that provides efficient store and retrieval operations~\cite{Wikipedia:article/Redis}. +In particular, \code{Redis} (\myCircled{3b}) is capable of storing \emph{streams} -- append only logs which allow for fast and quick query of large volumes of data. +\code{Redis} (\myCircled{3b}) is the industry leader in key value caching. +The only alternative to \code{Redis} (\myCircled{3b}) is \code{memcached}~\cite{Wikipedia:article/Memcached}, which does not provide the capability to integrate with \code{Kafka} (\myCircled{2b}). + +\code{PostgreSQL} (\myCircled{3a}) is a database management system, necessary to store large volumes of out-of-band data coming from the physical datacenter. +The \code{PostgreSQL} (\myCircled{3a}) server provides a simple and straightforward interface to query the data via \code{psql}. +Importantly, to adhere to the single responsibility principle, \code{PostgreSQL} (\myCircled{3a}) does not provide any \gls{ui}. +Additionally, there exist many integrations between \code{PostgreSQL} (\myCircled{3a}) and other software, including \code{Kafka} (\myCircled{2b}). +The many alternatives to \code{PostgreSQL} (\myCircled{3a}) are listed in~\cite{Wikipedia:article/Postgresql}. +An alternative used in previous work is \code{InfluxDB}~\cite{DBLP:conf/wosp/SumanCNTMI24}. + +Lastly, to enable predictive analytics we use a state-of-the-art discrete-event simulator, \code{OpenDC}(\myCircled{4a})~\cite{GitHub:software/OpenDC}. +\code{OpenDC} (\myCircled{4a}) is a leading software package capable of modeling complex datacenter phenomena and workloads (\eg failures, workflows, machine learning). +For a specific overview of advantages of \code{OpenDC} (\myCircled{4a}) and a thorough comparison with other alternatives, see \Cref{tab:datacenter_simulator_comparison}. + +\begin{figure}[t] + \centering + \includegraphics[width=\linewidth]{images/flow_diagram.png} + \caption{The data flow within \mysystem.} + \label{fig:flow_diagram} +\end{figure} + +\section{Main Data Flow}\label{ss:data_flow} + +In this section, we describe the data flow within \Cref{fig:implementation} using a separate diagram. +Efficient data flow is of utmost importance to \gls{dt}s. +In \Cref{fig:flow_diagram} we present the moving of data within \gls{my_system}. +In the diagram whenever we refer to \emph{control}, we mean small, one-in-a-while data packets that contain either instructions, insights or small amount of data. +Whenever we refer to \emph{data}, we mean the hundreds of thousands of metrics exported with minimal latency from the operating datacenter (\code{OpenDC}). +We describe the flow of data through a timeline. + +First, the datacenter informs the \gls{dt} of an upcoming workload (\grayCircled{2}). +This packet contains the datacenter topology and the upcoming workload tasks (workload trace, collected from \eg BitBrains). +The \gls{dt} stores this data locally, and passes it forward to the \code{Analytics Engine} (\grayCircled{3}). +The analytics engine queries the \code{OpenDC} +simulator to run a simulation of what might happen in the datacenter under such workload (\grayCircled{7}). +\code{OpenDC} returns the potential results to the \code{Analytics Engine} directly (\myCircled{6}). +This data for the purposes of the prototype is stored in the \code{.parquet} files. +In real-world scenario, this data flow (\myCircled{6}) would be connected to a separate \code{Kafka} topic. + +In the meantime, the datacenter executes the workload. +The datacenter continuously sends the metrics into the \code{Kafka} topic (\myCircled{1}) (\ie the datacenter is the \emph{producer}). +As this happens in real-time, \code{Redis} ingests the data from the \code{Kafka} topic (\myCircled{2}) alongside \code{PostgreSQL} (\myCircled{3}) (\ie \code{Redis} and \code{PostgreSQL} are the \emph{consumers}). +At the same time, \code{Grafana} polls the \code{PostgreSQL} database for incoming metrics (\myCircled{4}). +Each time \code{PostgreSQL} ingests the data from the \code{Kafka} topic (\myCircled{3}), at the same time \code{Grafana} updates its real-time dashboard (\grayCircled{8}). +This provides real-time feedback to datacenter operators (\grayCircled{8}). + +Simultaneously, the \code{Monitoring Service} checks the in-band data within \code{Redis}, in real-time (\grayCircled{5}). +Should anything unusual occur, the \code{Monitoring Service} notifies the \code{Analytics Engine} to perform necessary analysis (\myCircled{6}). +Then, the \code{Analytics Engine}, ingests the data from the \code{Redis} stream (\myCircled{5}) and analyzes it for further insights. +All insights generated in this way, are sent to the \code{HTTP Server} (\myCircled{4}) to communicate to the system knobs within the datacenter and to the datacenter operators (\grayCircled{1}). + +\begin{figure}[t] + \input{sources/listing_schema.tex} +\end{figure} + +Of significant importance are data flows (\myCircled{2}) and (\myCircled{3}). +Due to the massive volume of data incoming from the physical datacenter, the \code{Redis} sink (\myCircled{2}) has been configured to filter out relevant packets. +\code{Kafka} comes with excellent capability to efficiently compare data packets against a condition and filter our packets that are of no use to the \code{Analytics Engine} (see \Cref{lst:redis-sink}). +On the contrary, the \code{PostgreSQL} sink (\myCircled{3}) contains all metrics collected by the datacenter sensors (see \Cref{lst:postgresql-sink}). +This setup achieves excellent abstraction level, because only the most important metrics are forwarded to the \code{Analytics Engine}, with the majority of packets being filtered out. +\begin{figure}[t] + \input{sources/listing_sinks.tex} +\end{figure} + +\section{The \code{OpenDC} Scheduling Paradigm}\label{ss:opendc_scheduling} +In this section we introduce the scheduling paradigm of \code{OpenDC}. +\code{OpenDC}, a robust datacenter simulator uses discrete-event simulation. +``Discrete-event simulation models the operation of a system as a (discrete) sequence of events in time''~\cite{Wikipedia:article/DiscreteEventSimulation}. +Colloquially, it is akin to calling an \code{Update()} method on a set of objects to model changes in the simulator. +Scheduling in \code{OpenDC} also works using this method. +\Cref{fig:scheduling_in_opendc} represents how a task is assigned to a host in the simulation. + +A task (\myCircled{1}) is represented by its submission time, duration and computational requirements. +To be assigned a server to run on, it is deserialized into a \code{ServiceTask} (\myCircled{2}). +The \code{FilterScheduler} (\myCircled{4}) class takes care of scheduling the service task once the simulation reaches its submission time. +\code{OpenDC} maps tasks to available hosts via an \emph{allocation policy}~\cite{VUAmsterdam:thesis/AnaMariaMusca2025}. +In our work, this is always (also in \code{SmartScheduler}) the \code{FilterPolicy}. +In the \code{FilterPolicy}, a series of \code{HostFilter}s (\myCircled{3}) and \code{Host Weighter}s (\myCircled{5}) are used to find the matching host for the task. +In this project, the different filters and weighters take into account the default metrics (\ie \gls{cpu} capacity, \gls{ram} capacity, number of \gls{cpu} cores). +The host itself is represented as a \code{HostView} class (\myCircled{6}). +Importantly, the \code{HostView} class does not serve to simulate the behaviour of the host, but to provide a interface for the \emph{current state} of the host. +For actual computation, the \code{SimHost} (\myCircled{8}) class is used. +The \code{SimHost} object is created via the \code{HostProvisioningStep} class (\myCircled{7})~\cite{VUAmsterdam:thesis/AnaMariaMusca2025}. + + +\section{Extensions to \code{OpenDC}}\label{ss:extensions} + +\code{OpenDC} is a state-of-the-art datacenter simulator. +To turn it into a \gls{dt}, we have made several design decisions and extensions. + +\begin{enumerate}[label=\textbf{\arabic*.}] + \item \textbf{\code{SmartScheduler}}\\ + The new \code{SmartScheduler} is a scheduling mechanism capable of incorporating the insights from the \gls{dt} into its scheduling decisions. + It relies on the functionality of the \code{HTTPClient} to poll the \gls{dt} at each scheduling step for potential insights. + For example, if \gls{dt} sends to the datacenter a list of hosts likely to fail in the future, the \code{SmartScheduler} acts as \emph{system knobs} to enforce the \gls{dt} insights (\ie it can be mapped to \myCircled{2c} from \Cref{fig:implementation}). + It \emph{replaces} the \code{FilterScheduler} (\myCircled{4}) in \Cref{fig:scheduling_in_opendc}. + Importantly, it is functionally almost exactly the same as the \code{FilterScheduler}, with the exception that it can change the scheduling outcome based on the information from the \gls{dt}. + It is a \code{FilterScheduler} with an attached network socket. + \item \textbf{\code{KafkaMonitor}}\\ + The datacenter acts as the \emph{producer} of metrics, ingested by the \code{Kafka} topic (see \Cref{fig:flow_diagram}). + We equip \code{OpenDC} with a new \code{ComputeMonitor} capable of exporting data directly into a \code{Kafka} topic. + The \code{KafkaMonitor} class implements the generic \code{ComputeMonitor} interface, therefore the new extension follows the other metric exporting options in \code{OpenDC} (\ie follows the implementation for exporting metrics into \code{.parquet files}). + \item \textbf{\code{HTTPClient}}\\ + The \code{HTTPClient} offers the necessary functionality to communicate between the \gls{dt} and the datacenter. + We decided to use the \gls{http} protocol for short, one-off communications between the \gls{dt} and the datacenter, as is common industry practice. + \item \textbf{\code{CpuUtilVictimSelector}}\\ + To ensure \code{OpenDC} can model different failure injection algorithms, we added new methods for selecting the hosts to be stopped. + The \code{CpuUtilVictimSelector} selects hosts based on their current \gls{cpu} utilization (\ie the hosts with the highest utilization are stopped first). + \item \textbf{\code{RoundRobinVictimSelector}}\\ + The \code{RoundRobinVictimSelector} is another algorithm to used to inject failures into hosts. + This method works in a round robin fashion, using the alphabetical order of the hosts (\ie by name). + For example, in a scenario hosts \code{H-01} to \code{H-20} are stopped first, and then \code{H-20} to \code{H-40} are stopped next, \etc + \item \textbf{\code{RandomVictimSelector}}\\ + This is the default \code{OpenDC} victim selection algorithm. + It randomly chooses which host to stop when injecting failures. + This component is left unmodified, but we include it here for the purposes of listing all the failure injection algorithms we use together. +\end{enumerate} +\begin{figure}[t] + \centering + \includegraphics[width=\linewidth]{images/scheduling_opendc.png} + \caption[OpenDC scheduling paradigm.]{The scheduling paradigm in \code{OpenDC}. Adapted from Musc{\u a} \etal~\cite{VUAmsterdam:thesis/AnaMariaMusca2025}. The highlighted \textcolor{Orchid}{\ding{110} \textbf{Filter Scheduler}} is the component that is substituted by the \code{SmartScheduler}.} + \label{fig:scheduling_in_opendc} +\end{figure} + +\section{Python Modules}\label{ss:programming} + +\code{Analytics Engine}, \code{HTTPServer}, \code{MonitoringService} are Python modules we prototyped for the reference architecture evaluation. +It is important to note that we do not evaluate the performance of \gls{my_system} due to the substantial overheads of the Python interpreter. +\code{Kafka}, \code{Redis} and \code{PostgreSQL} enable milisecond-latency and huge throughput within the system, however what stops us from a performance evaluation is the high cost of Python interpretation. +For future work, we envision a system that implements the reference architecture in a compiled language, \eg \code{C} or \code{C++}. + +\begin{enumerate}[label=\textbf{\arabic*.}] + \item \textbf{\code{AnalyticsEngine}}\\ + The \code{AnalyticsEngine} module is necessary to encapsulate the logic of data preprocessing and analysis from monitoring. + This component can contain capabilities for different statistical metrics, subject to \gls{dt}s focus. + In \gls{my_system} \code{AnalyticsEngine} continuously checks whether the incoming datacenter sensor readings exceed different thresholds. + For example, the \code{AnalyticsEngine} is capable of calculating a similarity score $S$ between potential failure distributions and the true failure distribution. + \item \textbf{\code{HTTPServer}}\\ + The \code{HTTPServer} is crucial for interrupting the operation of the datacenter to adjust its operation or offer insights. + It maintains a python \code{Queue} structure. + The \code{Queue} \emph{producer} is the \code{AnalyticsEngine} (\grayCircled{4}). + The \emph{consumer} is the \code{HTTPClient} within \code{OpenDC} (\ie the real datacenter, (\myCircled{2}), (\myCircled{1})). + Both the consumer and producer interact with the \code{Queue} via the network and different HTTP endpoints of \code{HTTPServer}. + \item \textbf{\code{MonitoringService}}\\ + The \code{MonitoringService} is responsible for interacting with the \code{Redis} key value store. + It contains a \code{while True} Python loop which contains the function call to fetch the latest changes to the \code{Redis} stream. + Upon update, the \code{MonitoringService} informs the \code{AnalyticsEngine} that new data is awaiting \code{AnalyticsEngine} (\grayCircled{6}). +\end{enumerate} -%%% Local Variables: -%%% mode: latex -%%% TeX-master: "../thesis" -%%% End: diff --git a/content/intro.tex b/content/intro.tex index 79d604f..85ae205 100644 --- a/content/intro.tex +++ b/content/intro.tex @@ -1,7 +1,9 @@ \chapter{Introduction}\label{s:intro} -Presently, computer and network systems play a crucial part in the digital industry. -The transport, education and government sectors largely depend on digital services, which are hosted in datacenters~\cite{DBLP:journals/corr/IosupKLVG22}. -To address the recent rise in demand for computation, due to the advancements in Artificial Intelligence, managers expand datacenters with new components and more heterogeneous architectures (\eg GPUs, NPUs)~\cite{DBLP:conf/date/MilojicicFDR21}. +Currently, computer and network systems play a crucial part in the digital industry. +For example, the transport, education and government sectors largely depend on digital services, which are hosted in datacenters~\cite{DBLP:journals/corr/IosupKLVG22}. +Datacenters are complex facilities, housing thousands of servers. +Moreover, the advancements in Artificial Intelligence have sped up data datacenter expansion. +To address the recent rise in demand for computation, datacenter managers add new components and more heterogeneous architectures (\eg GPUs, NPUs)~\cite{DBLP:conf/date/MilojicicFDR21} to the already complex warehouses. However, in return datacenter complexity increases significantly. To make better operational decisions despite the massive scale, promising technologies arise such as Datacenter Digital Twins~\cite{DBLP:journals/computer/AthavaleBBMMPS24}. @@ -11,124 +13,143 @@ Over 3 million jobs in the Netherlands directly depend on cloud services, which Since many public services continue to move online (\eg online administration and taxation, education), the fraction of Dutch professionals who depend on the cloud for work will exceed 35\% by 2025~\cite{DBLP:journals/corr/IosupKLVG22}. % What is changing? -In the modern \gls{ai} economy datacenters need diverse and scalable server architectures, because inference-based workloads require more heterogeneous server components (GPUs, TPUs, NPUs \etc) to perform well. -Nowadays, datacenter operators try to meet customer expectations by adding more specialized hardware~\cite{DBLP:conf/date/MilojicicFDR21}, at a cost of increased system complexity. +In the modern \gls{ai} economy, datacenters need diverse and scalable server architectures, because inference-based workloads require more heterogeneous server components (GPUs, TPUs, NPUs \etc) to perform well. +%Nowadays, datacenter operators try to meet AI-customer expectations by adding more specialized hardware~\cite{DBLP:conf/date/MilojicicFDR21}, at the cost of increased system complexity. In return, operating a modern datacenter warehouse with thousands of diversified servers presents a difficult challenge that requires fast and well-informed decisions from on-site engineers. -The computational requirements of \gls{ai} are expected to increase in the future~\cite{DBLP:journals/computer/AthavaleBBMMPS24}. -Datacenter complexity will continue to grow, and it will become more difficult to manage. -Future servers will include even more specialized hardware, which, while improving datacenter performance, will exhibit behaviour that is harder to predict. +The computational requirements of \gls{ai} are expected to increase in the future. +\Cref{fig:explosive_growth_in_ai_computational_requirements} presents the speed and scale which drives the compute requirements of \gls{ai} models. +From 2012 to 2024, the compute power needed to train the models grew by $10^{7}$, a trend that is expected to continue~\cite{DBLP:journals/computer/AthavaleBBMMPS24}. +Because of this, datacenter complexity will continue to grow, and it will become more difficult to manage~\cite{DBLP:conf/icdcs/IosupUVAEHTBT18}. +Future servers and software related services to them will include even more specialized hardware, which, while improving datacenter performance, will exhibit behaviour that is harder to predict. Already the rapid expansion of datacenters has increased the presence of service failures across all cloud services~\cite{DBLP:conf/acsos/TalluriOVTI21}. Preventing failure-caused outages in advance could help datacenter operators reduce operational costs, as over 20\% of all reported outages amount to more than 1 million US\$~\cite{DBLP:report/AnnualOutageAnalysis2025}. %Moreover, datacenter outages can have catastrophic consequences, cite Fabian. -In short, the high computational demand of \gls{ai} and the end of Dennard's scaling have resulted in the rise of larger and more heterogeneous datacenter architectures~\cite{DBLP:conf/date/MilojicicFDR21}. +%In short, the +The high computational demand of \gls{ai} and the end of Dennard's scaling have resulted in the rise of larger and more heterogeneous datacenter architectures~\cite{DBLP:conf/date/MilojicicFDR21}. Both events create a need for more careful datacenter management to tackle the unprecedented complexity and ensure availability of all cloud services. To address this new problem a concept of a datacenter \gls{dt} was proposed~\cite{DBLP:journals/computer/AthavaleBBMMPS24}. +% Explain DT here, very briefly +A \gls{dt} is a virtual model of an intended or actual real-world system that serves as its counterpart for purposes such as simulation, integration, testing, monitoring and maintenance. +The digital twin replicates the physical system to predict failures, prescribe real-time actions for mitigating unexpected events, observing and evaluating the behaviour of the system~\cite{Wikipedia:article/DigitalTwin}. +% +This thesis explores the use of digital twins to cope with increasing operational complexity in datacenters, by enabling both historical and online data to pass through the digital twin's analytical and predictive loops. -\begin{figure} +\begin{figure}[t] + \hspace{-1.75cm} \centering - \includegraphics[width=0.8\linewidth]{images/simple_dt.pdf} - \caption{Elements of the digital twin ecosystem~\cite{DBLP:modsim24/presentation/Iosup2024}.} - \label{fig:simple_dt} -\end{figure} + \includegraphics[width=0.8\linewidth]{images/ai_timeline.pdf} + \caption[Explosive growth in AI computational requirements.]{Explosive growth in AI computational requirements drives datacenter upgrades (source: NVIDIA Analysis: reproduction with NVIDIA permission by~\cite{DBLP:journals/computer/AthavaleBBMMPS24}). \emph{X}-axis presents the year, and the \emph{Y}-axis presents the training compute requirement (in petaFLOPs). The plot shows the one of the reasons behind why the complexity of datacenters is rising.} + \label{fig:explosive_growth_in_ai_computational_requirements} +\end{figure} \section{Context}\label{s:context} % A digital twin is often called a virtual twin. % The communication between a physical entity and the digital twin is referred to as a digital thread. -A \gls{dt} is a virtual model of an intended or actual real-world system that serves as its counterpart for purposes such as simulation, integration, testing, monitoring and maintenance. -The digital twin replicates the physical system to predict failures, prescribe real-time actions for mitigating unexpected events, observing and evaluating the behaviour of the system~\cite{WIKI:page/DigitalTwin}. +% +% A \gls{dt} is a virtual model of an intended or actual real-world system that serves as its counterpart for purposes such as simulation, integration, testing, monitoring and maintenance. +% The digital twin replicates the physical system to predict failures, prescribe real-time actions for mitigating unexpected events, observing and evaluating the behaviour of the system~\cite{Wikipedia:article/DigitalTwin}. -Most modern \gls{dt} usages are related to prognostics and system health management~\cite{DBLP:conf/cirp/TAO2018169}. +Much modern \gls{dt} usages are related to prognostics and system health management~\cite{DBLP:conf/cirp/TAO2018169}. For example, in aerospace engineering, the \gls{dt} analyzes operational data (\eg temperature, vibration) to predict when a airplane component is likely to fail. The \gls{dt} can reliably manage the health of the physical entity by detecting fatigue cracks on aircraft wings or damage to the wind turbine blades~\cite{DBLP:journal/IJAE/Teugel2011}. This allows maintenance to be scheduled proactively, reducing unplanned downtime and preventing catastrophic failures. Forecasting future maintenance and managing the physical health of an object or facility are the prime purpose of many \gls{dt}s used in practice~\cite{DBLP:conf/AIAA/Teugel2012}. -The first mention of a \gls{dt} dates back to 2003, when Dr. Michael Grieves of Dassault Syst\'emes introduced the 3 core components of a \gls{dt}: the virtual entity, physical entity and the two-way connection (see Figure \ref{fig:simple_dt}). +The concept of a \gls{dt} began in 1960s, at the \gls{nasa}~\cite{Nature:article/Görtz2026}. +\gls{nasa} pioneered the concept to debug issues with its spacecraft. +However, the term ``digital-twin'' dates back to 2003, when Dr. Michael Grieves of Dassault Syst\'emes introduced the 3 core components of a \gls{dt}: the virtual entity, physical entity and the two-way connection (see Figure \ref{fig:simple_dt}). Due to insufficient technological foundations, little work is available on \gls{dt}s between 2003 and 2018, and it is only with the rapid growth of cloud computing, \gls{iot} and Big Data analytics that \gls{dt}s have re-emerged. Today, research is focused on bridging the gap between the long-established foundations of \gls{dt}s and new, novel applications in academia and industry, such as the \gls{dcdt}~\cite{DBLP:conf/cirp/TAO2018169, DBLP:journals/computer/AthavaleBBMMPS24}. -A \gls{dcdt} mirrors the structure, context and behaviour of a datacenter~\cite{DBLP:journals/computer/AthavaleBBMMPS24}. +A \gls{dcdt} mirrors the structure, context, and behaviour of a datacenter~\cite{DBLP:journals/computer/AthavaleBBMMPS24}. The foundation to any digital twin is good monitoring and sensing capabilities in the physical entity. Datacenters, meet this requirement easily because they already connect hundreds of monitoring sensors. -With hundreds of gigabytes of useful information coming from distributed \gls{iot} sensors inside the warehouse, we can gain insight into failure patterns, energy usage, heat dissipation \etc +With hundreds of gigabytes of useful information coming from distributed \gls{iot} sensors inside the warehouse, we can gain insight into failure patterns, energy usage, heat dissipation, \etc What remains challenging is to connect the physical and virtual spaces with a bi-directional connection -to use the monitoring insights and data analysis results for autonomous decision-making. +and to use the monitoring insights and data analysis results for autonomous decision-making. Crucial to \gls{dcdt} operation are predictive capabilities and the continuous interaction with the real-world datacenter. There already exist \gls{dcdt} deployments. For example, ExaDigiT~\cite{DBLP:conf/sc/BrewerMKWBHSGGW24} is a framework for digital twin development of supercomputers. It has been demonstrated at the Frontier supercomputer and it facilitates virtual prototyping and system optimization. - +% Nonetheless, existing \gls{dcdt}'s are still very limited in their capabilities as the definition and scope of a \gls{dcdt} concept is shallow and unclear. After all, only recently did the hardware capabilities needed to continuously simulate a datacenter become available~\cite{DBLP:conf/cirp/TAO2018169}. Many \gls{dcdt} frameworks still lack critical data analysis components, fault detection mechanisms, profiling techniques \etc~\cite{DBLP:conf/wosp/SumanCNTMI24}, rendering them unusable in large-scale systems. Such limitations gravely reduce the applicability of \gls{dcdt}'s in real world scenarios~\cite{DBLP:journals/corr/IosupKLVG22}. -\gls{dcdt}'s are urgently needed, because datacenters exhibit hundreds unexpected events every day,such as \eg service failures or hardware faults. +\gls{dcdt}'s are urgently needed, because datacenters exhibit hundreds unexpected events every day, such as \eg service failures or hardware faults. Downtime, which is the result of failures, disturbs the users and produces unfulfilled \gls{sla}~\cite{DBLP:conf/acsos/TalluriOVTI21}. % On the operational side, two main areas have been instrumental for improving datacenter efficiency: simulations and analysis of system telemetry. Additional improvements necessitate innovative tools that focus on end-to-end improvement, such as digital twins~\cite{DBLP:ExaDigiT}. % DT's merge both simulation and telemetry to develop a holistic virtual representation of the system, bridging both the physical and virtual worlds. However, predicting datacenter behaviour quickly and reliably is a non-trivial problem that remains insufficiently unaddressed in the existing \gls{dcdt} architectures ~\cite{DBLP:conf/wosp/SumanCNTMI24, DBLP:journals/computer/AthavaleBBMMPS24} and deployments~\cite{DBLP:conf/sc/BrewerMKWBHSGGW24}. - +\begin{figure}[t] + \centering + \includegraphics[width=0.8\linewidth]{images/simple_dt.pdf} + \caption[Elements of the digital twin ecosystem.]{Elements of the digital twin ecosystem~\cite{DBLP:modsim24/presentation/Iosup2024} include: the insights and decisions coming from the digital twin (\myCircled{A}), the physical infrastructure (\myCircled{B}), the data coming from the physical twin telemetry (\myCircled{C}), and the digital counterpart to the physical twin (\myCircled{D}). + This thesis focuses on components (\myCircled{A}), (\myCircled{C}), and (\myCircled{D}) in this ecosystem, proposing design improvements to (\myCircled{D}, \myCircled{C}), and the feedback loop (\myCircled{A}). + } + \label{fig:simple_dt} +\end{figure} \section{Problem statement}\label{s:problem-statement} - - -We envision \gls{dcdt}'s as systems indispensable in future datacenters, actively interacting with the real-world facility, lowering operational costs and predicting hardware failure and software faults. In this work, we address the lack of a unified \gls{dcdt} system model and the absence of predictive capabilities in existing \gls{dcdt} system designs. We argue that the current state-of-the-art \gls{dcdt}'s lack sufficient predictive capabilities that are essential to real-time facility management of a modern datacenter. -A \gls{dt} without predictive capabilities cannot maintain the health of the datacenter effectively. +Because the main purpose of many \gls{dt}s is to forecast the short and long-term facility behaviour, \gls{dcdt} without predictive capabilities cannot maintain the health of the datacenter effectively. We posit that including holistic predictive analysis in \gls{dcdt} design can aid in efficient datacenter management and prevent missing \gls{sla}'s. -We propose that digital twinning can be enhanced by integrating predictive analytics through \gls{oda}. +% +For example, preventing compute failures could greatly benefit datacenter operators. + + +%To enable insights from both historical data and immediate telemetry, we propose that digital twinning can be enhanced by integrating predictive analytics through \gls{oda}. +We envision \gls{dcdt}'s as systems indispensable in future datacenters, actively interacting with the real-world facility, lowering operational costs and predicting hardware failure and software faults. +In particular, to enable insights from both historical data and immediate telemetry, we propose that digital twinning can be enhanced by integrating predictive analytics through \gls{oda}. +Our solution to this problem encompasses different levels of \gls{oda} (\eg in-band analytics, out-of-band analytics) for holistic datacenter modelling. +Together with a unified \gls{dcdt} system model and a revolutionary evaluation method of \gls{dcdt}'s, we hope to bring the modern vision of \gls{dt}'s to datacenters. \section{Research Questions}\label{s:research-questions} \emph{Main Research Question:} How to enable predictive analytics in datacenters through digital twinning?\\ -\noindent We divide the problem of designing a predictive \gls{dcdt} into three research questions: +\noindent We scope the problem of designing a predictive \gls{dcdt} by proposing three research questions: \begin{enumerate}[label=\emph{RQ\textsubscript{\arabic*}}, align=left, itemsep=0pt] % First research question stolen from Capelin by Georgios Andreadis and adapted to my work. \item \emph{How to assess the current state-of-the-art of digital twinning for datacenters?}\\ There is currently a lack of a unified system model of what constitutes a \gls{dcdt}, and the differences between existing \gls{dcdt} deployments. - It is necessary that we establish a common model of a \gls{dcdt} in the research community. - We must develop a holistic \gls{dcdt} model that factors in the necessary components of a \gls{dt}. - This is very challenging, because the \gls{dcdt} system model must address many kinds of operational and technical requirements, compatible with the existing background on \gls{dt}s. - \item \emph{How to design a \gls{dcdt} system model using discrete-event simulation and predictive data analysis?}\\ + To alleviate this problem, we aim to develop a holistic \gls{dcdt} model that factors in the necessary components of a \gls{dt}. + This is a challenging, because the \gls{dcdt} system model must address many kinds of operational and technical requirements, compatible with the existing background on \gls{dt}s. + \item \emph{How to design a \gls{dcdt} reference architecture using discrete-event simulation and predictive data analysis?}\\ % You should start referring to my_system as a framework, rather than a standalone system. - Existing \gls{dcdt} frameworks lack the necessary predictive capabilities to prevent unplanned behaviour in datacenters. + Existing \gls{dcdt} frameworks lack the necessary predictive capabilities to prevent unplanned behaviour in datacenters~\cite{DBLP:conf/wosp/SumanCNTMI24, DBLP:conf/sc/BrewerMKWBHSGGW24, DBLP:conf/sc/TaheriBPRHDEWPM24, DBLP:journals/computer/AthavaleBBMMPS24}. In this work, we aim to explore the design space of a predictive \gls{dcdt} and the different design trade-offs. - Through discrete-event simulation, we aim provide the foundation for the system model to interact with a physical datacenter. - This is a very challenging task, because there are many functional and non-functional requirements of a \gls{dcdt} that need careful consideration. + Through discrete-event simulation, we aim provide the foundation for the system to interact with a physical datacenter. + What makes the task challenging are the many functional and non-functional requirements of a \gls{dcdt} that need careful consideration. The architecture must comply with the generic \gls{dt} model and address the non-trivial challenges in operating a modern datacenter. - \item \emph{How to evaluate and validate a \gls{dcdt} model in relation to system requirements}?\\ + \item \emph{How to evaluate and validate a \gls{dcdt} reference architecture in relation to system requirements}?\\ To understand the operation of the proposed system and whether it meets its design goals we need to measure it's performance. - This is a challenging and non-trivial task that requires a careful design of a set of experiments that realistically show datacenter digital twin workings. - + This is a challenging and non-trivial task that requires a careful design of a set of experiments that faithfully show the system at work. + Additionally, we need to address the novel challenge of overcoming the lack of a physical twin to experiment with. \end{enumerate} \section{Research Methodology}\label{s:research-methodology} -% Alternative formulation in case there is no time to format the results as the literature survey, taken from Mastenbroek et al. -% Toward addressing RQ1 and RQ2 we survey in Chapter 2 the existing state of the art in risk analysis. -%We conduct a review of literature of closely-related fields as well as separate engineering science such as aerospace engineering. -% This will aid in identifying the most important use-cases for digital twins and in return, the crucial functional and non-functional requirements. -% We analyze the found use-cases in the context of datacenters or brainstorm how we can adapt them to datacenters. To answer \emph{RQ\textsubscript{1}} we conduct a literature review as proposed by \textit{Kitchenham et al.} \cite{DBLP:journals/infsof/KitchenhamPBBTNL10} along with the guidance of the supervisor. Firstly, we determine the right review method. -Secondly, we identify the various works related to \gls{dcdt}'s using various search strings -(\eg ``Datacenter Digital Twinning'', ``ICT Virtual Twin''). -To search for the results we use the digital libraries of Google Scholar, DBLP, ACM Digital Library, IEEExplore, Springer \etc -Thirdly, we select work relevant to our research and organize the details of each article. +Secondly, we identify the various works related to \gls{dcdt}'s using different search strings~ +(\eg ``Datacenter Digital Twinning'', ``ICT Virtual Twin'') and query combinations (``Datacenter \code{AND} Maintenance''). +To search for the results we use the digital libraries of Google Scholar, DBLP, ACM Digital Library, IEEExplore, Springer, \etc +Thirdly, we select work relevant to our research and organize the details of each article into a table. A potential outcome of this could be a system model for \gls{dcdt}'s. -We envision the literature review can supply us with potential use-cases for the predictive \gls{dcdt}. -Based on the found use-cases, we formulate the functional and non-functional requirements for the predictive \gls{dcdt} reference architecture. +We envision the literature review supplying us with potential use-cases for the predictive \gls{dcdt}. +Based on the found use-cases, we brainstorm and formulate the functional and non-functional requirements for the predictive \gls{dcdt} reference architecture. -To answer \emph{RQ\textsubscript{2}} we closely follow the \textit{AtLarge Design Process} \cite{DBLP:conf/icdcs/IosupVTETBFMT19} under the guidance of the supervisor, and propose a simulation-based \gls{dcdt} system that meets the requirements listed as a part of \emph{RQ\textsubscript{1}}. +To answer \emph{RQ\textsubscript{2}} we closely follow the \emph{AtLarge Design Process}~\cite{DBLP:conf/icdcs/IosupVTETBFMT19} under the guidance of the supervisor. +A potential outcome might be a simulation-based \gls{dcdt} system that meets the requirements listed as a part of \emph{RQ\textsubscript{1}}. Firstly, following the literature review, we list the functional and non-functional requirements of a predictive \gls{dcdt}. We specify the pragmatic and innovative design possibilities to include in the reference architecture. -The designed system builds upon the OpenDC platform for datacenter simulation~\cite{DBLP:conf/ccgrid/MastenbroekAJLB21}, extending it with predictive analysis capabilities. +The designed system builds upon the \code{OpenDC} platform for datacenter simulation~\cite{DBLP:conf/ccgrid/MastenbroekAJLB21}, extending it with predictive analysis capabilities. Lastly, we ensure that the design is scientific and testable and can be evaluated with comprehensive experiments. To answer \emph{RQ\textsubscript{3}} we implement a prototype of the designed reference architecture. @@ -137,36 +158,46 @@ We first gather a set of questions worth asking about the performance and impact We define the correct experiment setup(s) and perform the experiments on a specified hardware, considering different usage scenarios. \section{Thesis Contributions}\label{s:thesis-contributions} - -\begin{enumerate} +\begin{enumerate}[align=left, labelsep=1pt] \item \textbf{Conceptual}: - \begin{enumerate}[label=\emph{C\textsubscript{\arabic*}}, align=left, labelsep=0pt] - \item We conduct a systematic literature review and detailed analysis of existing works on digital twinning in the scientific research community. + \item We conduct a comprehensive literature review and detailed analysis of existing works on digital twinning in the scientific research community. We collect and organize the \gls{dcdt}'s characteristics and based on our findings we propose a unified system model of the design space. - \item We propose the design of \gls{my_system}, a discrete-event \gls{dcdt} for reliable and timely failure prediction in datacenters. - \gls{my_system} includes a set of novel system components which leverage \gls{oda} and discrete-event simulation. + \item We propose the design of \mysystem, a discrete-event \gls{dcdt} for reliable and timely failure prediction in datacenters. + \mysystem includes a set of novel system components which leverage \gls{oda} and discrete-event simulation. - \item We evaluate \gls{my_system} using a novel experimentation technique and datacenter workload traces from the industry. + \item We evaluate \mysystem using a novel experimentation technique and datacenter workload traces from the industry. We design a method to evaluate \gls{dcdt}s without expensive and costly real-world experimentation. - We conduct a set of experiments and analyse the results. + We conduct a set of exhaustive experiments and analyse the results. \end{enumerate} \item \textbf{Technical:} - \begin{enumerate}[label=\emph{C\textsubscript{\arabic*}}, align=left, labelsep=0pt] - \item We prototype \gls{my_system} following the established \gls{dt} design principles using discrete-event simulation and \gls{oda}. - We include the code as an Open Science artifact and ensure the prototype remains accessible to the broader scientific community including exhaustive project documentation. - \item We provide the experiment setup, validation and evaluation of \gls{my_system} for predicting datacenter failures in real-time as an Open Science artifact. + \item We prototype \mysystem following the established \gls{dt} design principles using discrete-event simulation and \gls{oda}. + We include the code as an Open Science artifact and ensure the prototype remains accessible to the broader scientific community including detailed project documentation. + \item We provide the experiment setup, validation and evaluation of \mysystem for detecting and predicting datacenter failures in real-time as an Open Science artifact. \end{enumerate} - \end{enumerate} -\section{Plagiarism Declaration}\label{s:plagiarism-declaraion} + +\section{Academic Integrity Declaration}\label{s:academic_integrity_declaration} + +The statements in this section address an ongoing and seemingly growing problem in academia, that of integrity breaches primarily through the generation of material using AI techniques, such as LLM services. + +\subsection{Non-Plagiarism Declaration}\label{ss:plagiarism-declaraion} I hereby declare that this thesis is my own independent work and writing. The thesis does not contain any material copied from other sources (person, Internet, or \gls{ai}), and has not been submitted for assessment elsewhere. I acknowledge that the usage of material from other works or paraphrase of such material without proper citations or credit will be treated as plagiarism. I declare that this thesis is free from \gls{ai} generated content and has been written without the help of any \gls{ai} tools. -\section{Societal Impact}\label{s:societal-impact} +To adhere to the current (strictest) restrictions on AI-usage in higher education, this work follows the Berkley School of Law Artificial Intelligence Policy, as stated in \url{https://www.law.berkeley.edu/wp-content/uploads/2026/05/AI-Final-Policy-26.pdf}. + +\subsection{Preventing Reference Fraud}\label{ss:plagiarism_references} +I hereby declare that all the references in this thesis refer to genuine scientific work published in peer-reviewed journals or other sources of reliable and safe online information~ (\eg Wikipedia articles) and have been used in accordance to the article authors' wishes. + +Additionally, under the guidance of the supervisor this work adheres to the strictest rules for referencing and to prove the originality of all references, each \BibTeX citation contains a \texttt{note} field with the following comment: \emph{This BibTeX citation comes from:} followed by the URL leading directly to the citation source. +In case of citations not formatted in \BibTeX, the same format follows but with adequate reference-style name (\eg APA, Chicago, MLA). + +\section{Societal Impact Including Open Science Artifacts + }\label{s:societal-impact} Any program that is difficult to understand and reason about is sure to accumulate technical debt. However, sometimes large-scale systems can be complex and hard to comprehend inherently. % Cite Frederick P Brooks here. @@ -178,27 +209,32 @@ This work addresses the four grand societal challenges related to this goal: \be \item sustainability \item usability \end{enumerate*}~\cite{DBLP:journals/corr/IosupKLVG22}. -\gls{my_system} addresses (1) directly by making large-scale datacenter management easier. + +\mysystem addresses goal (1) directly by making large-scale datacenter management easier. + We address (2) by ensuring our work adheres to the \gls{fair} principles of Open Science. Moreover, in this thesis we try to make \gls{dcdt} systems more understandable to the broader scientific community by providing a unified system model. Additionally, we contribute to responsible software design by adhering to best software engineering practices in the design of the prototype. -(3) is addressed indirectly, as the consequences of the insights provided by a holistic, \gls{oda} powered \gls{dcdt} can help datacenter managers make decisions that are more sustainable in the future. + +Goal (3) is addressed indirectly, as the consequences of the insights provided by a holistic, \gls{oda} powered \gls{dcdt} can help datacenter managers make decisions that are more sustainable in the future. + We contribute to (4) by helping predict unexpected failures and lowering operational costs, ensuring datacenters can continue to be usable in the future. We believe this work has a strong societal impact due to addressing the four grand societal challenges described by Iosup \etal and we hope through this work we can advance the scientific research community towards a more sustainable future. - -\section{Open Science}\label{s:open-science} -Abiding the FAIR data principles, the entire source code of the prototype and related work has been made available at the \url{https://git.denounce.ai/opendc.git} repository. +Abiding the FAIR data principles, the entire source code of the prototype and related work has been made available at the \url{https://github.com/M-J-Kwiatkowski/opendc} and the \url{https://github.com/M-J-Kwiatkowski/sunfish} repositories. The reuse and reproduction of experiments is explained in a detailed guide at the root of the repository, along with the necessary dependencies and experimental setup. +% Comment from Alexandru is to merge the above repository into the AtLarge repository, with the proper attribution to you. +% I will do this once the project is over. \section{Thesis Structure}\label{s:thesis-structure} The remainder of the thesis is structured as depicted in Figure \ref{fig:thesis_structure}. In Chapter \ref{s:background}, we describe the relevant background information. -In Chapter \ref{s:design}, we present the design of \gls{dcdt}. -In Chapter \ref{s:evaluation} we evaluate a prototype of the system and validate it against the set of functional and non-functional requirements. +In Chapter \ref{s:design}, we present the design of \mysystem. +In \Cref{s:implementation} we present the technical details of \mysystem prototype. +In Chapter \ref{s:evaluation} we evaluate the prototype of the system and validate it against the set of functional and non-functional requirements. In Chapter \ref{s:conclusion} we conclude the thesis with a summary of contributions and potential future work. -\begin{figure}[b!] +\begin{figure}[t!] \centering - \includegraphics[width=\linewidth]{images/thesis_structure.pdf} + \includegraphics[width=\linewidth]{images/thesis_structure.png} \caption{Structure of this thesis, with suggested reading flows.} \label{fig:thesis_structure} \end{figure} diff --git a/content/overview.tex b/content/overview.tex deleted file mode 100644 index 869cea5..0000000 --- a/content/overview.tex +++ /dev/null @@ -1,13 +0,0 @@ -\chapter{Overview}\label{s:overview} - - -\todo{ -This section provides a high-level outline of the proposed system or solution. -It typically illustrates the system architecture or the interactions between the -different solution components (via a “boxes-and-arrows†diagram) from a user’s -perspective. -} - - -\lipsum[1-6] - diff --git a/content/preamble/abstract.tex b/content/preamble/abstract.tex index 63e5e13..9c2247a 100644 --- a/content/preamble/abstract.tex +++ b/content/preamble/abstract.tex @@ -1,27 +1,19 @@ +\newpage +\begin{center} + \bfseries\Huge Abstract +\end{center} +In the modern AI economy, the strong computational demand causes datacenters to become complex, diverse facilities. +The sheer volume of CPUs, GPUs, NPUs \etc necessary to satisfy the customers' needs complicates system administration. +Moreover, future warehouses are at an even higher risk of becoming unmanageable, according to the Jevon's Paradox of Computer Systems. +To address this problem, the scientific community has proposed digital twinning as a datacenter management tool. +Digital Twins, which mirror complex objects and processes to provide actionable management improvements, are a novel way to tackle the rising warehouse complexity. +However, Datacenter Digital Twins are still under development, and lack crucial features, such as predictive analytics. +Without predictive maintenance and forecasts, system administrators cannot make well-informed operational decisions. + +In this work, we propose to enable predictive analytics for datacenters using digital twinning. +We survey the datacenter digital twinning field, and organize our findings into a system model. +Based on real-world use-cases we design \mysystem~-- a novel reference architecture for predictive datacenter digital twins, and evaluate it through prototype-based experiments. +Our results indicate \mysystem is capable of reliably differentiating between mild and severe compute failures, and can successfully incorporate a predictive analytics engine to the benefit of datacenter managers. +The main findings are backed-up by experiments which replicate a peer-reviewed publication evaluation approach to show that \mysystem can notify datacenter operators of compute failures. +Moreover, to show that the system can incorporate a predictive analytics-engine, we have conducted a novel, conceptual experiment to exhibit the potential future gains of a holistic Datacenter Digital Twin. -% Thesis Abstract ----------------------------------------------------- - - -%\begin{abstractslong} %uncommenting this line, gives a different abstract heading -\begin{abstracts} %this creates the heading for the abstract page - -\noindent \textit{Context}. -\todo{at the end} - -\noindent \textit{Goal}. -\todo{at the end} - -\noindent \textit{Method}. -\todo{at the end} - -\noindent \textit{Results}. -\todo{at the end} - -\noindent \textit{Conclusions}. -\todo{at the end} - -\end{abstracts} -%\end{abstractlongs} - - -% ---------------------------------------------------------------------- diff --git a/content/preamble/acknowledgement.tex b/content/preamble/acknowledgement.tex index 4efb21e..81660b5 100644 --- a/content/preamble/acknowledgement.tex +++ b/content/preamble/acknowledgement.tex @@ -1,13 +1,17 @@ -% Thesis Acknowledgements ------------------------------------------------ +\newpage +\begin{center} + \bfseries \Huge Acknowledgements +\end{center} +I wish to express my thanks to the many people who have helped me in preparation of this thesis. +Dante Niewenhuis, my daily supervisor, with patience and understanding mentored me during our collaboration, which led to the timely and successful completion of this thesis. -%\begin{acknowledgementslong} %uncommenting this line, gives a different acknowledgements heading -%\begin{acknowledgements} %this creates the heading for the acknowlegments +Alexandru Iosup, my 1\textsuperscript{st} supervisor, provided invaluable feedback and suggestions that helped immensely during the design and writing. +Jesse Donkervliet guided the thesis timeline and greatly assisted in preparation of the final defence during the weekly thesis meetings. -%\end{acknowledgements} -%\end{acknowledgmentslong} - -% ------------------------------------------------------------------------ +Daniel Halasz provided many insightful comments which shaped the technical contributions. +Daniele Bonetta, Matthijs Jansen, Tiziano De Matteis, Radu Nicolae, Jure Antunovi\'c, Sacheendra Talluri, and Krijn Doekemeijer of the AtLarge Research Group provided indispensable knowledge on conducting good Computer Systems research over the last 2 years. +Most importantly, I would like to thank Waldemar, Anna and Julia for their love and support while I was working on this thesis. diff --git a/content/preamble/dedication.tex b/content/preamble/dedication.tex index 9bc75a8..ba1667d 100644 --- a/content/preamble/dedication.tex +++ b/content/preamble/dedication.tex @@ -1,9 +1,9 @@ -% Thesis Dedication --------------------------------------------------- - -%\begin{dedication} %this creates the heading for the dedication page - -%To ... - -%\end{dedication} - -% ----------------------------------------------------------------------
\ No newline at end of file +\newpage +\begin{center} + {\bfseries \Huge Dedication} +\end{center} +\begin{center} + \vspace*{\fill} + \emph{\textbf{To my sister Julia}} + \vspace*{\fill} +\end{center} diff --git a/content/preamble/glossary.tex b/content/preamble/glossary.tex deleted file mode 100644 index 91df2b6..0000000 --- a/content/preamble/glossary.tex +++ /dev/null @@ -1,21 +0,0 @@ -% this file is called up by thesis.tex -% content in this file will be fed into the main document - -% Glossary entries are defined with the command \nomenclature{1}{2} -% 1 = Entry name, e.g. abbreviation; 2 = Explanation -% You can place all explanations in this separate file or declare them in the middle of the text. Either way they will be collected in the glossary. - -% required to print nomenclature name to page header -%\markboth{\MakeUppercase{\nomname}}{\MakeUppercase{\nomname}} - - -% ----------------------- contents from here ------------------------ - - -%\nomenclature{LSY}{ehbfuefebbfbjkjkebfjbfbfw} -%\nomenclature{DEPC}{diethyl-pyro-carbonate; used to remove RNA-degrading enzymes (RNAases) from water and laboratory utensils} -%\nomenclature{DMSO}{dimethyl sulfoxide; organic solvent, readily passes through skin, cryoprotectant in cell culture} -%\nomenclature{EDTA}{Ethylene-diamine-tetraacetic acid; a chelating (two-pronged) molecule used to sequester most divalent (or trivalent) metal ions, such as calcium (Ca$^{2+}$) and magnesium (Mg$^{2+}$), copper (Cu$^{2+}$), or iron (Fe$^{2+}$ / Fe$^{3+}$)} - - - diff --git a/content/related.tex b/content/related.tex deleted file mode 100644 index 7a8f517..0000000 --- a/content/related.tex +++ /dev/null @@ -1,10 +0,0 @@ -\chapter{Related Work}\label{s:related} - - -\todo{ -Describe here scientific papers similar to your experiment, both in terms of goal and methodology. One paragraph for each paper (we expect about 5-8 papers to be discussed). Each paragraph contains: (i) a brief description of the related paper and (ii) a black-on-white description about how your work differs from the related paper. You may place this section immediately after the Background section, if necessary. -} - - -\lipsum[14-17][4-8] - diff --git a/content/threats.tex b/content/threats.tex deleted file mode 100644 index f01c3fb..0000000 --- a/content/threats.tex +++ /dev/null @@ -1,6 +0,0 @@ -\chapter{Threats To Validity}\label{sec:threats} - -\section{Internal Validity} -\section{External Validity} -\section{Construct Validity} -\section{Conclusion Validity} diff --git a/datasets/Talluri2021/.gitignore b/datasets/Talluri2021/.gitignore deleted file mode 100644 index b561863..0000000 --- a/datasets/Talluri2021/.gitignore +++ /dev/null @@ -1,140 +0,0 @@ -# Byte-compiled / optimized / DLL files -__pycache__/ -*.py[cod] -*$py.class - -# C extensions -*.so - -# Distribution / packaging -.Python -build/ -develop-eggs/ -dist/ -downloads/ -eggs/ -.eggs/ -lib/ -lib64/ -parts/ -sdist/ -var/ -wheels/ -share/python-wheels/ -*.egg-info/ -.installed.cfg -*.egg -MANIFEST - -# PyInstaller -# Usually these files are written by a python script from a template -# before PyInstaller builds the exe, so as to inject date/other infos into it. -*.manifest -*.spec - -# Installer logs -pip-log.txt -pip-delete-this-directory.txt - -# Unit test / coverage reports -htmlcov/ -.tox/ -.nox/ -.coverage -.coverage.* -.cache -nosetests.xml -coverage.xml -*.cover -*.py,cover -.hypothesis/ -.pytest_cache/ -cover/ - -# Translations -*.mo -*.pot - -# Django stuff: -*.log -local_settings.py -db.sqlite3 -db.sqlite3-journal - -# Flask stuff: -instance/ -.webassets-cache - -# Scrapy stuff: -.scrapy - -# Sphinx documentation -docs/_build/ - -# PyBuilder -.pybuilder/ -target/ - -# Jupyter Notebook -.ipynb_checkpoints - -# IPython -profile_default/ -ipython_config.py - -# pyenv -# For a library or package, you might want to ignore these files since the code is -# intended to run in multiple environments; otherwise, check them in: -# .python-version - -# pipenv -# According to pypa/pipenv#598, it is recommended to include Pipfile.lock in version control. -# However, in case of collaboration, if having platform-specific dependencies or dependencies -# having no cross-platform support, pipenv may install dependencies that don't work, or not -# install all needed dependencies. -#Pipfile.lock - -# PEP 582; used by e.g. github.com/David-OConnor/pyflow -__pypackages__/ - -# Celery stuff -celerybeat-schedule -celerybeat.pid - -# SageMath parsed files -*.sage.py - -# Environments -.env -.venv -env/ -venv/ -ENV/ -env.bak/ -venv.bak/ - -# Spyder project settings -.spyderproject -.spyproject - -# Rope project settings -.ropeproject - -# mkdocs documentation -/site - -# mypy -.mypy_cache/ -.dmypy.json -dmypy.json - -# Pyre type checker -.pyre/ - -# pytype static type analyzer -.pytype/ - -# Cython debug symbols -cython_debug/ - -.DS_Store
\ No newline at end of file diff --git a/datasets/Talluri2021/1.compare_github_and_outagereport.ipynb b/datasets/Talluri2021/1.compare_github_and_outagereport.ipynb deleted file mode 100644 index 1588f8e..0000000 --- a/datasets/Talluri2021/1.compare_github_and_outagereport.ipynb +++ /dev/null @@ -1,749 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import pandas as pd\n", - "from plotnine import *\n", - "from datetime import datetime\n", - "import numpy as np\n", - "import itertools" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "github_incidents = pd.read_parquet('./github_failures_2019-20').reset_index(drop=True)\n", - "or_events = pd.read_parquet('./outage_report_2019-20')" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "github_incidents['start_time'] = pd.to_datetime(github_incidents['event_start_time'], unit='s')\n", - "github_incidents['end_time'] = pd.to_datetime(github_incidents['event_end_time'], unit='s')\n", - "\n", - "github_filter_mask = (github_incidents['event_start_time'] != -1) & (github_incidents['event_end_time'] != -1)\n", - "filtered_github_incidents = github_incidents[github_filter_mask].reset_index(drop=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "<div>\n", - "<style scoped>\n", - " .dataframe tbody tr th:only-of-type {\n", - " vertical-align: middle;\n", - " }\n", - "\n", - " .dataframe tbody tr th {\n", - " vertical-align: top;\n", - " }\n", - "\n", - " .dataframe thead th {\n", - " text-align: right;\n", - " }\n", - "</style>\n", - "<table border=\"1\" class=\"dataframe\">\n", - " <thead>\n", - " <tr style=\"text-align: right;\">\n", - " <th></th>\n", - " <th>status</th>\n", - " <th>event_start_time</th>\n", - " <th>event_end_time</th>\n", - " <th>vendor</th>\n", - " <th>start_time</th>\n", - " <th>end_time</th>\n", - " </tr>\n", - " </thead>\n", - " <tbody>\n", - " <tr>\n", - " <th>0</th>\n", - " <td></td>\n", - " <td>-1</td>\n", - " <td>-1</td>\n", - " <td></td>\n", - " <td>1969-12-31 23:59:59</td>\n", - " <td>1969-12-31 23:59:59</td>\n", - " </tr>\n", - " <tr>\n", - " <th>1</th>\n", - " <td>\\n\\n\\n\\nResolved -\\n \\t2019-05-07 10:35 U...</td>\n", - " <td>-1</td>\n", - " <td>1557225300</td>\n", - " <td>Github</td>\n", - " <td>1969-12-31 23:59:59</td>\n", - " <td>2019-05-07 10:35:00</td>\n", - " </tr>\n", - " <tr>\n", - " <th>2</th>\n", - " <td>\\n\\n\\n\\nResolved -\\n \\tWebhook deliveries...</td>\n", - " <td>-1</td>\n", - " <td>1585641600</td>\n", - " <td>Github</td>\n", - " <td>1969-12-31 23:59:59</td>\n", - " <td>2020-03-31 08:00:00</td>\n", - " </tr>\n", - " <tr>\n", - " <th>3</th>\n", - " <td>\\n\\n\\n\\nResolved -\\n \\tWe have identified...</td>\n", - " <td>-1</td>\n", - " <td>1586352600</td>\n", - " <td>Github</td>\n", - " <td>1969-12-31 23:59:59</td>\n", - " <td>2020-04-08 13:30:00</td>\n", - " </tr>\n", - " </tbody>\n", - "</table>\n", - "</div>" - ], - "text/plain": [ - " status event_start_time \\\n", - "0 -1 \n", - "1 \\n\\n\\n\\nResolved -\\n \\t2019-05-07 10:35 U... -1 \n", - "2 \\n\\n\\n\\nResolved -\\n \\tWebhook deliveries... -1 \n", - "3 \\n\\n\\n\\nResolved -\\n \\tWe have identified... -1 \n", - "\n", - " event_end_time vendor start_time end_time \n", - "0 -1 1969-12-31 23:59:59 1969-12-31 23:59:59 \n", - "1 1557225300 Github 1969-12-31 23:59:59 2019-05-07 10:35:00 \n", - "2 1585641600 Github 1969-12-31 23:59:59 2020-03-31 08:00:00 \n", - "3 1586352600 Github 1969-12-31 23:59:59 2020-04-08 13:30:00 " - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Need to incorporate these later. IMPORTANT\n", - "github_incidents.loc[~github_filter_mask].reset_index(drop=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "<div>\n", - "<style scoped>\n", - " .dataframe tbody tr th:only-of-type {\n", - " vertical-align: middle;\n", - " }\n", - "\n", - " .dataframe tbody tr th {\n", - " vertical-align: top;\n", - " }\n", - "\n", - " .dataframe thead th {\n", - " text-align: right;\n", - " }\n", - "</style>\n", - "<table border=\"1\" class=\"dataframe\">\n", - " <thead>\n", - " <tr style=\"text-align: right;\">\n", - " <th></th>\n", - " <th>status</th>\n", - " <th>event_start_time</th>\n", - " <th>event_end_time</th>\n", - " <th>vendor</th>\n", - " <th>start_time</th>\n", - " <th>end_time</th>\n", - " </tr>\n", - " </thead>\n", - " <tbody>\n", - " <tr>\n", - " <th>1</th>\n", - " <td>minor</td>\n", - " <td>1569502020</td>\n", - " <td>1569506460</td>\n", - " <td>Github</td>\n", - " <td>2019-09-26 12:47:00</td>\n", - " <td>2019-09-26 14:01:00</td>\n", - " </tr>\n", - " <tr>\n", - " <th>3</th>\n", - " <td>minor</td>\n", - " <td>1569324600</td>\n", - " <td>1569334080</td>\n", - " <td>Github</td>\n", - " <td>2019-09-24 11:30:00</td>\n", - " <td>2019-09-24 14:08:00</td>\n", - " </tr>\n", - " <tr>\n", - " <th>4</th>\n", - " <td>critical</td>\n", - " <td>1569255120</td>\n", - " <td>1569256620</td>\n", - " <td>Github</td>\n", - " <td>2019-09-23 16:12:00</td>\n", - " <td>2019-09-23 16:37:00</td>\n", - " </tr>\n", - " </tbody>\n", - "</table>\n", - "</div>" - ], - "text/plain": [ - " status event_start_time event_end_time vendor start_time \\\n", - "1 minor 1569502020 1569506460 Github 2019-09-26 12:47:00 \n", - "3 minor 1569324600 1569334080 Github 2019-09-24 11:30:00 \n", - "4 critical 1569255120 1569256620 Github 2019-09-23 16:12:00 \n", - "\n", - " end_time \n", - "1 2019-09-26 14:01:00 \n", - "3 2019-09-24 14:08:00 \n", - "4 2019-09-23 16:37:00 " - ] - }, - "execution_count": 5, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Investigating the lack of critical event from September 2019\n", - "filtered_github_incidents[(filtered_github_incidents['start_time'].dt.year == 2019) & (filtered_github_incidents['start_time'].dt.month == 9)]" - ] - }, - { - "cell_type": "code", - "execution_count": 133, - "metadata": {}, - "outputs": [], - "source": [ - "# Check ICPE article as we missed events shorter than an hour" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "(39195, 4)" - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# I checked outage report code and timestamps are in UTC\n", - "filtered_or_events = or_events[or_events['status_code'] >= 0].reset_index(drop=True)\n", - "filtered_or_events = filtered_or_events.drop_duplicates(subset=['vendor', 'event_time', 'status_code'])\n", - "# Combine events with the same event_time, but different status_code with max\n", - "filtered_or_events = filtered_or_events.groupby(['vendor', 'event_time'])['status_code'].max().reset_index()\n", - "filtered_or_events['evtime'] = pd.to_datetime(filtered_or_events['event_time'], unit='s')\n", - "or_github = filtered_or_events[(filtered_or_events['vendor'] == 'github')].reset_index(drop=True)\n", - "or_github.shape" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "[1,\n", - " 32,\n", - " 60,\n", - " 91,\n", - " 121,\n", - " 152,\n", - " 182,\n", - " 213,\n", - " 244,\n", - " 274,\n", - " 305,\n", - " 335,\n", - " 366,\n", - " 397,\n", - " 425,\n", - " 456,\n", - " 486,\n", - " 517,\n", - " 547,\n", - " 578,\n", - " 609,\n", - " 639,\n", - " 670,\n", - " 700,\n", - " 731]" - ] - }, - "execution_count": 15, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "days_per_month = [31, 28, 31, 30, 31, 30, 31, 31, 30, 31, 30, 31]\n", - "first_day_of_month = list(itertools.accumulate(days_per_month, initial=1))\n", - "first_day_of_month_for_two_years = list(itertools.accumulate(days_per_month + days_per_month, initial=1))\n", - "first_day_of_month_for_two_years" - ] - }, - { - "cell_type": "code", - "execution_count": 33, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "4432.0\n", - "2974.0\n" - ] - } - ], - "source": [ - "all_or_github_count = 0\n", - "filtered_or_github_count = 0\n", - "grid_array = np.full((365*2, 24), 0)\n", - "for _, row in or_github.sort_values('evtime').iterrows():\n", - " year_of_event = row['evtime'].year\n", - " day_of_year = row['evtime'].timetuple().tm_yday\n", - " hour_of_day = row['evtime'].hour\n", - " num_reports = row['status_code']\n", - " if num_reports > 2:\n", - " if year_of_event == 2019:\n", - " grid_array[day_of_year-1, hour_of_day-1] = 1\n", - " elif year_of_event == 2020:\n", - " grid_array[365+day_of_year-1, hour_of_day-1] = 1\n", - " else:\n", - " raise Exception('Unknown year: ' + str(year_of_event))\n", - " \n", - " filtered_or_github_count += num_reports\n", - " all_or_github_count += num_reports\n", - "\n", - "or_github_grid_df = pd.DataFrame({\n", - " 'day_of_year': np.repeat(np.tile(np.arange(1, 365+1), 2), 24),\n", - " 'hour_of_day': np.tile(np.arange(1, 24+1), 365*2),\n", - " 'year': np.concatenate([np.repeat(2019, 365*24), np.repeat(2020, 365*24)]),\n", - " 'status': grid_array.flatten()\n", - "})\n", - "\n", - "unified_or_github_grid_df = or_github_grid_df[((or_github_grid_df['year'] == 2019) & (or_github_grid_df['day_of_year'] > 31+28+31+30))\n", - " | ((or_github_grid_df['year'] == 2020) & (or_github_grid_df['day_of_year'] < 365-31-30-31-30))].reset_index(drop=True)\n", - "\n", - "unified_or_github_grid_df['day_of_two_years'] = unified_or_github_grid_df['day_of_year']\n", - "unified_or_github_grid_df.loc[(unified_or_github_grid_df['year'] == 2020), 'day_of_two_years'] = unified_or_github_grid_df.loc[(unified_or_github_grid_df['year'] == 2020), 'day_of_two_years'] + 365\n", - "\n", - "# Reports used for github comparison\n", - "print(all_or_github_count)\n", - "print(filtered_or_github_count)" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [], - "source": [ - "def make_grid(df):\n", - " status_to_number_map = {\n", - "# 'maintenance': 1,\n", - " 'minor': 1,\n", - " 'major': 2,\n", - " 'critical': 3,\n", - " }\n", - " \n", - " # First make and populate 2D grid array\n", - " grid_array = np.full((365*2, 24), 0)\n", - " for _, row in df.sort_values('start_time').iterrows():\n", - " year_of_event = row['start_time'].year\n", - " start_day_of_year = row['start_time'].timetuple().tm_yday\n", - " start_hour_of_day = row['start_time'].hour\n", - " end_day_of_year = row['end_time'].timetuple().tm_yday\n", - " end_hour_of_day = row['end_time'].hour\n", - " \n", - " offset = 0\n", - " if year_of_event == 2019:\n", - " offset = 0\n", - " elif year_of_event == 2020:\n", - " offset = 365\n", - " else:\n", - " raise Exception('Unknown year: ' + str(year_of_event))\n", - " \n", - " for day_of_year in range(start_day_of_year, end_day_of_year+1):\n", - " if start_day_of_year == end_day_of_year: # less than a day\n", - " for hour_of_day in range(start_hour_of_day, end_hour_of_day+1):\n", - " grid_array[offset+day_of_year-1, hour_of_day-1] = status_to_number_map[row['status']]\n", - " elif day_of_year == start_day_of_year: # first day\n", - " for hour_of_day in range(start_hour_of_day, 25):\n", - " grid_array[offset+day_of_year-1, hour_of_day-1] = status_to_number_map[row['status']]\n", - " elif day_of_year == end_day_of_year: # last day\n", - " for hour_of_day in range(0, end_hour_of_day):\n", - " grid_array[offset+day_of_year-1, hour_of_day-1] = status_to_number_map[row['status']]\n", - " else: # middle day\n", - " for hour_of_day in range(1, 25):\n", - " grid_array[offset+day_of_year-1, hour_of_day-1] = status_to_number_map[row['status']]\n", - " \n", - " return grid_array" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [], - "source": [ - "github_grid_array = make_grid(filtered_github_incidents)\n", - "github_grid_df = pd.DataFrame({\n", - " 'day_of_year': np.repeat(np.tile(np.arange(1, 365+1), 2), 24),\n", - " 'hour_of_day': np.tile(np.arange(1, 24+1), 365*2),\n", - " 'year': np.concatenate([np.repeat(2019, 365*24), np.repeat(2020, 365*24)]),\n", - " 'status': pd.Categorical(github_grid_array.flatten(), [0,1,2,3], ordered=True)\n", - "})\n", - "\n", - "unified_github_grid_df = github_grid_df[((github_grid_df['year'] == 2019) & (github_grid_df['day_of_year'] > 31+28+31+30))\n", - " | ((github_grid_df['year'] == 2020) & (github_grid_df['day_of_year'] < 365-31-30-31-30))].reset_index(drop=True)\n", - "\n", - "unified_github_grid_df['day_of_two_years'] = unified_github_grid_df['day_of_year']\n", - "unified_github_grid_df.loc[(unified_github_grid_df['year'] == 2020), 'day_of_two_years'] = unified_github_grid_df.loc[(unified_github_grid_df['year'] == 2020), 'day_of_two_years'] + 365" - ] - }, - { - "cell_type": "code", - "execution_count": 70, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:727: PlotnineWarning: Saving 25 x 2 in image.\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:730: PlotnineWarning: Filename: plots/github_failures_all.pdf\n" - ] - }, - { - "data": { - "image/png": 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- "text/plain": [ - "<Figure size 2500x200 with 1 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "<ggplot: (326298676)>" - ] - }, - "execution_count": 70, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "plt = ggplot(unified_github_grid_df) +\\\n", - " theme_classic(base_size=12, base_family='sans-serif') +\\\n", - " geom_tile(mapping=aes(x='day_of_two_years', y='hour_of_day', fill='status'), color='gainsboro', size=0.01) +\\\n", - " scale_fill_manual(values=['white', 'green', 'orange', 'red', 'black']) +\\\n", - " scale_x_continuous(limits=(first_day_of_month_for_two_years[4], first_day_of_month_for_two_years[-5]-1), expand=(0.005, 0.005),\n", - " breaks=first_day_of_month_for_two_years[4:-5]) +\\\n", - " scale_y_continuous(breaks=[0, 6, 12, 18, 24],\n", - " labels=['00:00', '06:00', '12:00', '18:00', '24:00']) +\\\n", - " theme(figure_size=(25, 2)) +\\\n", - " guides(fill=guide_legend(title='1 box=1 hour')) +\\\n", - " ylab('Hour of day') +\\\n", - " xlab('Day of year (First day of month is labeled)') +\\\n", - " theme(legend_box_spacing=0.01,\n", - " legend_box_margin=0,\n", - " legend_margin=0,\n", - " legend_key=element_blank(),\n", - " legend_entry_spacing=5,\n", - " legend_background=element_rect(fill=(0,0,0,0), color=(0,0,0,0)),\n", - " text=element_text(size=12))\n", - "\n", - "# scale_x_continuous(limits=(0, 365), expand=(0.005, 0.005),\n", - "# breaks=[31, 59, 90, 120, 151, 180, 211, 242, 272, 303, 333, 364],\n", - "# labels=['Jan', 'Feb', 'Mar', 'Apr', 'May', 'Jun', 'Jul', 'Aug', 'Sep', 'Oct', 'Nov', 'Dec']) +\\\n", - "\n", - "plt.save('plots/github_failures_all.pdf', limitsize=False)\n", - "plt" - ] - }, - { - "cell_type": "code", - "execution_count": 71, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:727: PlotnineWarning: Saving 25 x 2 in image.\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:730: PlotnineWarning: Filename: plots/or_github_failures.pdf\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/pandas/core/series.py:726: RuntimeWarning: divide by zero encountered in log\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/pandas/core/series.py:726: RuntimeWarning: divide by zero encountered in log\n" - ] - }, - { - "data": { - "image/png": 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- "text/plain": [ - "<Figure size 2500x200 with 1 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "<ggplot: (337549840)>" - ] - }, - "execution_count": 71, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "plt = ggplot(unified_or_github_grid_df) +\\\n", - " theme_classic(base_size=12, base_family='sans-serif') +\\\n", - " geom_tile(mapping=aes(x='day_of_two_years', y='hour_of_day', fill='status'), color='gainsboro', size=0.01) +\\\n", - " scale_fill_continuous('Greys', trans=\"log\") +\\\n", - " scale_x_continuous(limits=(first_day_of_month_for_two_years[4], first_day_of_month_for_two_years[-5]-1), expand=(0.005, 0.005),\n", - " breaks=first_day_of_month_for_two_years[4:-5]) +\\\n", - " scale_y_continuous(breaks=[0, 6, 12, 18, 24],\n", - " labels=['00:00', '06:00', '12:00', '18:00', '24:00']) +\\\n", - " theme(figure_size=(25, 2)) +\\\n", - " guides(fill=guide_legend(title='1 box=1 hour')) +\\\n", - " ylab('Hour of day') +\\\n", - " xlab('Day of year (First day of month is labeled)') +\\\n", - " theme(legend_box_spacing=0.01,\n", - " legend_box_margin=0,\n", - " legend_margin=0,\n", - " legend_key=element_blank(),\n", - " legend_entry_spacing=5,\n", - " legend_background=element_rect(fill=(0,0,0,0), color=(0,0,0,0)),\n", - " text=element_text(size=12))\n", - "\n", - "plt.save('plots/or_github_failures.pdf', limitsize=False)\n", - "plt" - ] - }, - { - "cell_type": "code", - "execution_count": 72, - "metadata": {}, - "outputs": [], - "source": [ - "assert(unified_github_grid_df.shape[0] == unified_or_github_grid_df.shape[0])" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": {}, - "outputs": [], - "source": [ - "def merge_dfs(github_df, github_or_df):\n", - " list_of_merged_rows = []\n", - " for i in range(github_df.shape[0]):\n", - " github_status = github_df.loc[i, 'status']\n", - " or_github_status = github_or_df.loc[i, 'status']\n", - "\n", - " final_status = github_status\n", - "\n", - " if or_github_status == 1:\n", - " if github_status == 0:\n", - " final_status = 4\n", - " elif github_status == 1:\n", - " final_status = 5\n", - " elif github_status == 2:\n", - " final_status = 6\n", - " else:\n", - " raise Exception('Unknown github status')\n", - "\n", - " list_of_merged_rows.append({\n", - " 'status': final_status,\n", - " 'hour_of_day': github_df.loc[i, 'hour_of_day'],\n", - " 'year': github_df.loc[i, 'year'],\n", - " 'day_of_year': github_df.loc[i, 'day_of_year'],\n", - " 'day_of_two_years': github_df.loc[i, 'day_of_two_years']\n", - " })\n", - "\n", - " merged_df = pd.DataFrame(list_of_merged_rows)\n", - " merged_df['status'] = pd.Categorical(merged_df['status'], [0,1,2,3,4,5,6], ordered=True)\n", - " return merged_df\n", - "\n", - "merged_df = merge_dfs(unified_github_grid_df, unified_or_github_grid_df)" - ] - }, - { - "cell_type": "code", - "execution_count": 114, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:727: PlotnineWarning: Saving 25 x 2 in image.\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:730: PlotnineWarning: Filename: plots/github_merged_failures.pdf\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "<Figure size 2500x200 with 1 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "<ggplot: (339631818)>" - ] - }, - "execution_count": 114, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "plt = ggplot(merged_df) +\\\n", - " theme_classic(base_size=12, base_family='sans-serif') +\\\n", - " geom_tile(mapping=aes(x='day_of_two_years', y='hour_of_day', fill='status'), color='white', size=0.02) +\\\n", - " scale_fill_manual(values=['white', 'gold', 'orange', 'black', 'teal', 'magenta', 'red'],\n", - " labels=['None', 'Official Minor', 'Official Major', 'Official Critical', 'Report without Overlap', 'Report overlaps Official Minor', 'Report overlaps Official Major']) +\\\n", - " scale_x_continuous(limits=(first_day_of_month_for_two_years[4], first_day_of_month_for_two_years[-5]-1), expand=(0.005, 0.005),\n", - " breaks=first_day_of_month_for_two_years[4:-5],\n", - " labels=['May\\n\\n2019', 'June', 'July', 'August', 'September', 'October', 'November', 'December', 'January\\n\\n2020', 'February', 'March', 'April', 'May', 'June', 'July', 'August']) +\\\n", - " scale_y_continuous(breaks=[0, 6, 12, 18, 24],\n", - " labels=['00:00', '06:00', '12:00', '18:00', '24:00']) +\\\n", - " theme(figure_size=(25, 2)) +\\\n", - " guides(fill=guide_legend(title='1 box=1 hour', nrow=1)) +\\\n", - " ylab('Hour of day') +\\\n", - " xlab('Day of year (First day of month is labeled)') +\\\n", - " theme(legend_box_spacing=0.01,\n", - " legend_box_margin=0,\n", - " legend_margin=0,\n", - " legend_key=element_blank(),\n", - " legend_entry_spacing=5,\n", - " legend_background=element_rect(fill=(0,0,0,0), color=(0,0,0,0)),\n", - " legend_position='top',\n", - " text=element_text(size=12))\n", - "\n", - "plt.save('plots/github_merged_failures.pdf', limitsize=False)\n", - "plt" - ] - }, - { - "cell_type": "code", - "execution_count": 38, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:727: PlotnineWarning: Saving 16 x 3 in image.\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:730: PlotnineWarning: Filename: plots/double_github_merged_failures.pdf\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "<Figure size 1600x300 with 2 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "<ggplot: (326423902)>" - ] - }, - "execution_count": 38, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "plt = ggplot(merged_df) +\\\n", - " theme_classic(base_size=12, base_family='sans-serif') +\\\n", - " geom_tile(mapping=aes(x='day_of_year', y='hour_of_day', fill='status'), color='white', size=0.02) +\\\n", - " scale_fill_manual(values=['white', 'silver', 'orange', 'black', 'teal', 'magenta', 'red'],\n", - " labels=['None', 'Official Minor', 'Official Major', 'Official Critical', 'Report without Overlap', 'Report overlaps Official Minor', 'Report overlaps Official Major']) +\\\n", - " scale_x_continuous(limits=(first_day_of_month[0], first_day_of_month[-1]), expand=(0.005, 0.005),\n", - " breaks=first_day_of_month[:-1],\n", - " labels=['January', 'February', 'March', 'April', 'May', 'June', 'July', 'August', 'September', 'October', 'November', 'December']) +\\\n", - " scale_y_continuous(breaks=[0, 6, 12, 18, 24],\n", - " labels=['00:00', '06:00', '12:00', '18:00', '24:00']) +\\\n", - " theme(figure_size=(16, 3)) +\\\n", - " guides(fill=guide_legend(title='1 box=1 hour', nrow=1)) +\\\n", - " facet_wrap(facets='year', nrow=2) +\\\n", - " ylab('Hour of day') +\\\n", - " xlab('Day of year (First day of month is labeled)') +\\\n", - " theme(legend_box_spacing=0.01,\n", - " legend_box_margin=0,\n", - " legend_margin=0,\n", - " legend_key=element_blank(),\n", - " legend_entry_spacing=5,\n", - " legend_background=element_rect(fill=(0,0,0,0), color=(0,0,0,0)),\n", - " legend_position='top',\n", - " text=element_text(size=12))\n", - "\n", - "plt.save('plots/double_github_merged_failures.pdf', limitsize=False)\n", - "plt" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.1" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/datasets/Talluri2021/2.basic_stats_reports.ipynb b/datasets/Talluri2021/2.basic_stats_reports.ipynb deleted file mode 100644 index d33a3cc..0000000 --- a/datasets/Talluri2021/2.basic_stats_reports.ipynb +++ /dev/null @@ -1,448 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [], - "source": [ - "import pandas as pd\n", - "from plotnine import *\n", - "from datetime import datetime\n", - "import numpy as np" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [], - "source": [ - "or_events = pd.read_parquet('./outage_report_2019-20')\n", - "or_reports = pd.read_parquet('./outage_report_individual_reports_2019-20')" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [], - "source": [ - "filtered_or_events = or_events[(or_events['vendor'] != '') & (or_events['vendor'] != 'overview')].copy()\n", - "filtered_or_events = filtered_or_events.drop_duplicates(subset=['vendor', 'event_time', 'status_code'])\n", - "# Combine events with the same event_time, but different status_code with max\n", - "filtered_or_events = filtered_or_events.groupby(['vendor', 'event_time'])['status_code'].max().reset_index()" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [], - "source": [ - "filtered_or_reports = or_reports[(or_reports['reason'] != '') & (or_reports['vendor'] != 'overview')].reset_index(drop=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [], - "source": [ - "thresholded_or_events = filtered_or_events[filtered_or_events['status_code'] > 2].copy()" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [], - "source": [ - "def proper_vendor_names(series):\n", - " return series.str.capitalize().replace(['Apple-servers', 'Facebook-messenger', 'Youtube'], ['Apple', 'FB Msgr', 'YouTube'])\n", - "\n", - "filtered_or_reports['vendor_proper'] = proper_vendor_names(filtered_or_reports['vendor'])" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [], - "source": [ - "def proper_vendor_names(series):\n", - " return series.str.capitalize().replace(['Apple-servers', 'Facebook-messenger', 'Youtube'], ['Apple', 'FB Msgr', 'YouTube'])\n", - "\n", - "filtered_or_events['vendor_proper'] = proper_vendor_names(filtered_or_events['vendor'])" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "['Apple',\n", - " 'Github',\n", - " 'Skype',\n", - " 'FB Msgr',\n", - " 'Gmail',\n", - " 'Whatsapp',\n", - " 'Snapchat',\n", - " 'Netflix',\n", - " 'Facebook',\n", - " 'Twitter',\n", - " 'YouTube',\n", - " 'Instagram']" - ] - }, - "execution_count": 13, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "vendor_list = list(filtered_or_events.groupby('vendor_proper')['status_code'].sum().reset_index().rename(columns={'status_code':'count'}).sort_values('count')['vendor_proper'])\n", - "vendor_list" - ] - }, - { - "cell_type": "code", - "execution_count": 28, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\\begin{tabular}{lrrr}\n", - "\\toprule\n", - "vendor\\_proper & count\\_events & count\\_reports & prop \\\\\n", - "\\midrule\n", - " Apple & 3208 & 2566 & 79.99 \\\\\n", - " Github & 4432 & 1062 & 23.96 \\\\\n", - " Skype & 4799 & 2029 & 42.28 \\\\\n", - " FB Msgr & 13788 & 6836 & 49.58 \\\\\n", - " Gmail & 16471 & 9427 & 57.23 \\\\\n", - " Whatsapp & 34653 & 9426 & 27.20 \\\\\n", - " Snapchat & 68863 & 8118 & 11.79 \\\\\n", - " Netflix & 74631 & 20211 & 27.08 \\\\\n", - " Facebook & 79880 & 25886 & 32.41 \\\\\n", - " Twitter & 136672 & 20252 & 14.82 \\\\\n", - " YouTube & 152169 & 26783 & 17.60 \\\\\n", - " Instagram & 193687 & 41574 & 21.46 \\\\\n", - "\\bottomrule\n", - "\\end{tabular}\n", - "\n" - ] - } - ], - "source": [ - "event_count_df = filtered_or_events.groupby('vendor_proper')['status_code'].sum().reset_index().rename(columns={'status_code':'count'})\n", - "report_count_df = filtered_or_reports.groupby('vendor_proper')['country'].count().reset_index().rename(columns={'country':'count'}).set_index('vendor_proper')\n", - "\n", - "joined_count_df = event_count_df.join(report_count_df, on='vendor_proper', lsuffix='_events', rsuffix='_reports')\n", - "joined_count_df['prop'] = (joined_count_df['count_reports'] / joined_count_df['count_events']) * 100\n", - "joined_count_df['count_events'] = joined_count_df['count_events'].astype(int)\n", - "\n", - "print(joined_count_df.sort_values('count_events').to_latex(index=None, float_format=\"%.2f\"))" - ] - }, - { - "cell_type": "code", - "execution_count": 29, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "783253\n", - "174170\n", - "0.22236748534636958\n" - ] - } - ], - "source": [ - "#\n", - "print(joined_count_df['count_events'].sum())\n", - "print(joined_count_df['count_reports'].sum())\n", - "print(joined_count_df['count_reports'].sum() / joined_count_df['count_events'].sum())" - ] - }, - { - "cell_type": "code", - "execution_count": 34, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "<ipython-input-34-de7f15117fb8>:3: FutureWarning: Series.dt.weekofyear and Series.dt.week have been deprecated. Please use Series.dt.isocalendar().week instead.\n" - ] - } - ], - "source": [ - "filtered_or_events['evtime'] = pd.to_datetime(filtered_or_events['event_time'], unit='s')\n", - "filtered_or_events['hour_of_week'] = filtered_or_events['evtime'].dt.dayofweek * 24 + (filtered_or_events['evtime'].dt.hour + 1)\n", - "filtered_or_events['week_of_year'] = filtered_or_events['evtime'].dt.weekofyear" - ] - }, - { - "cell_type": "code", - "execution_count": 33, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "2019-04-14 11:20:00\n", - "2020-10-31 23:00:00\n" - ] - } - ], - "source": [ - "# First and last dates in the dataset\n", - "print(filtered_or_events['evtime'].min())\n", - "print(filtered_or_events['evtime'].max())" - ] - }, - { - "cell_type": "code", - "execution_count": 35, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "<div>\n", - "<style scoped>\n", - " .dataframe tbody tr th:only-of-type {\n", - " vertical-align: middle;\n", - " }\n", - "\n", - " .dataframe tbody tr th {\n", - " vertical-align: top;\n", - " }\n", - "\n", - " .dataframe thead th {\n", - " text-align: right;\n", - " }\n", - "</style>\n", - "<table border=\"1\" class=\"dataframe\">\n", - " <thead>\n", - " <tr style=\"text-align: right;\">\n", - " <th></th>\n", - " <th>hour_of_week</th>\n", - " <th>sum</th>\n", - " <th>prop</th>\n", - " <th>vendor_proper</th>\n", - " </tr>\n", - " </thead>\n", - " <tbody>\n", - " <tr>\n", - " <th>0</th>\n", - " <td>1</td>\n", - " <td>19.0</td>\n", - " <td>0.142857</td>\n", - " <td>Apple</td>\n", - " </tr>\n", - " <tr>\n", - " <th>1</th>\n", - " <td>2</td>\n", - " <td>40.0</td>\n", - " <td>0.300752</td>\n", - " <td>Apple</td>\n", - " </tr>\n", - " <tr>\n", - " <th>2</th>\n", - " <td>3</td>\n", - " <td>81.0</td>\n", - " <td>0.609023</td>\n", - " <td>Apple</td>\n", - " </tr>\n", - " <tr>\n", - " <th>3</th>\n", - " <td>4</td>\n", - " <td>124.0</td>\n", - " <td>0.932331</td>\n", - " <td>Apple</td>\n", - " </tr>\n", - " <tr>\n", - " <th>4</th>\n", - " <td>5</td>\n", - " <td>22.0</td>\n", - " <td>0.165414</td>\n", - " <td>Apple</td>\n", - " </tr>\n", - " <tr>\n", - " <th>...</th>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " </tr>\n", - " <tr>\n", - " <th>163</th>\n", - " <td>164</td>\n", - " <td>2431.0</td>\n", - " <td>0.413717</td>\n", - " <td>YouTube</td>\n", - " </tr>\n", - " <tr>\n", - " <th>164</th>\n", - " <td>165</td>\n", - " <td>1151.0</td>\n", - " <td>0.195882</td>\n", - " <td>YouTube</td>\n", - " </tr>\n", - " <tr>\n", - " <th>165</th>\n", - " <td>166</td>\n", - " <td>450.0</td>\n", - " <td>0.076583</td>\n", - " <td>YouTube</td>\n", - " </tr>\n", - " <tr>\n", - " <th>166</th>\n", - " <td>167</td>\n", - " <td>398.0</td>\n", - " <td>0.067733</td>\n", - " <td>YouTube</td>\n", - " </tr>\n", - " <tr>\n", - " <th>167</th>\n", - " <td>168</td>\n", - " <td>398.0</td>\n", - " <td>0.067733</td>\n", - " <td>YouTube</td>\n", - " </tr>\n", - " </tbody>\n", - "</table>\n", - "<p>2016 rows × 4 columns</p>\n", - "</div>" - ], - "text/plain": [ - " hour_of_week sum prop vendor_proper\n", - "0 1 19.0 0.142857 Apple\n", - "1 2 40.0 0.300752 Apple\n", - "2 3 81.0 0.609023 Apple\n", - "3 4 124.0 0.932331 Apple\n", - "4 5 22.0 0.165414 Apple\n", - ".. ... ... ... ...\n", - "163 164 2431.0 0.413717 YouTube\n", - "164 165 1151.0 0.195882 YouTube\n", - "165 166 450.0 0.076583 YouTube\n", - "166 167 398.0 0.067733 YouTube\n", - "167 168 398.0 0.067733 YouTube\n", - "\n", - "[2016 rows x 4 columns]" - ] - }, - "execution_count": 35, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "grouped_df_list = []\n", - "for vendor in filtered_or_events['vendor_proper'].unique():\n", - " vendor_df = filtered_or_events[filtered_or_events['vendor_proper'] == vendor].copy()\n", - " partial_grouped_df = vendor_df.groupby('hour_of_week')['status_code'].sum().reset_index().rename(columns={'status_code': 'sum'})\n", - " partial_grouped_df['prop'] = partial_grouped_df['sum'] / partial_grouped_df['sum'].max()\n", - " partial_grouped_df['vendor_proper'] = vendor\n", - " grouped_df_list.append(partial_grouped_df)\n", - "grouped_df = pd.concat(grouped_df_list)\n", - "grouped_df" - ] - }, - { - "cell_type": "code", - "execution_count": 36, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:727: PlotnineWarning: Saving 14 x 3 in image.\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:730: PlotnineWarning: Filename: plots/or_hour_of_week.pdf\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "<Figure size 1400x300 with 12 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "<ggplot: (306119497)>" - ] - }, - "execution_count": 36, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "grouped_df['vendor_cat'] = pd.Categorical(grouped_df['vendor_proper'], categories=vendor_list, ordered=True)\n", - "\n", - "vendor_maxes = grouped_df.groupby('vendor_proper')['sum'].max()\n", - "\n", - "def label_func(vendor):\n", - " if vendor == 'Apple':\n", - " return vendor + ' (max={:,})'.format(int(vendor_maxes.loc[vendor]))\n", - " else:\n", - " return vendor + ' ({:,})'.format(int(vendor_maxes.loc[vendor]))\n", - "\n", - "plt = ggplot(grouped_df) +\\\n", - " theme_classic(base_size=12, base_family='sans-serif') +\\\n", - " theme(figure_size=(14, 3),\n", - " axis_text_y=element_text(margin={'r': 5}),\n", - " panel_grid_minor_x=element_line(size=0.7, color=\"gainsboro\"),\n", - " panel_grid_major_x=element_blank(),\n", - " text=element_text(size=12)) +\\\n", - " geom_step(aes(x=\"hour_of_week\", y=\"prop\")) +\\\n", - " facet_wrap(facets='vendor_cat', nrow=2, labeller=label_func) +\\\n", - " scale_x_continuous(breaks = [12, 36, 60, 84, 108, 132, 156],\n", - " labels = [\"Mo\", \"Tu\", \"We\", \"Th\", \"Fr\", \"Sa\", \"Su\"]) +\\\n", - " xlab(\"Day of Week\") +\\\n", - " ylab(\"Max. Norm. Failures/Hour\")\n", - "\n", - "plt.save('plots/or_hour_of_week.pdf')\n", - "plt" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.1" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/datasets/Talluri2021/3.country and reason.ipynb b/datasets/Talluri2021/3.country and reason.ipynb deleted file mode 100644 index d79ad05..0000000 --- a/datasets/Talluri2021/3.country and reason.ipynb +++ /dev/null @@ -1,887 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "import pandas as pd\n", - "from plotnine import *" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "or_reports = pd.read_parquet('./outage_report_individual_reports_2019-20')" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "filtered_or_reports = or_reports[(or_reports['reason'] != '') & (or_reports['vendor'] != 'overview')].reset_index(drop=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [], - "source": [ - "instagram_or_reports = filtered_or_reports[filtered_or_reports['vendor'] == 'instagram'].reset_index(drop=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [], - "source": [ - "github_or_reports = filtered_or_reports[filtered_or_reports['vendor'] == 'github'].reset_index(drop=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "<div>\n", - "<style scoped>\n", - " .dataframe tbody tr th:only-of-type {\n", - " vertical-align: middle;\n", - " }\n", - "\n", - " .dataframe tbody tr th {\n", - " vertical-align: top;\n", - " }\n", - "\n", - " .dataframe thead th {\n", - " text-align: right;\n", - " }\n", - "</style>\n", - "<table border=\"1\" class=\"dataframe\">\n", - " <thead>\n", - " <tr style=\"text-align: right;\">\n", - " <th></th>\n", - " <th>country</th>\n", - " <th>count</th>\n", - " </tr>\n", - " </thead>\n", - " <tbody>\n", - " <tr>\n", - " <th>0</th>\n", - " <td>CA</td>\n", - " <td>1828</td>\n", - " </tr>\n", - " <tr>\n", - " <th>1</th>\n", - " <td>GB</td>\n", - " <td>1327</td>\n", - " </tr>\n", - " <tr>\n", - " <th>2</th>\n", - " <td>Other</td>\n", - " <td>15938</td>\n", - " </tr>\n", - " <tr>\n", - " <th>3</th>\n", - " <td>RU</td>\n", - " <td>3272</td>\n", - " </tr>\n", - " <tr>\n", - " <th>4</th>\n", - " <td>UA</td>\n", - " <td>3486</td>\n", - " </tr>\n", - " <tr>\n", - " <th>5</th>\n", - " <td>US</td>\n", - " <td>15723</td>\n", - " </tr>\n", - " </tbody>\n", - "</table>\n", - "</div>" - ], - "text/plain": [ - " country count\n", - "0 CA 1828\n", - "1 GB 1327\n", - "2 Other 15938\n", - "3 RU 3272\n", - "4 UA 3486\n", - "5 US 15723" - ] - }, - "execution_count": 17, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "top4_countries_insta = instagram_or_reports.groupby('country')['vendor'].count().reset_index().sort_values('vendor', ascending=False).reset_index(drop=True).loc[:4, 'country'].values\n", - "\n", - "truncated_insta_reports = instagram_or_reports.copy()\n", - "truncated_insta_reports.loc[~truncated_insta_reports['country'].isin(top4_countries_insta), 'country'] = 'Other'\n", - "\n", - "insta_reports_by_country = truncated_insta_reports.groupby('country')['id'].count().reset_index().rename(columns={'id': 'count'})\n", - "insta_reports_by_country" - ] - }, - { - "cell_type": "code", - "execution_count": 48, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "<Figure size 640x480 with 1 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "<ggplot: (328058811)>" - ] - }, - "execution_count": 48, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "plt = ggplot(insta_reports_by_country) +\\\n", - " geom_bar(aes(x='country', y='count'), stat='identity')\n", - "\n", - "plt" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "<div>\n", - "<style scoped>\n", - " .dataframe tbody tr th:only-of-type {\n", - " vertical-align: middle;\n", - " }\n", - "\n", - " .dataframe tbody tr th {\n", - " vertical-align: top;\n", - " }\n", - "\n", - " .dataframe thead th {\n", - " text-align: right;\n", - " }\n", - "</style>\n", - "<table border=\"1\" class=\"dataframe\">\n", - " <thead>\n", - " <tr style=\"text-align: right;\">\n", - " <th></th>\n", - " <th>country</th>\n", - " <th>count</th>\n", - " <th>country_proper</th>\n", - " <th>country_cat</th>\n", - " </tr>\n", - " </thead>\n", - " <tbody>\n", - " <tr>\n", - " <th>0</th>\n", - " <td>CA</td>\n", - " <td>10265</td>\n", - " <td>Canada</td>\n", - " <td>Canada</td>\n", - " </tr>\n", - " <tr>\n", - " <th>1</th>\n", - " <td>GB</td>\n", - " <td>12451</td>\n", - " <td>UK</td>\n", - " <td>UK</td>\n", - " </tr>\n", - " <tr>\n", - " <th>2</th>\n", - " <td>IN</td>\n", - " <td>4478</td>\n", - " <td>India</td>\n", - " <td>India</td>\n", - " </tr>\n", - " <tr>\n", - " <th>3</th>\n", - " <td>Other</td>\n", - " <td>61927</td>\n", - " <td>Other</td>\n", - " <td>Other</td>\n", - " </tr>\n", - " <tr>\n", - " <th>4</th>\n", - " <td>RU</td>\n", - " <td>4200</td>\n", - " <td>Russia</td>\n", - " <td>Russia</td>\n", - " </tr>\n", - " <tr>\n", - " <th>5</th>\n", - " <td>US</td>\n", - " <td>80849</td>\n", - " <td>USA</td>\n", - " <td>USA</td>\n", - " </tr>\n", - " </tbody>\n", - "</table>\n", - "</div>" - ], - "text/plain": [ - " country count country_proper country_cat\n", - "0 CA 10265 Canada Canada\n", - "1 GB 12451 UK UK\n", - "2 IN 4478 India India\n", - "3 Other 61927 Other Other\n", - "4 RU 4200 Russia Russia\n", - "5 US 80849 USA USA" - ] - }, - "execution_count": 14, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "top4_countries_all = filtered_or_reports.groupby('country')['vendor'].count().reset_index().sort_values('vendor', ascending=False).reset_index(drop=True).loc[:4, 'country'].values\n", - "\n", - "truncated_all_reports = filtered_or_reports.copy()\n", - "truncated_all_reports.loc[~truncated_all_reports['country'].isin(top4_countries_all), 'country'] = 'Other'\n", - "\n", - "all_reports_by_country = truncated_all_reports.groupby('country')['id'].count().reset_index().rename(columns={'id': 'count'})\n", - "all_reports_by_country['country_proper'] = all_reports_by_country['country'].replace(['US', 'GB', 'CA', 'IN', 'RU'], ['USA', 'UK', 'Canada', 'India', 'Russia'])\n", - "countries_sorted = all_reports_by_country.sort_values('count')['country_proper'].values\n", - "all_reports_by_country['country_cat'] = pd.Categorical(all_reports_by_country['country_proper'], categories=countries_sorted, ordered=True)\n", - "all_reports_by_country" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:727: PlotnineWarning: Saving 4 x 2 in image.\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:730: PlotnineWarning: Filename: ./plots/reports_by_country.pdf\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "<Figure size 400x200 with 1 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "<ggplot: (275238765)>" - ] - }, - "execution_count": 15, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "plt = ggplot(all_reports_by_country) +\\\n", - " geom_bar(aes(x='country_cat', y='count'), stat='identity', fill='#0280c9') +\\\n", - " coord_flip() +\\\n", - " xlab('Country') + ylab('Number of reports') +\\\n", - " theme_classic(base_size=12, base_family='sans-serif') +\\\n", - " theme(figure_size=(4, 2),\n", - " axis_text_y=element_text(margin={'r': 5}),\n", - " text=element_text(size=12))\n", - "\n", - "plt.save('./plots/reports_by_country.pdf', limitsize=False)\n", - "plt" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "215\n" - ] - }, - { - "data": { - "text/plain": [ - "array(['US', 'CZ', 'CA', 'GB', 'DE', 'RU', 'UA', 'AR', 'FR', 'PK', 'KW',\n", - " 'PT', 'BH', 'MY', 'RS', 'MT', 'AU', 'NL', 'BE', 'HK', 'MX', 'RO',\n", - " 'PL', 'PH', 'SG', 'NG', 'ID', 'SK', 'JM', 'IT', 'KZ', 'SE', 'BR',\n", - " 'IE', 'FI', 'NO', 'HR', 'ES', 'CH', 'ZA', 'EG', 'MM', 'PE', 'UG',\n", - " 'CL', 'OM', 'TR', 'GR', 'IN', 'HU', 'AT', 'BY', 'SZ', 'NZ', 'IS',\n", - " 'BG', 'TW', 'HN', 'EC', 'JP', 'LB', 'BN', 'CN', 'CO', 'LT', 'GH',\n", - " 'AL', 'UZ', 'EE', 'DK', 'GY', 'AE', 'MA', 'HT', 'IM', 'BO', 'BZ',\n", - " 'PA', 'IL', 'TH', 'KR', 'Unknown', 'DO', 'SA', 'BS', 'MK', 'TT',\n", - " 'LV', 'KG', 'PS', 'VE', 'KN', 'NP', 'QA', 'IQ', 'PR', 'PY', 'SI',\n", - " 'ZW', 'TN', 'IR', 'DZ', 'KE', 'LK', 'CD', 'BM', 'MU', 'KH', 'GE',\n", - " 'CR', 'TZ', 'MZ', 'MQ', 'JE', 'CY', 'MD', 'AW', 'DJ', 'VN', 'SV',\n", - " 'SR', 'AZ', 'BB', 'WS', 'SH', 'GG', 'SN', 'BD', 'UY', 'SX', 'JO',\n", - " 'NA', 'NE', 'AD', 'TJ', 'BA', 'LU', 'VU', 'AM', 'AO', 'GT', 'GU',\n", - " 'NI', 'GM', 'KY', 'GA', 'MO', 'CW', 'SY', 'MG', 'AX', 'BJ', 'NC',\n", - " 'RW', 'CM', 'MP', 'RE', 'FO', 'CU', 'BI', 'VC', 'LA', 'ZM', 'SD',\n", - " 'BT', 'CI', 'VG', 'FJ', 'SC', 'DM', 'KM', 'CV', 'BF', 'AG', 'MV',\n", - " 'VI', 'PM', 'YT', 'GI', 'AF', 'XK', 'LY', 'MS', 'ET', 'BW', 'YE',\n", - " 'AI', 'PW', 'MN', 'GP', 'GN', 'GD', 'MC', 'PF', 'ME', 'TC', 'LC',\n", - " 'BQ', 'SO', 'ML', 'LR', 'BL', 'KI', 'TG', 'SL', 'MW', 'CG', 'CF',\n", - " 'PG', 'GL', 'MR', 'MF', 'GF', 'TM', 'WF'], dtype=object)" - ] - }, - "execution_count": 11, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "print(len(filtered_or_reports['country'].unique())) # Including unknown\n", - "filtered_or_reports['country'].unique()" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "<div>\n", - "<style scoped>\n", - " .dataframe tbody tr th:only-of-type {\n", - " vertical-align: middle;\n", - " }\n", - "\n", - " .dataframe tbody tr th {\n", - " vertical-align: top;\n", - " }\n", - "\n", - " .dataframe thead th {\n", - " text-align: right;\n", - " }\n", - "</style>\n", - "<table border=\"1\" class=\"dataframe\">\n", - " <thead>\n", - " <tr style=\"text-align: right;\">\n", - " <th></th>\n", - " <th>reason</th>\n", - " <th>count</th>\n", - " <th>reason_cat</th>\n", - " </tr>\n", - " </thead>\n", - " <tbody>\n", - " <tr>\n", - " <th>0</th>\n", - " <td>Can't login</td>\n", - " <td>3654</td>\n", - " <td>Can't login</td>\n", - " </tr>\n", - " <tr>\n", - " <th>1</th>\n", - " <td>Can't upload pics</td>\n", - " <td>4548</td>\n", - " <td>Can't upload pics</td>\n", - " </tr>\n", - " <tr>\n", - " <th>2</th>\n", - " <td>Everything is down</td>\n", - " <td>2613</td>\n", - " <td>Everything is down</td>\n", - " </tr>\n", - " <tr>\n", - " <th>3</th>\n", - " <td>Hashtags not working</td>\n", - " <td>408</td>\n", - " <td>Hashtags not working</td>\n", - " </tr>\n", - " <tr>\n", - " <th>4</th>\n", - " <td>Message read problems</td>\n", - " <td>1127</td>\n", - " <td>Message read problems</td>\n", - " </tr>\n", - " <tr>\n", - " <th>5</th>\n", - " <td>Message send problems</td>\n", - " <td>994</td>\n", - " <td>Message send problems</td>\n", - " </tr>\n", - " <tr>\n", - " <th>6</th>\n", - " <td>Mobile app crashes</td>\n", - " <td>3929</td>\n", - " <td>Mobile app crashes</td>\n", - " </tr>\n", - " <tr>\n", - " <th>7</th>\n", - " <td>Mobile app not working</td>\n", - " <td>15533</td>\n", - " <td>Mobile app not working</td>\n", - " </tr>\n", - " <tr>\n", - " <th>8</th>\n", - " <td>Newsfeed</td>\n", - " <td>4161</td>\n", - " <td>Newsfeed</td>\n", - " </tr>\n", - " <tr>\n", - " <th>9</th>\n", - " <td>Unknown</td>\n", - " <td>1708</td>\n", - " <td>Unknown</td>\n", - " </tr>\n", - " <tr>\n", - " <th>10</th>\n", - " <td>Website down</td>\n", - " <td>2899</td>\n", - " <td>Website down</td>\n", - " </tr>\n", - " </tbody>\n", - "</table>\n", - "</div>" - ], - "text/plain": [ - " reason count reason_cat\n", - "0 Can't login 3654 Can't login\n", - "1 Can't upload pics 4548 Can't upload pics\n", - "2 Everything is down 2613 Everything is down\n", - "3 Hashtags not working 408 Hashtags not working\n", - "4 Message read problems 1127 Message read problems\n", - "5 Message send problems 994 Message send problems\n", - "6 Mobile app crashes 3929 Mobile app crashes\n", - "7 Mobile app not working 15533 Mobile app not working\n", - "8 Newsfeed 4161 Newsfeed\n", - "9 Unknown 1708 Unknown\n", - "10 Website down 2899 Website down" - ] - }, - "execution_count": 20, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "insta_reports_by_reason = instagram_or_reports.groupby('reason')['id'].count().reset_index().rename(columns={'id': 'count'})\n", - "reasons_sorted = insta_reports_by_reason.sort_values('count')['reason'].values\n", - "insta_reports_by_reason['reason_cat'] = pd.Categorical(insta_reports_by_reason['reason'], categories=reasons_sorted, ordered=True)\n", - "insta_reports_by_reason" - ] - }, - { - "cell_type": "code", - "execution_count": 34, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:727: PlotnineWarning: Saving 4 x 3 in image.\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:730: PlotnineWarning: Filename: ./plots/insta_reports_by_reason.pdf\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "<Figure size 400x300 with 1 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "<ggplot: (309548255)>" - ] - }, - "execution_count": 34, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "plt = ggplot(insta_reports_by_reason) +\\\n", - " geom_bar(aes(x='reason_cat', y='count'), stat='identity', fill='#0280c9') +\\\n", - " coord_flip() +\\\n", - " xlab('Reason') + ylab('Number of reports') +\\\n", - " theme_classic(base_size=12, base_family='sans-serif') +\\\n", - " theme(figure_size=(4, 3),\n", - " axis_text_y=element_text(margin={'r': 5}),\n", - " text=element_text(size=12))\n", - "\n", - "plt.save('./plots/insta_reports_by_reason.pdf', limitsize=False)\n", - "plt" - ] - }, - { - "cell_type": "code", - "execution_count": 39, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "<div>\n", - "<style scoped>\n", - " .dataframe tbody tr th:only-of-type {\n", - " vertical-align: middle;\n", - " }\n", - "\n", - " .dataframe tbody tr th {\n", - " vertical-align: top;\n", - " }\n", - "\n", - " .dataframe thead th {\n", - " text-align: right;\n", - " }\n", - "</style>\n", - "<table border=\"1\" class=\"dataframe\">\n", - " <thead>\n", - " <tr style=\"text-align: right;\">\n", - " <th></th>\n", - " <th>reason</th>\n", - " <th>mean_pdf</th>\n", - " <th>reason_cat</th>\n", - " </tr>\n", - " </thead>\n", - " <tbody>\n", - " <tr>\n", - " <th>0</th>\n", - " <td>Mobile app not working</td>\n", - " <td>0.174832</td>\n", - " <td>Mobile app not working</td>\n", - " </tr>\n", - " <tr>\n", - " <th>1</th>\n", - " <td>Website down</td>\n", - " <td>0.173807</td>\n", - " <td>Website down</td>\n", - " </tr>\n", - " <tr>\n", - " <th>2</th>\n", - " <td>Unknown</td>\n", - " <td>0.130210</td>\n", - " <td>Unknown</td>\n", - " </tr>\n", - " <tr>\n", - " <th>3</th>\n", - " <td>Everything is down</td>\n", - " <td>0.127983</td>\n", - " <td>Everything is down</td>\n", - " </tr>\n", - " <tr>\n", - " <th>4</th>\n", - " <td>Can't login</td>\n", - " <td>0.082374</td>\n", - " <td>Can't login</td>\n", - " </tr>\n", - " <tr>\n", - " <th>5</th>\n", - " <td>Message send problems</td>\n", - " <td>0.075580</td>\n", - " <td>Message send problems</td>\n", - " </tr>\n", - " <tr>\n", - " <th>6</th>\n", - " <td>Message read problems</td>\n", - " <td>0.033245</td>\n", - " <td>Message read problems</td>\n", - " </tr>\n", - " <tr>\n", - " <th>7</th>\n", - " <td>Mobile app crashes</td>\n", - " <td>0.031515</td>\n", - " <td>Mobile app crashes</td>\n", - " </tr>\n", - " <tr>\n", - " <th>8</th>\n", - " <td>Stream not working</td>\n", - " <td>0.029427</td>\n", - " <td>Stream not working</td>\n", - " </tr>\n", - " <tr>\n", - " <th>9</th>\n", - " <td>Videos won't play</td>\n", - " <td>0.023544</td>\n", - " <td>Videos won't play</td>\n", - " </tr>\n", - " </tbody>\n", - "</table>\n", - "</div>" - ], - "text/plain": [ - " reason mean_pdf reason_cat\n", - "0 Mobile app not working 0.174832 Mobile app not working\n", - "1 Website down 0.173807 Website down\n", - "2 Unknown 0.130210 Unknown\n", - "3 Everything is down 0.127983 Everything is down\n", - "4 Can't login 0.082374 Can't login\n", - "5 Message send problems 0.075580 Message send problems\n", - "6 Message read problems 0.033245 Message read problems\n", - "7 Mobile app crashes 0.031515 Mobile app crashes\n", - "8 Stream not working 0.029427 Stream not working\n", - "9 Videos won't play 0.023544 Videos won't play" - ] - }, - "execution_count": 39, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "reason_fraction_df_list = []\n", - "\n", - "for vendor in filtered_or_reports['vendor'].unique():\n", - " partial_df = filtered_or_reports[filtered_or_reports['vendor'] == vendor].reset_index(drop=True)\n", - " count_df = partial_df.groupby('reason')['id'].count().reset_index().rename(columns={'id': 'count'})\n", - " count_df['pdf'] = count_df['count'] / count_df['count'].sum()\n", - " count_df['vendor'] = vendor\n", - " reason_fraction_df_list.append(count_df)\n", - "\n", - "reason_fraction_df = pd.concat(reason_fraction_df_list)\n", - "mean_fractions_reasons = reason_fraction_df.groupby('reason')['pdf'].sum().reset_index().rename(columns={'pdf': 'mean_pdf'})\n", - "mean_fractions_reasons['mean_pdf'] = mean_fractions_reasons['mean_pdf'] / 12\n", - "top10_mean_fractions_reasons = mean_fractions_reasons.sort_values('mean_pdf', ascending=False).reset_index(drop=True)[:10]\n", - "reasons_sorted = top10_mean_fractions_reasons.sort_values('mean_pdf')['reason'].values\n", - "top10_mean_fractions_reasons['reason_cat'] = pd.Categorical(top10_mean_fractions_reasons['reason'], categories=reasons_sorted, ordered=True)\n", - "top10_mean_fractions_reasons" - ] - }, - { - "cell_type": "code", - "execution_count": 41, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "<Figure size 400x300 with 1 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "<ggplot: (309449361)>" - ] - }, - "execution_count": 41, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "plt = ggplot(top10_mean_fractions_reasons) +\\\n", - " geom_bar(aes(x='reason_cat', y='mean_pdf'), stat='identity', fill='#0280c9') +\\\n", - " coord_flip() +\\\n", - " xlab('Reason') + ylab('Mean of fraction of reports per service') +\\\n", - " theme_classic(base_size=12, base_family='sans-serif') +\\\n", - " theme(figure_size=(4, 3),\n", - " axis_text_y=element_text(margin={'r': 5}),\n", - " text=element_text(size=12))\n", - "\n", - "plt.save('./plots/all_reports_by_reason.pdf', limitsize=False)\n", - "plt" - ] - }, - { - "cell_type": "code", - "execution_count": 64, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "1062" - ] - }, - "execution_count": 64, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "github_or_reports.groupby('reason')['id'].count().reset_index().rename(columns={'id': 'count'})['count'].sum()" - ] - }, - { - "cell_type": "code", - "execution_count": 65, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "<div>\n", - "<style scoped>\n", - " .dataframe tbody tr th:only-of-type {\n", - " vertical-align: middle;\n", - " }\n", - "\n", - " .dataframe tbody tr th {\n", - " vertical-align: top;\n", - " }\n", - "\n", - " .dataframe thead th {\n", - " text-align: right;\n", - " }\n", - "</style>\n", - "<table border=\"1\" class=\"dataframe\">\n", - " <thead>\n", - " <tr style=\"text-align: right;\">\n", - " <th></th>\n", - " <th>vendor</th>\n", - " <th>count</th>\n", - " </tr>\n", - " </thead>\n", - " <tbody>\n", - " <tr>\n", - " <th>3</th>\n", - " <td>github</td>\n", - " <td>1062</td>\n", - " </tr>\n", - " <tr>\n", - " <th>7</th>\n", - " <td>skype</td>\n", - " <td>2029</td>\n", - " </tr>\n", - " <tr>\n", - " <th>0</th>\n", - " <td>apple-servers</td>\n", - " <td>2566</td>\n", - " </tr>\n", - " <tr>\n", - " <th>2</th>\n", - " <td>facebook-messenger</td>\n", - " <td>6836</td>\n", - " </tr>\n", - " <tr>\n", - " <th>8</th>\n", - " <td>snapchat</td>\n", - " <td>8118</td>\n", - " </tr>\n", - " <tr>\n", - " <th>10</th>\n", - " <td>whatsapp</td>\n", - " <td>9426</td>\n", - " </tr>\n", - " <tr>\n", - " <th>4</th>\n", - " <td>gmail</td>\n", - " <td>9427</td>\n", - " </tr>\n", - " <tr>\n", - " <th>6</th>\n", - " <td>netflix</td>\n", - " <td>20211</td>\n", - " </tr>\n", - " <tr>\n", - " <th>9</th>\n", - " <td>twitter</td>\n", - " <td>20252</td>\n", - " </tr>\n", - " <tr>\n", - " <th>1</th>\n", - " <td>facebook</td>\n", - " <td>25886</td>\n", - " </tr>\n", - " <tr>\n", - " <th>11</th>\n", - " <td>youtube</td>\n", - " <td>26783</td>\n", - " </tr>\n", - " <tr>\n", - " <th>5</th>\n", - " <td>instagram</td>\n", - " <td>41574</td>\n", - " </tr>\n", - " </tbody>\n", - "</table>\n", - "</div>" - ], - "text/plain": [ - " vendor count\n", - "3 github 1062\n", - "7 skype 2029\n", - "0 apple-servers 2566\n", - "2 facebook-messenger 6836\n", - "8 snapchat 8118\n", - "10 whatsapp 9426\n", - "4 gmail 9427\n", - "6 netflix 20211\n", - "9 twitter 20252\n", - "1 facebook 25886\n", - "11 youtube 26783\n", - "5 instagram 41574" - ] - }, - "execution_count": 65, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "filtered_or_reports.groupby('vendor')['country'].count().reset_index().rename(columns={'country':'count'}).sort_values('count')" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.5" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/datasets/Talluri2021/4.response time experiment.ipynb b/datasets/Talluri2021/4.response time experiment.ipynb deleted file mode 100644 index 3c63e3b..0000000 --- a/datasets/Talluri2021/4.response time experiment.ipynb +++ /dev/null @@ -1,543 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "import random\n", - "import gc\n", - "import time\n", - "import pandas as pd\n", - "from plotnine import *\n", - "from numpy.random import weibull" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "31536000\n", - "15768000.0\n", - "{0: 14995272.0, 1: 749658.0, 2: 22542.0, 3: 508.0, 4: 9.0} 10.926686001093943\n" - ] - } - ], - "source": [ - "def runsim(num_reqs, failure_prob_thresh, num_trials=1):\n", - " max_retries = 3\n", - " successful_requests = np.full((num_reqs, num_trials), False)\n", - " current_retries = np.full((num_reqs, num_trials), 0, dtype=np.uint8)\n", - " all_retries = np.full((num_reqs, num_trials), 0, dtype=np.uint8)\n", - " \n", - " # run till all requests succeed or max retries at all levels are exhausted\n", - " while (not np.all(successful_requests)) and np.all(current_retries < max_retries+1):\n", - " random_nums = np.random.random_sample(size=(num_reqs, num_trials))\n", - " successful_this_round = random_nums >= np.repeat(np.transpose([failure_prob_thresh]), num_trials, axis=1)\n", - "# print(successful_this_round)\n", - " \n", - " valid_requests_this_round = ~successful_requests & (current_retries < max_retries+1)\n", - " \n", - " \n", - " success_intermediate = (valid_requests_this_round & successful_this_round) | successful_requests\n", - " (failure_rows, failure_columns) = np.nonzero(~success_intermediate)\n", - " \n", - " # So, if requests fail at level 2 and 3. Only the failure at 2 is counted\n", - " # We can do this because failure_columns is SORTED in column order\n", - " # take care: unique rows does not contain all rows. There are many rows without any failures\n", - " (unique_rows, unique_indices) = np.unique(failure_rows, return_index=True)\n", - " unique_rows_first_column = failure_columns[unique_indices]\n", - " \n", - " # Update retries\n", - " current_retries[unique_rows, unique_rows_first_column] += 1\n", - " all_retries[unique_rows, unique_rows_first_column] += 1\n", - " \n", - " repeated_unique_rows_first_column = np.repeat(np.transpose([unique_rows_first_column]), num_trials, axis=1)\n", - " (row_indices, column_indices) = np.indices((num_reqs, num_trials))\n", - " mask = np.full((num_reqs, num_trials), np.iinfo(np.int32).max, dtype=np.int32)\n", - " mask[unique_rows] = repeated_unique_rows_first_column\n", - "# print(mask)\n", - " \n", - " successful_requests = column_indices < mask\n", - "\n", - " # Rollback to previous level if max retries for this level has been reached\n", - " rollback_mask = current_retries == max_retries\n", - " (exhausted_retries_rows, exhausted_retries_columns) = np.nonzero(rollback_mask)\n", - " exhausted_retries_prev_columns = exhausted_retries_columns - 1\n", - "# print(exhausted_retries_prev_columns)\n", - " valid_prev_col = exhausted_retries_prev_columns >= 0\n", - "# print(valid_prev_col)\n", - " can_be_retried_again_rows = exhausted_retries_rows[valid_prev_col]\n", - " can_be_retried_again_columns = exhausted_retries_columns[valid_prev_col]\n", - " \n", - " exhausted_retries_prev_columns[~valid_prev_col] = 0\n", - " successful_requests[exhausted_retries_rows, exhausted_retries_prev_columns] = False\n", - " current_retries[can_be_retried_again_rows, can_be_retried_again_columns] = 0\n", - " \n", - " # https://lup.lub.lu.se/search/ws/files/5764781/4814056.pdf\n", - " # Magnitude of sin from above paper\n", - " sin_input = np.linspace(-np.pi, np.pi, 24*60*60)\n", - " sin_scaler = np.tile((np.sin(sin_input) + 1) / 2, 365) # Sin min magnitude 0, max 1, for 365 days\n", - " \n", - " results = {}\n", - " overall_successful_requests = np.all(successful_requests, axis=1)\n", - " retries_per_request = np.sum(all_retries, axis=1)\n", - " consolidated_retries = retries_per_request[overall_successful_requests]\n", - " filtered_sin_scaler = sin_scaler[overall_successful_requests]\n", - "# print(consolidated_retries.shape)\n", - "# print(filtered_sin_scaler.shape)\n", - "# return (True, True)\n", - " unique_retries = np.unique(consolidated_retries)\n", - " for entry in unique_retries:\n", - " results[entry] = np.round(np.sum(filtered_sin_scaler[consolidated_retries == entry]))\n", - "# print(np.transpose(successful_requests))\n", - " scaled_unsuccessful_requests = ~overall_successful_requests * sin_scaler\n", - " return (results, np.sum(scaled_unsuccessful_requests))\n", - "\n", - "sin_input = np.linspace(-np.pi, np.pi, 24*60*60)\n", - "per_day_sin_scaler = (np.sin(sin_input) + 1) / 2\n", - "num_reqs = 365*24*60*60\n", - "scaled_num_reqs = np.sum(per_day_sin_scaler) * 365\n", - "print(num_reqs)\n", - "print(np.round(scaled_num_reqs))\n", - "# 20min is outage report granularity\n", - "num_20min_chunks = num_reqs // (20*60)\n", - "failure_probabilities = np.repeat(0.01, num_20min_chunks)\n", - "failure_prob_thresh = np.repeat(failure_probabilities, 20*60)\n", - "\n", - "(results, failed_reqs) = runsim(num_reqs, np.transpose(failure_prob_thresh), num_trials=5)\n", - "# (results, failed_reqs) = runsim(10, np.repeat(0.5, 10), num_trials=5)\n", - "print(results, failed_reqs)" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "{0: 28523119} 3012881\n" - ] - } - ], - "source": [ - "def runsim_fanout(num_reqs, failure_prob_thresh, fanout=1):\n", - " max_retries = 3\n", - " successful_requests = np.full((num_reqs, fanout), False)\n", - " current_retries = np.full((num_reqs, fanout), 0, dtype=np.uint8)\n", - " \n", - " # run till all requests succeed or max retries at all levels are exhausted\n", - " while (not np.all(successful_requests)) and np.all(current_retries < max_retries+1):\n", - " random_nums = np.random.random_sample(size=(num_reqs, fanout))\n", - " successful_this_round = random_nums >= np.repeat(np.transpose([failure_prob_thresh]), fanout, axis=1)\n", - " \n", - " valid_requests_this_round = ~successful_requests & (current_retries < max_retries+1)\n", - " successful_valid = valid_requests_this_round & successful_this_round\n", - " \n", - " # Update retries\n", - " current_retries[~successful_valid] += 1\n", - " \n", - " successful_requests = successful_requests | successful_valid\n", - " break\n", - " \n", - " results = {}\n", - " overall_successful_requests = np.all(successful_requests, axis=1)\n", - " consolidated_retries = np.sum(current_retries, axis=1)[overall_successful_requests]\n", - " unique_retries = np.unique(consolidated_retries)\n", - " for entry in unique_retries:\n", - " results[entry] = np.sum(consolidated_retries == entry)\n", - " return (results, np.sum(~overall_successful_requests))\n", - "\n", - "\n", - "num_reqs = 365*24*60*60\n", - "# 20min is outage report granularity\n", - "num_20min_chunks = num_reqs // (20*60)\n", - "failure_probabilities = np.repeat(0.01, num_20min_chunks)\n", - "failure_prob_thresh = np.repeat(failure_probabilities, 20*60)\n", - "\n", - "(results, failed_reqs) = runsim_fanout(num_reqs, np.transpose(failure_prob_thresh), fanout=10)\n", - "# (results, failed_reqs) = runsim_fanout(10, np.repeat(0.01, 10), fanout=10)\n", - "print(results, failed_reqs)" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [], - "source": [ - "num_reqs = 365*24*60*60\n", - "# 20min is outage report granularity\n", - "num_20min_chunks = num_reqs // (20*60)\n", - "num_iterations = 1\n", - "results = []" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [], - "source": [ - "for iteration in range(num_iterations):\n", - " num_20min_chunks = num_reqs // (20*60)\n", - " failure_probabilities = np.repeat(0.01, num_20min_chunks)\n", - " failure_prob_thresh = np.repeat(failure_probabilities, 20*60)\n", - " \n", - "# (final_counts, failed_reqs) = runsim(num_reqs, failure_prob_thresh)\n", - "# results.append(pd.DataFrame({\n", - "# 'vendor': 'uniform',\n", - "# 'reqs': list(final_counts.values()) + [failed_reqs],\n", - "# 'retries': list(final_counts.keys()) + [100],\n", - "# 'iteration': iteration,\n", - "# 'experiment': 'monolith'\n", - "# }))\n", - " \n", - " (final_counts, failed_reqs) = runsim(num_reqs, failure_prob_thresh, num_trials=5)\n", - " results.append(pd.DataFrame({\n", - " 'vendor': 'uniform',\n", - " 'reqs': list(final_counts.values()) + [failed_reqs],\n", - " 'retries': list(final_counts.keys()) + [100],\n", - " 'iteration': iteration,\n", - " 'experiment': 'deep chain'\n", - " }))\n", - " \n", - "# (final_counts, failed_reqs) = runsim_fanout(num_reqs, failure_prob_thresh, fanout=10)\n", - "# results.append(pd.DataFrame({\n", - "# 'vendor': 'uniform',\n", - "# 'reqs': list(final_counts.values()) + [failed_reqs],\n", - "# 'retries': list(final_counts.keys()) + [100],\n", - "# 'iteration': iteration,\n", - "# 'experiment': 'fanout'\n", - "# }))" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "[ vendor reqs retries iteration experiment\n", - " 0 uniform 28382785 0 0 monolith\n", - " 1 uniform 2837362 1 0 monolith\n", - " 2 uniform 284158 2 0 monolith\n", - " 3 uniform 28516 3 0 monolith\n", - " 4 uniform 3179 100 0 monolith,\n", - " vendor reqs retries iteration experiment\n", - " 0 uniform 28387324 0 0 monolith\n", - " 1 uniform 2834446 1 0 monolith\n", - " 2 uniform 282792 2 0 monolith\n", - " 3 uniform 28385 3 0 monolith\n", - " 4 uniform 3053 100 0 monolith,\n", - " vendor reqs retries iteration experiment\n", - " 0 uniform 18618827 0 0 deep chain\n", - " 1 uniform 9311619 1 0 deep chain\n", - " 2 uniform 2795059 2 0 deep chain\n", - " 3 uniform 652424 3 0 deep chain\n", - " 4 uniform 158071 100 0 deep chain,\n", - " vendor reqs retries iteration experiment\n", - " 0 uniform 10993887 0 0 fanout\n", - " 1 uniform 20542113 100 0 fanout]" - ] - }, - "execution_count": 19, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "results" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [], - "source": [ - "or_events = pd.read_parquet('./outage_report_2019-20').reset_index(drop=True)\n", - "filtered_or_events = or_events[(or_events['vendor'] != '') & (or_events['vendor'] != 'overview')].copy()\n", - "filtered_or_events = filtered_or_events.drop_duplicates(subset=['vendor', 'event_time', 'status_code'])\n", - "# Combine events with the same event_time, but different status_code with max\n", - "filtered_or_events = filtered_or_events.groupby(['vendor', 'event_time'])['status_code'].max().reset_index()" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [], - "source": [ - "sin_input = np.linspace(-np.pi, np.pi, 24*3)\n", - "sin_scaler = np.tile((np.sin(sin_input) + 1) / 2, 365) # Sin min magnitude 0, max 1, for 265 days\n", - "for iteration in range(num_iterations):\n", - " vendor = 'instagram'\n", - " vendor_df = filtered_or_events[filtered_or_events['vendor'] == vendor].sort_values('event_time').reset_index(drop=True).loc[:num_20min_chunks-1]\n", - " scaled_reports = sin_scaler * vendor_df['status_code']\n", - " failure_fraction = scaled_reports / scaled_reports.max()\n", - " failure_prob_thresh = np.repeat(failure_fraction, 20*60)\n", - " \n", - "# (final_counts, failed_reqs) = runsim(num_reqs, failure_prob_thresh)\n", - "# results.append(pd.DataFrame({\n", - "# 'vendor': vendor,\n", - "# 'reqs': list(final_counts.values()) + [failed_reqs],\n", - "# 'retries': list(final_counts.keys()) + [100],\n", - "# 'iteration': iteration,\n", - "# 'experiment': 'monolith'\n", - "# }))\n", - " \n", - " (final_counts, failed_reqs) = runsim(num_reqs, failure_prob_thresh, num_trials=5)\n", - " results.append(pd.DataFrame({\n", - " 'vendor': vendor,\n", - " 'reqs': list(final_counts.values()) + [failed_reqs],\n", - " 'retries': list(final_counts.keys()) + [100],\n", - " 'iteration': iteration,\n", - " 'experiment': 'deep chain'\n", - " }))\n", - " \n", - "# (final_counts, failed_reqs) = runsim_fanout(num_reqs, failure_prob_thresh, fanout=10)\n", - "# results.append(pd.DataFrame({\n", - "# 'vendor': vendor,\n", - "# 'reqs': list(final_counts.values()) + [failed_reqs],\n", - "# 'retries': list(final_counts.keys()) + [100],\n", - "# 'iteration': iteration,\n", - "# 'experiment': 'fanout'\n", - "# }))" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [], - "source": [ - "structures_experiment_results = pd.concat(results)\n", - "structures_experiment_results.to_csv('./experiment_results/long_chain_results_sin1.csv')" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "only_const_results = []\n", - "# for iteration in range(num_iterations):\n", - "iteration = 1\n", - "for prob in [0.01, 0.1, 0.25, 0.5, 0.75]:\n", - " num_20min_chunks = num_reqs // (20*60)\n", - " failure_probabilities = np.repeat(prob, num_20min_chunks)\n", - " failure_prob_thresh = np.repeat(failure_probabilities, 20*60)\n", - "\n", - " (final_counts, failed_reqs) = runsim(num_reqs, failure_prob_thresh)\n", - " only_const_results.append(pd.DataFrame({\n", - " 'vendor': 'uniform',\n", - " 'prob': prob,\n", - " 'reqs': list(final_counts.values()) + [failed_reqs],\n", - " 'retries': list(final_counts.keys()) + [100],\n", - " 'iteration': iteration,\n", - " 'experiment': 'monolith'\n", - " }))\n", - "\n", - " (final_counts, failed_reqs) = runsim(num_reqs, failure_prob_thresh, num_trials=5)\n", - " only_const_results.append(pd.DataFrame({\n", - " 'vendor': 'uniform',\n", - " 'prob': prob,\n", - " 'reqs': list(final_counts.values()) + [failed_reqs],\n", - " 'retries': list(final_counts.keys()) + [100],\n", - " 'iteration': iteration,\n", - " 'experiment': 'deep chain'\n", - " }))\n", - "\n", - " (final_counts, failed_reqs) = runsim_fanout(num_reqs, failure_prob_thresh, fanout=10)\n", - " only_const_results.append(pd.DataFrame({\n", - " 'vendor': 'uniform',\n", - " 'prob': prob,\n", - " 'reqs': list(final_counts.values()) + [failed_reqs],\n", - " 'retries': list(final_counts.keys()) + [100],\n", - " 'iteration': iteration,\n", - " 'experiment': 'fanout'\n", - " }))\n", - " \n", - "const_results_df = pd.concat(only_const_results)\n", - "const_results_df.to_csv('./experiment_results/const_experiment_results_1.csv')" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# highest failures for instagram are on 13th june 2019. Confirmed that an instagram outage occurred on that date\n", - "vendor_results = []\n", - "vendors = filtered_or_events['vendor'].unique()\n", - "for vendor in vendors:\n", - " vendor_df = filtered_or_events[filtered_or_events['vendor'] == vendor].sort_values('event_time').reset_index(drop=True).loc[:num_20min_chunks-1]\n", - " vendor_df['failure_fraction'] = vendor_df['status_code'] / vendor_df['status_code'].max()\n", - " for iteration in range(1):\n", - " (final_counts, failed_reqs) = runsim(num_reqs, np.repeat(vendor_df['failure_fraction'].values, 20*60))\n", - " vendor_results.append(pd.DataFrame({\n", - " 'vendor': vendor,\n", - " 'reqs': list(final_counts.values()) + [failed_reqs],\n", - " 'retries': list(final_counts.keys()) + [100],\n", - " 'iteration': iteration\n", - " }))\n", - "vendors" - ] - }, - { - "cell_type": "code", - "execution_count": 114, - "metadata": {}, - "outputs": [], - "source": [ - "vendor_results_df = pd.concat(vendor_results).reset_index(drop=True)\n", - "vendor_results_df = vendor_results_df[(vendor_results_df['iteration'] == 0) & (vendor_results_df['retries'] != 0)]" - ] - }, - { - "cell_type": "code", - "execution_count": 115, - "metadata": {}, - "outputs": [], - "source": [ - "vendor_results_df['fraction'] = vendor_results_df['reqs'] / num_reqs\n", - "vendor_results_df['color'] = 'trace'\n", - "vendor_results_df.loc[vendor_results_df['vendor'] == 'uniform', 'color'] = 'uniform'" - ] - }, - { - "cell_type": "code", - "execution_count": 116, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:719: PlotnineWarning: Saving 6.4 x 4.8 in image.\n", - "/home/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:722: PlotnineWarning: Filename: traces_vs_uniform-uniform_workload.png\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "<Figure size 640x480 with 1 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "<ggplot: (8757981852757)>" - ] - }, - "execution_count": 116, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "plt = ggplot(vendor_results_df) +\\\n", - " geom_line(aes(x='retries', y='fraction', group='vendor', color='color'), size=1) +\\\n", - " scale_y_log10() +\\\n", - " xlab('num_retries')\n", - "\n", - "plt.save('traces_vs_uniform-uniform_workload.png', dpi=300)\n", - "plt" - ] - }, - { - "cell_type": "code", - "execution_count": 140, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "<Figure size 640x480 with 1 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "<ggplot: (8757963694102)>" - ] - }, - "execution_count": 140, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "x = np.linspace(-np.pi, np.pi, 24*3)\n", - "y = np.tile(np.sin(x) + 1, 365) / 2\n", - "\n", - "ggplot()+\\\n", - " geom_line(aes(x=range(len(y))[:10000], y=y[:10000]))" - ] - }, - { - "cell_type": "code", - "execution_count": 128, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "0.17453292519943295" - ] - }, - "execution_count": 128, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "2*np.pi / (12)" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.1" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/datasets/Talluri2021/5.analyze experiment results.ipynb b/datasets/Talluri2021/5.analyze experiment results.ipynb deleted file mode 100644 index e071db7..0000000 --- a/datasets/Talluri2021/5.analyze experiment results.ipynb +++ /dev/null @@ -1,115 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import pandas as pd\n", - "from plotnine import *" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "# results_df = pd.read_csv('structures_experiment_results_1.csv')\n", - "results_df = pd.read_csv('./experiment_results/long_chain_results_sin1.csv')" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "results_df['cat_retries'] = pd.Categorical(results_df['retries']).rename_categories({100: 'Fail'})\n", - "# results_df['fraction'] = results_df['reqs'] / (365*24*60*60)\n", - "results_df['fraction'] = results_df['reqs'] / (365*24*60*60/2) # For sin stuff\n", - "min_max_per_exp = results_df.groupby(['vendor', 'experiment', 'cat_retries'])['fraction'].agg(['min', 'max', 'mean']).reset_index().fillna(0)" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:719: PlotnineWarning: Saving 6.4 x 4.8 in image.\n", - "/home/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:722: PlotnineWarning: Filename: deep chain comparison.png\n", - "/home/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/pandas/core/series.py:726: RuntimeWarning: divide by zero encountered in log10\n", - "/home/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:719: PlotnineWarning: Saving 6.4 x 4.8 in image.\n", - "/home/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:722: PlotnineWarning: Filename: deep chain comparison.pdf\n", - "/home/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/pandas/core/series.py:726: RuntimeWarning: divide by zero encountered in log10\n", - "/home/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/pandas/core/series.py:726: RuntimeWarning: divide by zero encountered in log10\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "<Figure size 640x480 with 1 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "<ggplot: (8762072340285)>" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "experiment = 'deep chain'\n", - "specific_min_max = min_max_per_exp[(min_max_per_exp['experiment'] == experiment)]\n", - "plt = ggplot(specific_min_max) +\\\n", - " theme_light(base_size=12, base_family='sans-serif') +\\\n", - " theme(text=element_text(size=12), legend_position=(0.3, 0.25)) +\\\n", - " geom_point(aes(x='cat_retries', y='mean', color='vendor', group='vendor'), size=3, shape='s') +\\\n", - " scale_y_log10(limits=[1, 1e-8], breaks = [0.1, 0.01, 0.001, 0.0001, 0.00001, 0.000001, 0.0000001, 0.4e-8],\n", - " labels=['10%', '1%', '0.1%', '$10^{-2}$%', '$10^{-3}$%', '$10^{-4}$%', '$10^{-5}$%', '0']) +\\\n", - " guides(color=guide_legend(title='Workload'), fill=guide_legend(title='Workload')) +\\\n", - " scale_color_discrete(labels=['Instagram trace', 'Constant']) +\\\n", - " xlab('Number of retries')+\\\n", - " ylab('Fraction of requests')\n", - "\n", - "plt.save(f'{experiment} comparison.png', dpi=300)\n", - "plt.save(f'{experiment} comparison.pdf')\n", - "plt" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.1" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/datasets/Talluri2021/Dockerfile b/datasets/Talluri2021/Dockerfile deleted file mode 100644 index f13c99a..0000000 --- a/datasets/Talluri2021/Dockerfile +++ /dev/null @@ -1,22 +0,0 @@ -FROM python:3.8 - -RUN apt-get update && \ - apt-get install -y libjemalloc-dev libboost-dev \ - libboost-filesystem-dev \ - libboost-system-dev \ - libboost-regex-dev \ - python-dev \ - autoconf \ - flex \ - bison \ - cmake - -ADD ./ $HOME/jupyter/ - -WORKDIR $HOME/jupyter - -RUN pip install -r requirements.txt - -EXPOSE 8888 - -ENTRYPOINT ["jupyter","lab","--no-browser","--ip=0.0.0.0","--allow-root","--NotebookApp.token=''","--NotebookApp.password=''"]
\ No newline at end of file diff --git a/datasets/Talluri2021/README.md b/datasets/Talluri2021/README.md deleted file mode 100644 index 7f3b862..0000000 --- a/datasets/Talluri2021/README.md +++ /dev/null @@ -1,27 +0,0 @@ -## Characterization of OutageReport for years 2019 and 2020 - -This repository contains two datasets extracted from OutageReport webpages in 2019 and 2020. One dataset of total reported failures and another of failure with detailed information. - -The datasets are in the Parquet file format. - -The Jupyter Notebook files read the datasets, clean them, and generate plots and numbers for characterization. - -All the plots used in the paper can be generated by running the jupyter notebooks in order. The plots can also ve viewed in the notebooks themselves. - -The easiest way to run the notebooks is to use the prebuilt docker container using the command `docker run --rm -p 8888:8888 sacheendra/or_char`. - -To reproduce the graphs in the paper: -1. Start the docker container. (If you are using Docker for Mac or Windows, you might need to expose port 8888 between docker vm and host) -2. Navigate to localhost:8888 in your browser. -3. On the webpage, you should see a list of files in a pane on the left. -4. The code to reproduce the graphs in in Jupyter notebooks. Jupyter notebooks have the extension `.ipynb`. -5. The noteboks to produce the plots in the paper are numbered from 1 to 5. -6. To run a notebook, first open it by double clicking it. -7. The code in the notebook can then be run by opening the `Run` dropdown at top-left, and clicking on the `Run all cells` option. - -Figure to notebook reference: -Figure 1 - Notebook 1 -Table 2 - Notebook 2 -Figure 2 - Notebook 3 -Figure 3 - Notebook 2 -Figure 4 - Experiment in Notebook 4, Plot in Notebook 5
\ No newline at end of file diff --git a/datasets/Talluri2021/artifact_documentation.txt b/datasets/Talluri2021/artifact_documentation.txt deleted file mode 100644 index c95f1ff..0000000 --- a/datasets/Talluri2021/artifact_documentation.txt +++ /dev/null @@ -1,23 +0,0 @@ -System Requirements: -Linux (Port forwarding confirmed to work on Linux) -Docker >= 20.0 - -The artifact is a docker container that can be pulled from Docker Hub using the command `docker pull sacheendra/or_char`. - -The container can then be started using `docker run --rm -p 8888:8888 sacheendra/or_char`. - -To reproduce the graphs in the paper: -1. Start the docker container. (If you are using Docker for Mac or Windows, you might need to expose port 8888 between docker vm and host) -2. Navigate to localhost:8888 in your browser. -3. On the webpage, you should see a list of files in a pane on the left. -4. The code to reproduce the graphs in in Jupyter notebooks. Jupyter notebooks have the extension `.ipynb`. -5. The noteboks to produce the plots in the paper are numbered from 1 to 5. -6. To run a notebook, first open it by double clicking it. -7. The code in the notebook can then be run by opening the `Run` dropdown at top-left, and clicking on the `Run all cells` option. - -Figure to notebook reference: -Figure 1 - Notebook 1 -Table 2 - Notebook 2 -Figure 2 - Notebook 3 -Figure 3 - Notebook 2 -Figure 4 - Experiment in Notebook 4, Plot in Notebook 5
\ No newline at end of file diff --git a/datasets/Talluri2021/deep chain comparison.pdf b/datasets/Talluri2021/deep chain comparison.pdf Binary files differdeleted file mode 100644 index 80c73f4..0000000 --- a/datasets/Talluri2021/deep chain comparison.pdf +++ /dev/null diff --git a/datasets/Talluri2021/deep chain comparison.png b/datasets/Talluri2021/deep chain comparison.png Binary files differdeleted file mode 100644 index 084a34c..0000000 --- a/datasets/Talluri2021/deep chain comparison.png +++ /dev/null diff --git a/datasets/Talluri2021/experiment_results/long_chain_results_sin1.csv b/datasets/Talluri2021/experiment_results/long_chain_results_sin1.csv deleted file mode 100644 index e3400c9..0000000 --- a/datasets/Talluri2021/experiment_results/long_chain_results_sin1.csv +++ /dev/null @@ -1,13 +0,0 @@ -,vendor,reqs,retries,iteration,experiment -0,uniform,14994946.0,0,0,deep chain -1,uniform,750141.0,1,0,deep chain -2,uniform,22399.0,2,0,deep chain -3,uniform,487.0,3,0,deep chain 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.update-title.impact-none a:hover, - .layout-content.status-index .timeframes-container .timeframe.active, - .layout-content.status-full-history .month .incident-container .impact-none, - .layout-content.status.status-index .incidents-list .incident-title.impact-none a, - .incident-history .impact-none, - .layout-content.status .grouped-items-selector.inline .grouped-item.active, - .layout-content.status.status-full-history .history-nav a.current, - .layout-content.status.status-full-history .history-nav a:not(.current):hover, - #uptime-tooltip .tooltip-box .tooltip-content .related-events .related-event a.related-event-link { - color:#24292e; - } - - .layout-content.status.status-index .components-statuses .component-container .name { - color:#24292e; - color:rgba(36,41,46,.8); - } - - - - - /* SECONDARY FONT COLOR */ /* SECONDARY FONT COLOR */ /* SECONDARY FONT COLOR */ /* SECONDARY FONT COLOR */ - small, - .layout-content.status .table-row .date, - .color-secondary, - .layout-content.status .grouped-items-selector.inline .grouped-item, - .layout-content.status.status-full-history .history-footer .pagination a.disabled, - .layout-content.status.status-full-history .history-nav a, - #uptime-tooltip .tooltip-box .tooltip-content .related-events #related-event-header { - color:#6a737d; - } - - - - - /* BORDER COLOR */ /* BORDER COLOR */ /* BORDER COLOR */ /* BORDER COLOR */ /* BORDER COLOR */ /* BORDER COLOR */ - body.status .layout-content.status .border-color, - hr, - .tooltip-base, - .markdown-display table, - #uptime-tooltip .tooltip-box { - border-color:#e1e4e8; - } - - .markdown-display table td { - border-top-color:#e1e4e8; - } - - .markdown-display table td + td, .markdown-display table th + th { - border-left-color:#e1e4e8; - } - - #uptime-tooltip .pointer-container .pointer-larger { - border-bottom-color:#e1e4e8; - } - - #uptime-tooltip .tooltip-box .outage-field { - /* - Generate the background-color for the outage-field from the css_body_background_color and css_border_color. - - For the default background (#ffffff) and default css_border_color (#e0e0e0), use the luminosity of the default background with a magic number to arrive at - the original outage-field background color (#f4f5f7). I used the formula Target Color = Color * alpha + Background * (1 - alpha) to find the magic number of ~0.08. - - For darker css_body_background_color, luminosity values are lower so alpha trends toward becoming transparent (thus outage-field background becomes same as css_body_background_color). - */ - background-color: rgba(225,228,232,0.31); - - /* - outage-field border-color alpha is inverse to the luminosity of css_body_background_color. - That is to say, with a default white background this border is transparent, but on a black background, it's opaque css_border_color. - */ - border-color: rgba(225,228,232,0.0); - } - - - - - /* CSS REDS */ /* CSS REDS */ /* CSS REDS */ /* CSS REDS */ /* CSS REDS */ /* CSS REDS */ /* CSS REDS */ - .layout-content.status.status-index .status-day .update-title.impact-critical a, - .layout-content.status.status-index .status-day .update-title.impact-critical a:hover, - .layout-content.status.status-index .page-status.status-critical, - .layout-content.status.status-index .unresolved-incident.impact-critical .incident-title, - .flat-button.background-red { - background-color:#dc3545; - } - - .layout-content.status-index .components-statuses .component-container.status-red:after, - .layout-content.status-full-history .month .incident-container .impact-critical, - .layout-content.status-incident .incident-name.impact-critical, - .layout-content.status.status-index .incidents-list .incident-title.impact-critical a, - .status-red .icon-indicator, - .incident-history .impact-critical, - .components-container .component-inner-container.status-red .component-status, - .components-container .component-inner-container.status-red .icon-indicator { - color:#dc3545; - } - - .layout-content.status.status-index .unresolved-incident.impact-critical .updates { - border-color:#dc3545; - } - - - - - /* CSS ORANGES */ /* CSS ORANGES */ /* CSS ORANGES */ /* CSS ORANGES */ /* CSS ORANGES */ /* CSS ORANGES */ - .layout-content.status.status-index .status-day .update-title.impact-major a, - .layout-content.status.status-index .status-day .update-title.impact-major a:hover, - .layout-content.status.status-index .page-status.status-major, - .layout-content.status.status-index .unresolved-incident.impact-major .incident-title { - background-color:#e36209; - } - - .layout-content.status-index .components-statuses .component-container.status-orange:after, - .layout-content.status-full-history .month .incident-container .impact-major, - .layout-content.status-incident .incident-name.impact-major, - .layout-content.status.status-index .incidents-list .incident-title.impact-major a, - .status-orange .icon-indicator, - .incident-history .impact-major, - .components-container .component-inner-container.status-orange .component-status, - .components-container .component-inner-container.status-orange .icon-indicator { - color:#e36209; - } - - .layout-content.status.status-index .unresolved-incident.impact-major .updates { - border-color:#e36209; - } - - - - - /* CSS YELLOWS */ /* CSS YELLOWS */ /* CSS YELLOWS */ /* CSS YELLOWS */ /* CSS YELLOWS */ /* CSS YELLOWS */ - .layout-content.status.status-index .status-day .update-title.impact-minor a, - .layout-content.status.status-index .status-day .update-title.impact-minor a:hover, - .layout-content.status.status-index .page-status.status-minor, - .layout-content.status.status-index .unresolved-incident.impact-minor .incident-title, - .layout-content.status.status-index .scheduled-incidents-container .tab { - background-color:#dbab09; - } - - .layout-content.status-index .components-statuses .component-container.status-yellow:after, - .layout-content.status-full-history .month .incident-container .impact-minor, - .layout-content.status-incident .incident-name.impact-minor, - .layout-content.status.status-index .incidents-list .incident-title.impact-minor a, - .status-yellow .icon-indicator, - .incident-history .impact-minor, - .components-container .component-inner-container.status-yellow .component-status, - .components-container .component-inner-container.status-yellow .icon-indicator, - .layout-content.status.manage-subscriptions .confirmation-infobox .fa { - color:#dbab09; - } - - .layout-content.status.status-index .unresolved-incident.impact-minor .updates, - .layout-content.status.status-index .scheduled-incidents-container { - border-color:#dbab09; - } - - - - - /* CSS BLUES */ /* CSS BLUES */ /* CSS BLUES */ /* CSS BLUES */ /* CSS BLUES */ /* CSS BLUES */ - .layout-content.status.status-index .status-day .update-title.impact-maintenance a, - .layout-content.status.status-index .status-day .update-title.impact-maintenance a:hover, - .layout-content.status.status-index .page-status.status-maintenance, - .layout-content.status.status-index .unresolved-incident.impact-maintenance .incident-title, - .layout-content.status.status-index .scheduled-incidents-container .tab { - background-color:#0366d6; - } - - .layout-content.status-index .components-statuses .component-container.status-blue:after, - .layout-content.status-full-history .month .incident-container .impact-maintenance, - .layout-content.status-incident .incident-name.impact-maintenance, - .layout-content.status.status-index .incidents-list .incident-title.impact-maintenance a, - .status-blue .icon-indicator, - .incident-history .impact-maintenance, - .components-container .component-inner-container.status-blue .component-status, - .components-container .component-inner-container.status-blue .icon-indicator { - color:#0366d6; - } - - .layout-content.status.status-index .unresolved-incident.impact-maintenance .updates, - .layout-content.status.status-index .scheduled-incidents-container { - border-color:#0366d6; - } - - - - - /* CSS GREENS */ /* CSS GREENS */ /* CSS GREENS */ /* CSS GREENS */ /* CSS GREENS */ /* CSS GREENS */ /* CSS GREENS */ - .layout-content.status.status-index .page-status.status-none { - background-color:#28a745; - } - .layout-content.status-index .components-statuses .component-container.status-green:after, - .status-green .icon-indicator, - .components-container .component-inner-container.status-green .component-status, - .components-container .component-inner-container.status-green .icon-indicator { - color:#28a745; - } - - - - - /* CSS LINK COLOR */ /* CSS LINK COLOR */ /* CSS LINK COLOR */ /* CSS LINK COLOR */ /* CSS LINK COLOR */ /* CSS LINK COLOR */ - a, - a:hover, - .layout-content.status-index .page-footer span a:hover, - .layout-content.status-index .timeframes-container .timeframe:not(.active):hover, - .layout-content.status-incident .subheader a:hover { - color:#0366d6; - } - - .flat-button, - .masthead .updates-dropdown-container .show-updates-dropdown, - .layout-content.status-full-history .show-filter.open { - background-color:#0366d6; - } - - - - - /* CUSTOM COLOR OVERRIDES FOR UPTIME SHOWCASE */ - .components-section .components-uptime-link { - color: #6a737d; - } - - .layout-content.status .shared-partial.uptime-90-days-wrapper .legend .legend-item { - color: #6a737d; - opacity: 0.8; - } - .layout-content.status .shared-partial.uptime-90-days-wrapper .legend .legend-item.light { - color: #6a737d; - opacity: 0.5; - } - .layout-content.status .shared-partial.uptime-90-days-wrapper .legend .spacer { - background: #6a737d; - opacity: 0.3; - } -</style> - - - <!-- custom css --> - <link rel="stylesheet" type="text/css" href="//dka575ofm4ao0.cloudfront.net/page_display_customizations-custom_css_externals/36313/external20191210-18-vvi5yj.css"> - - <!-- polyfills --> - <script crossorigin="anonymous" src="https://polyfill.io/v3/polyfill.min.js?features=default"></script> - - <!-- Le HTML5 shim --> - <!--[if lt IE 9]> - <script src="//html5shim.googlecode.com/svn/trunk/html5.js"></script> - <![endif]--> - - <!-- injection for static --> - - - - </head> - - - <body class="status index status-none"> - - - - - <div class="layout-content status status-index starter"> - <div class="custom-header-container"> - <div class="header d-md-flex flex-md-justify-between flex-md-items-center px-4 py-3 text-center text-md-left bg-white box-shadow-large">
- <a href="/" class="text-gray-dark"><svg height="32" class="octicon octicon-mark-github d-block mx-auto" viewBox="0 0 16 16" version="1.1" width="32" aria-hidden="true"><path fill-rule="evenodd" d="M8 0C3.58 0 0 3.58 0 8c0 3.54 2.29 6.53 5.47 7.59.4.07.55-.17.55-.38 0-.19-.01-.82-.01-1.49-2.01.37-2.53-.49-2.69-.94-.09-.23-.48-.94-.82-1.13-.28-.15-.68-.52-.01-.53.63-.01 1.08.58 1.23.82.72 1.21 1.87.87 2.33.66.07-.52.28-.87.51-1.07-1.78-.2-3.64-.89-3.64-3.95 0-.87.31-1.59.82-2.15-.08-.2-.36-1.02.08-2.12 0 0 .67-.21 2.2.82.64-.18 1.32-.27 2-.27.68 0 1.36.09 2 .27 1.53-1.04 2.2-.82 2.2-.82.44 1.1.16 1.92.08 2.12.51.56.82 1.27.82 2.15 0 3.07-1.87 3.75-3.65 3.95.29.25.54.73.54 1.48 0 1.07-.01 1.93-.01 2.2 0 .21.15.46.55.38A8.013 8.013 0 0 0 16 8c0-4.42-3.58-8-8-8z"></path></svg></a>
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-<img src="https://user-images.githubusercontent.com/19292210/60553863-044dd200-9cea-11e9-987e-7db84449f215.png" class="illo-desktop-header" style="display: none;">
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-<img src="https://user-images.githubusercontent.com/19292210/60553865-044dd200-9cea-11e9-859c-d6f266e2f01f.png" class="illo-mobile-header"> - - - - <div class="updates-dropdown-container" data-js-hook="updates-dropdown-container"> - <a href="#" data-js-hook="show-updates-dropdown" id="show-updates-dropdown" class="show-updates-dropdown"> - - </a> - <div class="updates-dropdown" data-js-hook="updates-dropdown" style="display:none"> - <div class="updates-dropdown-nav nav-items-7"> - <a href="#updates-dropdown-email" id="updates-dropdown-email-btn"> - <span class="icon-container email"> - </a> - <a href="#updates-dropdown-sms" id="updates-dropdown-sms-btn"> - <span class="icon-container sms"> - </a> - <a href="#updates-dropdown-webhook" id="updates-dropdown-webhook-btn"> - <span class="icon-container webhook"> - </a> - <a href="#updates-dropdown-twitter" id="updates-dropdown-twitter-btn"> - <span class="icon-container twitter"> - </a> - <a href="#updates-dropdown-support" id="updates-dropdown-support-btn"> - <span class="icon-container support"> - </a> - <a href="#updates-dropdown-atom" id="updates-dropdown-atom-btn"> - <span class="icon-container rss"> - </a> - <a href="#" data-js-hook="updates-dropdown-close" id="updates-dropdown-close-btn"> - x - </a> - </div> - <div class="updates-dropdown-sections-container"> - <div class="updates-dropdown-section email" id="updates-dropdown-email" style="display:none"> - <div class="directions"> - Get email notifications whenever GitHub <strong>creates</strong>, <strong>updates</strong> or <strong>resolves</strong> an incident. - </div> - <form id="subscribe-form-email" action="/subscriptions/new-email" accept-charset="UTF-8" data-remote="true" method="post"><input name="utf8" type="hidden" value="✓" /> - <!-- make sure not to put cookie values in here since this gets cached --> - <input name="email" id="email" type="text" placeholder="Email Address" class="full-width" data-js-hook="email-notification-field"> - <input type="hidden" name="captcha_error" id="captcha_error" value="false" /> - <input type="submit" value="Subscribe via Email" class="flat-button full-width g-recaptcha" id="subscribe-btn-email" data-disabled-text="Subscribing..." data-sitekey=6LdTS8AUAAAAAOIbCKoCAP4LQku1olYGrywPTaZz data-callback="submitNewEmailSubscriber" data-error-callback="emailSubscriberCaptchaError" > - <div class="terms_and_privacy_information bottom small"><div class="privacy_policy_information small">By subscribing you agree to our <a target="_blank" rel="noopener" href="https://help.github.com/articles/github-privacy-statement/">Privacy Policy</a>.</div> This site is protected by reCAPTCHA and the Google <a target="_blank" rel="noopener" href="https://policies.google.com/privacy">Privacy Policy</a> and <a target="_blank" rel="noopener" href="https://policies.google.com/terms">Terms of Service</a> apply.</div> -</form> </div> - - <div class="updates-dropdown-section phone" id="updates-dropdown-sms" style="display:none"> - <div class="directions"> - Get text message notifications whenever GitHub <strong>creates</strong> or <strong>resolves</strong> an incident. - </div> - <form id="subscribe-form-sms" action="/subscriptions/new-sms" accept-charset="UTF-8" data-remote="true" method="post"><input name="utf8" type="hidden" value="✓" /> - <div class="control-group"> - <div class="controls externalities-sms-container"> - <!-- make sure not to put cookie values in here since this gets cached --> - <select name="phone_country" id="phone-country" data-js-hook="phone-country" class="phone-country"><option value="af">Afghanistan (+93)</option> -<option value="al">Albania (+355)</option> -<option value="dz">Algeria (+213)</option> -<option value="as">American Samoa (+1)</option> -<option value="ad">Andorra (+376)</option> -<option value="ao">Angola (+244)</option> -<option value="ai">Anguilla (+1)</option> -<option value="ag">Antigua and Barbuda (+1)</option> -<option value="ar">Argentina (+54)</option> -<option value="am">Armenia (+374)</option> -<option value="aw">Aruba (+297)</option> -<option value="au">Australia/Cocos/Christmas Island (+61)</option> -<option value="at">Austria (+43)</option> -<option value="az">Azerbaijan (+994)</option> -<option value="bs">Bahamas (+1)</option> -<option value="bh">Bahrain (+973)</option> -<option value="bd">Bangladesh (+880)</option> -<option value="bb">Barbados (+1)</option> -<option value="by">Belarus (+375)</option> -<option value="be">Belgium (+32)</option> -<option value="bz">Belize (+501)</option> -<option value="bj">Benin (+229)</option> -<option value="bm">Bermuda (+1)</option> -<option value="bo">Bolivia (+591)</option> -<option value="ba">Bosnia and Herzegovina (+387)</option> -<option value="bw">Botswana (+267)</option> -<option value="br">Brazil (+55)</option> -<option value="bn">Brunei (+673)</option> -<option value="bg">Bulgaria (+359)</option> -<option value="bf">Burkina Faso (+226)</option> -<option value="bi">Burundi (+257)</option> -<option value="kh">Cambodia (+855)</option> -<option value="cm">Cameroon (+237)</option> -<option value="ca">Canada (+1)</option> -<option value="cv">Cape Verde (+238)</option> -<option value="ky">Cayman Islands (+1)</option> -<option value="cf">Central Africa (+236)</option> -<option value="td">Chad (+235)</option> -<option value="cl">Chile (+56)</option> -<option value="cn">China (+86)</option> -<option value="co">Colombia (+57)</option> -<option value="km">Comoros (+269)</option> -<option value="cg">Congo (+242)</option> -<option value="cd">Congo, Dem Rep (+243)</option> -<option value="cr">Costa Rica (+506)</option> -<option value="hr">Croatia (+385)</option> -<option value="cy">Cyprus (+357)</option> -<option value="cz">Czech Republic (+420)</option> -<option value="dk">Denmark (+45)</option> -<option value="dj">Djibouti (+253)</option> -<option value="dm">Dominica (+1)</option> -<option value="do">Dominican Republic (+1)</option> -<option value="eg">Egypt (+20)</option> -<option value="sv">El Salvador (+503)</option> -<option value="gq">Equatorial Guinea (+240)</option> -<option value="ee">Estonia (+372)</option> -<option value="et">Ethiopia (+251)</option> -<option value="fo">Faroe Islands (+298)</option> -<option value="fj">Fiji (+679)</option> -<option value="fi">Finland/Aland Islands (+358)</option> -<option value="fr">France (+33)</option> -<option value="gf">French Guiana (+594)</option> -<option value="pf">French Polynesia (+689)</option> -<option value="ga">Gabon (+241)</option> -<option value="gm">Gambia (+220)</option> -<option value="ge">Georgia (+995)</option> -<option value="de">Germany (+49)</option> -<option value="gh">Ghana (+233)</option> -<option value="gi">Gibraltar (+350)</option> -<option value="gr">Greece (+30)</option> -<option value="gl">Greenland (+299)</option> -<option value="gd">Grenada (+1)</option> -<option value="gp">Guadeloupe (+590)</option> -<option value="gu">Guam (+1)</option> 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<div class="component-container border-color"> - -<div data-component-id="5l5rlzqm4yzy" - class="component-inner-container status-green " - data-component-status="operational" - data-js-hook=""> - - <span class="name"> - Other - </span> - - <span class="tooltip-base tool" title="Other">?</span> - - <span - class="component-status " - title="" - > - Operational - </span> - - <span class="tool icon-indicator fa fa-check" title="Operational"></span> - -</div> - - </div> - </div> - <div class="component-statuses-legend font-small"> - <div class="legend-item status-green"> - <span class="icon-indicator fa fa-check"></span> - Operational - </div> - <div class="legend-item status-yellow"> - <span class="icon-indicator fa fa-minus-square"></span> - Degraded Performance - </div> - <div class="legend-item status-orange"> - <span class="icon-indicator fa fa-exclamation-triangle"></span> - Partial Outage - </div> - <div class="breaker"></div> - <div class="legend-item status-red"> - <span class="icon-indicator fa fa-times"></span> - Major Outage - </div> - <div class="legend-item status-blue"> - <span class="icon-indicator fa fa-wrench"></span> - Maintenance - </div> -</div> - - </div> - - <script type="text/javascript" charset="utf-8"> - - function calculateViewbox (dayCount, rectWidth, rectPadding) { - var viewBox = []; - if (dayCount === 90) { - viewBox.push(0); - } else { - var offset = 90 - dayCount; - viewBox.push((offset * rectWidth) + (rectPadding * (offset))); // x origin - } - viewBox.push(0); // y origin - viewBox.push((rectWidth * dayCount) + (rectPadding * (dayCount - 1))); // svg width - viewBox.push(34); // svg height - return viewBox.join(' '); - } - - // returns the number of visible columns based on the current screen width - function getVisibleColumns(width, colCount) { - var ONE_COLUMN_BREAKPOINT = 700, - TWO_COLUMN_BREAKPOINT = 900; - var visibleColumns = 1; - if (width > TWO_COLUMN_BREAKPOINT) { - visibleColumns = colCount; - } - else if (width > ONE_COLUMN_BREAKPOINT) { - visibleColumns = Math.min(colCount, 2); - } - return visibleColumns; - } - - document.addEventListener('DOMContentLoaded', function () { - - var MAX_WIDTH_30_DAYS = 600, - MAX_WIDTH_60_DAYS = 1024, - svgs = document.getElementsByClassName('availability-time-line-graphic'), - rects = svgs[0].getElementsByTagName('rect'), - rectWidth = parseInt(rects[0].getAttribute('width')), - rectPadding = parseInt(rects[1].getAttribute('x')) - parseInt(rects[0].getAttribute('x')) - rectWidth, - throttled = false, - delay = 150, - timeoutId, - prevCols, - colCount = 1; - - function getKeyAndCount(width) { - var visibleColumns = getVisibleColumns(width, colCount); - if (width <= MAX_WIDTH_30_DAYS || visibleColumns > 1) { - return { dayCount: 30, uptimeKey: 'thirty', visibleColumns: visibleColumns } - } else if (width <= MAX_WIDTH_60_DAYS) { - return { dayCount: 60, uptimeKey: 'sixty', visibleColumns: visibleColumns } - } else { - return { dayCount: 90, uptimeKey: 'ninety', visibleColumns: visibleColumns } - } - } - - function setUptimeValue(values, uptimeKey, shouldShorten) { - var queryID = '.legend-item-' + values.component; - var currentUptime = document.querySelector(queryID); - if (currentUptime) { - // Faster than setting innerHTML to "" then adding nodes - var clone = currentUptime.cloneNode(false); - var uptimeSpan = document.createElement('span'); - uptimeSpan.id = 'uptime-percent-' + values.component - uptimeSpan.innerText = values[uptimeKey] - clone.appendChild(uptimeSpan); - var appendText = document.createTextNode(shouldShorten ? ' %' : ' % uptime'); - clone.appendChild(appendText); - currentUptime.parentNode.replaceChild(clone, currentUptime); - } - } - - function setDayCount(el, dayCount, shouldShorten) { - // Faster than setting innerHTML to "" then adding nodes - var clone = el.cloneNode(false); - var dateSpan = document.createElement('span') - dateSpan.className = "availability-time-line-legend-day-count" - dateSpan.innerText= dayCount; - clone.appendChild(dateSpan); - var appendText = document.createTextNode(shouldShorten ? ' days' : ' days ago'); - clone.appendChild(appendText); - el.parentNode.replaceChild(clone, el); - } - - function resizeSvgViewBoxes () { - var width = window.innerWidth; - var columnInfo = getKeyAndCount(width); - var dayCount = columnInfo.dayCount, - uptimeKey = columnInfo.uptimeKey; - var newViewboxValue = calculateViewbox(dayCount, rectWidth, rectPadding); - - // If a user quickly resizes from < 450 to > 900 without stopping, - // it will retain the same 30 day info as it wont have changed, but this only - // impacts 30 day display as it is the only one with shortened text - if (newViewboxValue !== svgs[0].getAttribute('viewBox') || prevCols !== columnInfo.visibleColumns) { - prevCols = columnInfo.visibleColumns - for (var i = 0; i < svgs.length; i++) { - var el = svgs[i]; - if (el.getAttribute('viewBox') !== newViewboxValue) { - el.setAttribute('viewBox', newViewboxValue); - } - } - var shouldShorten = columnInfo.visibleColumns === 3; - - var dayCountElements = document.querySelectorAll('.legend-item-date-range:first-of-type'); - - for (var i = 0; i < dayCountElements.length; i++) { - setDayCount(dayCountElements[i], dayCount, shouldShorten); - } - - uptimeValues = [{"component":"8l4ygp009s5s","ninety":99.97,"sixty":99.96,"thirty":99.93},{"component":"brv1bkgrwx7q","ninety":99.97,"sixty":99.95,"thirty":99.91},{"component":"4230lsnqdsld","ninety":99.96,"sixty":99.94,"thirty":99.89},{"component":"kr09ddfgbfsf","ninety":99.97,"sixty":99.95,"thirty":99.91},{"component":"br0l2tvcx85d","ninety":99.89,"sixty":99.84,"thirty":99.91},{"component":"st3j38cctv9l","ninety":100.0,"sixty":100.0,"thirty":100.0},{"component":"vg70hn9s2tyj","ninety":99.97,"sixty":99.96,"thirty":99.92}]; - - for (var i = 0; i < uptimeValues.length; i++) { - setUptimeValue(uptimeValues[i], uptimeKey, shouldShorten) - } - - const uptimeLinkVar = document.querySelector('.components-uptime-link > var') - if (uptimeLinkVar) { - uptimeLinkVar.innerHTML = dayCount; - } - } - } - - 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- this.bladeTouched(event); - } - } - - UptimeTooltipHandler.prototype.mouseEnteredTooltip = function() { - // Necessary to clear the timeout set for closing the tooltip when the mouse - // moves off the blade or timeline, so the tooltip isnt closed on hover - clearTimeout(timeoutId); - // Sets it to null so the timeout can be set later, as clearTimeout only - // cancels the timer, and we need to allow it to be reset in the mouse - // move handler below - timeoutId = null; - this.tooltipHovered = true; - } - - UptimeTooltipHandler.prototype.unhoverTooltip = function() { - this.tooltipHovered = false; - this.activeDay.hovered = false; - this.hideTooltip(); - } - - UptimeTooltipHandler.prototype.bladeTouched = function (event) { - event.preventDefault(); - var classes = event.target.getAttribute('class').split(' '); - var componentCode = componentCodeFromClass(classes[1]) - var index = dayNumberFromClass(classes[2]); - - // If open and tapped on same component and day, close tooltip - if (this.visible && this.activeDay.component === componentCode && this.activeDay.index === index) { - this.hideTooltip(); - } else { - this.updateHoveredDay(event); - this.updateTooltip(event); - } - } - - UptimeTooltipHandler.prototype.updateHoveredDay = function(event) { - var classes = event.target.getAttribute('class'); // classList doesn't work in IE - var onDay = classes != null && classes.split(' ').indexOf('uptime-day') !== -1; - - if (onDay) { - classes = classes.split(' '); - - var componentCode = componentCodeFromClass(classes[1]); - - this.activeDay = { - index: dayNumberFromClass(classes[2]), - component: componentCode, - bounds: event.target.getBoundingClientRect(), - isGroup: uptimeData[componentCode].component.isGroup, - hovered: true - } - } else { - this.activeDay.hovered = false; - } - } - - UptimeTooltipHandler.prototype.updateTooltip = function(event) { - var classes = event.target.getAttribute('class'); // classList doesn't work in IE - var hoveredOnGraphic = classes != null && classes.split(' ').indexOf('availability-time-line-graphic') !== -1; - - if (this.activeDay.hovered) { - this.updateTooltipData(); - this.positionTooltip(); - } else if (this.visible && !this.activeDay.hovered && !hoveredOnGraphic) { - // Important: since this is on mouse move it will be called multiple times - // which will clear timeoutId and reset it to the new value, meaning - // it is a race condition to cancel it - if (!timeoutId) { - var _this = this; - timeoutId = setTimeout(function() { - _this.hideTooltip(); - timeoutId = null; - }, 250); - } - } - } - - UptimeTooltipHandler.prototype.updateTooltipData = function() { - // Get the data for the day we're hovered on - var day = uptimeData[this.activeDay.component].days[this.activeDay.index]; - - // Update the date for the tooltip - var date = new Date(day.date); - - // UTC necessary since days are passed yyyy-mm-dd, and new Date uses midnight UTC, so local times - // are presented as the day before - var dateString = date.getUTCDate() + " " + monthStrings[date.getUTCMonth()] + " " + date.getUTCFullYear(); - document.querySelector('#uptime-tooltip .date').innerHTML = dateString; - - // Update the outage fields - if (this.activeDay.isGroup) { - this.updateGroupOutageFields() - } else { - this.updateOutageFields(day.outages.p, day.outages.m, day.related_events); - } - } - - UptimeTooltipHandler.prototype.hoursFromSeconds = function(s) { - return Math.floor(s / 3600); - } - - UptimeTooltipHandler.prototype.minutesFromSeconds = function(s) { - // If less than a minute, round up to 1 minute to show that some outage existed - if (s > 0 && s < 60) { - return 1; - } - - // Otherwise use floor - return Math.floor((s % 3600) / 60); - } - - UptimeTooltipHandler.prototype.updateGroupOutageFields = function() { - // Hide time info - document.querySelector('#uptime-tooltip .outage-field.major').style.display = 'none'; - document.querySelector('#uptime-tooltip .outage-field.partial').style.display = 'none'; - document.querySelector(".related-events h3").style.display = 'none'; - document.querySelector('.no-related-msg').style.display = 'none'; - - var eventList = document.getElementById("related-events-list") - var cloneList = eventList.cloneNode(false); - eventList.parentNode.replaceChild(cloneList, eventList); - - var partialCount = 0; - var majorCount = 0; - - var components = uptimeData[this.activeDay.component].component.group - - for (var i = 0; i < components.length; i++) { - if (!uptimeData[components[i]]) continue; - - var outages = uptimeData[components[i]].days[this.activeDay.index].outages; - - if (outages.p) { - partialCount += 1; - } - - if (outages.m) { - majorCount += 1; - } - } - - document.querySelector('#major-outage-group-count').style.display = majorCount ? 'block' : 'none'; - document.querySelector('#partial-outage-group-count').style.display = partialCount ? 'block' : 'none'; - - document.querySelector('#major-outage-group-count .count').innerText = majorCount + (majorCount == 1 ? " component" : " components") - document.querySelector('#partial-outage-group-count .count').innerText = partialCount + (partialCount == 1 ? " component" : " components ") - - document.querySelector('#uptime-tooltip .no-outages-msg').style.display = (majorCount || partialCount) ? 'none' : 'block'; - } - - UptimeTooltipHandler.prototype.updateOutageFields = function(partial, major, relatedEvents) { - // Hide group info - document.querySelector('#major-outage-group-count').style.display = 'none'; - document.querySelector('#partial-outage-group-count').style.display = 'none'; - - // Show the message that no outage present, if none is present - if (partial || major) { - document.querySelector('#uptime-tooltip .no-outages-msg').style.display = 'none'; - } else { - document.querySelector('#uptime-tooltip .no-outages-msg').style.display = 'block'; - } - - // Update partial outage field if an outage exists, otherwise hide it - if (partial) { - var hrs = this.hoursFromSeconds(partial); - var mins = this.minutesFromSeconds(partial); - document.querySelector('#uptime-tooltip .outage-field.partial .value-hrs').innerHTML = hrs.toString() + ' hrs'; - document.querySelector('#uptime-tooltip .outage-field.partial .value-mins').innerHTML = mins.toString() + ' mins'; - document.querySelector('#uptime-tooltip .outage-field.partial').style.display = 'flex'; - } else { - document.querySelector('#uptime-tooltip .outage-field.partial').style.display = 'none'; - } - - // Update major outage field if an outage exists, otherwise hide it - if (major) { - var hrs = this.hoursFromSeconds(major); - var mins = this.minutesFromSeconds(major); - document.querySelector('#uptime-tooltip .outage-field.major .value-hrs').innerHTML = hrs.toString() + ' hrs'; - document.querySelector('#uptime-tooltip .outage-field.major .value-mins').innerHTML = mins.toString() + ' mins'; - document.querySelector('#uptime-tooltip .outage-field.major').style.display = 'flex'; - } else { - document.querySelector('#uptime-tooltip .outage-field.major').style.display = 'none'; - } - - var eventList = document.getElementById("related-events-list") - var cloneList = eventList.cloneNode(false); - document.querySelector(".related-events h3").style.display = (relatedEvents.length ? 'block' : 'none'); - - for (var i = 0; i < relatedEvents.length; i++) { - var listItem = document.createElement("li"); - listItem.className = "related-event"; - var anchor = document.createElement("a"); - anchor.className = "related-event-link"; - anchor.target = "_blank"; - anchor.href = window.Routes.incident_path(relatedEvents[i].code); - - - var text = document.createTextNode(truncate(relatedEvents[i].name)); - anchor.appendChild(text); - listItem.appendChild(anchor); - cloneList.appendChild(listItem); - } - - const displayNoRelatedMsg = ((major || partial) && !relatedEvents.length); - document.querySelector('.no-related-msg').style.display = (displayNoRelatedMsg ? 'block' : 'none'); - - eventList.parentNode.replaceChild(cloneList, eventList); - } - - UptimeTooltipHandler.prototype.positionTooltip = function() { - this.calculatePointerCenter(); - this.calculateBoxPosition(); - - // show tooltip - this.tooltip.style.display = 'block'; - - // position pointer - var pointer = this.tooltip.getElementsByClassName('pointer-container')[0]; - pointer.style.left = intToPixels(this.pointerCenter.x - 8); - pointer.style.top = intToPixels(this.pointerCenter.y - 5); - - // position display box - var box = this.tooltip.getElementsByClassName('tooltip-box')[0]; - box.style.left = intToPixels(this.boxLeft); - box.style.top = intToPixels(this.pointerCenter.y + 5); - - this.visible = true; - } - - UptimeTooltipHandler.prototype.calculatePointerCenter = function() { - var bounds = this.activeDay.bounds; - var rectLeft = bounds.left + window.pageXOffset; - var rectBottom = bounds.bottom + window.pageYOffset; - var rectWidth = bounds.right - bounds.left; - - this.pointerCenter = { - x: rectLeft + Math.floor(rectWidth / 2), - y: rectBottom + 5 - } - } - - UptimeTooltipHandler.prototype.calculateBoxPosition = function() { - var sideWidth = 162.5; - if (this.pointerCenter.x - sideWidth < 0) { - this.boxLeft = 0; - } else if (this.pointerCenter.x + sideWidth > this.frameWidth) { - this.boxLeft = this.frameWidth - sideWidth * 2; - } else { - this.boxLeft = this.pointerCenter.x - sideWidth; - } - } - - UptimeTooltipHandler.prototype.hideTooltip = function() { - this.tooltip.style.display = 'none'; - this.visible = false; - } - - new UptimeTooltipHandler(); - -</script> - - - - - - - - <div class="incidents-list format-expanded"> - <a class="font-largest no-link" id="past-incidents" href="#past-incidents">Past Incidents</a> - - <div class="status-day font-regular no-incidents"> - <div class="date border-color font-large">Dec <var data-var="date">31</var>, <var data-var="year">2019</var></div> - <p class="color-secondary">No incidents reported today.</p> - </div> - - - <div class="status-day font-regular no-incidents"> - <div class="date border-color font-large">Dec <var data-var="date">30</var>, <var data-var="year">2019</var></div> - <p class="color-secondary">No incidents reported.</p> - </div> - - - <div class="status-day font-regular no-incidents"> - <div class="date border-color font-large">Dec <var data-var="date">29</var>, <var data-var="year">2019</var></div> - <p class="color-secondary">No incidents reported.</p> - </div> - - - <div class="status-day font-regular no-incidents"> - <div class="date border-color font-large">Dec <var data-var="date">28</var>, <var data-var="year">2019</var></div> - <p class="color-secondary">No incidents reported.</p> - </div> - - - <div class="status-day font-regular no-incidents"> - <div class="date border-color font-large">Dec <var data-var="date">27</var>, <var data-var="year">2019</var></div> - <p class="color-secondary">No incidents reported.</p> - </div> - - - <div class="status-day font-regular no-incidents"> - <div class="date border-color font-large">Dec <var data-var="date">26</var>, <var data-var="year">2019</var></div> - <p class="color-secondary">No incidents reported.</p> - </div> - - - <div class="status-day font-regular no-incidents"> - <div class="date border-color font-large">Dec <var data-var="date">25</var>, <var data-var="year">2019</var></div> - <p class="color-secondary">No incidents reported.</p> - </div> - - - <div class="status-day font-regular no-incidents"> - <div class="date border-color font-large">Dec <var data-var="date">24</var>, <var data-var="year">2019</var></div> - <p class="color-secondary">No incidents reported.</p> - </div> - - - <div class="status-day font-regular no-incidents"> - <div class="date border-color font-large">Dec <var data-var="date">23</var>, <var data-var="year">2019</var></div> - <p class="color-secondary">No incidents reported.</p> - </div> - - - <div class="status-day font-regular no-incidents"> - <div class="date border-color font-large">Dec <var data-var="date">22</var>, <var data-var="year">2019</var></div> - <p class="color-secondary">No incidents reported.</p> - </div> - - - <div class="status-day font-regular no-incidents"> - <div class="date border-color font-large">Dec <var data-var="date">21</var>, <var data-var="year">2019</var></div> - <p class="color-secondary">No incidents reported.</p> - </div> - - - <div class="status-day font-regular no-incidents"> - <div class="date border-color font-large">Dec <var data-var="date">20</var>, <var data-var="year">2019</var></div> - <p class="color-secondary">No incidents reported.</p> - </div> - - - <div class="status-day font-regular "> - <div class="date border-color font-large">Dec <var data-var="date">19</var>, <var data-var="year">2019</var></div> - <div class="incident-container"> - <div class="incident-title impact-minor font-large"> - <a href="/incidents/krfmmxs3wdry">Incident on 2019-12-19 22:49 UTC</a> - </div> - - <div class="updates-container"> - <!-- postmortem --> - - <!-- incident updates --> - <div class="update font-regular resolved"> - <strong>Resolved</strong> - - This incident has been resolved. - - <br> - - <small> - Dec <var data-var='date'>19</var>, <var data-var='time'>23:12</var> UTC - </small> - </div> - <div class="update font-regular investigating"> - <strong>Investigating</strong> - - Delays in Webhooks and Notifications are currently being investigated. - - <br> - - <small> - Dec <var data-var='date'>19</var>, <var data-var='time'>22:49</var> UTC - </small> - </div> - </div> - -</div> - - </div> - - - <div class="status-day font-regular no-incidents"> - <div class="date border-color font-large">Dec <var data-var="date">18</var>, <var data-var="year">2019</var></div> - <p class="color-secondary">No incidents reported.</p> - </div> - - - <div class="status-day font-regular no-incidents"> - <div class="date border-color font-large">Dec <var data-var="date">17</var>, <var data-var="year">2019</var></div> - <p class="color-secondary">No incidents reported.</p> - </div> - - </div> - - - <div class="page-footer border-color font-small"> - <a href="/history" class="history-footer-link"><span style="font-family:arial">←</span> Incident History</a> - 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- $('link[rel="shortcut icon"]').attr("href","https://assets-cdn.github.com/favicon-success.ico");
- } else {
- $('link[rel="shortcut icon"]').attr("href","https://assets-cdn.github.com/favicon-pending.ico");
- }
- $('span.name:contains("Visit www.githubstatus.com for more information")').parents('div.component-container').hide()
- $('div.status-green span.component-status').html("Normal")
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- $('.outage-field .label .major_outage').parent().html("Degradation")
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- if (otherParent.hasClass('status-green')) {
- otherParent.parent().hide()
- }
- $('.page-status.status-major span.status, .page-status.status-minor span.status').html('Some services are degraded')
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The first unique selector - // is the iframe rendered 2 levels deep. So this waits until the iframes are added to the page, then finds - // the parent div and sets the z index so that it'll render above our modals & dropdowns from the start. - function setZIndex(captchaCount, startTime) { - // bail after 10s just in case so we don't do this forever if something whaky happens - if (new Date() - startTime > 10000) { - return; - } - - var iframes = document.querySelectorAll('iframe[title="recaptcha challenge"]'); - if (iframes.length != captchaCount) { - setTimeout(function() { - setZIndex(captchaCount, startTime); - }, 500); - } - - for (var i = 0; i < iframes.length; i++) { - // incident subscribe modal is 1050, so this has to be above that - iframes[i].parentElement.parentElement.style.zIndex = "1100"; - } - } - - var onloadCallback = function() { - var captchas = document.getElementsByClassName("g-recaptcha"); - for(var i = 0; i < captchas.length; i++) { - var elId = captchas[i].id; - recaptchaIds[elId] = grecaptcha.render(elId); - } - - setZIndex(captchas.length, new Date()); - } - - - /** SUBSCRIBE DROPDOWN */ - - // callbacks for captcha success - function submitNewSubscriber(type, error) { - if (error) document.querySelector('#subscribe-form-' + type + ' #captcha_error').value = 'true'; - - document.getElementById('subscribe-form-' + type).dispatchEvent(new Event('submit', {bubbles: true, cancelable: true})); - grecaptcha.reset(recaptchaIds['subscribe-btn-' + type]); - } - function submitNewEmailSubscriber(token) { - submitNewSubscriber('email'); - } - function submitNewSmsSubscriber(token) { - submitNewSubscriber('sms'); - } - function submitNewWebhookSubscriber(token) { - submitNewSubscriber('webhook'); - } - - // callbacks if we get captcha network errors - function emailSubscriberCaptchaError(token) { - submitNewSubscriber('email', true); - } - function smsSubscriberCaptchaError(token) { - submitNewSubscriber('sms', true); - } - function webhookSubscriberCaptchaError(token) { - submitNewSubscriber('webhook', true); - } - - // tracking clicks - ['email', 'sms', 'webhook'].forEach(function(type) { - var el = document.getElementById('subscribe-btn-' + type); - el && el.addEventListener("click", function() { - $.ajax({ - type: "POST", - url: "/subscriptions/track_attempt", - data: { - type: type - } - }) - }) - }) - - // form submission success callbacks - $('#subscribe-form-email').on('ajax:success', function(e, data, status, xhr){ - if (data.type === 'success') { - SP.currentPage.updatesDropdown.hide(); - document.getElementById('email').value = ''; - } - }); - $('#subscribe-form-sms').on('ajax:success', function(e, data, status, xhr){ - if (data.type === 'success') { - SP.currentPage.updatesDropdown.hide(); - document.getElementById('phone-number').value = ''; - } - }); - $('#subscribe-form-webhook').on('ajax:success', function(e, data, status, xhr){ - if (data.type === 'success') { - SP.currentPage.updatesDropdown.hide(); - document.getElementById('endpoint-webhooks').value = ''; - document.getElementById('email-webhooks').value = ''; - } - }); - - /** INCIDENT SUBSCRIBE MODALS */ - var modals = document.getElementsByClassName('modal-open-incident-subscribe'); - - // for each modal on the page, we need to add the appropriate callback functions - for(var i = 0; i < modals.length; i++) { - var modal = modals[i]; - var incidentCode = modal.id.split('-')[2]; - - // need these functions to capture the incident code at a specific point in time - function createSubmitFn(incidentCode) { - return function() { - document.getElementById("subscribe-form-" + incidentCode).dispatchEvent(new Event('submit', {bubbles: true, cancelable: true})); - grecaptcha.reset(recaptchaIds["subscribe-btn-" + incidentCode]); - } - } - function createErrorFn(incidentCode) { - return function() { - document.querySelector("#subscribe-form-" + incidentCode + " #captcha_error").value = 'true'; - submitSubForIncident(incidentCode); - } - } - - // create the callback functions and attach them to the window - window["submitSubForIncident" + incidentCode] = createSubmitFn(incidentCode); - window["captchaErrorForIncident" + incidentCode] = createErrorFn(incidentCode); - - // track entrances to the flow - var el = document.getElementById("subscribe-btn-" + incidentCode); - el && el.addEventListener("click", function() { - $.ajax({ - type: "POST", - url: "/subscriptions/track_attempt", - data: { - type: 'incident' - } - }) - }) - } -</script> - -<script src='https://www.google.com/recaptcha/api.js?onload=onloadCallback&render=explicit' async defer></script> - - - - <script src="https://dka575ofm4ao0.cloudfront.net/packs/common-5a02b87391d28401f7a6.chunk.js"></script> - <script src="https://dka575ofm4ao0.cloudfront.net/packs/globals-b223b2cfea95f3cc8185.chunk.js"></script> - - <script src="https://dka575ofm4ao0.cloudfront.net/packs/runtime-40e9e825aee610a66b8b.js"></script> - - - - - -<!-- FOR FLASH NOTICES --> - -<!-- FOR ERROR --> - - - <script> - $(function() { - var $link = $('<span class="color-secondary powered-by"><a class="color-secondary" target="_blank" rel="noopener noreferrer nofollow" href="https://www.statuspage.io/powered-by?utm_campaign=www.githubstatus.com&utm_content=status-pages&utm_medium=powered-by&utm_source=inapp">Powered by Statuspage</a></span>'); - - var setPoweredByStyles = function() { - if (!$('.powered-by').length) { - $link.appendTo($('.page-footer')) - } - $('.powered-by').attr('style', 'display: inline !important; visibility:visible !important; opacity: 1 !important; position:static !important; text-indent:0px !important; transform:scale(1) !important'); - } - - setInterval(setPoweredByStyles, 1000); - }); -</script> - - - - - - </body> -</html> diff --git a/datasets/Talluri2021/github_failures_2019-20/_common_metadata b/datasets/Talluri2021/github_failures_2019-20/_common_metadata Binary files differdeleted file mode 100644 index 75756ba..0000000 --- a/datasets/Talluri2021/github_failures_2019-20/_common_metadata +++ /dev/null diff --git a/datasets/Talluri2021/github_failures_2019-20/_metadata b/datasets/Talluri2021/github_failures_2019-20/_metadata Binary files differdeleted file mode 100644 index 4950f58..0000000 --- a/datasets/Talluri2021/github_failures_2019-20/_metadata +++ /dev/null diff --git a/datasets/Talluri2021/github_failures_2019-20/part.0.parquet b/datasets/Talluri2021/github_failures_2019-20/part.0.parquet Binary files differdeleted file mode 100644 index 9b56db4..0000000 --- a/datasets/Talluri2021/github_failures_2019-20/part.0.parquet +++ /dev/null diff --git a/datasets/Talluri2021/github_parser.ipynb b/datasets/Talluri2021/github_parser.ipynb deleted file mode 100644 index ef4ba79..0000000 --- a/datasets/Talluri2021/github_parser.ipynb +++ /dev/null @@ -1,726 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [], - "source": [ - "import pandas as pd\n", - "from bs4 import BeautifulSoup\n", - "import bs4\n", - "from dateutil.parser import parse as parse_date\n", - "import numpy as np\n", - "from datetime import datetime\n", - "import re\n", - "import json" - ] - }, - { - "cell_type": "code", - "execution_count": 114, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "datetime.datetime(2018, 12, 19, 22, 49, tzinfo=tzutc())" - ] - }, - "execution_count": 114, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "pdate = parse_date(\"Incident on 2019-12-19 22:49 UTC\".split(\"on\")[1])\n", - "pdate.replace(year=2018)" - ] - }, - { - "cell_type": "code", - "execution_count": 156, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "[{'event_start_time': 1576795740,\n", - " 'event_end_time': 1576797120,\n", - " 'status': 'minor'}]" - ] - }, - "execution_count": 156, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Parser for github status till september 2, 2020\n", - "# https://github.blog/2020-09-02-github-availability-report-august-2020/\n", - "\n", - "def get_incident_year(incident_title):\n", - " try:\n", - " current_node = incident_title.parent.previous_sibling\n", - " while type(current_node) != bs4.element.Tag or current_node.find(attrs={'data-var':'year'}) == None:\n", - " current_node = current_node.previous_sibling\n", - " return int(current_node.find(attrs={'data-var':'year'}).get_text())\n", - " except:\n", - " print(incident_title.parent.previous_sibling.previous_sibling)\n", - " raise\n", - "\n", - "def get_incident_type(incident_title):\n", - " classes = incident_title.attrs['class']\n", - " if 'impact-minor' in classes:\n", - " return 'minor'\n", - " elif 'impact-none' in classes:\n", - " return 'minor'\n", - " elif 'impact-major' in classes:\n", - " return 'major'\n", - " elif 'impact-critical' in classes:\n", - " return 'critical'\n", - " elif 'impact-maintenance' in classes:\n", - " return 'maintenance'\n", - " else:\n", - " raise Exception('Unknown impact class: ' + str(incident_title))\n", - " \n", - "def get_maintenance_incident_details(incident_update):\n", - " raise Exception('Unimplemented. Implement when we encounter one')\n", - " \n", - "def get_normal_incident_details(incident_updates, year):\n", - " try:\n", - " problem = False\n", - " investigating_divs = incident_updates.select('.investigating')\n", - " if len(investigating_divs) == 1:\n", - " incident_start_time_str = investigating_divs[0].select('small')[0].get_text().strip()\n", - " incident_start_time = parse_date(incident_start_time_str).replace(year=year).timestamp()\n", - " else:\n", - " incident_start_time = -1\n", - " problem = True\n", - "\n", - " incident_end_time_str = incident_updates.select('.resolved')[0].select('small')[0].get_text().strip()\n", - " incident_end_time = parse_date(incident_end_time_str).replace(year=year).timestamp()\n", - "\n", - " ret_data = {\n", - " 'event_start_time': np.int64(incident_start_time),\n", - " 'event_end_time': np.int64(incident_end_time)\n", - " }\n", - " \n", - " if problem:\n", - " ret_data['status'] = incident_updates.get_text()\n", - " \n", - " return ret_data\n", - " \n", - " except:\n", - " print(incident_updates)\n", - " raise\n", - "\n", - "def process_github_page(file_obj, metadata):\n", - " status_data = BeautifulSoup(file_obj.read(), 'lxml')\n", - " \n", - " incident_types = ['impact-minor', 'impact-none', 'impact-major', 'impact-critical', 'impact-maintenance']\n", - "\n", - " incidents_titles = status_data.findAll(attrs={'class': lambda x: x and 'incident-title' in x and any(incident_type in x for incident_type in incident_types)})\n", - " incidents_updates = status_data.select('.updates-container')\n", - " if len(incidents_titles) != len(incidents_updates):\n", - " raise Exception('Number of titles does not match number of updates containers: ' + metadata['date'])\n", - " \n", - " extracted_incident_info = []\n", - " for i in range(len(incidents_titles)):\n", - " incident_type = get_incident_type(incidents_titles[i])\n", - " incident_year = get_incident_year(incidents_titles[i])\n", - "\n", - " incident_details = None\n", - " if incident_type == 'maintenance':\n", - " incident_details = get_maintenance_incident_details(incidents_updates[i])\n", - " else:\n", - " incident_details = get_normal_incident_details(incidents_updates[i], incident_year)\n", - "\n", - " # Using incident field for error if required\n", - " if 'status' not in incident_details:\n", - " incident_details['status'] = incident_type\n", - "\n", - " extracted_incident_info.append(incident_details)\n", - "\n", - " return extracted_incident_info\n", - "\n", - "status_data = None\n", - "with open('github-global-status.html') as f:\n", - " status_data = process_github_page(f, {})\n", - "status_data" - ] - }, - { - "cell_type": "code", - "execution_count": 123, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "[{'event_start_time': 1576795740,\n", - " 'event_end_time': 1576797120,\n", - " 'status': 'minor'}]" - ] - }, - "execution_count": 123, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "status_data = None\n", - "with open('github-global-status.html') as f:\n", - " status_data = process_github_page(f, {})\n", - "status_data" - ] - }, - { - "cell_type": "code", - "execution_count": 125, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "['', 'github-status', '2020', '11', '20201107', 'zip']" - ] - }, - "execution_count": 125, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "import re\n", - "re.compile('[./]').split(\"/github-status/2020/11/20201107.zip\")" - ] - }, - { - "cell_type": "code", - "execution_count": 55, - "metadata": {}, - "outputs": [], - "source": [ - "def extract_individual_reports(file_obj):\n", - " html = str(file_obj.read())\n", - " if html is None:\n", - " raise ValueError(f'ERROR: HTML IS NONE \\n filename {filename} \\t file_obj {file_obj} ')\n", - " \n", - " # Get list of reasons\n", - " matches = re.search('\"outage_subjects\":(.*?)],\"', html)\n", - " list_of_reasons = json.loads(matches.group(1) + ']')\n", - " map_of_reasons = {}\n", - " for reason in list_of_reasons:\n", - " map_of_reasons[reason['_id']] = reason['name']\n", - "\n", - " matches = re.search('\"recentReports\":(.*?)],\"_', html)\n", - " reports = []\n", - " if matches is not None:\n", - " # The data is in embedded javascript. Remove constructors to make it JSON\n", - " # We used the closing brackets in the regex and don't capture them, adding them back again\n", - " sanitized_match = re.sub(r'new Date\\(\".+?\"\\)', '\"\"', matches.group(1)) + ']'\n", - " reports = json.loads(sanitized_match)\n", - "\n", - " \n", - " report_id = []\n", - " report_country = []\n", - " report_reason = []\n", - " for datapoint in reports:\n", - " try:\n", - " report_id.append(datapoint['_id'])\n", - " \n", - " if 'country_code' in datapoint:\n", - " report_country.append(datapoint['country_code'])\n", - " elif 'countryCode' in datapoint:\n", - " report_country.append(datapoint['countryCode'])\n", - " else:\n", - " raise Exception('Country code not found')\n", - " \n", - " if 'oSubjectId' in datapoint:\n", - " report_reason.append(map_of_reasons[datapoint['oSubjectId']])\n", - " else:\n", - " reason_found = False\n", - " for name, value in datapoint.items():\n", - " if 'subject' in name or 'Subject' in name:\n", - " report_reason.append(map_of_reasons[datapoint[name]])\n", - " reason_found = True\n", - " if not reason_found:\n", - " report_reason.append('Unknown')\n", - " except:\n", - " print(datapoint)\n", - " raise\n", - "\n", - " return pd.DataFrame({\n", - " 'id': report_id,\n", - " 'country':report_country,\n", - " 'reason': report_reason\n", - " })" - ] - }, - { - "cell_type": "code", - "execution_count": 56, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "<div>\n", - "<style scoped>\n", - " .dataframe tbody tr th:only-of-type {\n", - " vertical-align: middle;\n", - " }\n", - "\n", - " .dataframe tbody tr th {\n", - " vertical-align: top;\n", - " }\n", - "\n", - " .dataframe thead th {\n", - " text-align: right;\n", - " }\n", - "</style>\n", - "<table border=\"1\" class=\"dataframe\">\n", - " <thead>\n", - " <tr style=\"text-align: right;\">\n", - " <th></th>\n", - " <th>id</th>\n", - " <th>country</th>\n", - " <th>reason</th>\n", - " </tr>\n", - " </thead>\n", - " <tbody>\n", - " <tr>\n", - " <th>0</th>\n", - " <td>5fc3c224dcd8580a7973cd8c</td>\n", - " <td>RU</td>\n", - " <td>Can't login</td>\n", - " </tr>\n", - " <tr>\n", - " <th>1</th>\n", - " <td>5fc3c11dfb995a344b9b68ef</td>\n", - " <td>TR</td>\n", - " <td>Newsfeed</td>\n", - " </tr>\n", - " <tr>\n", - " <th>2</th>\n", - " <td>5fc3bef2fb995a344b9b68ed</td>\n", - " <td>KZ</td>\n", - " <td>Mobile app crashes</td>\n", - " </tr>\n", - " <tr>\n", - " <th>3</th>\n", - " <td>5fc3bb19ae91e3734cd1777b</td>\n", - " <td>US</td>\n", - " <td>Can't upload pics</td>\n", - " </tr>\n", - " <tr>\n", - " <th>4</th>\n", - " <td>5fc3b738dcd8580a7973cd80</td>\n", - " <td>GR</td>\n", - " <td>Website down</td>\n", - " </tr>\n", - " <tr>\n", - " <th>5</th>\n", - " <td>5fc3b66bd4d3565ae19b14b5</td>\n", - " <td>RU</td>\n", - " <td>Mobile app not working</td>\n", - " </tr>\n", - " </tbody>\n", - "</table>\n", - "</div>" - ], - "text/plain": [ - " id country reason\n", - "0 5fc3c224dcd8580a7973cd8c RU Can't login\n", - "1 5fc3c11dfb995a344b9b68ef TR Newsfeed\n", - "2 5fc3bef2fb995a344b9b68ed KZ Mobile app crashes\n", - "3 5fc3bb19ae91e3734cd1777b US Can't upload pics\n", - "4 5fc3b738dcd8580a7973cd80 GR Website down\n", - "5 5fc3b66bd4d3565ae19b14b5 RU Mobile app not working" - ] - }, - "execution_count": 56, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "status_data = None\n", - "with open('outage_report_instagram.html') as f:\n", - " status_data = extract_individual_reports(f)\n", - "status_data" - ] - }, - { - "cell_type": "code", - "execution_count": 41, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "[{'_id': '5a8cb07dee5285d43965f834', 'name': 'Website down'},\n", - " {'_id': '5a8cb06fee5285403b65f834', 'name': 'Mobile app not working'},\n", - " {'_id': '5a8cb06fee5285403b65f835', 'name': 'Mobile app crashes'},\n", - " {'_id': '5a8d3803ee52858b2065f837', 'name': 'Message read problems'},\n", - " {'_id': '5a8d3803ee52858b2065f838', 'name': 'Message send problems'},\n", - " {'_id': '5a8f0b78ee5285e04e16fca8', 'name': \"Can't login\"},\n", - " {'_id': '5a9bdbea1b4314600050c082', 'name': 'Everything is down'},\n", - " {'_id': '5a8f18e4ee5285ad7116fca7', 'name': \"Can't upload pics\"},\n", - " {'_id': '5a912a4eee5285b07a16fcad', 'name': 'Hashtags not working'},\n", - " {'_id': '5a91ab48ee5285e14216fca8', 'name': 'Newsfeed'}]" - ] - }, - "execution_count": 41, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "reports_obj" - ] - }, - { - "cell_type": "code", - "execution_count": 30, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "{'_id': '5fc3c224dcd8580a7973cd8c',\n", - " 'serviceId': '5458ac234488de92aa9cda3a',\n", - " 'ip': '178.67.193.121',\n", - " 'oSubjectId': '5a8f0b78ee5285e04e16fca8',\n", - " 'isAmp': True,\n", - " 'uaHash': '38c958b1452dc5eda97de8e89acdfcba',\n", - " 'langCode': 'ru',\n", - " 'latitude': 68.9792,\n", - " 'longitude': 33.0925,\n", - " 'cityGeonameId': 524305,\n", - " 'cityName': 'Murmansk',\n", - " 'divisionCode': '49',\n", - " 'divisionGeonameId': 524304,\n", - " 'countryCode': 'RU',\n", - " 'countryGeonameId': 2017370,\n", - " 'continentCode': 'EU',\n", - " 'continentGeonameId': 6255148,\n", - " 'postalCode': '183006',\n", - " 'time': '',\n", - " '__v': 0,\n", - " 'countryGeoname': {'_id': '5c883341232cdab94da82765',\n", - " 'geoname_id': 2017370,\n", - " 'name': 'Russian Federation',\n", - " 'latitude': 60,\n", - " 'longitude': 100,\n", - " 'feature_code': 'PCLI',\n", - " 'country_code': 'RU',\n", - " 'admin1_code': '00',\n", - " 'center': [60, 100],\n", - " 'alt_names': {'de': {'_id': '5c848dee3e5a333eadaa4547',\n", - " 'alt_geoname_id': 2419059,\n", - " 'geoname_id': 2017370,\n", - " 'lang_code': 'de',\n", - " 'is_preferred_name': True,\n", - " 'is_short_name': False,\n", - " 'is_colloquial': False,\n", - " 'is_historic': False,\n", - " '__v': 0,\n", - " 'name': 'Russland'},\n", - " 'en': {'_id': '5c848dee3e5a333eadaa450c',\n", - " 'alt_geoname_id': 1556487,\n", - " 'geoname_id': 2017370,\n", - " 'lang_code': 'en',\n", - " 'is_preferred_name': True,\n", - " 'is_short_name': True,\n", - " 'is_colloquial': False,\n", - " 'is_historic': False,\n", - " '__v': 0,\n", - " 'name': 'Russia'},\n", - " 'es': {'_id': '5c848dee3e5a333eadaa450e',\n", - " 'alt_geoname_id': 1556489,\n", - " 'geoname_id': 2017370,\n", - " 'lang_code': 'es',\n", - " 'is_preferred_name': True,\n", - " 'is_short_name': True,\n", - " 'is_colloquial': False,\n", - " 'is_historic': False,\n", - " '__v': 0,\n", - " 'name': 'Rusia'},\n", - " 'fr': {'_id': '5c848dee3e5a333eadaa4514',\n", - " 'alt_geoname_id': 1556495,\n", - " 'geoname_id': 2017370,\n", - " 'lang_code': 'fr',\n", - " 'is_preferred_name': False,\n", - " 'is_short_name': False,\n", - " 'is_colloquial': False,\n", - " 'is_historic': False,\n", - " '__v': 0,\n", - " 'name': 'Russie'},\n", - " 'it': {'_id': '5c848dee3e5a333eadaa454c',\n", - " 'alt_geoname_id': 2419064,\n", - " 'geoname_id': 2017370,\n", - " 'lang_code': 'it',\n", - " 'is_preferred_name': True,\n", - " 'is_short_name': False,\n", - " 'is_colloquial': False,\n", - " 'is_historic': False,\n", - " '__v': 0,\n", - " 'name': 'Russia'},\n", - " 'nl': {'_id': '5c848dee3e5a333eadaa454f',\n", - " 'alt_geoname_id': 2419067,\n", - " 'geoname_id': 2017370,\n", - " 'lang_code': 'nl',\n", - " 'is_preferred_name': True,\n", - " 'is_short_name': False,\n", - " 'is_colloquial': False,\n", - " 'is_historic': False,\n", - " '__v': 0,\n", - " 'name': 'Rusland'},\n", - " 'pt': {'_id': '5c848dee3e5a333eadaa452e',\n", - " 'alt_geoname_id': 1556521,\n", - " 'geoname_id': 2017370,\n", - " 'lang_code': 'pt',\n", - " 'is_preferred_name': False,\n", - " 'is_short_name': False,\n", - " 'is_colloquial': False,\n", - " 'is_historic': False,\n", - " '__v': 0,\n", - " 'name': 'Rússia'},\n", - " 'ru': {'_id': '5c848dee3e5a333eadaa4530',\n", - " 'alt_geoname_id': 1556523,\n", - " 'geoname_id': 2017370,\n", - " 'lang_code': 'ru',\n", - " 'is_preferred_name': True,\n", - " 'is_short_name': True,\n", - " 'is_colloquial': False,\n", - " 'is_historic': False,\n", - " '__v': 0,\n", - " 'name': 'РоÑÑиÑ'},\n", - " 'uk': {'_id': '5c848dee3e5a333eadaa4556',\n", - " 'alt_geoname_id': 2419074,\n", - " 'geoname_id': 2017370,\n", - " 'lang_code': 'uk',\n", - " 'is_preferred_name': True,\n", - " 'is_short_name': False,\n", - " 'is_colloquial': False,\n", - " 'is_historic': False,\n", - " '__v': 0,\n", - " 'name': 'РоÑійÑька ФедераціÑ'}},\n", - " 'id': '5c883341232cdab94da82765'},\n", - " 'divisionGeoname': {'_id': '5c88333b232cdab94da5fb00',\n", - " 'geoname_id': 524304,\n", - " 'name': 'Murmanskaya Oblast’',\n", - " 'latitude': 68,\n", - " 'longitude': 34,\n", - " 'feature_code': 'ADM1',\n", - " 'country_code': 'RU',\n", - " 'admin1_code': '49',\n", - " 'center': [68, 34],\n", - " 'alt_names': {'de': {'_id': '5c848bae3e5a333eada3646d',\n", - " 'alt_geoname_id': 13287290,\n", - " 'geoname_id': 524304,\n", - " 'lang_code': 'de',\n", - " 'is_preferred_name': False,\n", - " 'is_short_name': True,\n", - " 'is_colloquial': False,\n", - " 'is_historic': False,\n", - " '__v': 0,\n", - " 'name': 'Murmansk'},\n", - " 'en': {'_id': '5c848bae3e5a333eada36468',\n", - " 'alt_geoname_id': 5463404,\n", - " 'geoname_id': 524304,\n", - " 'lang_code': 'en',\n", - " 'is_preferred_name': False,\n", - " 'is_short_name': True,\n", - " 'is_colloquial': False,\n", - " 'is_historic': False,\n", - " '__v': 0,\n", - " 'name': 'Murmansk'},\n", - " 'fr': {'_id': '5c848bae3e5a333eada3646b',\n", - " 'alt_geoname_id': 11761698,\n", - " 'geoname_id': 524304,\n", - " 'lang_code': 'fr',\n", - " 'is_preferred_name': False,\n", - " 'is_short_name': False,\n", - " 'is_colloquial': False,\n", - " 'is_historic': False,\n", - " '__v': 0,\n", - " 'name': 'Oblast de Mourmansk'},\n", - " 'it': {'_id': '5c848bae3e5a333eada36452',\n", - " 'alt_geoname_id': 1986257,\n", - " 'geoname_id': 524304,\n", - " 'lang_code': 'it',\n", - " 'is_preferred_name': False,\n", - " 'is_short_name': False,\n", - " 'is_colloquial': False,\n", - " 'is_historic': False,\n", - " '__v': 0,\n", - " 'name': \"Oblast' di Murmansk\"},\n", - " 'nl': {'_id': '5c848bae3e5a333eada36455',\n", - " 'alt_geoname_id': 1986260,\n", - " 'geoname_id': 524304,\n", - " 'lang_code': 'nl',\n", - " 'is_preferred_name': False,\n", - " 'is_short_name': False,\n", - " 'is_colloquial': False,\n", - " 'is_historic': False,\n", - " '__v': 0,\n", - " 'name': 'Oblast Moermansk'},\n", - " 'pt': {'_id': '5c848bae3e5a333eada36459',\n", - " 'alt_geoname_id': 1986264,\n", - " 'geoname_id': 524304,\n", - " 'lang_code': 'pt',\n", - " 'is_preferred_name': False,\n", - " 'is_short_name': False,\n", - " 'is_colloquial': False,\n", - " 'is_historic': False,\n", - " '__v': 0,\n", - " 'name': 'Oblast de Murmansk'},\n", - " 'ru': {'_id': '5c848bae3e5a333eada3645c',\n", - " 'alt_geoname_id': 1986267,\n", - " 'geoname_id': 524304,\n", - " 'lang_code': 'ru',\n", - " 'is_preferred_name': True,\n", - " 'is_short_name': False,\n", - " 'is_colloquial': False,\n", - " 'is_historic': False,\n", - " '__v': 0,\n", - " 'name': 'МурманÑÐºÐ°Ñ Ð¾Ð±Ð»Ð°Ñть'}},\n", - " 'id': '5c88333b232cdab94da5fb00'},\n", - " 'cityGeoname': {'_id': '5c88333b232cdab94da5fb01',\n", - " 'geoname_id': 524305,\n", - " 'name': 'Murmansk',\n", - " 'latitude': 68.97917,\n", - " 'longitude': 33.09251,\n", - " 'feature_code': 'PPLA',\n", - " 'country_code': 'RU',\n", - " 'admin1_code': '49',\n", - " 'center': [68.97917, 33.09251],\n", - " 'alt_names': {'de': {'_id': '5c848bae3e5a333eada36470',\n", - " 'alt_geoname_id': 1603034,\n", - " 'geoname_id': 524305,\n", - " 'lang_code': 'de',\n", - " 'is_preferred_name': False,\n", - " 'is_short_name': False,\n", - " 'is_colloquial': False,\n", - " 'is_historic': False,\n", - " '__v': 0,\n", - " 'name': 'Murmansk'},\n", - " 'en': {'_id': '5c848bae3e5a333eada364a6',\n", - " 'alt_geoname_id': 13358809,\n", - " 'geoname_id': 524305,\n", - " 'lang_code': 'en',\n", - " 'is_preferred_name': False,\n", - " 'is_short_name': False,\n", - " 'is_colloquial': False,\n", - " 'is_historic': True,\n", - " '__v': 0,\n", - " 'name': 'Romanov'},\n", - " 'es': {'_id': '5c848bae3e5a333eada36472',\n", - " 'alt_geoname_id': 1603036,\n", - " 'geoname_id': 524305,\n", - " 'lang_code': 'es',\n", - " 'is_preferred_name': False,\n", - " 'is_short_name': False,\n", - " 'is_colloquial': False,\n", - " 'is_historic': False,\n", - " '__v': 0,\n", - " 'name': 'Múrmansk'},\n", - " 'fr': {'_id': '5c848bae3e5a333eada36477',\n", - " 'alt_geoname_id': 1603041,\n", - " 'geoname_id': 524305,\n", - " 'lang_code': 'fr',\n", - " 'is_preferred_name': False,\n", - " 'is_short_name': False,\n", - " 'is_colloquial': False,\n", - " 'is_historic': False,\n", - " '__v': 0,\n", - " 'name': 'Mourmansk'},\n", - " 'it': {'_id': '5c848bae3e5a333eada36479',\n", - " 'alt_geoname_id': 1603043,\n", - " 'geoname_id': 524305,\n", - " 'lang_code': 'it',\n", - " 'is_preferred_name': False,\n", - " 'is_short_name': False,\n", - " 'is_colloquial': False,\n", - " 'is_historic': False,\n", - " '__v': 0,\n", - " 'name': 'Murmansk'},\n", - " 'nl': {'_id': '5c848bae3e5a333eada3647c',\n", - " 'alt_geoname_id': 1603046,\n", - " 'geoname_id': 524305,\n", - " 'lang_code': 'nl',\n", - " 'is_preferred_name': False,\n", - " 'is_short_name': False,\n", - " 'is_colloquial': False,\n", - " 'is_historic': False,\n", - " '__v': 0,\n", - " 'name': 'Moermansk'},\n", - " 'pt': {'_id': '5c848bae3e5a333eada3648b',\n", - " 'alt_geoname_id': 1898338,\n", - " 'geoname_id': 524305,\n", - " 'lang_code': 'pt',\n", - " 'is_preferred_name': False,\n", - " 'is_short_name': False,\n", - " 'is_colloquial': False,\n", - " 'is_historic': False,\n", - " '__v': 0,\n", - " 'name': 'Murmansk'},\n", - " 'ru': {'_id': '5c848bae3e5a333eada36491',\n", - " 'alt_geoname_id': 6004150,\n", - " 'geoname_id': 524305,\n", - " 'lang_code': 'ru',\n", - " 'is_preferred_name': False,\n", - " 'is_short_name': False,\n", - " 'is_colloquial': False,\n", - " 'is_historic': False,\n", - " '__v': 0,\n", - " 'name': 'МурманÑк'},\n", - " 'uk': {'_id': '5c848bae3e5a333eada3649d',\n", - " 'alt_geoname_id': 8191448,\n", - " 'geoname_id': 524305,\n", - " 'lang_code': 'uk',\n", - " 'is_preferred_name': False,\n", - " 'is_short_name': False,\n", - " 'is_colloquial': False,\n", - " 'is_historic': False,\n", - " '__v': 0,\n", - " 'name': 'МурманÑьк'}},\n", - " 'id': '5c88333b232cdab94da5fb01'},\n", - " 'id': '5fc3c224dcd8580a7973cd8c'}" - ] - }, - "execution_count": 30, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "reports_obj[0]" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.5" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/datasets/Talluri2021/monolith comparison.png b/datasets/Talluri2021/monolith comparison.png Binary files differdeleted file mode 100644 index 3b92c7e..0000000 --- a/datasets/Talluri2021/monolith comparison.png +++ /dev/null diff --git a/datasets/Talluri2021/other notebooks/4.failures from reports.ipynb b/datasets/Talluri2021/other notebooks/4.failures from reports.ipynb deleted file mode 100644 index 45248a6..0000000 --- a/datasets/Talluri2021/other notebooks/4.failures from reports.ipynb +++ /dev/null @@ -1,1920 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import pandas as pd\n", - "from plotnine import *\n", - "import numpy as np" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "or_events = pd.read_parquet('./outage_report_2019-20')" - ] - }, - { - "cell_type": "code", - "execution_count": 104, - "metadata": {}, - "outputs": [], - "source": [ - "filtered_or_events = or_events[(or_events['vendor'] != '') & (or_events['vendor'] != 'overview')].reset_index(drop=True)\n", - "filtered_or_events.loc[filtered_or_events['status_code'] <= 2, 'status_code'] = 0\n", - "filtered_or_events = filtered_or_events.drop_duplicates(subset=['vendor', 'event_time', 'status_code'])\n", - "filtered_or_events = filtered_or_events.groupby(['vendor', 'event_time'])['status_code'].max().reset_index()" - ] - }, - { - "cell_type": "code", - "execution_count": 105, - "metadata": {}, - "outputs": [], - "source": [ - "filtered_or_events['evtime'] = pd.to_datetime(filtered_or_events['event_time'], unit='s')" - ] - }, - { - "cell_type": "code", - "execution_count": 106, - "metadata": {}, - "outputs": [], - "source": [ - "def proper_vendor_names(series):\n", - " return series.str.capitalize().replace(['Apple-servers', 'Facebook-messenger', 'Youtube'], ['Apple', 'FB Msgr', 'YouTube'])\n", - "\n", - "filtered_or_events['vendor_proper'] = proper_vendor_names(filtered_or_events['vendor'])\n", - "\n", - "vendor_list = list(filtered_or_events.groupby('vendor_proper')['status_code'].sum().reset_index().rename(columns={'status_code':'count'}).sort_values('count')['vendor_proper'])\n", - "\n", - "filtered_or_events['vendor_cat'] = pd.Categorical(filtered_or_events['vendor_proper'], ordered=True, categories=vendor_list)" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [], - "source": [ - "facebook_reports = filtered_or_events[filtered_or_events['vendor'] == 'facebook'].reset_index(drop=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [], - "source": [ - "sorted_facebook_reports = facebook_reports.sort_values('event_time').reset_index(drop=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "<div>\n", - "<style scoped>\n", - " .dataframe tbody tr th:only-of-type {\n", - " vertical-align: middle;\n", - " }\n", - "\n", - " .dataframe tbody tr th {\n", - " vertical-align: top;\n", - " }\n", - "\n", - " .dataframe thead th {\n", - " text-align: right;\n", - " }\n", - "</style>\n", - "<table border=\"1\" class=\"dataframe\">\n", - " <thead>\n", - " <tr style=\"text-align: right;\">\n", - " <th></th>\n", - " <th>event_time</th>\n", - " <th>status_code</th>\n", - " <th>vendor</th>\n", - " <th>monitor</th>\n", - " <th>evtime</th>\n", - " <th>vendor_proper</th>\n", - " <th>vendor_cat</th>\n", - " </tr>\n", - " </thead>\n", - " <tbody>\n", - " <tr>\n", - " <th>0</th>\n", - " <td>1.555241e+09</td>\n", - " <td>210.0</td>\n", - " <td>facebook</td>\n", - " <td>Outage Report</td>\n", - " <td>2019-04-14 11:20:00</td>\n", - " <td>Facebook</td>\n", - " <td>Facebook</td>\n", - " </tr>\n", - " <tr>\n", - " <th>1</th>\n", - " <td>1.555242e+09</td>\n", - " <td>299.0</td>\n", - " <td>facebook</td>\n", - " <td>Outage Report</td>\n", - " <td>2019-04-14 11:40:00</td>\n", - " <td>Facebook</td>\n", - " <td>Facebook</td>\n", - " </tr>\n", - " <tr>\n", - " <th>2</th>\n", - " <td>1.555243e+09</td>\n", - " <td>813.0</td>\n", - " <td>facebook</td>\n", - " <td>Outage Report</td>\n", - " <td>2019-04-14 12:00:00</td>\n", - " <td>Facebook</td>\n", - " <td>Facebook</td>\n", - " </tr>\n", - " <tr>\n", - " <th>3</th>\n", - " <td>1.555244e+09</td>\n", - " <td>874.0</td>\n", - " <td>facebook</td>\n", - " <td>Outage Report</td>\n", - " <td>2019-04-14 12:20:00</td>\n", - " <td>Facebook</td>\n", - " <td>Facebook</td>\n", - " </tr>\n", - " <tr>\n", - " <th>4</th>\n", - " <td>1.555246e+09</td>\n", - " <td>891.0</td>\n", - " <td>facebook</td>\n", - " <td>Outage Report</td>\n", - " <td>2019-04-14 12:40:00</td>\n", - " <td>Facebook</td>\n", - " <td>Facebook</td>\n", - " </tr>\n", - " <tr>\n", - " <th>...</th>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " </tr>\n", - " <tr>\n", - " <th>43674</th>\n", - " <td>1.604180e+09</td>\n", - " <td>0.0</td>\n", - " <td>facebook</td>\n", - " <td>Outage Report</td>\n", - " <td>2020-10-31 21:40:00</td>\n", - " <td>Facebook</td>\n", - " <td>Facebook</td>\n", - " </tr>\n", - " <tr>\n", - " <th>43675</th>\n", - " <td>1.604182e+09</td>\n", - " <td>0.0</td>\n", - " <td>facebook</td>\n", - " <td>Outage Report</td>\n", - " <td>2020-10-31 22:00:00</td>\n", - " <td>Facebook</td>\n", - " <td>Facebook</td>\n", - " </tr>\n", - " <tr>\n", - " <th>43676</th>\n", - " <td>1.604183e+09</td>\n", - " <td>0.0</td>\n", - " <td>facebook</td>\n", - " <td>Outage Report</td>\n", - " <td>2020-10-31 22:20:00</td>\n", - " <td>Facebook</td>\n", - " <td>Facebook</td>\n", - " </tr>\n", - " <tr>\n", - " <th>43677</th>\n", - " <td>1.604184e+09</td>\n", - " <td>0.0</td>\n", - " <td>facebook</td>\n", - " <td>Outage Report</td>\n", - " <td>2020-10-31 22:40:00</td>\n", - " <td>Facebook</td>\n", - " <td>Facebook</td>\n", - " </tr>\n", - " <tr>\n", - " <th>43678</th>\n", - " <td>1.604185e+09</td>\n", - " <td>0.0</td>\n", - " <td>facebook</td>\n", - " <td>Outage Report</td>\n", - " <td>2020-10-31 23:00:00</td>\n", - " <td>Facebook</td>\n", - " <td>Facebook</td>\n", - " </tr>\n", - " </tbody>\n", - "</table>\n", - "<p>43679 rows × 7 columns</p>\n", - "</div>" - ], - "text/plain": [ - " event_time status_code vendor monitor evtime \\\n", - "0 1.555241e+09 210.0 facebook Outage Report 2019-04-14 11:20:00 \n", - "1 1.555242e+09 299.0 facebook Outage Report 2019-04-14 11:40:00 \n", - "2 1.555243e+09 813.0 facebook Outage Report 2019-04-14 12:00:00 \n", - "3 1.555244e+09 874.0 facebook Outage Report 2019-04-14 12:20:00 \n", - "4 1.555246e+09 891.0 facebook Outage Report 2019-04-14 12:40:00 \n", - "... ... ... ... ... ... \n", - "43674 1.604180e+09 0.0 facebook Outage Report 2020-10-31 21:40:00 \n", - "43675 1.604182e+09 0.0 facebook Outage Report 2020-10-31 22:00:00 \n", - "43676 1.604183e+09 0.0 facebook Outage Report 2020-10-31 22:20:00 \n", - "43677 1.604184e+09 0.0 facebook Outage Report 2020-10-31 22:40:00 \n", - "43678 1.604185e+09 0.0 facebook Outage Report 2020-10-31 23:00:00 \n", - "\n", - " vendor_proper vendor_cat \n", - "0 Facebook Facebook \n", - "1 Facebook Facebook \n", - "2 Facebook Facebook \n", - "3 Facebook Facebook \n", - "4 Facebook Facebook \n", - "... ... ... \n", - "43674 Facebook Facebook \n", - "43675 Facebook Facebook \n", - "43676 Facebook Facebook \n", - "43677 Facebook Facebook \n", - "43678 Facebook Facebook \n", - "\n", - "[43679 rows x 7 columns]" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "sorted_facebook_reports" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# An event has start, end, peak, median, mean" - ] - }, - { - "cell_type": "code", - "execution_count": 107, - "metadata": {}, - "outputs": [], - "source": [ - "def extract_failures_from_reports(partial_df):\n", - " event_start = None\n", - " prev_event_time = None\n", - " num_reports_list = []\n", - " failure_events = []\n", - " for _, report_event in partial_df.sort_values('event_time').iterrows():\n", - " num_reports = report_event['status_code']\n", - " event_time = report_event['event_time']\n", - "\n", - " if num_reports == 0:\n", - " if event_start is not None:\n", - " failure_events.append({\n", - " 'start_time': event_start,\n", - " 'end_time': prev_event_time,\n", - " 'peak': np.max(num_reports_list),\n", - " 'median': np.median(num_reports_list),\n", - " 'mean': np.mean(num_reports_list)\n", - " })\n", - " event_start = None\n", - " num_reports_list = []\n", - " else:\n", - " if event_start is None:\n", - " event_start = event_time\n", - " \n", - " num_reports_list.append(num_reports)\n", - "\n", - " prev_event_time = event_time\n", - " \n", - " return pd.DataFrame(failure_events)" - ] - }, - { - "cell_type": "code", - "execution_count": 284, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "<div>\n", - "<style scoped>\n", - " .dataframe tbody tr th:only-of-type {\n", - " vertical-align: middle;\n", - " }\n", - "\n", - " .dataframe tbody tr th {\n", - " vertical-align: top;\n", - " }\n", - "\n", - " .dataframe thead th {\n", - " text-align: right;\n", - " }\n", - "</style>\n", - "<table border=\"1\" class=\"dataframe\">\n", - " <thead>\n", - " <tr style=\"text-align: right;\">\n", - " <th></th>\n", - " <th>start_time</th>\n", - " <th>end_time</th>\n", - " <th>peak</th>\n", - " <th>median</th>\n", - " <th>mean</th>\n", - " </tr>\n", - " </thead>\n", - " <tbody>\n", - " <tr>\n", - " <th>2053</th>\n", - " <td>1.564102e+09</td>\n", - " <td>1.564102e+09</td>\n", - " <td>3.0</td>\n", - " <td>3.0</td>\n", - " <td>3.000000</td>\n", - " </tr>\n", - " <tr>\n", - " <th>4601</th>\n", - " <td>1.582679e+09</td>\n", - " <td>1.582679e+09</td>\n", - " <td>3.0</td>\n", - " <td>3.0</td>\n", - " <td>3.000000</td>\n", - " </tr>\n", - " <tr>\n", - " <th>4600</th>\n", - " <td>1.582675e+09</td>\n", - " <td>1.582675e+09</td>\n", - " <td>3.0</td>\n", - " <td>3.0</td>\n", - " <td>3.000000</td>\n", - " </tr>\n", - " <tr>\n", - " <th>2433</th>\n", - " <td>1.565659e+09</td>\n", - " <td>1.565659e+09</td>\n", - " <td>3.0</td>\n", - " <td>3.0</td>\n", - " <td>3.000000</td>\n", - " </tr>\n", - " <tr>\n", - " <th>2434</th>\n", - " <td>1.565664e+09</td>\n", - " <td>1.565664e+09</td>\n", - " <td>3.0</td>\n", - " <td>3.0</td>\n", - " <td>3.000000</td>\n", - " </tr>\n", - " <tr>\n", - " <th>...</th>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " </tr>\n", - " <tr>\n", - " <th>3965</th>\n", - " <td>1.574808e+09</td>\n", - " <td>1.574808e+09</td>\n", - " <td>215.0</td>\n", - " <td>215.0</td>\n", - " <td>215.000000</td>\n", - " </tr>\n", - " <tr>\n", - " <th>3994</th>\n", - " <td>1.574950e+09</td>\n", - " <td>1.574952e+09</td>\n", - " <td>415.0</td>\n", - " <td>322.0</td>\n", - " <td>274.571429</td>\n", - " </tr>\n", - " <tr>\n", - " <th>3996</th>\n", - " <td>1.574958e+09</td>\n", - " <td>1.574964e+09</td>\n", - " <td>550.0</td>\n", - " <td>345.0</td>\n", - " <td>253.454545</td>\n", - " </tr>\n", - " <tr>\n", - " <th>3995</th>\n", - " <td>1.574953e+09</td>\n", - " <td>1.574957e+09</td>\n", - " <td>553.0</td>\n", - " <td>453.0</td>\n", - " <td>463.363636</td>\n", - " </tr>\n", - " <tr>\n", - " <th>402</th>\n", - " <td>1.557258e+09</td>\n", - " <td>1.557259e+09</td>\n", - " <td>952.0</td>\n", - " <td>908.0</td>\n", - " <td>622.666667</td>\n", - " </tr>\n", - " </tbody>\n", - "</table>\n", - "<p>5490 rows × 5 columns</p>\n", - "</div>" - ], - "text/plain": [ - " start_time end_time peak median mean\n", - "2053 1.564102e+09 1.564102e+09 3.0 3.0 3.000000\n", - "4601 1.582679e+09 1.582679e+09 3.0 3.0 3.000000\n", - "4600 1.582675e+09 1.582675e+09 3.0 3.0 3.000000\n", - "2433 1.565659e+09 1.565659e+09 3.0 3.0 3.000000\n", - "2434 1.565664e+09 1.565664e+09 3.0 3.0 3.000000\n", - "... ... ... ... ... ...\n", - "3965 1.574808e+09 1.574808e+09 215.0 215.0 215.000000\n", - "3994 1.574950e+09 1.574952e+09 415.0 322.0 274.571429\n", - "3996 1.574958e+09 1.574964e+09 550.0 345.0 253.454545\n", - "3995 1.574953e+09 1.574957e+09 553.0 453.0 463.363636\n", - "402 1.557258e+09 1.557259e+09 952.0 908.0 622.666667\n", - "\n", - "[5490 rows x 5 columns]" - ] - }, - "execution_count": 284, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Validate this later by plotting both the intervals and direct from reports.\n", - "# To check if the failure creation algorithm is correct\n", - "facebook_failures = extract_failures_from_reports(sorted_facebook_reports)\n", - "facebook_failures.sort_values('median')" - ] - }, - { - "cell_type": "code", - "execution_count": 285, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "<div>\n", - "<style scoped>\n", - " .dataframe tbody tr th:only-of-type {\n", - " vertical-align: middle;\n", - " }\n", - "\n", - " .dataframe tbody tr th {\n", - " vertical-align: top;\n", - " }\n", - "\n", - " .dataframe thead th {\n", - " text-align: right;\n", - " }\n", - "</style>\n", - "<table border=\"1\" class=\"dataframe\">\n", - " <thead>\n", - " <tr style=\"text-align: right;\">\n", - " <th></th>\n", - " <th>start_time</th>\n", - " <th>end_time</th>\n", - " <th>peak</th>\n", - " <th>median</th>\n", - " <th>mean</th>\n", - " </tr>\n", - " </thead>\n", - " <tbody>\n", - " <tr>\n", - " <th>2053</th>\n", - " <td>1564101600</td>\n", - " <td>1564101600</td>\n", - " <td>3.0</td>\n", - " <td>3.0</td>\n", - " <td>3.000000</td>\n", - " </tr>\n", - " <tr>\n", - " <th>4601</th>\n", - " <td>1582678800</td>\n", - " <td>1582678800</td>\n", - " <td>3.0</td>\n", - " <td>3.0</td>\n", - " <td>3.000000</td>\n", - " </tr>\n", - " <tr>\n", - " <th>4600</th>\n", - " <td>1582675200</td>\n", - " <td>1582675200</td>\n", - " <td>3.0</td>\n", - " <td>3.0</td>\n", - " <td>3.000000</td>\n", - " </tr>\n", - " <tr>\n", - " <th>2433</th>\n", - " <td>1565659200</td>\n", - " <td>1565659200</td>\n", - " <td>3.0</td>\n", - " <td>3.0</td>\n", - " <td>3.000000</td>\n", - " </tr>\n", - " <tr>\n", - " <th>2434</th>\n", - " <td>1565664000</td>\n", - " <td>1565664000</td>\n", - " <td>3.0</td>\n", - " <td>3.0</td>\n", - " <td>3.000000</td>\n", - " </tr>\n", - " <tr>\n", - " <th>...</th>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " </tr>\n", - " <tr>\n", - " <th>3965</th>\n", - " <td>1574808000</td>\n", - " <td>1574808000</td>\n", - " <td>215.0</td>\n", - " <td>215.0</td>\n", - " <td>215.000000</td>\n", - " </tr>\n", - " <tr>\n", - " <th>3994</th>\n", - " <td>1574949600</td>\n", - " <td>1574952000</td>\n", - " <td>415.0</td>\n", - " <td>322.0</td>\n", - " <td>274.571429</td>\n", - " </tr>\n", - " <tr>\n", - " <th>3996</th>\n", - " <td>1574958000</td>\n", - " <td>1574964000</td>\n", - " <td>550.0</td>\n", - " <td>345.0</td>\n", - " <td>253.454545</td>\n", - " </tr>\n", - " <tr>\n", - " <th>3995</th>\n", - " <td>1574953200</td>\n", - " <td>1574956800</td>\n", - " <td>553.0</td>\n", - " <td>453.0</td>\n", - " <td>463.363636</td>\n", - " </tr>\n", - " <tr>\n", - " <th>402</th>\n", - " <td>1557258000</td>\n", - " <td>1557259200</td>\n", - " <td>952.0</td>\n", - " <td>908.0</td>\n", - " <td>622.666667</td>\n", - " </tr>\n", - " </tbody>\n", - "</table>\n", - "<p>5490 rows × 5 columns</p>\n", - "</div>" - ], - "text/plain": [ - " start_time end_time peak median mean\n", - "2053 1564101600 1564101600 3.0 3.0 3.000000\n", - "4601 1582678800 1582678800 3.0 3.0 3.000000\n", - "4600 1582675200 1582675200 3.0 3.0 3.000000\n", - "2433 1565659200 1565659200 3.0 3.0 3.000000\n", - "2434 1565664000 1565664000 3.0 3.0 3.000000\n", - "... ... ... ... ... ...\n", - "3965 1574808000 1574808000 215.0 215.0 215.000000\n", - "3994 1574949600 1574952000 415.0 322.0 274.571429\n", - "3996 1574958000 1574964000 550.0 345.0 253.454545\n", - "3995 1574953200 1574956800 553.0 453.0 463.363636\n", - "402 1557258000 1557259200 952.0 908.0 622.666667\n", - "\n", - "[5490 rows x 5 columns]" - ] - }, - "execution_count": 285, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "facebook_failures['start_time'] = facebook_failures['start_time'].astype(np.int64)\n", - "facebook_failures['end_time'] = facebook_failures['end_time'].astype(np.int64)\n", - "facebook_failures.sort_values('median')" - ] - }, - { - "cell_type": "code", - "execution_count": 109, - "metadata": {}, - "outputs": [], - "source": [ - "failure_df_list = []\n", - "\n", - "for vendor in filtered_or_events['vendor_cat'].unique():\n", - " partial_df = filtered_or_events[filtered_or_events['vendor_cat'] == vendor].reset_index(drop=True)\n", - " \n", - " partial_failure_df = extract_failures_from_reports(partial_df)\n", - " partial_failure_df['vendor_cat'] = vendor\n", - " \n", - " failure_df_list.append(partial_failure_df)\n", - " \n", - "failure_df = pd.concat(failure_df_list)\n", - "failure_df['vendor_cat'] = pd.Categorical(failure_df['vendor_cat'], ordered=True, categories=vendor_list)" - ] - }, - { - "cell_type": "code", - "execution_count": 235, - "metadata": {}, - "outputs": [], - "source": [ - "failure_df['duration'] = failure_df['end_time'] - failure_df['start_time']\n", - "filtered_failure_df = failure_df[failure_df['duration'] >= 0].reset_index(drop=True) # filters 5 events for now\n", - "filtered_failure_df.loc[filtered_failure_df['duration'] == 0, 'duration'] = 1200 # 0 means the event lasted less than 20 minutes. round it up to 20\n", - "filtered_failure_df = filtered_failure_df.reset_index(drop=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 282, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\\begin{tabular}{llrr}\n", - "\\toprule\n", - "{} & vendor\\_proper & count\\_events & count\\_failures \\\\\n", - "\\midrule\n", - "0 & Apple & 811 & 38 \\\\\n", - "1 & Skype & 2103 & 89 \\\\\n", - "2 & Github & 2974 & 68 \\\\\n", - "3 & Gmail & 6227 & 426 \\\\\n", - "4 & FB Msgr & 7948 & 210 \\\\\n", - "5 & Whatsapp & 21235 & 884 \\\\\n", - "6 & Snapchat & 52620 & 2549 \\\\\n", - "7 & Netflix & 59595 & 3388 \\\\\n", - "8 & Facebook & 60375 & 4069 \\\\\n", - "9 & Twitter & 123862 & 2908 \\\\\n", - "10 & YouTube & 132760 & 4219 \\\\\n", - "11 & Instagram & 175702 & 3926 \\\\\n", - "\\bottomrule\n", - "\\end{tabular}\n", - "\n" - ] - } - ], - "source": [ - "event_count_df = filtered_or_events.groupby('vendor_proper')['status_code'].sum().reset_index().rename(columns={'status_code':'count'})\n", - "failure_count_df = filtered_failure_df.groupby('vendor_cat')['duration'].count().reset_index().rename(columns={'duration':'count'}).set_index('vendor_cat')\n", - "\n", - "joined_count_df = event_count_df.join(failure_count_df, on='vendor_proper', lsuffix='_events', rsuffix='_failures')\n", - "joined_count_df['count_events'] = joined_count_df['count_events'].astype(int)\n", - "\n", - "print(joined_count_df.sort_values('count_events').reset_index(drop=True).to_latex(float_format=\"%.2f\"))" - ] - }, - { - "cell_type": "code", - "execution_count": 283, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "646212\n", - "22774\n" - ] - }, - { - "data": { - "text/html": [ - "<div>\n", - "<style scoped>\n", - " .dataframe tbody tr th:only-of-type {\n", - " vertical-align: middle;\n", - " }\n", - "\n", - " .dataframe tbody tr th {\n", - " vertical-align: top;\n", - " }\n", - "\n", - " .dataframe thead th {\n", - " text-align: right;\n", - " }\n", - "</style>\n", - "<table border=\"1\" class=\"dataframe\">\n", - " <thead>\n", - " <tr style=\"text-align: right;\">\n", - " <th></th>\n", - " <th>count</th>\n", - " </tr>\n", - " <tr>\n", - " <th>vendor_cat</th>\n", - " <th></th>\n", - " </tr>\n", - " </thead>\n", - " <tbody>\n", - " <tr>\n", - " <th>Apple</th>\n", - " <td>38</td>\n", - " </tr>\n", - " <tr>\n", - " <th>Github</th>\n", - " <td>68</td>\n", - " </tr>\n", - " <tr>\n", - " <th>Skype</th>\n", - " <td>89</td>\n", - " </tr>\n", - " <tr>\n", - " <th>FB Msgr</th>\n", - " <td>210</td>\n", - " </tr>\n", - " <tr>\n", - " <th>Gmail</th>\n", - " <td>426</td>\n", - " </tr>\n", - " <tr>\n", - " <th>Whatsapp</th>\n", - " <td>884</td>\n", - " </tr>\n", - " <tr>\n", - " <th>Snapchat</th>\n", - " <td>2549</td>\n", - " </tr>\n", - " <tr>\n", - " <th>Twitter</th>\n", - " <td>2908</td>\n", - " </tr>\n", - " <tr>\n", - " <th>Netflix</th>\n", - " <td>3388</td>\n", - " </tr>\n", - " <tr>\n", - " <th>Instagram</th>\n", - " <td>3926</td>\n", - " </tr>\n", - " <tr>\n", - " <th>Facebook</th>\n", - " <td>4069</td>\n", - " </tr>\n", - " <tr>\n", - " <th>YouTube</th>\n", - " <td>4219</td>\n", - " </tr>\n", - " </tbody>\n", - "</table>\n", - "</div>" - ], - "text/plain": [ - " count\n", - "vendor_cat \n", - "Apple 38\n", - "Github 68\n", - "Skype 89\n", - "FB Msgr 210\n", - "Gmail 426\n", - "Whatsapp 884\n", - "Snapchat 2549\n", - "Twitter 2908\n", - "Netflix 3388\n", - "Instagram 3926\n", - "Facebook 4069\n", - "YouTube 4219" - ] - }, - "execution_count": 283, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "print(joined_count_df['count_events'].sum())\n", - "print(joined_count_df['count_failures'].sum())\n", - "failure_count_df.sort_values('count')" - ] - }, - { - "cell_type": "code", - "execution_count": 292, - "metadata": {}, - "outputs": [], - "source": [ - "# Compute all CDFs\n", - "\n", - "def compute_cdf(partial_df, variate):\n", - " count_df = partial_df.groupby(variate)['start_time'].count().reset_index().rename(columns={'start_time':'count'}).sort_values(variate).reset_index(drop=True)\n", - " count_df['prop'] = count_df['count'] / count_df['count'].sum()\n", - " count_df['cdf'] = count_df['prop'].cumsum()\n", - " return count_df\n", - "\n", - "duration_cdf_df_list = []\n", - "peak_cdf_df_list = []\n", - "median_cdf_df_list = []\n", - "mean_cdf_df_list = []\n", - "ia_cdf_df_list = []\n", - "ia_count_df_list = []\n", - "\n", - "for vendor in filtered_failure_df['vendor_cat'].unique():\n", - " partial_df = filtered_failure_df[filtered_failure_df['vendor_cat'] == vendor].reset_index(drop=True)\n", - " \n", - " partial_duration_cdf_df = compute_cdf(partial_df, 'duration')\n", - " partial_duration_cdf_df['vendor_cat'] = vendor\n", - " duration_cdf_df_list.append(partial_duration_cdf_df)\n", - " \n", - " partial_peak_cdf_df = compute_cdf(partial_df, 'peak')\n", - " partial_peak_cdf_df['vendor_cat'] = vendor\n", - " peak_cdf_df_list.append(partial_peak_cdf_df)\n", - " \n", - " partial_median_cdf_df = compute_cdf(partial_df, 'median')\n", - " partial_median_cdf_df['vendor_cat'] = vendor\n", - " median_cdf_df_list.append(partial_median_cdf_df)\n", - " \n", - " partial_mean_cdf_df = compute_cdf(partial_df, 'mean')\n", - " partial_mean_cdf_df['vendor_cat'] = vendor\n", - " mean_cdf_df_list.append(partial_mean_cdf_df)\n", - " \n", - " # Compute interarrival time\n", - " sorted_partial_df = partial_df.sort_values('start_time').reset_index(drop=True)\n", - " ia_arr = sorted_partial_df['start_time'].values - np.roll(sorted_partial_df['start_time'].values, 1)\n", - " partial_ia_df = pd.DataFrame({'ia': ia_arr[1:], 'count':1})\n", - " partial_ia_df['vendor_cat'] = vendor\n", - " ia_count_df = partial_ia_df.groupby('ia')['count'].count().reset_index()\n", - " ia_count_df['prop'] = ia_count_df['count'] / ia_count_df['count'].sum()\n", - " ia_count_df['cdf'] = ia_count_df['prop'].cumsum()\n", - " ia_count_df['vendor_cat'] = vendor\n", - " ia_count_df_list.append(partial_ia_df)\n", - " ia_cdf_df_list.append(ia_count_df)\n", - " \n", - "duration_cdf_df = pd.concat(duration_cdf_df_list).reset_index(drop=True)\n", - "duration_cdf_df['vendor_cat'] = pd.Categorical(duration_cdf_df['vendor_cat'], ordered=True, categories=vendor_list)\n", - "\n", - "peak_cdf_df = pd.concat(peak_cdf_df_list).reset_index(drop=True)\n", - "peak_cdf_df['vendor_cat'] = pd.Categorical(peak_cdf_df['vendor_cat'], ordered=True, categories=vendor_list)\n", - "\n", - "median_cdf_df = pd.concat(median_cdf_df_list).reset_index(drop=True)\n", - "median_cdf_df['vendor_cat'] = pd.Categorical(median_cdf_df['vendor_cat'], ordered=True, categories=vendor_list)\n", - "\n", - "mean_cdf_df = pd.concat(mean_cdf_df_list).reset_index(drop=True)\n", - "mean_cdf_df['vendor_cat'] = pd.Categorical(mean_cdf_df['vendor_cat'], ordered=True, categories=vendor_list)\n", - "\n", - "ia_cdf_df = pd.concat(ia_cdf_df_list).reset_index(drop=True)\n", - "ia_cdf_df['vendor_cat'] = pd.Categorical(ia_cdf_df['vendor_cat'], ordered=True, categories=vendor_list)\n", - "\n", - "ia_count_df = pd.concat(ia_count_df_list).reset_index(drop=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 260, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "<div>\n", - "<style scoped>\n", - " .dataframe tbody tr th:only-of-type {\n", - " vertical-align: middle;\n", - " }\n", - "\n", - " .dataframe tbody tr th {\n", - " vertical-align: top;\n", - " }\n", - "\n", - " .dataframe thead th {\n", - " text-align: right;\n", - " }\n", - "</style>\n", - "<table border=\"1\" class=\"dataframe\">\n", - " <thead>\n", - " <tr style=\"text-align: right;\">\n", - " <th></th>\n", - " <th>vendor_cat</th>\n", - " <th>duration</th>\n", - " </tr>\n", - " </thead>\n", - " <tbody>\n", - " <tr>\n", - " <th>2</th>\n", - " <td>Github</td>\n", - " <td>7200.0</td>\n", - " </tr>\n", - " <tr>\n", - " <th>0</th>\n", - " <td>Apple</td>\n", - " <td>10800.0</td>\n", - " </tr>\n", - " <tr>\n", - " <th>3</th>\n", - " <td>Gmail</td>\n", - " <td>21600.0</td>\n", - " </tr>\n", - " <tr>\n", - " <th>1</th>\n", - " <td>Skype</td>\n", - " <td>22800.0</td>\n", - " </tr>\n", - " <tr>\n", - " <th>4</th>\n", - " <td>FB Msgr</td>\n", - " <td>30000.0</td>\n", - " </tr>\n", - " <tr>\n", - " <th>5</th>\n", - " <td>Whatsapp</td>\n", - " <td>40800.0</td>\n", - " </tr>\n", - " <tr>\n", - " <th>8</th>\n", - " <td>Facebook</td>\n", - " <td>75600.0</td>\n", - " </tr>\n", - " <tr>\n", - " <th>6</th>\n", - " <td>Snapchat</td>\n", - " <td>108000.0</td>\n", - " </tr>\n", - " <tr>\n", - " <th>7</th>\n", - " <td>Netflix</td>\n", - " <td>117600.0</td>\n", - " </tr>\n", - " <tr>\n", - " <th>10</th>\n", - " <td>YouTube</td>\n", - " <td>146400.0</td>\n", - " </tr>\n", - " <tr>\n", - " <th>11</th>\n", - " <td>Instagram</td>\n", - " <td>171600.0</td>\n", - " </tr>\n", - " <tr>\n", - " <th>9</th>\n", - " <td>Twitter</td>\n", - " <td>238800.0</td>\n", - " </tr>\n", - " </tbody>\n", - "</table>\n", - "</div>" - ], - "text/plain": [ - " vendor_cat duration\n", - "2 Github 7200.0\n", - "0 Apple 10800.0\n", - "3 Gmail 21600.0\n", - "1 Skype 22800.0\n", - "4 FB Msgr 30000.0\n", - "5 Whatsapp 40800.0\n", - "8 Facebook 75600.0\n", - "6 Snapchat 108000.0\n", - "7 Netflix 117600.0\n", - "10 YouTube 146400.0\n", - "11 Instagram 171600.0\n", - "9 Twitter 238800.0" - ] - }, - "execution_count": 260, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "duration_cdf_df.groupby('vendor_cat')['duration'].max().reset_index().sort_values('duration')" - ] - }, - { - "cell_type": "code", - "execution_count": 279, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "<div>\n", - "<style scoped>\n", - " .dataframe tbody tr th:only-of-type {\n", - " vertical-align: middle;\n", - " }\n", - "\n", - " .dataframe tbody tr th {\n", - " vertical-align: top;\n", - " }\n", - "\n", - " .dataframe thead th {\n", - " text-align: right;\n", - " }\n", - "</style>\n", - "<table border=\"1\" class=\"dataframe\">\n", - " <thead>\n", - " <tr style=\"text-align: right;\">\n", - " <th></th>\n", - " <th>vendor_cat</th>\n", - " <th>level_1</th>\n", - " <th>duration</th>\n", - " </tr>\n", - " </thead>\n", - " <tbody>\n", - " <tr>\n", - " <th>3</th>\n", - " <td>Gmail</td>\n", - " <td>0.96</td>\n", - " <td>2400.0</td>\n", - " </tr>\n", - " <tr>\n", - " <th>5</th>\n", - " <td>Whatsapp</td>\n", - " <td>0.96</td>\n", - " <td>2400.0</td>\n", - " </tr>\n", - " <tr>\n", - " <th>6</th>\n", - " <td>Snapchat</td>\n", - " <td>0.96</td>\n", - " <td>4800.0</td>\n", - 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} - ], - "source": [ - "ia_count_df.groupby('vendor_cat')['ia'].quantile([0.75]).reset_index().sort_values('ia')" - ] - }, - { - "cell_type": "code", - "execution_count": 242, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:727: PlotnineWarning: Saving 14 x 3 in image.\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:730: PlotnineWarning: Filename: plots/failure_duration_ia_cdf.pdf\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/geoms/geom_path.py:81: PlotnineWarning: geom_path: Each group consist of only one observation. Do you need to adjust the group aesthetic?\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/geoms/geom_path.py:81: PlotnineWarning: geom_path: Each group consist of only one observation. Do you need to adjust the group aesthetic?\n" - ] - }, - { - "data": { - "image/png": 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- "text/plain": [ - "<Figure size 1400x300 with 12 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "<ggplot: (311683578)>" - ] - }, - "execution_count": 242, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "dummy_df = duration_cdf_df.loc[:1, :].copy()\n", - "dummy_df.loc[0, 'dummy'] = '0'\n", - "dummy_df.loc[1, 'dummy'] = '1'\n", - "\n", - "marker_df = pd.DataFrame({\n", - " 'sec': [60*60, 60*60*4, 60*60*24, 60*60*24*4],\n", - " 'y': [1, 1, 1, 1],\n", - " 'text': ['1 hour', '4 hours', '1 day', '4 days']\n", - "})\n", - "\n", - "plt = ggplot(median_cdf_df) +\\\n", - " geom_line(aes(x='duration', y='cdf'), data=duration_cdf_df, color='black') +\\\n", - " geom_line(aes(x='ia', y='cdf'), data=ia_cdf_df, color='#0280c9') +\\\n", - " geom_line(aes(x='duration', y='cdf', color='dummy'), data=dummy_df) +\\\n", - " scale_x_log10(breaks=[1000, 10000, 100000, 1000000], labels=lambda l: list(map(lambda x: '$10^{}$'.format(int(np.log10(x))), l))) +\\\n", - " geom_vline(aes(xintercept='sec'), data=marker_df, linetype='--') +\\\n", - " facet_wrap(facets='vendor_cat', nrow=2) +\\\n", - " ylab('ECDF') +\\\n", - " xlab('Time (in seconds)') +\\\n", - " scale_color_manual(['black', '#0280c9'], labels=['Duration', 'Interarrival time']) +\\\n", - " guides(color=guide_legend(title='')) +\\\n", - " theme_classic(base_size=12, base_family='sans-serif') +\\\n", - " theme(figure_size=(14, 3),\n", - " axis_text_y=element_text(margin={'r': 5}),\n", - " panel_grid_major_x=element_line(size=0.7, color=\"gainsboro\"),\n", - " text=element_text(size=12),\n", - " legend_box_spacing=0.01,\n", - " legend_box_margin=0,\n", - " legend_margin=0,\n", - " legend_key=element_blank(),\n", - " legend_entry_spacing=5,\n", - " legend_background=element_rect(fill=(0,0,0,0), color=(0,0,0,0)),\n", - " legend_position='top')\n", - "\n", - "plt.save('plots/failure_duration_ia_cdf.pdf', limitsize=None)\n", - "plt" - ] - }, - { - "cell_type": "code", - "execution_count": 243, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:727: PlotnineWarning: Saving 14 x 3 in image.\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:730: PlotnineWarning: Filename: plots/failure_mean_peak_cdf.pdf\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/geoms/geom_path.py:75: PlotnineWarning: geom_path: Removed 1 rows containing missing values.\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/geoms/geom_path.py:81: PlotnineWarning: geom_path: Each group consist of only one observation. Do you need to adjust the group aesthetic?\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/geoms/geom_path.py:75: PlotnineWarning: geom_path: Removed 1 rows containing missing values.\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/geoms/geom_path.py:81: PlotnineWarning: geom_path: Each group consist of only one observation. Do you need to adjust the group aesthetic?\n" - ] - }, - { - "data": { - "image/png": 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- "text/plain": [ - "<Figure size 1400x300 with 12 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "<ggplot: (314657497)>" - ] - }, - "execution_count": 243, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "dummy_df = mean_cdf_df.loc[:1, :].copy()\n", - "dummy_df.loc[0, 'dummy'] = '0'\n", - "dummy_df.loc[1, 'dummy'] = '1'\n", - "\n", - "plt = ggplot(median_cdf_df) +\\\n", - " geom_line(aes(x='mean', y='cdf'), data=mean_cdf_df, color='black') +\\\n", - " geom_line(aes(x='peak', y='cdf'), data=peak_cdf_df, color='#0280c9') +\\\n", - " geom_line(aes(x='mean', y='cdf', color='dummy'), data=dummy_df) +\\\n", - " scale_x_log10() +\\\n", - " scale_y_continuous(limits=[0, 1]) +\\\n", - " facet_wrap(facets='vendor_cat', nrow=2) +\\\n", - " ylab('ECDF') +\\\n", - " xlab('Number of reports') +\\\n", - " scale_color_manual(['black', '#0280c9'], labels=['Mean number of reports of failure', 'Peak number of reports of failure']) +\\\n", - " guides(color=guide_legend(title='')) +\\\n", - " theme_classic(base_size=12, base_family='sans-serif') +\\\n", - " theme(figure_size=(14, 3),\n", - " axis_text_y=element_text(margin={'r': 5}),\n", - " panel_grid_major_x=element_line(size=0.7, color=\"gainsboro\"),\n", - " text=element_text(size=12),\n", - " legend_box_spacing=0.01,\n", - " legend_box_margin=0,\n", - " legend_margin=0,\n", - " legend_key=element_blank(),\n", - " legend_entry_spacing=5,\n", - " legend_background=element_rect(fill=(0,0,0,0), color=(0,0,0,0)),\n", - " legend_position='top')\n", - "\n", - "plt.save('plots/failure_mean_peak_cdf.pdf', limitsize=None)\n", - "plt" - ] - }, - { - "cell_type": "code", - "execution_count": 246, - "metadata": {}, - "outputs": [], - "source": [ - "filtered_failure_df['parsed_start_time'] = pd.to_datetime(filtered_failure_df['start_time'], unit='s')\n", - "precovid_failure_df = filtered_failure_df[(filtered_failure_df['parsed_start_time'].dt.year == 2019)\n", - " & (filtered_failure_df['parsed_start_time'].dt.month >= 4)\n", - " & (filtered_failure_df['parsed_start_time'].dt.month <= 8)].reset_index(drop=True)\n", - "covid_failure_df = filtered_failure_df[(filtered_failure_df['parsed_start_time'].dt.year == 2020)\n", - " & (filtered_failure_df['parsed_start_time'].dt.month >= 4)\n", - " & (filtered_failure_df['parsed_start_time'].dt.month <= 8)].reset_index(drop=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 247, - "metadata": {}, - "outputs": [], - "source": [ - "def compute_ia(partial_df):\n", - " sorted_partial_df = partial_df.sort_values('start_time').reset_index(drop=True)\n", - " ia_arr = sorted_partial_df['start_time'].values - np.roll(sorted_partial_df['start_time'].values, 1)\n", - " partial_ia_df = pd.DataFrame({'ia': ia_arr[1:], 'count':1, 'vendor_cat': partial_df.loc[0, 'vendor_cat']})\n", - " return partial_ia_df\n", - "\n", - "precovid_ia_partial_df_list = []\n", - "covid_ia_partial_df_list = []\n", - "\n", - "for vendor in precovid_failure_df['vendor_cat'].unique():\n", - " precovid_partial_df = precovid_failure_df[precovid_failure_df['vendor_cat'] == vendor].reset_index(drop=True)\n", - " covid_partial_df = covid_failure_df[covid_failure_df['vendor_cat'] == vendor].reset_index(drop=True)\n", - " \n", - " # Compute interarrival time\n", - " precovid_ia = compute_ia(precovid_partial_df)\n", - " covid_ia = compute_ia(covid_partial_df)\n", - " \n", - " precovid_ia_partial_df_list.append(precovid_ia)\n", - " covid_ia_partial_df_list.append(covid_ia)\n", - "\n", - "precovid_ia_df = pd.concat(precovid_ia_partial_df_list)\n", - "covid_ia_df = pd.concat(covid_ia_partial_df_list)" - ] - }, - { - "cell_type": "code", - "execution_count": 249, - "metadata": {}, - "outputs": [], - "source": [ - "precovid_ia_quantiles = precovid_ia_df.groupby('vendor_cat')['ia'].quantile([0.50, 0.95]).reset_index().sort_values('ia').pivot(index='vendor_cat', columns='level_1')\n", - "covid_ia_quantiles = covid_ia_df.groupby('vendor_cat')['ia'].quantile([0.50, 0.95]).reset_index().sort_values('ia').pivot(index='vendor_cat', columns='level_1')\n", - "# precovid_ia_quantiles" - ] - }, - { - "cell_type": "code", - "execution_count": 250, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "<div>\n", - "<style scoped>\n", - " .dataframe tbody tr th:only-of-type {\n", - " vertical-align: middle;\n", - " }\n", - "\n", - " .dataframe tbody tr th {\n", - " vertical-align: top;\n", - " }\n", - "\n", - " .dataframe thead tr th {\n", - " text-align: left;\n", - " }\n", - "\n", - " .dataframe thead tr:last-of-type th {\n", - " text-align: right;\n", - " }\n", - "</style>\n", - "<table border=\"1\" class=\"dataframe\">\n", - " <thead>\n", - " <tr>\n", - " <th></th>\n", - " <th colspan=\"2\" halign=\"left\">duration</th>\n", - " <th colspan=\"2\" halign=\"left\">ia</th>\n", - " <th colspan=\"2\" halign=\"left\">duration_covid</th>\n", - " <th colspan=\"2\" halign=\"left\">ia_covid</th>\n", - " </tr>\n", - " <tr>\n", - " <th>level_1</th>\n", - " <th>0.50</th>\n", - " <th>0.95</th>\n", - " <th>0.50</th>\n", - " <th>0.95</th>\n", - " <th>0.50</th>\n", - " <th>0.95</th>\n", - " <th>0.50</th>\n", - " <th>0.95</th>\n", - " </tr>\n", - " <tr>\n", - " <th>vendor_cat</th>\n", - " <th></th>\n", - " <th></th>\n", - " <th></th>\n", - " <th></th>\n", - " <th></th>\n", - " <th></th>\n", - " <th></th>\n", - " <th></th>\n", - " </tr>\n", - " </thead>\n", - " <tbody>\n", - " <tr>\n", - " <th>Apple</th>\n", - " <td>0.333333</td>\n", - " <td>2.500000</td>\n", - " <td>98.000000</td>\n", - " <td>560.033333</td>\n", - " <td>0.500000</td>\n", - " <td>0.650000</td>\n", - " <td>899.666667</td>\n", - " <td>899.666667</td>\n", - " </tr>\n", - " <tr>\n", - " <th>Skype</th>\n", - " <td>0.333333</td>\n", - " <td>4.633333</td>\n", - " <td>99.333333</td>\n", - " <td>416.800000</td>\n", - " <td>0.333333</td>\n", - " <td>1.483333</td>\n", - " <td>178.666667</td>\n", - " <td>1070.333333</td>\n", - " </tr>\n", - " <tr>\n", - " <th>Github</th>\n", - " <td>0.333333</td>\n", - " <td>1.000000</td>\n", - " <td>60.666667</td>\n", - " <td>308.600000</td>\n", - " <td>1.000000</td>\n", - " <td>1.666667</td>\n", - " <td>158.333333</td>\n", - " <td>646.066667</td>\n", - " </tr>\n", - " <tr>\n", - " <th>Gmail</th>\n", - " <td>0.333333</td>\n", - " <td>0.666667</td>\n", - " <td>5.000000</td>\n", - " <td>62.333333</td>\n", - " <td>0.333333</td>\n", - " <td>2.000000</td>\n", - " <td>26.666667</td>\n", - " <td>583.733333</td>\n", - " </tr>\n", - " <tr>\n", - " <th>FB Msgr</th>\n", - " <td>0.333333</td>\n", - " <td>1.200000</td>\n", - " <td>5.666667</td>\n", - " <td>186.200000</td>\n", - " <td>0.333333</td>\n", - " <td>0.533333</td>\n", - " <td>11.000000</td>\n", - " <td>221.350000</td>\n", - " </tr>\n", - " <tr>\n", - " <th>Whatsapp</th>\n", - " <td>0.333333</td>\n", - " <td>0.666667</td>\n", - " <td>4.333333</td>\n", - " <td>26.200000</td>\n", - " <td>0.333333</td>\n", - " <td>0.666667</td>\n", - " <td>11.166667</td>\n", - " <td>376.150000</td>\n", - " </tr>\n", - " <tr>\n", - " <th>Snapchat</th>\n", - " <td>0.333333</td>\n", - " <td>1.333333</td>\n", - " <td>1.333333</td>\n", - " <td>6.666667</td>\n", - " <td>0.333333</td>\n", - " <td>1.333333</td>\n", - " <td>1.666667</td>\n", - " <td>126.500000</td>\n", - " </tr>\n", - " <tr>\n", - " <th>Netflix</th>\n", - " <td>0.333333</td>\n", - " <td>3.416667</td>\n", - " <td>1.333333</td>\n", - " <td>8.333333</td>\n", - " <td>0.333333</td>\n", - " <td>2.766667</td>\n", - " <td>2.000000</td>\n", - " <td>65.916667</td>\n", - " </tr>\n", - " <tr>\n", - " <th>Facebook</th>\n", - " <td>0.333333</td>\n", - " <td>2.000000</td>\n", - " <td>1.333333</td>\n", - " <td>5.000000</td>\n", - " <td>0.333333</td>\n", - " <td>1.266667</td>\n", - " <td>1.666667</td>\n", - " <td>69.566667</td>\n", - " </tr>\n", - " <tr>\n", - " <th>Twitter</th>\n", - " <td>0.666667</td>\n", - " <td>5.666667</td>\n", - " <td>1.666667</td>\n", - " <td>10.666667</td>\n", - " <td>0.333333</td>\n", - " <td>7.866667</td>\n", - " <td>5.000000</td>\n", - " <td>92.550000</td>\n", - " </tr>\n", - " <tr>\n", - " <th>YouTube</th>\n", - " <td>0.333333</td>\n", - " <td>2.333333</td>\n", - " <td>1.333333</td>\n", - " <td>6.333333</td>\n", - " <td>0.333333</td>\n", - " <td>1.666667</td>\n", - " <td>2.000000</td>\n", - " <td>44.700000</td>\n", - " </tr>\n", - " <tr>\n", - " <th>Instagram</th>\n", - " <td>0.333333</td>\n", - " <td>6.000000</td>\n", - " <td>2.000000</td>\n", - " <td>8.633333</td>\n", - " <td>0.333333</td>\n", - " <td>3.333333</td>\n", - " <td>3.000000</td>\n", - " <td>29.733333</td>\n", - " </tr>\n", - " </tbody>\n", - "</table>\n", - "</div>" - ], - "text/plain": [ - " duration ia duration_covid \\\n", - "level_1 0.50 0.95 0.50 0.95 0.50 \n", - "vendor_cat \n", - "Apple 0.333333 2.500000 98.000000 560.033333 0.500000 \n", - "Skype 0.333333 4.633333 99.333333 416.800000 0.333333 \n", - "Github 0.333333 1.000000 60.666667 308.600000 1.000000 \n", - "Gmail 0.333333 0.666667 5.000000 62.333333 0.333333 \n", - "FB Msgr 0.333333 1.200000 5.666667 186.200000 0.333333 \n", - "Whatsapp 0.333333 0.666667 4.333333 26.200000 0.333333 \n", - "Snapchat 0.333333 1.333333 1.333333 6.666667 0.333333 \n", - "Netflix 0.333333 3.416667 1.333333 8.333333 0.333333 \n", - "Facebook 0.333333 2.000000 1.333333 5.000000 0.333333 \n", - "Twitter 0.666667 5.666667 1.666667 10.666667 0.333333 \n", - "YouTube 0.333333 2.333333 1.333333 6.333333 0.333333 \n", - "Instagram 0.333333 6.000000 2.000000 8.633333 0.333333 \n", - "\n", - " ia_covid \n", - "level_1 0.95 0.50 0.95 \n", - "vendor_cat \n", - "Apple 0.650000 899.666667 899.666667 \n", - "Skype 1.483333 178.666667 1070.333333 \n", - "Github 1.666667 158.333333 646.066667 \n", - "Gmail 2.000000 26.666667 583.733333 \n", - "FB Msgr 0.533333 11.000000 221.350000 \n", - "Whatsapp 0.666667 11.166667 376.150000 \n", - "Snapchat 1.333333 1.666667 126.500000 \n", - "Netflix 2.766667 2.000000 65.916667 \n", - "Facebook 1.266667 1.666667 69.566667 \n", - "Twitter 7.866667 5.000000 92.550000 \n", - "YouTube 1.666667 2.000000 44.700000 \n", - "Instagram 3.333333 3.000000 29.733333 " - ] - }, - "execution_count": 250, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "precovid_duration_quantiles = precovid_failure_df.groupby('vendor_cat')['duration'].quantile([0.50, 0.95]).reset_index().sort_values('duration').pivot(index='vendor_cat', columns='level_1')\n", - "covid_duration_quantiles = covid_failure_df.groupby('vendor_cat')['duration'].quantile([0.50, 0.95]).reset_index().sort_values('duration').pivot(index='vendor_cat', columns='level_1')\n", - "covid_table = precovid_duration_quantiles.join(precovid_ia_quantiles).join(covid_duration_quantiles, rsuffix='_covid').join(covid_ia_quantiles, rsuffix='_covid') / 3600\n", - "covid_table" - ] - }, - { - "cell_type": "code", - "execution_count": 251, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\\begin{tabular}{lrrrrrrrr}\n", - "\\toprule\n", - "{} & \\multicolumn{2}{l}{duration} & \\multicolumn{2}{l}{ia} & \\multicolumn{2}{l}{duration\\_covid} & \\multicolumn{2}{l}{ia\\_covid} \\\\\n", - "level\\_1 & 0.50 & 0.95 & 0.50 & 0.95 & 0.50 & 0.95 & 0.50 & 0.95 \\\\\n", - "vendor\\_cat & & & & & & & & \\\\\n", - "\\midrule\n", - "Apple & 0.3 & 2.5 & 98.0 & 560.0 & 0.5 & 0.7 & 899.7 & 899.7 \\\\\n", - "Skype & 0.3 & 4.6 & 99.3 & 416.8 & 0.3 & 1.5 & 178.7 & 1070.3 \\\\\n", - "Github & 0.3 & 1.0 & 60.7 & 308.6 & 1.0 & 1.7 & 158.3 & 646.1 \\\\\n", - "Gmail & 0.3 & 0.7 & 5.0 & 62.3 & 0.3 & 2.0 & 26.7 & 583.7 \\\\\n", - "FB Msgr & 0.3 & 1.2 & 5.7 & 186.2 & 0.3 & 0.5 & 11.0 & 221.3 \\\\\n", - "Whatsapp & 0.3 & 0.7 & 4.3 & 26.2 & 0.3 & 0.7 & 11.2 & 376.1 \\\\\n", - "Snapchat & 0.3 & 1.3 & 1.3 & 6.7 & 0.3 & 1.3 & 1.7 & 126.5 \\\\\n", - "Netflix & 0.3 & 3.4 & 1.3 & 8.3 & 0.3 & 2.8 & 2.0 & 65.9 \\\\\n", - "Facebook & 0.3 & 2.0 & 1.3 & 5.0 & 0.3 & 1.3 & 1.7 & 69.6 \\\\\n", - "Twitter & 0.7 & 5.7 & 1.7 & 10.7 & 0.3 & 7.9 & 5.0 & 92.5 \\\\\n", - "YouTube & 0.3 & 2.3 & 1.3 & 6.3 & 0.3 & 1.7 & 2.0 & 44.7 \\\\\n", - "Instagram & 0.3 & 6.0 & 2.0 & 8.6 & 0.3 & 3.3 & 3.0 & 29.7 \\\\\n", - "\\bottomrule\n", - "\\end{tabular}\n", - "\n" - ] - } - ], - "source": [ - "print(covid_table.to_latex(float_format=\"%.1f\"))" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.1" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/datasets/Talluri2021/other notebooks/5.covid period comparison.ipynb b/datasets/Talluri2021/other notebooks/5.covid period comparison.ipynb deleted file mode 100644 index 15eaf77..0000000 --- a/datasets/Talluri2021/other notebooks/5.covid period comparison.ipynb +++ /dev/null @@ -1,229 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "import pandas as pd\n", - "from plotnine import *" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "or_events = pd.read_parquet('./outage_report_2019-20')" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "filtered_or_events = or_events[(or_events['vendor'] != '') & (or_events['vendor'] != 'overview')].reset_index(drop=True)\n", - "filtered_or_events = filtered_or_events.drop_duplicates(subset=['vendor', 'event_time', 'status_code'])\n", - "# Combine events with the same event_time, but different status_code with max\n", - "filtered_or_events = filtered_or_events.groupby(['vendor', 'event_time'])['status_code'].max().reset_index()" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [], - "source": [ - "filtered_or_events['evtime'] = pd.to_datetime(filtered_or_events['event_time'], unit='s')" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [], - "source": [ - "def proper_vendor_names(series):\n", - " return series.str.capitalize().replace(['Apple-servers', 'Facebook-messenger', 'Youtube'], ['Apple', 'FB Msgr', 'YouTube'])\n", - "\n", - "filtered_or_events['vendor_proper'] = proper_vendor_names(filtered_or_events['vendor'])" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "['Apple',\n", - " 'Github',\n", - " 'Skype',\n", - " 'FB Msgr',\n", - " 'Gmail',\n", - " 'Whatsapp',\n", - " 'Snapchat',\n", - " 'Netflix',\n", - " 'Facebook',\n", - " 'Twitter',\n", - " 'YouTube',\n", - " 'Instagram']" - ] - }, - "execution_count": 7, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "vendor_list = list(filtered_or_events.groupby('vendor_proper')['status_code'].sum().reset_index().rename(columns={'status_code':'count'}).sort_values('count')['vendor_proper'])\n", - "vendor_list" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [], - "source": [ - "filtered_or_events['year'] = pd.Categorical(filtered_or_events['evtime'].dt.year, ordered=True)\n", - "filtered_or_events['month'] = pd.Categorical(filtered_or_events['evtime'].dt.month, ordered=True)\n", - "filtered_or_events['vendor_cat'] = pd.Categorical(filtered_or_events['vendor_proper'], ordered=True, categories=vendor_list)" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "367336.0" - ] - }, - "execution_count": 16, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "reports_per_month = filtered_or_events.groupby(['year', 'month', 'vendor_cat'])['status_code'].sum().reset_index().rename(columns={'status_code':'count'})\n", - "subset_reports_per_month = reports_per_month[(reports_per_month['month'] > 3) & (reports_per_month['month'] < 9)]\n", - "subset_reports_per_month['count'].sum()" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [], - "source": [ - "report_count_df_list = []\n", - "\n", - "for vendor in subset_reports_per_month['vendor_cat'].unique():\n", - " partial_df = subset_reports_per_month[subset_reports_per_month['vendor_cat'] == vendor].reset_index(drop=True)\n", - " max_reports = partial_df['count'].max()\n", - " partial_df['prop'] = partial_df['count'] / max_reports\n", - " report_count_df_list.append(partial_df)\n", - " \n", - "reports_per_month_with_prop = pd.concat(report_count_df_list)" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:727: PlotnineWarning: Saving 14 x 3 in image.\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:730: PlotnineWarning: Filename: plots/covid_comparison.pdf\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/layer.py:467: PlotnineWarning: geom_bar : Removed 1 rows containing missing values.\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/layer.py:467: PlotnineWarning: geom_bar : Removed 1 rows containing missing values.\n" - ] - }, - { - "data": { - "image/png": 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- "text/plain": [ - "<Figure size 1400x300 with 12 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "<ggplot: (323781768)>" - ] - }, - "execution_count": 13, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "vendor_maxes = reports_per_month_with_prop.groupby('vendor_cat')['count'].max()\n", - "\n", - "def label_func(vendor):\n", - " if vendor == 'Apple':\n", - " return vendor + ' (max={:,})'.format(int(vendor_maxes.loc[vendor]))\n", - " else:\n", - " return vendor + ' ({:,})'.format(int(vendor_maxes.loc[vendor]))\n", - "\n", - "plt = ggplot(reports_per_month_with_prop) +\\\n", - " theme_classic(base_size=12, base_family='sans-serif') +\\\n", - " theme(figure_size=(14, 3),\n", - " axis_text_y=element_text(margin={'r': 5}),\n", - " panel_grid_minor_x=element_line(size=0.7, color=\"gainsboro\"),\n", - " panel_grid_major_x=element_blank(),\n", - " text=element_text(size=12),\n", - " legend_box_spacing=0.01,\n", - " legend_box_margin=0,\n", - " legend_margin=0,\n", - " legend_key=element_blank(),\n", - " legend_entry_spacing=5,\n", - " legend_background=element_rect(fill=(0,0,0,0), color=(0,0,0,0)),\n", - " legend_position='top',) +\\\n", - " facet_wrap(facets='vendor_cat', nrow=2, labeller=label_func) +\\\n", - " geom_bar(aes(x='month', y='prop', fill='year'), stat='identity', position='dodge') +\\\n", - " scale_fill_manual(['#0280c9', '#78d8da']) +\\\n", - " guides(fill=guide_legend(title='')) +\\\n", - " xlab('Month') +\\\n", - " ylab('Normalized reports/month')\n", - "\n", - "plt.save('plots/covid_comparison.pdf', limitsize=False)\n", - "plt" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.5" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/datasets/Talluri2021/other notebooks/8.analyze experiment results.ipynb b/datasets/Talluri2021/other notebooks/8.analyze experiment results.ipynb deleted file mode 100644 index 59abcd6..0000000 --- a/datasets/Talluri2021/other notebooks/8.analyze experiment results.ipynb +++ /dev/null @@ -1,504 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import pandas as pd\n", - "from plotnine import *" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "# results_df = pd.read_csv('structures_experiment_results_1.csv')\n", - "results_df = pd.read_csv('./experiment_results/long_chain_results_sin1.csv')" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "results_df['cat_retries'] = pd.Categorical(results_df['retries']).rename_categories({100: 'Fail'})\n", - "# results_df['fraction'] = results_df['reqs'] / (365*24*60*60)\n", - "results_df['fraction'] = results_df['reqs'] / (365*24*60*60/2) # For sin stuff\n", - "min_max_per_exp = results_df.groupby(['vendor', 'experiment', 'cat_retries'])['fraction'].agg(['min', 'max', 'mean']).reset_index().fillna(0)" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "<div>\n", - "<style scoped>\n", - " .dataframe tbody tr th:only-of-type {\n", - " vertical-align: middle;\n", - " }\n", - "\n", - " .dataframe tbody tr th {\n", - " vertical-align: top;\n", - " }\n", - "\n", - " .dataframe thead th {\n", - " text-align: right;\n", - " }\n", - "</style>\n", - "<table border=\"1\" class=\"dataframe\">\n", - " <thead>\n", - " <tr style=\"text-align: right;\">\n", - " <th></th>\n", - " <th>Unnamed: 0</th>\n", - " <th>vendor</th>\n", - " <th>reqs</th>\n", - " <th>retries</th>\n", - " <th>iteration</th>\n", - " <th>experiment</th>\n", - " <th>cat_retries</th>\n", - " <th>fraction</th>\n", - " </tr>\n", - " </thead>\n", - " <tbody>\n", - " <tr>\n", - " <th>0</th>\n", - " <td>0</td>\n", - " <td>uniform</td>\n", - " <td>1.499495e+07</td>\n", - " <td>0</td>\n", - " <td>0</td>\n", - " <td>deep chain</td>\n", - " <td>0</td>\n", - " <td>9.509732e-01</td>\n", - " </tr>\n", - " <tr>\n", - " <th>1</th>\n", - " <td>1</td>\n", - " <td>uniform</td>\n", - " <td>7.501410e+05</td>\n", - " <td>1</td>\n", - " <td>0</td>\n", - " <td>deep chain</td>\n", - " <td>1</td>\n", - " <td>4.757363e-02</td>\n", - " </tr>\n", - " <tr>\n", - " <th>2</th>\n", - " <td>2</td>\n", - " <td>uniform</td>\n", - " <td>2.239900e+04</td>\n", - " <td>2</td>\n", - " <td>0</td>\n", - " <td>deep chain</td>\n", - " <td>2</td>\n", - " <td>1.420535e-03</td>\n", - " </tr>\n", - " <tr>\n", - " <th>3</th>\n", - " <td>3</td>\n", - " <td>uniform</td>\n", - " <td>4.870000e+02</td>\n", - " <td>3</td>\n", - " <td>0</td>\n", - " <td>deep chain</td>\n", - " <td>3</td>\n", - " <td>3.088534e-05</td>\n", - " </tr>\n", - " <tr>\n", - " <th>4</th>\n", - " <td>4</td>\n", - " <td>uniform</td>\n", - " <td>1.100000e+01</td>\n", - " <td>4</td>\n", - " <td>0</td>\n", - " <td>deep chain</td>\n", - " <td>4</td>\n", - " <td>6.976154e-07</td>\n", - " </tr>\n", - " <tr>\n", - " <th>5</th>\n", - " <td>5</td>\n", - " <td>uniform</td>\n", - " <td>1.000000e+00</td>\n", - " <td>5</td>\n", - " <td>0</td>\n", - " <td>deep chain</td>\n", - " <td>5</td>\n", - " <td>6.341958e-08</td>\n", - " </tr>\n", - " <tr>\n", - " <th>6</th>\n", - " <td>6</td>\n", - " <td>uniform</td>\n", - " <td>1.608636e+01</td>\n", - " <td>100</td>\n", - " <td>0</td>\n", - " <td>deep chain</td>\n", - " <td>Fail</td>\n", - " <td>1.020190e-06</td>\n", - " </tr>\n", - " <tr>\n", - " <th>7</th>\n", - " <td>0</td>\n", - " <td>instagram</td>\n", - " <td>1.565882e+07</td>\n", - " <td>0</td>\n", - " <td>0</td>\n", - " <td>deep chain</td>\n", - " <td>0</td>\n", - " <td>9.930757e-01</td>\n", - " </tr>\n", - " <tr>\n", - " <th>8</th>\n", - " <td>1</td>\n", - " <td>instagram</td>\n", - " <td>1.052420e+05</td>\n", - " <td>1</td>\n", - " <td>0</td>\n", - " <td>deep chain</td>\n", - " <td>1</td>\n", - " <td>6.674404e-03</td>\n", - " </tr>\n", - " <tr>\n", - " <th>9</th>\n", - " <td>2</td>\n", - " <td>instagram</td>\n", - " <td>1.953000e+03</td>\n", - " <td>2</td>\n", - " <td>0</td>\n", - " <td>deep chain</td>\n", - " <td>2</td>\n", - " <td>1.238584e-04</td>\n", - " </tr>\n", - " <tr>\n", - " <th>10</th>\n", - " <td>3</td>\n", - " <td>instagram</td>\n", - " <td>3.320000e+02</td>\n", - " <td>3</td>\n", - " <td>0</td>\n", - " <td>deep chain</td>\n", - " <td>3</td>\n", - " <td>2.105530e-05</td>\n", - " </tr>\n", - " <tr>\n", - " <th>11</th>\n", - " <td>4</td>\n", - " <td>instagram</td>\n", - " <td>1.656685e+03</td>\n", - " <td>100</td>\n", - " <td>0</td>\n", - " <td>deep chain</td>\n", - " <td>Fail</td>\n", - " <td>1.050663e-04</td>\n", - " </tr>\n", - " </tbody>\n", - "</table>\n", - "</div>" - ], - "text/plain": [ - " Unnamed: 0 vendor reqs retries iteration experiment \\\n", - "0 0 uniform 1.499495e+07 0 0 deep chain \n", - "1 1 uniform 7.501410e+05 1 0 deep chain \n", - "2 2 uniform 2.239900e+04 2 0 deep chain \n", - "3 3 uniform 4.870000e+02 3 0 deep chain \n", - "4 4 uniform 1.100000e+01 4 0 deep chain \n", - "5 5 uniform 1.000000e+00 5 0 deep chain \n", - "6 6 uniform 1.608636e+01 100 0 deep chain \n", - "7 0 instagram 1.565882e+07 0 0 deep chain \n", - "8 1 instagram 1.052420e+05 1 0 deep chain \n", - "9 2 instagram 1.953000e+03 2 0 deep chain \n", - "10 3 instagram 3.320000e+02 3 0 deep chain \n", - "11 4 instagram 1.656685e+03 100 0 deep chain \n", - "\n", - " cat_retries fraction \n", - "0 0 9.509732e-01 \n", - "1 1 4.757363e-02 \n", - "2 2 1.420535e-03 \n", - "3 3 3.088534e-05 \n", - "4 4 6.976154e-07 \n", - "5 5 6.341958e-08 \n", - "6 Fail 1.020190e-06 \n", - "7 0 9.930757e-01 \n", - "8 1 6.674404e-03 \n", - "9 2 1.238584e-04 \n", - "10 3 2.105530e-05 \n", - "11 Fail 1.050663e-04 " - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "results_df" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:719: PlotnineWarning: Saving 6.4 x 4.8 in image.\n", - "/home/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:722: PlotnineWarning: Filename: deep chain comparison.png\n", - "/home/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/pandas/core/series.py:726: RuntimeWarning: divide by zero encountered in log10\n", - "/home/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:719: PlotnineWarning: Saving 6.4 x 4.8 in image.\n", - "/home/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:722: PlotnineWarning: Filename: deep chain comparison.pdf\n", - "/home/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/pandas/core/series.py:726: RuntimeWarning: divide by zero encountered in log10\n", - "/home/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/pandas/core/series.py:726: RuntimeWarning: divide by zero encountered in log10\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "<Figure size 640x480 with 1 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "<ggplot: (8794108912409)>" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "experiment = 'deep chain'\n", - "specific_min_max = min_max_per_exp[(min_max_per_exp['experiment'] == experiment)]\n", - "plt = ggplot(specific_min_max) +\\\n", - " theme_light(base_size=12, base_family='sans-serif') +\\\n", - " theme(text=element_text(size=12), legend_position=(0.3, 0.25)) +\\\n", - " geom_point(aes(x='cat_retries', y='mean', color='vendor', group='vendor'), size=3, shape='s') +\\\n", - " scale_y_log10(limits=[1, 1e-8], breaks = [0.1, 0.01, 0.001, 0.0001, 0.00001, 0.000001, 0.0000001, 0.4e-8],\n", - " labels=['10%', '1%', '0.1%', '$10^{-2}$%', '$10^{-3}$%', '$10^{-4}$%', '$10^{-5}$%', '0']) +\\\n", - " guides(color=guide_legend(title='Workload'), fill=guide_legend(title='Workload')) +\\\n", - " scale_color_discrete(labels=['Instagram trace', 'Constant']) +\\\n", - " xlab('Number of retries')+\\\n", - " ylab('Fraction of requests')\n", - "\n", - "plt.save(f'{experiment} comparison.png', dpi=300)\n", - "plt.save(f'{experiment} comparison.pdf')\n", - "plt" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": {}, - "outputs": [], - "source": [ - "# experiment = 'monolith'\n", - "# specific_min_max = min_max_per_exp[(min_max_per_exp['experiment'] == experiment)]\n", - "# plt = ggplot(specific_min_max) +\\\n", - "# theme_light(base_size=12, base_family='sans-serif') +\\\n", - "# theme(text=element_text(size=12)) +\\\n", - "# geom_line(aes(x='cat_retries', y='mean', color='vendor', group='vendor')) +\\\n", - "# scale_y_log10(breaks = [0.01, 0.0001, 0.000001, 1e-8], labels=['1%', '0.01%', '$10^{-4}$%', '$10^{-6}$%']) +\\\n", - "# guides(color=guide_legend(title='Workload'), fill=guide_legend(title='Workload')) +\\\n", - "# scale_color_discrete(labels=['Instagram trace', 'Constant']) +\\\n", - "# scale_fill_discrete(labels=['Instagram trace', 'Constant']) +\\\n", - "# xlab('Number of retries')+\\\n", - "# ylab('Fraction of requests')\n", - "\n", - "# plt.save(f'{experiment} comparison.png', dpi=300)\n", - "# plt" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "metadata": {}, - "outputs": [], - "source": [ - "# experiment = 'fanout'\n", - "# specific_min_max = min_max_per_exp[(min_max_per_exp['experiment'] == experiment)]\n", - "# plt = ggplot(specific_min_max) +\\\n", - "# theme_light(base_size=12, base_family='sans-serif') +\\\n", - "# theme(text=element_text(size=12)) +\\\n", - "# geom_line(aes(x='cat_retries', y='mean', color='vendor', group='vendor')) +\\\n", - "# geom_ribbon(aes(x='cat_retries', ymin='min', ymax='max', fill='vendor', group='vendor'), alpha=0.5) +\\\n", - "# scale_y_log10(breaks = [0.01, 0.0001, 0.000001], labels=['1%', '0.01%', '0.0001%']) +\\\n", - "# guides(color=guide_legend(title='Workload'), fill=guide_legend(title='Workload')) +\\\n", - "# scale_color_discrete(labels=['Instagram trace', 'Constant']) +\\\n", - "# scale_fill_discrete(labels=['Instagram trace', 'Constant']) +\\\n", - "# xlab('Number of retries')+\\\n", - "# ylab('Fraction of requests')\n", - "\n", - "# plt.save(f'{experiment} comparison.png', dpi=300)\n", - "# plt" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "metadata": {}, - "outputs": [], - "source": [ - "# const_results_df = pd.read_csv('const_experiment_results_1.csv')\n", - "# const_results_df['cat_retries'] = pd.Categorical(const_results_df['retries']).rename_categories({100: 'Fail'})\n", - "# const_results_df['cat_prob'] = pd.Categorical(const_results_df['prob']).rename_categories({100: 'Fail'})\n", - "# const_results_df['fraction'] = const_results_df['reqs'] / (365*24*60*60)\n", - "# const_results_df.columns" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "metadata": {}, - "outputs": [], - "source": [ - "# experiment = 'deep chain'\n", - "# specific_const_results = const_results_df[(const_results_df['experiment'] == experiment)]\n", - "# plt = ggplot(specific_const_results) +\\\n", - "# theme_light(base_size=12, base_family='sans-serif') +\\\n", - "# theme(text=element_text(size=12)) +\\\n", - "# geom_line(aes(x='cat_retries', y='fraction', color='cat_prob', group='cat_prob')) +\\\n", - "# scale_y_log10(limits=[1, 1e-6], breaks = [0.01, 0.0001, 0.000001, 1e-8], labels=['1%', '0.01%', '$10^{-4}$%', '$10^{-6}$%']) +\\\n", - "# guides(color=guide_legend(title='Workload'), fill=guide_legend(title='Workload')) +\\\n", - "# xlab('Number of retries')+\\\n", - "# ylab('Fraction of requests')\n", - "\n", - "# plt.save(f'const comparison.png', dpi=300)\n", - "# plt" - ] - }, - { - "cell_type": "code", - "execution_count": 21, - "metadata": {}, - "outputs": [], - "source": [ - "# experiment = 'deep chain'\n", - "# specific_const_results = const_results_df[(const_results_df['experiment'] == experiment) & (const_results_df['cat_prob'] == 0.01)]\n", - "# plt = ggplot(specific_const_results) +\\\n", - "# theme_light(base_size=12, base_family='sans-serif') +\\\n", - "# theme(text=element_text(size=12), axis_text_y=element_text(size=35)) +\\\n", - "# geom_point(aes(x='cat_retries', y='fraction', group='cat_prob'), size=3, shape='s') +\\\n", - "# scale_y_log10(limits=[1, 1e-6], breaks = [0.1, 0.01, 0.001, 0.0001, 0.00001, 0.000001],\n", - "# labels=['10%', '', '0.1%', '', '$10^{-3}$%', '']) +\\\n", - "# xlab('')+\\\n", - "# ylab('')\n", - "\n", - "# plt.save(f'low const.png', dpi=300)\n", - "# plt.save(f'low const.pdf')\n", - "# plt" - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "metadata": {}, - "outputs": [], - "source": [ - "# experiment = 'deep chain'\n", - "# specific_const_results = const_results_df[(const_results_df['experiment'] == experiment) & (const_results_df['cat_prob'] == 0.25)]\n", - "# plt = ggplot(specific_const_results) +\\\n", - "# theme_light(base_size=12, base_family='sans-serif') +\\\n", - "# theme(text=element_text(size=12)) +\\\n", - "# geom_point(aes(x='cat_retries', y='fraction', group='cat_prob'), size=3, shape='s') +\\\n", - "# scale_y_log10(limits=[1, 1e-6], breaks = [0.1, 0.01, 0.001, 0.0001, 0.00001, 0.000001],\n", - "# labels=['', '', '', '', '', '']) +\\\n", - "# xlab('')+\\\n", - "# ylab('')\n", - "\n", - "# plt.save(f'25 const.png', dpi=300)\n", - "# plt.save(f'25 const.pdf')\n", - "# plt" - ] - }, - { - "cell_type": "code", - "execution_count": 23, - "metadata": {}, - "outputs": [], - "source": [ - "# experiment = 'deep chain'\n", - "# specific_const_results = const_results_df[(const_results_df['experiment'] == experiment) & (const_results_df['cat_prob'] == 0.5)]\n", - "# plt = ggplot(specific_const_results) +\\\n", - "# theme_light(base_size=12, base_family='sans-serif') +\\\n", - "# theme(text=element_text(size=12)) +\\\n", - "# geom_point(aes(x='cat_retries', y='fraction', group='cat_prob'), size=3, shape='s') +\\\n", - "# scale_y_log10(limits=[1, 1e-6], breaks = [0.1, 0.01, 0.001, 0.0001, 0.00001, 0.000001],\n", - "# labels=['', '', '', '', '', '']) +\\\n", - "# xlab('')+\\\n", - "# ylab('')\n", - "\n", - "# plt.save(f'50 const.png', dpi=300)\n", - "# plt.save(f'50 const.pdf')\n", - "# plt" - ] - }, - { - "cell_type": "code", - "execution_count": 24, - "metadata": {}, - "outputs": [], - "source": [ - "# experiment = 'deep chain'\n", - "# specific_const_results = const_results_df[(const_results_df['experiment'] == experiment) & (const_results_df['cat_prob'] == 0.75)]\n", - "# plt = ggplot(specific_const_results) +\\\n", - "# theme_light(base_size=12, base_family='sans-serif') +\\\n", - "# theme(text=element_text(size=12)) +\\\n", - "# geom_point(aes(x='cat_retries', y='fraction', group='cat_prob'), size=3, shape='s') +\\\n", - "# scale_y_log10(limits=[1, 1e-6], breaks = [0.1, 0.01, 0.001, 0.0001, 0.00001, 0.000001],\n", - "# labels=['', '', '', '', '', '']) +\\\n", - "# xlab('')+\\\n", - "# ylab('')\n", - "\n", - "# plt.save(f'75 const.png', dpi=300)\n", - "# plt" - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "metadata": {}, - "outputs": [], - "source": [ - "# print(pd.pivot_table(min_max_per_exp[['vendor', 'experiment', 'cat_retries', 'mean']], values='mean', index=['vendor', 'experiment'], columns=['cat_retries']).to_latex(float_format=\"{:0.2e}\".format))" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.1" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/datasets/Talluri2021/outage_report_2019-20/_common_metadata 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a/datasets/Talluri2021/outage_report_individual_reports_2019-20/_common_metadata +++ /dev/null diff --git a/datasets/Talluri2021/outage_report_individual_reports_2019-20/_metadata b/datasets/Talluri2021/outage_report_individual_reports_2019-20/_metadata Binary files differdeleted file mode 100644 index 8ba4734..0000000 --- a/datasets/Talluri2021/outage_report_individual_reports_2019-20/_metadata +++ /dev/null diff --git a/datasets/Talluri2021/outage_report_individual_reports_2019-20/part.0.parquet b/datasets/Talluri2021/outage_report_individual_reports_2019-20/part.0.parquet Binary files differdeleted file mode 100644 index 4bf904a..0000000 --- a/datasets/Talluri2021/outage_report_individual_reports_2019-20/part.0.parquet +++ /dev/null diff --git a/datasets/Talluri2021/outage_report_instagram.html b/datasets/Talluri2021/outage_report_instagram.html deleted file mode 100644 index f21030d..0000000 --- a/datasets/Talluri2021/outage_report_instagram.html +++ /dev/null @@ -1,970 +0,0 @@ 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d="M39.35294117647058,111.5 L0,111.5 A111.5,111.5 0 0 1 223,111.5 L183.64705882352942,111.5 A72.14705882352942,72.14705882352942 0 0 0 39.35294117647058,111.5 Z " filter="url(#g3-inner-shadow)"></path><path fill="#59922b" stroke="none" d="M39.35294117647058,111.5 L0,111.5 A111.5,111.5 0 0 1 0.00045669881451715355,111.18087051677378 L39.35323668746821,111.29350445203009 A72.14705882352942,72.14705882352942 0 0 0 39.35294117647058,111.5 Z " filter="url(#g3-inner-shadow)"></path><text x="111.5" y="83.625" text-anchor="middle" font-size="41.29629629629629" class="Gauge__Count-s1qahqgd-5 gzhUJh">0</text></svg><div class="Gauge__OuterMessageWrapper-s1qahqgd-4 cCVyAJ"><div class="Gauge__MessageWrapper-s1qahqgd-3 ebnLEW"><span class="Gauge__Message-s1qahqgd-2 cdAMOw">Reports in last 20 minutes</span></div></div></div></div><section class="Box-s12snkgl-0 kdKsXx"><section><section class="report-btn-container"><div style="z-index:3" class="dropdown btn-group btn-group-lg"><button id="dropdown-custom-1" role="button" aria-haspopup="true" aria-expanded="false" type="button" class="dropdown-toggle btn btn-danger"><span class="ReportButton__FingerIcon-s1m3f4hm-1 icon-one-finger-tap kraBGI"></span><span class="ReportButton__BtnMsgWrap-s1m3f4hm-0 jdEbkR">Not Working For Me!</span> <span class="caret"></span></button><ul role="menu" class="dropdown-menu" aria-labelledby="dropdown-custom-1"><li role="heading" class="dropdown-header">What isn't working?</li><li role="presentation" class=""><a role="menuitem" tabindex="-1" href="#">Website down</a></li><li role="presentation" class=""><a role="menuitem" tabindex="-1" href="#">Mobile app not working</a></li><li role="presentation" class=""><a role="menuitem" tabindex="-1" href="#">Mobile app crashes</a></li><li role="presentation" class=""><a role="menuitem" tabindex="-1" href="#">Message read problems</a></li><li role="presentation" class=""><a role="menuitem" tabindex="-1" href="#">Message send problems</a></li><li role="presentation" class=""><a role="menuitem" tabindex="-1" href="#">Can't login</a></li><li role="presentation" class=""><a role="menuitem" tabindex="-1" href="#">Everything is down</a></li><li role="presentation" class=""><a role="menuitem" tabindex="-1" href="#">Can't upload pics</a></li><li role="presentation" class=""><a role="menuitem" tabindex="-1" href="#">Hashtags not working</a></li><li role="presentation" class=""><a role="menuitem" tabindex="-1" href="#">Newsfeed</a></li><li role="separator" class="divider"></li><li role="presentation" class=""><a role="menuitem" tabindex="-1" href="#">Other<!-- -->...</a></li></ul></div></section></section></section><section class="Box-s12snkgl-0 kdKsXx"><ul class="OutageSubjectsList__Ul-s10w08k0-0 jfDAxG"><li>Mobile app not working<!-- --> - <!-- -->18<!-- -->%</li><li>Can't upload pics<!-- --> - <!-- -->18<!-- -->%</li><li>Mobile app crashes<!-- --> - <!-- -->18<!-- -->%</li><li>Can't login<!-- --> - <!-- -->18<!-- -->%</li><li>Hashtags not working<!-- --> - <!-- -->12<!-- -->%</li><li>Website down<!-- --> - <!-- -->12<!-- -->%</li><li>Newsfeed<!-- --> - <!-- -->6<!-- -->%</li></ul></section><section class="Box-s12snkgl-0 eaawzP"><h3 style="margin-bottom:0">Outage History</h3><svg class="react-calendar-heatmap" viewBox="0 0 166 96"><g transform="translate(0, 0)" class="react-calendar-heatmap-month-labels"><text x="0" y="10" class="react-calendar-heatmap-month-label">Sep</text><text x="48" y="10" class="react-calendar-heatmap-month-label">Oct</text><text x="96" y="10" class="react-calendar-heatmap-month-label">Nov</text></g><g transform="translate(0, 14)" class="react-calendar-heatmap-all-weeks"><g transform="translate(0, 0)" class="react-calendar-heatmap-week"><rect width="10" height="10" x="0" y="24" class="ylorrd-scale-2" data-tip="Tue, Sep 1 - 35 reports"><title></title></rect><rect width="10" height="10" x="0" y="36" class="ylorrd-scale-3" data-tip="Wed, Sep 2 - 45 reports"><title></title></rect><rect width="10" height="10" x="0" y="48" class="ylorrd-scale-2" data-tip="Thu, Sep 3 - 35 reports"><title></title></rect><rect width="10" height="10" x="0" y="60" class="ylorrd-scale-1" data-tip="Fri, Sep 4 - 32 reports"><title></title></rect><rect width="10" height="10" x="0" y="72" class="ylorrd-scale-1" data-tip="Sat, Sep 5 - 25 reports"><title></title></rect></g><g transform="translate(12, 0)" class="react-calendar-heatmap-week"><rect width="10" height="10" x="0" y="0" class="ylorrd-scale-1" data-tip="Sun, Sep 6 - 27 reports"><title></title></rect><rect width="10" height="10" x="0" y="12" class="ylorrd-scale-5 with-outage" data-tip="Mon, Sep 7 - 105 reports"><title></title></rect><rect width="10" height="10" x="0" y="24" class="ylorrd-scale-3" data-tip="Tue, Sep 8 - 44 reports"><title></title></rect><rect width="10" height="10" x="0" y="36" class="ylorrd-scale-1" data-tip="Wed, Sep 9 - 23 reports"><title></title></rect><rect width="10" height="10" x="0" y="48" class="ylorrd-scale-2" data-tip="Thu, Sep 10 - 36 reports"><title></title></rect><rect width="10" height="10" x="0" y="60" class="ylorrd-scale-2" data-tip="Fri, Sep 11 - 39 reports"><title></title></rect><rect width="10" height="10" x="0" y="72" class="ylorrd-scale-2" data-tip="Sat, Sep 12 - 36 reports"><title></title></rect></g><g transform="translate(24, 0)" class="react-calendar-heatmap-week"><rect width="10" height="10" x="0" y="0" class="ylorrd-scale-4" data-tip="Sun, Sep 13 - 58 reports"><title></title></rect><rect width="10" height="10" x="0" y="12" class="ylorrd-scale-5" data-tip="Mon, Sep 14 - 86 reports"><title></title></rect><rect width="10" height="10" x="0" y="24" class="ylorrd-scale-3" data-tip="Tue, Sep 15 - 44 reports"><title></title></rect><rect width="10" height="10" x="0" y="36" class="ylorrd-scale-7 with-outage" data-tip="Wed, Sep 16 - 1548 reports"><title></title></rect><rect width="10" height="10" x="0" y="48" class="ylorrd-scale-3" data-tip="Thu, Sep 17 - 47 reports"><title></title></rect><rect width="10" height="10" x="0" y="60" class="ylorrd-scale-1" data-tip="Fri, Sep 18 - 30 reports"><title></title></rect><rect width="10" height="10" x="0" y="72" class="ylorrd-scale-1" data-tip="Sat, Sep 19 - 31 reports"><title></title></rect></g><g transform="translate(36, 0)" class="react-calendar-heatmap-week"><rect width="10" height="10" x="0" y="0" class="ylorrd-scale-2" data-tip="Sun, Sep 20 - 36 reports"><title></title></rect><rect width="10" height="10" x="0" y="12" class="ylorrd-scale-2" data-tip="Mon, Sep 21 - 34 reports"><title></title></rect><rect width="10" height="10" x="0" y="24" class="ylorrd-scale-4 with-outage" data-tip="Tue, Sep 22 - 61 reports"><title></title></rect><rect width="10" height="10" x="0" y="36" class="ylorrd-scale-5" data-tip="Wed, Sep 23 - 85 reports"><title></title></rect><rect width="10" height="10" x="0" y="48" class="ylorrd-scale-3" data-tip="Thu, Sep 24 - 47 reports"><title></title></rect><rect width="10" height="10" x="0" y="60" class="ylorrd-scale-2" data-tip="Fri, Sep 25 - 35 reports"><title></title></rect><rect width="10" height="10" x="0" y="72" class="ylorrd-scale-1" data-tip="Sat, Sep 26 - 27 reports"><title></title></rect></g><g transform="translate(48, 0)" class="react-calendar-heatmap-week"><rect width="10" height="10" x="0" y="0" class="ylorrd-scale-1" data-tip="Sun, Sep 27 - 27 reports"><title></title></rect><rect width="10" height="10" x="0" y="12" class="ylorrd-scale-5 with-outage" data-tip="Mon, Sep 28 - 105 reports"><title></title></rect><rect width="10" height="10" x="0" y="24" class="ylorrd-scale-5" data-tip="Tue, Sep 29 - 77 reports"><title></title></rect><rect width="10" height="10" x="0" y="36" class="ylorrd-scale-1" data-tip="Wed, Sep 30 - 27 reports"><title></title></rect><rect width="10" height="10" x="0" y="48" class="ylorrd-scale-1" data-tip="Thu, Oct 1 - 23 reports"><title></title></rect><rect width="10" height="10" x="0" y="60" class="ylorrd-scale-2" data-tip="Fri, Oct 2 - 33 reports"><title></title></rect><rect width="10" height="10" x="0" y="72" class="ylorrd-scale-1" data-tip="Sat, Oct 3 - 32 reports"><title></title></rect></g><g transform="translate(60, 0)" class="react-calendar-heatmap-week"><rect width="10" height="10" x="0" y="0" class="ylorrd-scale-1" data-tip="Sun, Oct 4 - 31 reports"><title></title></rect><rect width="10" height="10" x="0" y="12" class="ylorrd-scale-1" data-tip="Mon, Oct 5 - 17 reports"><title></title></rect><rect width="10" height="10" x="0" y="24" class="ylorrd-scale-1" data-tip="Tue, Oct 6 - 27 reports"><title></title></rect><rect width="10" height="10" x="0" y="36" class="ylorrd-scale-5 with-outage" data-tip="Wed, Oct 7 - 99 reports"><title></title></rect><rect width="10" height="10" x="0" y="48" class="ylorrd-scale-1" data-tip="Thu, Oct 8 - 32 reports"><title></title></rect><rect width="10" height="10" x="0" y="60" class="ylorrd-scale-1" data-tip="Fri, Oct 9 - 27 reports"><title></title></rect><rect width="10" height="10" x="0" y="72" class="ylorrd-scale-1" data-tip="Sat, Oct 10 - 28 reports"><title></title></rect></g><g transform="translate(72, 0)" class="react-calendar-heatmap-week"><rect width="10" height="10" x="0" y="0" class="ylorrd-scale-6 with-outage" data-tip="Sun, Oct 11 - 119 reports"><title></title></rect><rect width="10" height="10" x="0" y="12" class="ylorrd-scale-7" data-tip="Mon, Oct 12 - 207 reports"><title></title></rect><rect width="10" height="10" x="0" y="24" class="ylorrd-scale-7 with-outage" data-tip="Tue, Oct 13 - 257 reports"><title></title></rect><rect width="10" height="10" x="0" y="36" class="ylorrd-scale-7" data-tip="Wed, Oct 14 - 160 reports"><title></title></rect><rect width="10" height="10" x="0" y="48" class="ylorrd-scale-5" data-tip="Thu, Oct 15 - 102 reports"><title></title></rect><rect width="10" height="10" x="0" y="60" class="ylorrd-scale-5" data-tip="Fri, Oct 16 - 96 reports"><title></title></rect><rect width="10" height="10" x="0" y="72" class="ylorrd-scale-5" data-tip="Sat, Oct 17 - 75 reports"><title></title></rect></g><g transform="translate(84, 0)" class="react-calendar-heatmap-week"><rect width="10" height="10" x="0" y="0" class="ylorrd-scale-7 with-outage" data-tip="Sun, Oct 18 - 170 reports"><title></title></rect><rect width="10" height="10" x="0" y="12" class="ylorrd-scale-4" data-tip="Mon, Oct 19 - 63 reports"><title></title></rect><rect width="10" height="10" x="0" y="24" class="ylorrd-scale-7 with-outage" data-tip="Tue, Oct 20 - 426 reports"><title></title></rect><rect width="10" height="10" x="0" y="36" class="ylorrd-scale-5" data-tip="Wed, Oct 21 - 106 reports"><title></title></rect><rect width="10" height="10" x="0" y="48" class="ylorrd-scale-2" data-tip="Thu, Oct 22 - 38 reports"><title></title></rect><rect width="10" height="10" x="0" y="60" class="ylorrd-scale-1" data-tip="Fri, Oct 23 - 23 reports"><title></title></rect><rect width="10" height="10" x="0" y="72" class="ylorrd-scale-1" data-tip="Sat, Oct 24 - 29 reports"><title></title></rect></g><g transform="translate(96, 0)" class="react-calendar-heatmap-week"><rect width="10" height="10" x="0" y="0" class="ylorrd-scale-2" data-tip="Sun, Oct 25 - 38 reports"><title></title></rect><rect width="10" height="10" x="0" y="12" class="ylorrd-scale-3" data-tip="Mon, Oct 26 - 48 reports"><title></title></rect><rect width="10" height="10" x="0" y="24" class="ylorrd-scale-1" data-tip="Tue, Oct 27 - 31 reports"><title></title></rect><rect width="10" height="10" x="0" y="36" class="ylorrd-scale-1" data-tip="Wed, Oct 28 - 29 reports"><title></title></rect><rect width="10" height="10" x="0" y="48" class="ylorrd-scale-1" data-tip="Thu, Oct 29 - 22 reports"><title></title></rect><rect width="10" height="10" x="0" y="60" class="ylorrd-scale-1" data-tip="Fri, Oct 30 - 23 reports"><title></title></rect><rect width="10" height="10" x="0" y="72" class="ylorrd-scale-1" data-tip="Sat, Oct 31 - 28 reports"><title></title></rect></g><g transform="translate(108, 0)" class="react-calendar-heatmap-week"><rect width="10" height="10" x="0" y="0" class="ylorrd-scale-1" data-tip="Invalid date - null reports"><title></title></rect><rect width="10" height="10" x="0" y="12" class="ylorrd-scale-2" data-tip="Mon, Nov 2 - 36 reports"><title></title></rect><rect width="10" height="10" x="0" y="24" class="ylorrd-scale-1" data-tip="Tue, Nov 3 - 22 reports"><title></title></rect><rect width="10" height="10" x="0" y="36" class="ylorrd-scale-1" data-tip="Wed, Nov 4 - 25 reports"><title></title></rect><rect width="10" height="10" x="0" y="48" class="ylorrd-scale-1" data-tip="Thu, Nov 5 - 18 reports"><title></title></rect><rect width="10" height="10" x="0" y="60" class="ylorrd-scale-1" data-tip="Fri, Nov 6 - 19 reports"><title></title></rect><rect width="10" height="10" x="0" y="72" class="ylorrd-scale-1" data-tip="Sat, Nov 7 - 24 reports"><title></title></rect></g><g transform="translate(120, 0)" class="react-calendar-heatmap-week"><rect width="10" height="10" x="0" y="0" class="ylorrd-scale-1" data-tip="Sun, Nov 8 - 19 reports"><title></title></rect><rect width="10" height="10" x="0" y="12" class="ylorrd-scale-4" data-tip="Mon, Nov 9 - 60 reports"><title></title></rect><rect width="10" height="10" x="0" y="24" class="ylorrd-scale-7 with-outage" data-tip="Tue, Nov 10 - 2685 reports"><title></title></rect><rect width="10" height="10" x="0" y="36" class="ylorrd-scale-7 with-outage" data-tip="Wed, Nov 11 - 1240 reports"><title></title></rect><rect width="10" height="10" x="0" y="48" class="ylorrd-scale-7" data-tip="Thu, Nov 12 - 173 reports"><title></title></rect><rect width="10" height="10" x="0" y="60" class="ylorrd-scale-5" data-tip="Fri, Nov 13 - 92 reports"><title></title></rect><rect width="10" height="10" x="0" y="72" class="ylorrd-scale-4" data-tip="Sat, Nov 14 - 72 reports"><title></title></rect></g><g transform="translate(132, 0)" class="react-calendar-heatmap-week"><rect width="10" height="10" x="0" y="0" class="ylorrd-scale-1" data-tip="Sun, Nov 15 - 27 reports"><title></title></rect><rect width="10" height="10" x="0" y="12" class="ylorrd-scale-1" data-tip="Mon, Nov 16 - 27 reports"><title></title></rect><rect width="10" height="10" x="0" y="24" class="ylorrd-scale-1" data-tip="Tue, Nov 17 - 25 reports"><title></title></rect><rect width="10" height="10" x="0" y="36" class="ylorrd-scale-2" data-tip="Wed, Nov 18 - 35 reports"><title></title></rect><rect width="10" height="10" x="0" y="48" class="ylorrd-scale-4" data-tip="Thu, Nov 19 - 59 reports"><title></title></rect><rect width="10" height="10" x="0" y="60" class="ylorrd-scale-4" data-tip="Fri, Nov 20 - 59 reports"><title></title></rect><rect width="10" height="10" x="0" y="72" class="ylorrd-scale-2" data-tip="Sat, Nov 21 - 35 reports"><title></title></rect></g><g transform="translate(144, 0)" class="react-calendar-heatmap-week"><rect width="10" height="10" x="0" y="0" class="ylorrd-scale-1" data-tip="Sun, Nov 22 - 25 reports"><title></title></rect><rect width="10" height="10" x="0" y="12" class="ylorrd-scale-1" data-tip="Mon, Nov 23 - 23 reports"><title></title></rect><rect width="10" height="10" x="0" y="24" class="ylorrd-scale-1" data-tip="Tue, Nov 24 - 25 reports"><title></title></rect><rect width="10" height="10" x="0" y="36" class="ylorrd-scale-2" data-tip="Wed, Nov 25 - 34 reports"><title></title></rect><rect width="10" height="10" x="0" y="48" class="ylorrd-scale-2" data-tip="Thu, Nov 26 - 36 reports"><title></title></rect><rect width="10" height="10" x="0" y="60" class="ylorrd-scale-1" data-tip="Fri, Nov 27 - 25 reports"><title></title></rect><rect width="10" height="10" x="0" y="72" class="ylorrd-scale-1" data-tip="Sat, Nov 28 - 20 reports"><title></title></rect></g><g transform="translate(156, 0)" class="react-calendar-heatmap-week"><rect width="10" height="10" x="0" y="0" class="ylorrd-scale-1" data-tip="Sun, Nov 29 - 16 reports"><title></title></rect></g></g><g transform="translate(10, 14)" class="react-calendar-heatmap-weekday-labels"></g></svg><div class="__react_component_tooltip place-top type-dark " data-id="tooltip"></div></section><div class="sticky-outer-wrapper"><div class="sticky-inner-wrapper" style="position:relative;top:0px"><section class="Box-s12snkgl-0 eaawzP"><div><ins class="adsbygoogle" style="display:block" data-ad-client="ca-pub-3420388759586523" data-ad-slot="9249234402" data-ad-format="auto"></ins> - </div></section></div></div></div><div class="sc-ifAKCX jwBavN"><div></div><section class="OverlayLoader__Wrap-yneds0-0 hEfbHu"><section class="OverlayLoader__Overlay-yneds0-1 igYRzZ"></section><section class="Box-s12snkgl-0 eaawzP"><div class="BoxHeader-pyfdzt-0 wBQlt">Reports Dynamics<!-- --> <span class="ServicePage__TimeZoneWrap-l00bv6-0 dPxUZH">EST (GMT -05:00)</span></div><section class="D3Chart__Section-s1rg5m6n-2 kpsnLz"><div class="D3Chart__LogoDiv-s1rg5m6n-1 jJVKUf"><img 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class="D3Chart__LinePath-s1rg5m6n-0 fbwPSO"></path></g></svg></section></section><div class="sc-bdVaJa frYeKI"><span data-message="CNS">Received <!-- -->28<!-- --> reports, originating from <ul class="DominantMessage2__CommaList-s109d9sz-0 harauJ"><li><span>Ukraine</span></li><li><span>Russia</span></li><li><span>United States of America</span></li><li><span>Canada</span></li><li><span>Kingdom of Belgium</span></li></ul> <!-- -->and 7 more countries</span></div><div class="sc-bdVaJa frYeKI"><div><ins class="adsbygoogle" style="display:block" data-ad-client="ca-pub-3420388759586523" data-ad-slot="7818110659" data-ad-format="auto"></ins> - </div></div><section class="Box-s12snkgl-0 eaawzP"><div class="BoxHeader-pyfdzt-0 wBQlt">Instagram Outage Map<div class="Label-s858wg0-0 jSuHnk">Live</div></div><section class="map-box"><section style="background-color:#f8f4f0"><div class="OrepMap__Wrap-s1smgq9f-0 gTresv"><img src="outage_report_instagram_files/5458ac234488de92aa9cda3a-470x290-20200826-010136.jpg" class="OrepMap__Img-s1smgq9f-1 gLdFWy" height="290"><div class="sk-fading-circle"><div class="sk-circle1 sk-circle"></div><div class="sk-circle2 sk-circle"></div><div class="sk-circle3 sk-circle"></div><div class="sk-circle4 sk-circle"></div><div class="sk-circle5 sk-circle"></div><div class="sk-circle6 sk-circle"></div><div class="sk-circle7 sk-circle"></div><div class="sk-circle8 sk-circle"></div><div class="sk-circle9 sk-circle"></div><div class="sk-circle10 sk-circle"></div><div class="sk-circle11 sk-circle"></div><div class="sk-circle12 sk-circle"></div></div></div><div id="mapbox" style="height:290px"></div></section></section><section style="font-size:100%"> <ul class="RecentReports__Row-q9gvkj-1 gjMiDF"><li class="RecentReports__Col-q9gvkj-2 gvPnOa"><ul class="RecentReports__InnerGroup-q9gvkj-3 bhSvxn"><li class="RecentReports__InnerCol-q9gvkj-4 kdZniq"><span title="Russian Federation" class="RecentReports__StyledFlagIcon-q9gvkj-5 jTSYEi FlagIcon__Span-s1h5yp3u-0 eAxEIb"></span>Murmansk</li><li class="RecentReports__InnerCol-q9gvkj-4 kdZniq"><span class="RecentReports__Label-q9gvkj-0 ovZit">Can't login</span></li></ul></li><li class="RecentReports__Col-q9gvkj-2 gvPnOa">28m</li></ul><ul class="RecentReports__Row-q9gvkj-1 gjMiDF"><li class="RecentReports__Col-q9gvkj-2 gvPnOa"><ul class="RecentReports__InnerGroup-q9gvkj-3 bhSvxn"><li class="RecentReports__InnerCol-q9gvkj-4 kdZniq"><span title="Republic of Turkey" class="RecentReports__StyledFlagIcon-q9gvkj-5 jTSYEi FlagIcon__Span-s1h5yp3u-0 gpCTmv"></span>Istanbul</li><li class="RecentReports__InnerCol-q9gvkj-4 kdZniq"><span class="RecentReports__Label-q9gvkj-0 ovZit">Newsfeed</span></li></ul></li><li class="RecentReports__Col-q9gvkj-2 gvPnOa">33m</li></ul><ul class="RecentReports__Row-q9gvkj-1 gjMiDF"><li class="RecentReports__Col-q9gvkj-2 gvPnOa"><ul class="RecentReports__InnerGroup-q9gvkj-3 bhSvxn"><li class="RecentReports__InnerCol-q9gvkj-4 kdZniq"><span title="Republic of Kazakhstan" class="RecentReports__StyledFlagIcon-q9gvkj-5 jTSYEi FlagIcon__Span-s1h5yp3u-0 iIyWia"></span>Astana</li><li class="RecentReports__InnerCol-q9gvkj-4 kdZniq"><span class="RecentReports__Label-q9gvkj-0 ovZit">Mobile app crashes</span></li></ul></li><li class="RecentReports__Col-q9gvkj-2 gvPnOa">42m</li></ul><ul class="RecentReports__Row-q9gvkj-1 gjMiDF"><li class="RecentReports__Col-q9gvkj-2 gvPnOa"><ul class="RecentReports__InnerGroup-q9gvkj-3 bhSvxn"><li class="RecentReports__InnerCol-q9gvkj-4 kdZniq"><span title="United States" class="RecentReports__StyledFlagIcon-q9gvkj-5 jTSYEi FlagIcon__Span-s1h5yp3u-0 FnvAx"></span>Lebanon</li><li class="RecentReports__InnerCol-q9gvkj-4 kdZniq"><span class="RecentReports__Label-q9gvkj-0 ovZit">Can't upload pics</span></li></ul></li><li class="RecentReports__Col-q9gvkj-2 gvPnOa">59m</li></ul><ul class="RecentReports__Row-q9gvkj-1 gjMiDF"><li class="RecentReports__Col-q9gvkj-2 gvPnOa"><ul class="RecentReports__InnerGroup-q9gvkj-3 bhSvxn"><li class="RecentReports__InnerCol-q9gvkj-4 kdZniq"><span title="Hellenic Republic" class="RecentReports__StyledFlagIcon-q9gvkj-5 jTSYEi FlagIcon__Span-s1h5yp3u-0 lfHtck"></span></li><li class="RecentReports__InnerCol-q9gvkj-4 kdZniq"><span class="RecentReports__Label-q9gvkj-0 ovZit">Website down</span></li></ul></li><li class="RecentReports__Col-q9gvkj-2 gvPnOa">1h</li></ul><ul class="RecentReports__Row-q9gvkj-1 gjMiDF"><li class="RecentReports__Col-q9gvkj-2 gvPnOa"><ul class="RecentReports__InnerGroup-q9gvkj-3 bhSvxn"><li class="RecentReports__InnerCol-q9gvkj-4 kdZniq"><span title="Russian Federation" class="RecentReports__StyledFlagIcon-q9gvkj-5 jTSYEi FlagIcon__Span-s1h5yp3u-0 eAxEIb"></span>Severomorsk</li><li class="RecentReports__InnerCol-q9gvkj-4 kdZniq"><span class="RecentReports__Label-q9gvkj-0 ovZit">Mobile app not working</span></li></ul></li><li class="RecentReports__Col-q9gvkj-2 gvPnOa">1h</li></ul></section></section></section><div class="sc-bdVaJa frYeKI"><div><ins class="adsbygoogle" style="display:block" data-ad-client="ca-pub-3420388759586523" data-ad-slot="3799736330" data-ad-format="auto"></ins> - </div></div><section class="Box-s12snkgl-0 eaawzP"><section><section><div class="BoxHeader-pyfdzt-0 wBQlt">Discussion</div><p>Please <b>don't call "support numbers"</b> - posted below — most probably it's a scam. Make sure to report and -"downvote" such posts. Also don't post any of your personal information.</p></section><section><div id="disqus_thread"></div></section></section></section></div></div></div><div class="col-lg-4 sidebar"><div><ins class="adsbygoogle" style="display:block" data-ad-client="ca-pub-3420388759586523" data-ad-slot="9363837056" data-ad-format="auto"></ins> - </div><section class="SbBox__SbBoxWrap-s13wx3g3-0 izqjHG"><header class="SbBoxHeader-s1wr1o9x-0 ZVmIm">Having problems? Complain here:</header><section class="SbBoxBody-s1qqdvy0-0 kKdHN"><ul><li class="SupportTargets__Li-qi7gj1-1 jHiDkn"><span class="fa fa-twitter SupportTargets__Span-qi7gj1-0 iXLAql"></span><a href="https://twitter.com/@instagram" target="_blank">https://twitter.com/@instagram</a></li><li class="SupportTargets__Li-qi7gj1-1 jHiDkn"><span class="fa fa-facebook SupportTargets__Span-qi7gj1-0 iXLAql"></span><a href="https://www.facebook.com/instagram/" target="_blank">https://www.facebook.com/instagram/</a></li><li class="SupportTargets__Li-qi7gj1-1 jHiDkn"><span class="fa fa-globe SupportTargets__Span-qi7gj1-0 iXLAql"></span><a href="https://help.instagram.com/" target="_blank">https://help.instagram.com/</a></li></ul></section></section><section class="SbBox__SbBoxWrap-s13wx3g3-0 izqjHG"><section class="TweetsBox__GreyWrap-s12mungy-0 bupUUO"><header class="SbBoxHeader-s1wr1o9x-0 ZVmIm">Twitter Reaction</header><section class="SbBoxBody-s1qqdvy0-0 kKdHN"><section class="Tweets__Wrap-s1ipv0r6-0 eADBGy"><div class="notif-bar"><a>View 0 new Tweets</a></div><section class="Tweets__TweetsListWrap-s1ipv0r6-1 ghHYBw"><ul class="Tweets__TweetsList-s1ipv0r6-2 QQVy"><li data-tweet-id="5eb892187288017b0ac3d4eb"><div class="Tweet__ContainerDiv-eb2fy2-2 iQrcxI"><img class="StyledAvatar-s1akxuvw-0 bPjzgV" src="outage_report_instagram_files/f-iDCSBT_normal.jpg"><div class="tweet-body clearfix Tweet__Div-eb2fy2-0 gHrPMq"><div class="tweet-header"><small><div class="TweetHeader__StyledTweetTime-s1k65s8h-0 jpTejw" id="tweet-time">May 11, 2020 12:45 AM</div></small><a href="https://twitter.com/Tori_LocS" target="_blank" rel="nofollow" id="username" class="TweetUser__A-s11xu2yv-1 igCoAH"><strong class="TweetUser__Strong-s11xu2yv-2 hayQqm">Tori Harvey</strong><span class="TweetUser__Span-s11xu2yv-0 kQndua">@Tori_LocS</span></a></div><p class="Tweet__StyledTweetBody-eb2fy2-1 fnSmlJ TweetBody__P-rrblip-1 ihxmPN">We tryin support black business .. drop IG names please</p></div></div></li><li data-tweet-id="5eb891577288017b0ac3d27d"><div class="Tweet__ContainerDiv-eb2fy2-2 iQrcxI"><img class="StyledAvatar-s1akxuvw-0 bPjzgV" src="outage_report_instagram_files/kobZxKoL_normal.jpg"><div class="tweet-body clearfix Tweet__Div-eb2fy2-0 gHrPMq"><div class="tweet-header"><small><div class="TweetHeader__StyledTweetTime-s1k65s8h-0 jpTejw" id="tweet-time">May 11, 2020 12:42 AM</div></small><a href="https://twitter.com/nopeaceofmind" target="_blank" rel="nofollow" id="username" class="TweetUser__A-s11xu2yv-1 igCoAH"><strong class="TweetUser__Strong-s11xu2yv-2 hayQqm">rosario <img alt="🦋" draggable="false" src="outage_report_instagram_files/1f98b.png" style="height:1em;width:1em;margin:0 .05em 0 .1em;vertical-align:-0.1em"></strong><span class="TweetUser__Span-s11xu2yv-0 kQndua">@nopeaceofmind</span></a></div><p class="Tweet__StyledTweetBody-eb2fy2-1 fnSmlJ TweetBody__P-rrblip-1 ihxmPN">I CANT FUCKING ACCESS MY INSTAGRAM. FIX IT NOW <span class="utils__Span-nq5gy5-0 dHBNZw"><a href="https://twitter.com/INSTAGRAM" target="_blank">@INSTAGRAM</a></span></p></div></div></li><li data-tweet-id="5eb890f37288017b0ac3d140"><div class="Tweet__ContainerDiv-eb2fy2-2 iQrcxI"><img class="StyledAvatar-s1akxuvw-0 bPjzgV" src="outage_report_instagram_files/MYIFvwJK_normal.jpg"><div class="tweet-body clearfix Tweet__Div-eb2fy2-0 gHrPMq"><div class="tweet-header"><small><div class="TweetHeader__StyledTweetTime-s1k65s8h-0 jpTejw" id="tweet-time">May 11, 2020 12:40 AM</div></small><a href="https://twitter.com/hautalaulu" target="_blank" rel="nofollow" id="username" class="TweetUser__A-s11xu2yv-1 igCoAH"><strong class="TweetUser__Strong-s11xu2yv-2 hayQqm">lina</strong><span class="TweetUser__Span-s11xu2yv-0 kQndua">@hautalaulu</span></a></div><p class="Tweet__StyledTweetBody-eb2fy2-1 fnSmlJ TweetBody__P-rrblip-1 ihxmPN">guys my instagram dms aint working so dont try to talk to me there :(</p></div></div></li><li data-tweet-id="5eb890bd7288017b0ac3d082"><div class="Tweet__ContainerDiv-eb2fy2-2 iQrcxI"><img class="StyledAvatar-s1akxuvw-0 bPjzgV" src="outage_report_instagram_files/sUqlZoxo_normal.jpg"><div class="tweet-body clearfix Tweet__Div-eb2fy2-0 gHrPMq"><div class="tweet-header"><small><div class="TweetHeader__StyledTweetTime-s1k65s8h-0 jpTejw" id="tweet-time">May 11, 2020 12:39 AM</div></small><a href="https://twitter.com/KaiEhsan" target="_blank" rel="nofollow" id="username" class="TweetUser__A-s11xu2yv-1 igCoAH"><strong class="TweetUser__Strong-s11xu2yv-2 hayQqm"><img alt="🌚" draggable="false" src="outage_report_instagram_files/1f31a.png" style="height:1em;width:1em;margin:0 .05em 0 .1em;vertical-align:-0.1em"></strong><span class="TweetUser__Span-s11xu2yv-0 kQndua">@KaiEhsan</span></a></div><p class="Tweet__StyledTweetBody-eb2fy2-1 fnSmlJ TweetBody__P-rrblip-1 ihxmPN">Is Instagram trippen ? <img alt="🤨" draggable="false" src="outage_report_instagram_files/1f928.png" style="height:1em;width:1em;margin:0 .05em 0 .1em;vertical-align:-0.1em"> - -Or maybe Some wrong with my account</p></div></div></li><li data-tweet-id="5eb88f967288017b0ac3ccab"><div class="Tweet__ContainerDiv-eb2fy2-2 iQrcxI"><img class="StyledAvatar-s1akxuvw-0 bPjzgV" src="outage_report_instagram_files/v-k0YHFl_normal.jpg"><div class="tweet-body clearfix Tweet__Div-eb2fy2-0 gHrPMq"><div class="tweet-header"><small><div class="TweetHeader__StyledTweetTime-s1k65s8h-0 jpTejw" id="tweet-time">May 11, 2020 12:33 AM</div></small><a href="https://twitter.com/dancergirl403" target="_blank" rel="nofollow" id="username" class="TweetUser__A-s11xu2yv-1 igCoAH"><strong class="TweetUser__Strong-s11xu2yv-2 hayQqm">Elizabeth Underwood</strong><span class="TweetUser__Span-s11xu2yv-0 kQndua">@dancergirl403</span></a></div><p class="Tweet__StyledTweetBody-eb2fy2-1 fnSmlJ TweetBody__P-rrblip-1 ihxmPN">Anyone else’s Instagram tweakin? Mine hasn’t worked in 3 days 🥴 driving me crazy</p></div></div></li><li data-tweet-id="5eb88f197288017b0ac3cb29"><div class="Tweet__ContainerDiv-eb2fy2-2 iQrcxI"><img class="StyledAvatar-s1akxuvw-0 bPjzgV" src="outage_report_instagram_files/ijJfaNbC_normal.jpg"><div class="tweet-body clearfix Tweet__Div-eb2fy2-0 gHrPMq"><div class="tweet-header"><small><div class="TweetHeader__StyledTweetTime-s1k65s8h-0 jpTejw" id="tweet-time">May 11, 2020 12:32 AM</div></small><a href="https://twitter.com/MeganAshleyFit" target="_blank" rel="nofollow" id="username" class="TweetUser__A-s11xu2yv-1 igCoAH"><strong class="TweetUser__Strong-s11xu2yv-2 hayQqm">Megan Ashley</strong><span class="TweetUser__Span-s11xu2yv-0 kQndua">@MeganAshleyFit</span></a></div><p class="Tweet__StyledTweetBody-eb2fy2-1 fnSmlJ TweetBody__P-rrblip-1 ihxmPN">IG is not Tinder, stop confusing the two.</p></div></div></li><li data-tweet-id="5eb88e897288017b0ac3c977"><div class="Tweet__ContainerDiv-eb2fy2-2 iQrcxI"><img class="StyledAvatar-s1akxuvw-0 bPjzgV" src="outage_report_instagram_files/9fqTf-5h_normal.jpg"><div class="tweet-body clearfix Tweet__Div-eb2fy2-0 gHrPMq"><div class="tweet-header"><small><div class="TweetHeader__StyledTweetTime-s1k65s8h-0 jpTejw" id="tweet-time">May 11, 2020 12:30 AM</div></small><a href="https://twitter.com/LuhStalli" target="_blank" rel="nofollow" id="username" class="TweetUser__A-s11xu2yv-1 igCoAH"><strong class="TweetUser__Strong-s11xu2yv-2 hayQqm">TeeWhy <img alt="ðŸŽ" draggable="false" src="outage_report_instagram_files/1f40e.png" style="height:1em;width:1em;margin:0 .05em 0 .1em;vertical-align:-0.1em"></strong><span class="TweetUser__Span-s11xu2yv-0 kQndua">@LuhStalli</span></a></div><p class="Tweet__StyledTweetBody-eb2fy2-1 fnSmlJ TweetBody__P-rrblip-1 ihxmPN">Instagram acting stupid asf ...</p></div></div></li><li data-tweet-id="5eb88cbb7288017b0ac3c35e"><div class="Tweet__ContainerDiv-eb2fy2-2 iQrcxI"><img class="StyledAvatar-s1akxuvw-0 bPjzgV" src="outage_report_instagram_files/QohDHMEI_normal.jpg"><div class="tweet-body clearfix Tweet__Div-eb2fy2-0 gHrPMq"><div class="tweet-header"><small><div class="TweetHeader__StyledTweetTime-s1k65s8h-0 jpTejw" id="tweet-time">May 11, 2020 12:22 AM</div></small><a href="https://twitter.com/lyrrandreantes" target="_blank" rel="nofollow" id="username" class="TweetUser__A-s11xu2yv-1 igCoAH"><strong class="TweetUser__Strong-s11xu2yv-2 hayQqm">ðš–ðšŠðš¡ðš’ðš–ðšžðšœ</strong><span class="TweetUser__Span-s11xu2yv-0 kQndua">@lyrrandreantes</span></a></div><p class="Tweet__StyledTweetBody-eb2fy2-1 fnSmlJ TweetBody__P-rrblip-1 ihxmPN">can't even access my instagram <img alt="ðŸ˜" draggable="false" src="outage_report_instagram_files/1f62d.png" style="height:1em;width:1em;margin:0 .05em 0 .1em;vertical-align:-0.1em"></p></div></div></li><li data-tweet-id="5eb88bcf7288017b0ac3c021"><div class="Tweet__ContainerDiv-eb2fy2-2 iQrcxI"><img class="StyledAvatar-s1akxuvw-0 bPjzgV" src="outage_report_instagram_files/3cWSKcsk_normal.jpg"><div class="tweet-body clearfix Tweet__Div-eb2fy2-0 gHrPMq"><div class="tweet-header"><small><div class="TweetHeader__StyledTweetTime-s1k65s8h-0 jpTejw" id="tweet-time">May 11, 2020 12:18 AM</div></small><a href="https://twitter.com/YTExaktly" target="_blank" rel="nofollow" id="username" class="TweetUser__A-s11xu2yv-1 igCoAH"><strong class="TweetUser__Strong-s11xu2yv-2 hayQqm">ExaktÅ‚y</strong><span class="TweetUser__Span-s11xu2yv-0 kQndua">@YTExaktly</span></a></div><p class="Tweet__StyledTweetBody-eb2fy2-1 fnSmlJ TweetBody__P-rrblip-1 ihxmPN"><span class="utils__Span-nq5gy5-0 dHBNZw"><a href="https://twitter.com/instagram" target="_blank">@instagram</a></span> please fix your log-in system because it’s as bad as the coronavirus death toll</p></div></div></li><li data-tweet-id="5eb88b4d7288017b0ac3be39"><div class="Tweet__ContainerDiv-eb2fy2-2 iQrcxI"><img class="StyledAvatar-s1akxuvw-0 bPjzgV" src="outage_report_instagram_files/2FydZKFL_normal.jpg"><div class="tweet-body clearfix Tweet__Div-eb2fy2-0 gHrPMq"><div class="tweet-header"><small><div class="TweetHeader__StyledTweetTime-s1k65s8h-0 jpTejw" id="tweet-time">May 11, 2020 12:16 AM</div></small><a href="https://twitter.com/fleurvante" target="_blank" rel="nofollow" id="username" class="TweetUser__A-s11xu2yv-1 igCoAH"><strong class="TweetUser__Strong-s11xu2yv-2 hayQqm">ð™›ð™¡ð™¤â· semi ia</strong><span class="TweetUser__Span-s11xu2yv-0 kQndua">@fleurvante</span></a></div><p class="Tweet__StyledTweetBody-eb2fy2-1 fnSmlJ TweetBody__P-rrblip-1 ihxmPN">can bts pls do an in instagram live</p></div></div></li><li data-tweet-id="5eb88aef7288017b0ac3bd05"><div class="Tweet__ContainerDiv-eb2fy2-2 iQrcxI"><img class="StyledAvatar-s1akxuvw-0 bPjzgV" src="outage_report_instagram_files/13krsNSo_normal.jpg"><div class="tweet-body clearfix Tweet__Div-eb2fy2-0 gHrPMq"><div class="tweet-header"><small><div class="TweetHeader__StyledTweetTime-s1k65s8h-0 jpTejw" id="tweet-time">May 11, 2020 12:14 AM</div></small><a href="https://twitter.com/Sephiniixx" target="_blank" rel="nofollow" id="username" class="TweetUser__A-s11xu2yv-1 igCoAH"><strong class="TweetUser__Strong-s11xu2yv-2 hayQqm">$eph</strong><span class="TweetUser__Span-s11xu2yv-0 kQndua">@Sephiniixx</span></a></div><p class="Tweet__StyledTweetBody-eb2fy2-1 fnSmlJ TweetBody__P-rrblip-1 ihxmPN">Man my Instagram keep lagging</p></div></div></li><li data-tweet-id="5eb88a5e7288017b0ac3bb16"><div class="Tweet__ContainerDiv-eb2fy2-2 iQrcxI"><img class="StyledAvatar-s1akxuvw-0 bPjzgV" src="outage_report_instagram_files/Z4Hc2nrF_normal.jpg"><div class="tweet-body clearfix Tweet__Div-eb2fy2-0 gHrPMq"><div class="tweet-header"><small><div class="TweetHeader__StyledTweetTime-s1k65s8h-0 jpTejw" id="tweet-time">May 11, 2020 12:12 AM</div></small><a href="https://twitter.com/WildflowerHBR" target="_blank" rel="nofollow" id="username" class="TweetUser__A-s11xu2yv-1 igCoAH"><strong class="TweetUser__Strong-s11xu2yv-2 hayQqm">Mads <img alt="🔗" draggable="false" src="outage_report_instagram_files/1f517.png" style="height:1em;width:1em;margin:0 .05em 0 .1em;vertical-align:-0.1em"></strong><span class="TweetUser__Span-s11xu2yv-0 kQndua">@WildflowerHBR</span></a></div><p class="Tweet__StyledTweetBody-eb2fy2-1 fnSmlJ TweetBody__P-rrblip-1 ihxmPN">I really wanted for stay up for <span class="utils__Span-nq5gy5-0 dHBNZw"><a href="https://twitter.com/HunterRowland" target="_blank">@HunterRowland</a></span> Instagram live but I’m so fucking tired</p></div></div></li><li data-tweet-id="5eb88a017288017b0ac3b9d1"><div class="Tweet__ContainerDiv-eb2fy2-2 iQrcxI"><img class="StyledAvatar-s1akxuvw-0 bPjzgV" src="outage_report_instagram_files/Nm_SE2A-_normal.jpg"><div class="tweet-body clearfix Tweet__Div-eb2fy2-0 gHrPMq"><div class="tweet-header"><small><div class="TweetHeader__StyledTweetTime-s1k65s8h-0 jpTejw" id="tweet-time">May 11, 2020 12:10 AM</div></small><a href="https://twitter.com/_joyriding" target="_blank" rel="nofollow" id="username" class="TweetUser__A-s11xu2yv-1 igCoAH"><strong class="TweetUser__Strong-s11xu2yv-2 hayQqm">polnareff’s big bazongas(笑)</strong><span class="TweetUser__Span-s11xu2yv-0 kQndua">@_joyriding</span></a></div><p class="Tweet__StyledTweetBody-eb2fy2-1 fnSmlJ TweetBody__P-rrblip-1 ihxmPN">my ig isnt working damn<img alt="😔" draggable="false" src="outage_report_instagram_files/1f614.png" style="height:1em;width:1em;margin:0 .05em 0 .1em;vertical-align:-0.1em"></p></div></div></li><li data-tweet-id="5eb889557288017b0ac3b772"><div class="Tweet__ContainerDiv-eb2fy2-2 iQrcxI"><img class="StyledAvatar-s1akxuvw-0 bPjzgV" src="outage_report_instagram_files/4vdA-UhK_normal.jpg"><div class="tweet-body clearfix Tweet__Div-eb2fy2-0 gHrPMq"><div class="tweet-header"><small><div class="TweetHeader__StyledTweetTime-s1k65s8h-0 jpTejw" id="tweet-time">May 11, 2020 12:07 AM</div></small><a href="https://twitter.com/ChronisterLaken" target="_blank" rel="nofollow" id="username" class="TweetUser__A-s11xu2yv-1 igCoAH"><strong class="TweetUser__Strong-s11xu2yv-2 hayQqm">Laken Chronister</strong><span class="TweetUser__Span-s11xu2yv-0 kQndua">@ChronisterLaken</span></a></div><p class="Tweet__StyledTweetBody-eb2fy2-1 fnSmlJ TweetBody__P-rrblip-1 ihxmPN">if anyone knows how to fix an instagram hack pls lmk :(</p></div></div></li><li data-tweet-id="5eb887eb7288017b0ac3b2aa"><div class="Tweet__ContainerDiv-eb2fy2-2 iQrcxI"><img class="StyledAvatar-s1akxuvw-0 bPjzgV" src="outage_report_instagram_files/3SFysGgy_normal.jpg"><div class="tweet-body clearfix Tweet__Div-eb2fy2-0 gHrPMq"><div class="tweet-header"><small><div class="TweetHeader__StyledTweetTime-s1k65s8h-0 jpTejw" id="tweet-time">May 11, 2020 12:01 AM</div></small><a href="https://twitter.com/princessnxchole" target="_blank" rel="nofollow" id="username" class="TweetUser__A-s11xu2yv-1 igCoAH"><strong class="TweetUser__Strong-s11xu2yv-2 hayQqm">ÑŸĆØÅĘ<img alt="🌻" draggable="false" src="outage_report_instagram_files/1f33b.png" style="height:1em;width:1em;margin:0 .05em 0 .1em;vertical-align:-0.1em"></strong><span class="TweetUser__Span-s11xu2yv-0 kQndua">@princessnxchole</span></a></div><p class="Tweet__StyledTweetBody-eb2fy2-1 fnSmlJ TweetBody__P-rrblip-1 ihxmPN">Ig we going on a adventure</p></div></div></li><li data-tweet-id="5eb886f37288017b0ac3af5c"><div class="Tweet__ContainerDiv-eb2fy2-2 iQrcxI"><img class="StyledAvatar-s1akxuvw-0 bPjzgV" src="outage_report_instagram_files/0JiAf8J3_normal.png"><div class="tweet-body clearfix Tweet__Div-eb2fy2-0 gHrPMq"><div class="tweet-header"><small><div class="TweetHeader__StyledTweetTime-s1k65s8h-0 jpTejw" id="tweet-time">May 10, 2020 11:57 PM</div></small><a href="https://twitter.com/drackiepuff" target="_blank" rel="nofollow" id="username" class="TweetUser__A-s11xu2yv-1 igCoAH"><strong class="TweetUser__Strong-s11xu2yv-2 hayQqm">ð—±ð—¿ð—®ð—°ð—¼ ; semi-ia</strong><span class="TweetUser__Span-s11xu2yv-0 kQndua">@drackiepuff</span></a></div><p class="Tweet__StyledTweetBody-eb2fy2-1 fnSmlJ TweetBody__P-rrblip-1 ihxmPN">idk what i did but jack blocked me big rip ig</p></div></div></li><li data-tweet-id="5eb8844a7288017b0ac3a65d"><div class="Tweet__ContainerDiv-eb2fy2-2 iQrcxI"><img class="StyledAvatar-s1akxuvw-0 bPjzgV" src="outage_report_instagram_files/PwZV52MT_normal.jpg"><div class="tweet-body clearfix Tweet__Div-eb2fy2-0 gHrPMq"><div class="tweet-header"><small><div class="TweetHeader__StyledTweetTime-s1k65s8h-0 jpTejw" id="tweet-time">May 10, 2020 11:46 PM</div></small><a href="https://twitter.com/baysickboyel" target="_blank" rel="nofollow" id="username" class="TweetUser__A-s11xu2yv-1 igCoAH"><strong class="TweetUser__Strong-s11xu2yv-2 hayQqm">Eldrich<img alt="🤱ðŸ½" draggable="false" src="outage_report_instagram_files/1f931-1f3fd.png" style="height:1em;width:1em;margin:0 .05em 0 .1em;vertical-align:-0.1em"><img alt="🤱ðŸ½" draggable="false" src="outage_report_instagram_files/1f931-1f3fd.png" style="height:1em;width:1em;margin:0 .05em 0 .1em;vertical-align:-0.1em"><img alt="🤱ðŸ½" draggable="false" src="outage_report_instagram_files/1f931-1f3fd.png" style="height:1em;width:1em;margin:0 .05em 0 .1em;vertical-align:-0.1em"></strong><span class="TweetUser__Span-s11xu2yv-0 kQndua">@baysickboyel</span></a></div><p class="Tweet__StyledTweetBody-eb2fy2-1 fnSmlJ TweetBody__P-rrblip-1 ihxmPN">Had to stop cooking just to watch <span class="utils__Span-nq5gy5-0 dHBNZw"><a href="https://twitter.com/raveena_aurora" target="_blank">@raveena_aurora</a></span> IG live. Blessed</p></div></div></li><li data-tweet-id="5eb8835c7288017b0ac3a30a"><div class="Tweet__ContainerDiv-eb2fy2-2 iQrcxI"><img class="StyledAvatar-s1akxuvw-0 bPjzgV" src="outage_report_instagram_files/iXRIKwS5_normal.jpg"><div class="tweet-body clearfix Tweet__Div-eb2fy2-0 gHrPMq"><div class="tweet-header"><small><div class="TweetHeader__StyledTweetTime-s1k65s8h-0 jpTejw" id="tweet-time">May 10, 2020 11:42 PM</div></small><a href="https://twitter.com/hoodfavissac" target="_blank" rel="nofollow" id="username" class="TweetUser__A-s11xu2yv-1 igCoAH"><strong class="TweetUser__Strong-s11xu2yv-2 hayQqm"><img alt="👿" draggable="false" src="outage_report_instagram_files/1f47f.png" style="height:1em;width:1em;margin:0 .05em 0 .1em;vertical-align:-0.1em"></strong><span class="TweetUser__Span-s11xu2yv-0 kQndua">@hoodfavissac</span></a></div><p class="Tweet__StyledTweetBody-eb2fy2-1 fnSmlJ TweetBody__P-rrblip-1 ihxmPN">who else insta tweaking cause my shit all fucked up</p></div></div></li><li data-tweet-id="5eb883437288017b0ac3a28f"><div class="Tweet__ContainerDiv-eb2fy2-2 iQrcxI"><img class="StyledAvatar-s1akxuvw-0 bPjzgV" src="outage_report_instagram_files/WHOMMhc4_normal.jpg"><div class="tweet-body clearfix Tweet__Div-eb2fy2-0 gHrPMq"><div class="tweet-header"><small><div class="TweetHeader__StyledTweetTime-s1k65s8h-0 jpTejw" id="tweet-time">May 10, 2020 11:42 PM</div></small><a href="https://twitter.com/annaliselincol2" target="_blank" rel="nofollow" id="username" class="TweetUser__A-s11xu2yv-1 igCoAH"><strong class="TweetUser__Strong-s11xu2yv-2 hayQqm">annalise lincoln</strong><span class="TweetUser__Span-s11xu2yv-0 kQndua">@annaliselincol2</span></a></div><p class="Tweet__StyledTweetBody-eb2fy2-1 fnSmlJ TweetBody__P-rrblip-1 ihxmPN">well ig i was wrong like</p></div></div></li><li data-tweet-id="5eb883447288017b0ac3a293"><div class="Tweet__ContainerDiv-eb2fy2-2 iQrcxI"><img class="StyledAvatar-s1akxuvw-0 bPjzgV" src="outage_report_instagram_files/pF46Bhhz_normal.jpg"><div class="tweet-body clearfix Tweet__Div-eb2fy2-0 gHrPMq"><div class="tweet-header"><small><div class="TweetHeader__StyledTweetTime-s1k65s8h-0 jpTejw" id="tweet-time">May 10, 2020 11:42 PM</div></small><a href="https://twitter.com/spotofbp" target="_blank" rel="nofollow" id="username" class="TweetUser__A-s11xu2yv-1 igCoAH"><strong class="TweetUser__Strong-s11xu2yv-2 hayQqm">Senior Sources</strong><span class="TweetUser__Span-s11xu2yv-0 kQndua">@spotofbp</span></a></div><p class="Tweet__StyledTweetBody-eb2fy2-1 fnSmlJ TweetBody__P-rrblip-1 ihxmPN">Was Mother's Day really as perfect as it looked on Instagram? What am I doing wrong?</p></div></div></li></ul></section></section></section></section></section><section class="SbBox__SbBoxWrap-s13wx3g3-0 izqjHG"><div class="fb-page" data-href="https://www.facebook.com/pages/Outage-Report/954218841304891" data-adapt-container-width="true" data-show-facepile="true" data-show-posts="false"><div class="fb-xfbml-parse-ignore"></div></div></section><section class="SbBox__SbBoxWrap-s13wx3g3-0 izqjHG"><header class="SbBoxHeader-s1wr1o9x-0 ZVmIm">Most Common Report Sources</header><ul><li><span title="United States of America" class="MostCommonReportSources__StyledFlagIcon-j13ztj-0 euXkSR FlagIcon__Span-s1h5yp3u-0 FnvAx"></span>United States of America</li><li><span title="Ukraine" class="MostCommonReportSources__StyledFlagIcon-j13ztj-0 euXkSR FlagIcon__Span-s1h5yp3u-0 fKWNsy"></span>Ukraine</li><li><span title="Russia" class="MostCommonReportSources__StyledFlagIcon-j13ztj-0 euXkSR FlagIcon__Span-s1h5yp3u-0 eAxEIb"></span>Russia</li><li><span title="Republic of Uzbekistan" class="MostCommonReportSources__StyledFlagIcon-j13ztj-0 euXkSR FlagIcon__Span-s1h5yp3u-0 eyJmzF"></span>Republic of Uzbekistan</li><li><span title="Canada" class="MostCommonReportSources__StyledFlagIcon-j13ztj-0 euXkSR FlagIcon__Span-s1h5yp3u-0 eplLcC"></span>Canada</li><li><span title="Republic of Kazakhstan" class="MostCommonReportSources__StyledFlagIcon-j13ztj-0 euXkSR FlagIcon__Span-s1h5yp3u-0 iIyWia"></span>Republic of Kazakhstan</li><li><span title="Netherlands" class="MostCommonReportSources__StyledFlagIcon-j13ztj-0 euXkSR FlagIcon__Span-s1h5yp3u-0 ghYUuh"></span>Netherlands</li><li><span title="United Kingdom" class="MostCommonReportSources__StyledFlagIcon-j13ztj-0 euXkSR FlagIcon__Span-s1h5yp3u-0 hjrbFk"></span>United Kingdom</li><li><span title="Republic of India" class="MostCommonReportSources__StyledFlagIcon-j13ztj-0 euXkSR FlagIcon__Span-s1h5yp3u-0 fVKWPT"></span>Republic of India</li><li><span title="Spain" class="MostCommonReportSources__StyledFlagIcon-j13ztj-0 euXkSR FlagIcon__Span-s1h5yp3u-0 efhEnw"></span>Spain</li></ul></section><section class="SbBox__SbBoxWrap-s13wx3g3-0 izqjHG"><div><ins class="adsbygoogle" style="display:block" data-ad-client="ca-pub-3420388759586523" data-ad-slot="5585800490" data-ad-format="auto"></ins> - </div></section><section class="SbBox__SbBoxWrap-s13wx3g3-0 izqjHG"><a class="twitter-timeline" href="https://twitter.com/instagram" data-height="600" data-show-replies="true" data-chrome="nofooter"></a></section><section class="SbBox__SbBoxWrap-s13wx3g3-0 izqjHG"><div><ins class="adsbygoogle" style="display:block" data-ad-client="ca-pub-3420388759586523" data-ad-slot="2169299665" data-ad-format="auto"></ins> - </div></section></div></div></div><div class="footer"><div class="container" style="color:#9d9d9d"><div class="row"><div class="col-sm-2"><div style="display:block;text-align:center;margin-bottom:10px"><img src="outage_report_instagram_files/logo-small.png" alt="logo" style="display:block;height:70px;margin:auto"><span style="display:inline-block">©<!-- -->Outage.Report<!-- --> <!-- -->2020</span></div></div><div class="col-sm-6"><ul><li><a href="http://outagereport.ca/" target="_blank">Outage Report Canada</a></li><li><a href="http://outagereport.in/" target="_blank">Outage Report India</a></li><li><a href="http://outage.africa/" target="_blank">Outage Report Africa</a></li></ul></div></div></div></div></div></div><span id="lightbox_anchor" class="jslghtbx"></span><script>window.App={"context":{"dispatcher":{"stores":{"CommonStore":{"website":{"_id":"58976bceee5285714568b789","domain_name":"outage.report","title":"Outage.Report","lang":"en","locale_m":"en-us","ga_id":"UA-64830784-1","g_api_key":"AIzaSyAtfemrWHS4GAu3Ezo0UFUTMvoMDFo0ctM","tz":"America\u002FNew_York","fb_page_url":"https:\u002F\u002Fwww.facebook.com\u002Fpages\u002FOutage-Report\u002F954218841304891","fb_locale":"en_US","disqus_short_name":"outage-report","disqus_short_name_dev":"outage-report-dev","disqus_short_name_staging":"outage-report-staging","hostWithPort":"outage.report","https":true},"adsEnabled":1,"lang":{"code":"en","alpha3":"eng","momentLocale":"en","fbLocale":"en_US"},"currentPage":"SERVICE_PAGE","langCatalog":{"languageData":{"plurals":function plurals(n, ord) { - var s = String(n).split("."), - v0 = !s[1], - t0 = Number(s[0]) == n, - n10 = t0 && s[0].slice(-1), - n100 = t0 && s[0].slice(-2); - if (ord) return n10 == 1 && n100 != 11 ? 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n?"dddd"===e?-1!==(p=Bt.call(this._weekdaysParse,b))?p:null:"ddd"===e?-1!==(p=Bt.call(this._shortWeekdaysParse,b))?p:null:-1!==(p=Bt.call(this._minWeekdaysParse,b))?p:null:"dddd"===e?-1!==(p=Bt.call(this._weekdaysParse,b))?p:-1!==(p=Bt.call(this._shortWeekdaysParse,b))?p:-1!==(p=Bt.call(this._minWeekdaysParse,b))?p:null:"ddd"===e?-1!==(p=Bt.call(this._shortWeekdaysParse,b))?p:-1!==(p=Bt.call(this._weekdaysParse,b))?p:-1!==(p=Bt.call(this._minWeekdaysParse,b))?p:null:-1!==(p=Bt.call(this._minWeekdaysParse,b))?p:-1!==(p=Bt.call(this._weekdaysParse,b))?p:-1!==(p=Bt.call(this._shortWeekdaysParse,b))?p:null}.call(this,t,e,n);for(this._weekdaysParse||(this._weekdaysParse=[],this._minWeekdaysParse=[],this._shortWeekdaysParse=[],this._fullWeekdaysParse=[]),o=0;o<7;o++){if(p=O([2e3,1]).day(o),n&&!this._fullWeekdaysParse[o]&&(this._fullWeekdaysParse[o]=new RegExp("^"+this.weekdays(p,"").replace(".",".?")+"$","i"),this._shortWeekdaysParse[o]=new 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n=this;p.call(this),this.id=null,this.state=this.CLOSED,this.authState=this.UNAUTHENTICATED,this.signedAuthToken=null,this.authToken=null,this.pendingReconnect=!1,this.pendingReconnectTimeout=null,this.preparingPendingSubscriptions=!1,this.clientId=t.clientId,this.connectTimeout=t.connectTimeout,this.ackTimeout=t.ackTimeout,this.channelPrefix=t.channelPrefix||null,this.disconnectOnUnload=null==t.disconnectOnUnload||t.disconnectOnUnload,this.authTokenName=t.authTokenName,this.pingTimeout=this.ackTimeout,this.pingTimeoutDisabled=!!t.pingTimeoutDisabled,this.active=!0,this._clientMap=t.clientMap||{};var o=Math.pow(2,31)-1,r=function(t){if(n[t]>o)throw new s("The "+t+" value provided exceeded the maximum amount allowed")};if(r("connectTimeout"),r("ackTimeout"),this._localEvents={connect:1,connectAbort:1,close:1,disconnect:1,message:1,error:1,raw:1,kickOut:1,subscribe:1,unsubscribe:1,subscribeStateChange:1,authStateChange:1,authenticate:1,deauthenticate:1,removeAuthToken:1,subscribeRequest:1},this.connectAttempts=0,this._emitBuffer=new i,this.channels={},this.options=t,this._cid=1,this.options.callIdGenerator=function(){return n._cid++},this.options.autoReconnect){null==this.options.autoReconnectOptions&&(this.options.autoReconnectOptions={});var c=this.options.autoReconnectOptions;null==c.initialDelay&&(c.initialDelay=1e4),null==c.randomness&&(c.randomness=1e4),null==c.multiplier&&(c.multiplier=1.5),null==c.maxDelay&&(c.maxDelay=6e4)}null==this.options.subscriptionRetryOptions&&(this.options.subscriptionRetryOptions={}),this.options.authEngine?this.auth=this.options.authEngine:this.auth=new b,this.options.codecEngine?this.codec=this.options.codecEngine:this.codec=M,this.options.path=this.options.path.replace(/\/$/,"")+"/",this.options.query=t.query||{},"string"==typeof this.options.query&&(this.options.query=z.parse(this.options.query)),this._channelEmitter=new p,this._unloadHandler=function(){n.disconnect()},h&&this.disconnectOnUnload&&e.addEventListener&&e.addEventListener("beforeunload",this._unloadHandler,!1),this._clientMap[this.clientId]=this,this.options.autoConnect&&this.connect()};W.prototype=Object.create(p.prototype),W.CONNECTING=W.prototype.CONNECTING=c.prototype.CONNECTING,W.OPEN=W.prototype.OPEN=c.prototype.OPEN,W.CLOSED=W.prototype.CLOSED=c.prototype.CLOSED,W.AUTHENTICATED=W.prototype.AUTHENTICATED="authenticated",W.UNAUTHENTICATED=W.prototype.UNAUTHENTICATED="unauthenticated",W.PENDING=W.prototype.PENDING="pending",W.ignoreStatuses=u.socketProtocolIgnoreStatuses,W.errorStatuses=u.socketProtocolErrorStatuses,W.prototype._privateEventHandlerMap={"#publish":function(t){var e=this._undecorateChannelName(t.channel);this.isSubscribed(e,!0)&&this._channelEmitter.emit(e,t.data)},"#kickOut":function(t){var e=this._undecorateChannelName(t.channel),n=this.channels[e];n&&(p.prototype.emit.call(this,"kickOut",t.message,e),n.emit("kickOut",t.message,e),this._triggerChannelUnsubscribe(n))},"#setAuthToken":function(t,e){var n=this;if(t){this.auth.saveToken(this.authTokenName,t.token,{},function(o){o?(e.error(o),n._onSCError(o)):(n._changeToAuthenticatedState(t.token),e.end())})}else e.error(new A("No token data provided by #setAuthToken event"))},"#removeAuthToken":function(t,e){var n=this;this.auth.removeToken(this.authTokenName,function(t,o){t?(e.error(t),n._onSCError(t)):(p.prototype.emit.call(n,"removeAuthToken",o),n._changeToUnauthenticatedStateAndClearTokens(),e.end())})},"#disconnect":function(t){this.transport.close(t.code,t.data)}},W.prototype.getState=function(){return this.state},W.prototype.getBytesReceived=function(){return this.transport.getBytesReceived()},W.prototype.deauthenticate=function(t){var e=this;this.auth.removeToken(this.authTokenName,function(n,o){n?e._onSCError(n):(p.prototype.emit.call(e,"removeAuthToken",o),e.state!=e.CLOSED&&e.emit("#removeAuthToken"),e._changeToUnauthenticatedStateAndClearTokens()),t&&t(n)})},W.prototype.connect=W.prototype.open=function(){var t=this;if(this.active)this.state==this.CLOSED&&(this.pendingReconnect=!1,this.pendingReconnectTimeout=null,clearTimeout(this._reconnectTimeoutRef),this.state=this.CONNECTING,p.prototype.emit.call(this,"connecting"),this.transport&&this.transport.off(),this.transport=new c(this.auth,this.codec,this.options),this.transport.on("open",function(e){t.state=t.OPEN,t._onSCOpen(e)}),this.transport.on("error",function(e){t._onSCError(e)}),this.transport.on("close",function(e,n){t.state=t.CLOSED,t._onSCClose(e,n)}),this.transport.on("openAbort",function(e,n){t.state=t.CLOSED,t._onSCClose(e,n,!0)}),this.transport.on("event",function(e,n,o){t._onSCEvent(e,n,o)}));else{var e=new l("Cannot connect a destroyed client");this._onSCError(e)}},W.prototype.reconnect=function(t,e){this.disconnect(t,e),this.connect()},W.prototype.disconnect=function(t,e){if("number"!=typeof(t=t||1e3))throw new s("If specified, the code argument must be a number");this.state==this.OPEN||this.state==this.CONNECTING?this.transport.close(t,e):(this.pendingReconnect=!1,this.pendingReconnectTimeout=null,clearTimeout(this._reconnectTimeoutRef))},W.prototype.destroy=function(t,n){h&&e.removeEventListener&&e.removeEventListener("beforeunload",this._unloadHandler,!1),this.active=!1,this.disconnect(t,n),delete this._clientMap[this.clientId]},W.prototype._changeToUnauthenticatedStateAndClearTokens=function(){if(this.authState!=this.UNAUTHENTICATED){var t=this.authState,e=this.signedAuthToken;this.authState=this.UNAUTHENTICATED,this.signedAuthToken=null,this.authToken=null;var n={oldState:t,newState:this.authState};p.prototype.emit.call(this,"authStateChange",n),p.prototype.emit.call(this,"deauthenticate",e)}},W.prototype._changeToAuthenticatedState=function(t){if(this.signedAuthToken=t,this.authToken=this._extractAuthTokenData(t),this.authState!=this.AUTHENTICATED){var e=this.authState;this.authState=this.AUTHENTICATED;var n={oldState:e,newState:this.authState,signedAuthToken:t,authToken:this.authToken};this.preparingPendingSubscriptions||this.processPendingSubscriptions(),p.prototype.emit.call(this,"authStateChange",n)}p.prototype.emit.call(this,"authenticate",t)},W.prototype.decodeBase64=function(t){var n;void 0===o?n=e.atob?e.atob(t):a.decode(t):n=new o(t,"base64").toString("utf8");return n},W.prototype.encodeBase64=function(t){var n;void 0===o?n=e.btoa?e.btoa(t):a.encode(t):n=new o(t,"utf8").toString("base64");return n},W.prototype._extractAuthTokenData=function(t){var e=(t||"").split(".")[1];if(null!=e){var n=e;try{return n=this.decodeBase64(n),JSON.parse(n)}catch(t){return n}}return null},W.prototype.getAuthToken=function(){return this.authToken},W.prototype.getSignedAuthToken=function(){return this.signedAuthToken},W.prototype.authenticate=function(t,e){var n=this;this.emit("#authenticate",t,function(o,p){p&&null!=p.isAuthenticated?p.authError&&(p.authError=u.hydrateError(p.authError)):p={isAuthenticated:n.authState,authError:null},o?("BadConnectionError"!=o.name&&"TimeoutError"!=o.name&&n._changeToUnauthenticatedStateAndClearTokens(),e&&e(o,p)):n.auth.saveToken(n.authTokenName,t,{},function(o){o&&n._onSCError(o),p.isAuthenticated?n._changeToAuthenticatedState(t):n._changeToUnauthenticatedStateAndClearTokens(),e&&e(o,p)})})},W.prototype._tryReconnect=function(t){var e,n=this,o=this.connectAttempts++,p=this.options.autoReconnectOptions;if(null==t||o>0){var r=Math.round(p.initialDelay+(p.randomness||0)*Math.random());e=Math.round(r*Math.pow(p.multiplier,o))}else e=t;e>p.maxDelay&&(e=p.maxDelay),clearTimeout(this._reconnectTimeoutRef),this.pendingReconnect=!0,this.pendingReconnectTimeout=e,this._reconnectTimeoutRef=setTimeout(function(){n.connect()},e)},W.prototype._onSCOpen=function(t){var e=this;this.preparingPendingSubscriptions=!0,t?(this.id=t.id,this.pingTimeout=t.pingTimeout,this.transport.pingTimeout=this.pingTimeout,t.isAuthenticated?this._changeToAuthenticatedState(t.authToken):this._changeToUnauthenticatedStateAndClearTokens()):this._changeToUnauthenticatedStateAndClearTokens(),this.connectAttempts=0,this.options.autoSubscribeOnConnect&&this.processPendingSubscriptions(),p.prototype.emit.call(this,"connect",t,function(){e.processPendingSubscriptions()}),this.state==this.OPEN&&this._flushEmitBuffer()},W.prototype._onSCError=function(t){var e=this;setTimeout(function(){if(e.listeners("error").length<1)throw t;p.prototype.emit.call(e,"error",t)},0)},W.prototype._suspendSubscriptions=function(){var t,e;for(var n in this.channels)this.channels.hasOwnProperty(n)&&(e=(t=this.channels[n]).state==t.SUBSCRIBED||t.state==t.PENDING?t.PENDING:t.UNSUBSCRIBED,this._triggerChannelUnsubscribe(t,e))},W.prototype._abortAllPendingEventsDueToBadConnection=function(t){for(var e,n=this._emitBuffer.head;n;){e=n.next;var o=n.data;clearTimeout(o.timeout),delete o.timeout,n.detach(),n=e;var p=o.callback;if(p){delete o.callback;var r="Event '"+o.event+"' was aborted due to a bad connection",b=new q(r,t);p.call(o,b,o)}o.cid&&this.transport.cancelPendingResponse(o.cid)}},W.prototype._onSCClose=function(t,e,n){if(this.id=null,this.transport&&this.transport.off(),this.pendingReconnect=!1,this.pendingReconnectTimeout=null,clearTimeout(this._reconnectTimeoutRef),this._suspendSubscriptions(),this._abortAllPendingEventsDueToBadConnection(n?"connectAbort":"disconnect"),this.options.autoReconnect&&(4e3==t||4001==t||1005==t?this._tryReconnect(0):1e3!=t&&t<4500&&this._tryReconnect()),n?p.prototype.emit.call(this,"connectAbort",t,e):p.prototype.emit.call(this,"disconnect",t,e),p.prototype.emit.call(this,"close",t,e),!W.ignoreStatuses[t]){var o;o=e?"Socket connection closed with status code "+t+" and reason: "+e:"Socket connection closed with status code "+t;var r=new d(W.errorStatuses[t]||o,t);this._onSCError(r)}},W.prototype._onSCEvent=function(t,e,n){var o=this._privateEventHandlerMap[t];o?o.call(this,e,n):p.prototype.emit.call(this,t,e,function(){n&&n.callback.apply(n,arguments)})},W.prototype.decode=function(t){return this.transport.decode(t)},W.prototype.encode=function(t){return this.transport.encode(t)},W.prototype._flushEmitBuffer=function(){for(var t,e=this._emitBuffer.head;e;){t=e.next;var n=e.data;e.detach(),this.transport.emitObject(n),e=t}},W.prototype._handleEventAckTimeout=function(t,e){e&&e.detach(),delete t.timeout;var n=t.callback;if(n){delete t.callback;var o=new f("Event response for '"+t.event+"' timed out");n.call(t,o,t)}t.cid&&this.transport.cancelPendingResponse(t.cid)},W.prototype._emit=function(t,e,n){var o=this;this.state==this.CLOSED&&this.connect();var p={event:t,callback:n},r=new i.Item;this.options.cloneData?p.data=O(e):p.data=e,r.data=p,p.timeout=setTimeout(function(){o._handleEventAckTimeout(p,r)},this.ackTimeout),this._emitBuffer.append(r),this.state==this.OPEN&&this._flushEmitBuffer()},W.prototype.send=function(t){this.transport.send(t)},W.prototype.emit=function(t,e,n){if(null==this._localEvents[t])this._emit(t,e,n);else if("error"==t)p.prototype.emit.call(this,t,e);else{var o=new l('The "'+t+'" event is reserved and cannot be emitted on a client socket');this._onSCError(o)}},W.prototype.publish=function(t,e,n){var o={channel:this._decorateChannelName(t),data:e};this.emit("#publish",o,n)},W.prototype._triggerChannelSubscribe=function(t,e){var n=t.name;if(t.state!=t.SUBSCRIBED){var o=t.state;t.state=t.SUBSCRIBED;var r={channel:n,oldState:o,newState:t.state,subscriptionOptions:e};t.emit("subscribeStateChange",r),t.emit("subscribe",n,e),p.prototype.emit.call(this,"subscribeStateChange",r),p.prototype.emit.call(this,"subscribe",n,e)}},W.prototype._triggerChannelSubscribeFail=function(t,e,n){var o=e.name,r=!e.waitForAuth||this.authState==this.AUTHENTICATED;e.state!=e.UNSUBSCRIBED&&r&&(e.state=e.UNSUBSCRIBED,e.emit("subscribeFail",t,o,n),p.prototype.emit.call(this,"subscribeFail",t,o,n))},W.prototype._cancelPendingSubscribeCallback=function(t){null!=t._pendingSubscriptionCid&&(this.transport.cancelPendingResponse(t._pendingSubscriptionCid),delete t._pendingSubscriptionCid)},W.prototype._decorateChannelName=function(t){return this.channelPrefix&&(t=this.channelPrefix+t),t},W.prototype._undecorateChannelName=function(t){return this.channelPrefix&&0==t.indexOf(this.channelPrefix)?t.replace(this.channelPrefix,""):t},W.prototype._trySubscribe=function(t){var e=this,n=!t.waitForAuth||this.authState==this.AUTHENTICATED;if(this.state==this.OPEN&&!this.preparingPendingSubscriptions&&null==t._pendingSubscriptionCid&&n){var o={noTimeout:!0},r={channel:this._decorateChannelName(t.name)};t.waitForAuth&&(o.waitForAuth=!0,r.waitForAuth=o.waitForAuth),t.data&&(r.data=t.data),t.batch&&(o.batch=!0,r.batch=!0),t._pendingSubscriptionCid=this.transport.emit("#subscribe",r,o,function(n){delete t._pendingSubscriptionCid,n?e._triggerChannelSubscribeFail(n,t,r):e._triggerChannelSubscribe(t,r)}),p.prototype.emit.call(this,"subscribeRequest",t.name,r)}},W.prototype.subscribe=function(t,e){var n=this.channels[t];return n?e&&n.setOptions(e):(n=new r(t,this,e),this.channels[t]=n),n.state==n.UNSUBSCRIBED&&(n.state=n.PENDING,this._trySubscribe(n)),n},W.prototype._triggerChannelUnsubscribe=function(t,e){var n=t.name,o=t.state;if(t.state=e||t.UNSUBSCRIBED,this._cancelPendingSubscribeCallback(t),o==t.SUBSCRIBED){var 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3166-2:UA"],["AE","ARE","784","ISO 3166-2:AE"],["GB","GBR","826","ISO 3166-2:GB"],["US","USA","840","ISO 3166-2:US"],["UM","UMI","581","ISO 3166-2:UM"],["UY","URY","858","ISO 3166-2:UY"],["UZ","UZB","860","ISO 3166-2:UZ"],["VU","VUT","548","ISO 3166-2:VU"],["VE","VEN","862","ISO 3166-2:VE"],["VN","VNM","704","ISO 3166-2:VN"],["VG","VGB","092","ISO 3166-2:VG"],["VI","VIR","850","ISO 3166-2:VI"],["WF","WLF","876","ISO 3166-2:WF"],["EH","ESH","732","ISO 3166-2:EH"],["YE","YEM","887","ISO 3166-2:YE"],["ZM","ZMB","894","ISO 3166-2:ZM"],["ZW","ZWE","716","ISO 3166-2:ZW"],["XK","XKX","","ISO 3166-2:XK"]]},function(t){t.exports={version:"2018g",zones:["Africa/Abidjan|LMT GMT|g.8 0|01|-2ldXH.Q|48e5","Africa/Accra|LMT GMT +0020|.Q 0 -k|012121212121212121212121212121212121212121212121|-26BbX.8 6tzX.8 MnE 1BAk MnE 1BAk MnE 1BAk MnE 1C0k MnE 1BAk MnE 1BAk MnE 1BAk MnE 1C0k MnE 1BAk MnE 1BAk MnE 1BAk MnE 1C0k MnE 1BAk MnE 1BAk MnE 1BAk MnE 1C0k MnE 1BAk MnE 1BAk MnE 1BAk MnE 1C0k MnE 1BAk MnE 1BAk MnE|41e5","Africa/Nairobi|LMT EAT +0230 +0245|-2r.g -30 -2u -2J|01231|-1F3Cr.g 3Dzr.g okMu MFXJ|47e5","Africa/Algiers|LMT PMT WET WEST CET CEST|-c.c -9.l 0 -10 -10 -20|01232323232323232454542423234542324|-3bQob.c ME01.P cNb9.l HA0 19A0 1iM0 11c0 1oo0 Wo0 1rc0 QM0 1EM0 UM0 DA0 Imo0 rd0 De0 9Xz0 1fb0 1ap0 16K0 2yo0 mEp0 hwL0 jxA0 11A0 dDd0 17b0 11B0 1cN0 2Dy0 1cN0 1fB0 1cL0|26e5","Africa/Lagos|LMT WAT|-d.A -10|01|-22y0d.A|17e6","Africa/Bissau|LMT -01 GMT|12.k 10 0|012|-2ldX0 2xoo0|39e4","Africa/Maputo|LMT CAT|-2a.k -20|01|-2GJea.k|26e5","Africa/Cairo|LMT EET EEST|-25.9 -20 -30|01212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121|-2MBC5.9 1AQM5.9 vb0 1ip0 11z0 1iN0 1nz0 12p0 1pz0 10N0 1pz0 16p0 1jz0 s3d0 Vz0 1oN0 11b0 1oO0 10N0 1pz0 10N0 1pb0 10N0 1pb0 10N0 1pb0 10N0 1pz0 10N0 1pb0 10N0 1pb0 11d0 1oL0 11d0 1pb0 11d0 1oL0 11d0 1oL0 11d0 1oL0 11d0 1pb0 11d0 1oL0 11d0 1oL0 11d0 1oL0 11d0 1pb0 11d0 1oL0 11d0 1oL0 11d0 1oL0 11d0 1pb0 11d0 1oL0 11d0 1WL0 rd0 1Rz0 wp0 1pb0 11d0 1oL0 11d0 1oL0 11d0 1oL0 11d0 1pb0 11d0 1qL0 Xd0 1oL0 11d0 1oL0 11d0 1pb0 11d0 1oL0 11d0 1oL0 11d0 1ny0 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1qN0 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1qN0 11z0 1o10 11z0 1o10 WL0 1qN0 Rb0 1wp0 On0 1zd0 Lz0 1EN0 Fb0 c10 8n0 8Nd0 gL0 e10 mn0|15e6","Africa/Casablanca|LMT +00 +01|u.k 0 -10|0121212121212121212121212121212121212121212121212121212|-2gMnt.E 130Lt.E rb0 Dd0 dVb0 b6p0 TX0 EoB0 LL0 gnd0 rz0 43d0 AL0 1Nd0 XX0 1Cp0 pz0 dEp0 4mn0 SyN0 AL0 1Nd0 wn0 1FB0 Db0 1zd0 Lz0 1Nf0 wM0 co0 go0 1o00 s00 dA0 vc0 11A0 A00 e00 y00 11A0 uM0 e00 Dc0 11A0 s00 e00 IM0 WM0 mo0 gM0 LA0 WM0 jA0 e00|32e5","Africa/Ceuta|LMT WET WEST CET CEST|l.g 0 -10 -10 -20|0121212121212121212121343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343|-2M0M0 GdX0 11z0 drd0 18p0 3HX0 17d0 1fz0 1a10 1io0 1a00 1y7o0 LL0 gnd0 rz0 43d0 AL0 1Nd0 XX0 1Cp0 pz0 dEp0 4VB0 1cM0 1cM0 1cM0 1cM0 1cM0 1cM0 1cM0 1cM0 1fA0 1cM0 1cM0 1cM0 1cM0 1cM0 1cM0 1cM0 1cM0 1cM0 1cM0 1fA0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00|85e3","Africa/El_Aaiun|LMT -01 +00 +01|Q.M 10 0 -10|01232323232323232323232323232323232323232323|-1rDz7.c 1GVA7.c 6L0 AL0 1Nd0 XX0 1Cp0 pz0 1cBB0 AL0 1Nd0 wn0 1FB0 Db0 1zd0 Lz0 1Nf0 wM0 co0 go0 1o00 s00 dA0 vc0 11A0 A00 e00 y00 11A0 uM0 e00 Dc0 11A0 s00 e00 IM0 WM0 mo0 gM0 LA0 WM0 jA0 e00|20e4","Africa/Johannesburg|LMT SAST SAST SAST|-1Q -1u -20 -30|0123232|-39EpQ qTcm 1Ajdu 1cL0 1cN0 1cL0|84e5","Africa/Juba|LMT CAT CAST EAT|-26.s -20 -30 -30|01212121212121212121212121212121213|-1yW26.s 1zK06.s 16L0 1iN0 17b0 1jd0 17b0 1ip0 17z0 1i10 17X0 1hB0 18n0 1hd0 19b0 1gp0 19z0 1iN0 17b0 1ip0 17z0 1i10 18n0 1hd0 18L0 1gN0 19b0 1gp0 19z0 1iN0 17z0 1i10 17X0 yGd0","Africa/Khartoum|LMT CAT CAST EAT|-2a.8 -20 -30 -30|012121212121212121212121212121212131|-1yW2a.8 1zK0a.8 16L0 1iN0 17b0 1jd0 17b0 1ip0 17z0 1i10 17X0 1hB0 18n0 1hd0 19b0 1gp0 19z0 1iN0 17b0 1ip0 17z0 1i10 18n0 1hd0 18L0 1gN0 19b0 1gp0 19z0 1iN0 17z0 1i10 17X0 yGd0 HjL0|51e5","Africa/Monrovia|LMT MMT MMT GMT|H.8 H.8 I.u 0|0123|-3ygng.Q 1usM0 28G01.m|11e5","Africa/Ndjamena|LMT WAT WAST|-10.c -10 -20|0121|-2le10.c 2J3c0.c Wn0|13e5","Africa/Sao_Tome|LMT LMT GMT WAT|-q.U A.J 0 -10|0123|-3tooq.U 18aoq.U 4i6N0","Africa/Tripoli|LMT CET CEST EET|-Q.I -10 -20 -20|012121213121212121212121213123123|-21JcQ.I 1hnBQ.I vx0 4iP0 xx0 4eN0 Bb0 7ip0 U0n0 A10 1db0 1cN0 1db0 1dd0 1db0 1eN0 1bb0 1e10 1cL0 1c10 1db0 1dd0 1db0 1cN0 1db0 1q10 fAn0 1ep0 1db0 AKq0 TA0 1o00|11e5","Africa/Tunis|LMT PMT CET CEST|-E.I -9.l -10 -20|01232323232323232323232323232323232|-3zO0E.I 1cBAv.n 18pa9.l 1qM0 DA0 3Tc0 11B0 1ze0 WM0 7z0 3d0 14L0 1cN0 1f90 1ar0 16J0 1gXB0 WM0 1rA0 11c0 nwo0 Ko0 1cM0 1cM0 1rA0 10M0 zuM0 10N0 1aN0 1qM0 WM0 1qM0 11A0 1o00|20e5","Africa/Windhoek|LMT +0130 SAST SAST CAT WAT|-18.o -1u -20 -30 -20 -10|012324545454545454545454545454545454545454545454545454|-39Ep8.o qTbC.o 1Ajdu 1cL0 1SqL0 9Io0 16P0 1nX0 11B0 1qL0 WN0 1qL0 11B0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1qL0 WN0 1qL0 11B0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1qL0 11B0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1qL0 WN0 1qL0 11B0 1nX0 11B0 1nX0 11B0 1nX0 11B0|32e4","America/Adak|LMT LMT NST NWT NPT BST BDT AHST HST HDT|-cd.m bK.C b0 a0 a0 b0 a0 a0 a0 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1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|326","America/Anchorage|LMT LMT AST AWT APT AHST AHDT YST AKST AKDT|-e0.o 9X.A a0 90 90 a0 90 90 90 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1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|30e4","America/Port_of_Spain|LMT AST|46.4 40|01|-2kNvR.U|43e3","America/Araguaina|LMT -03 -02|3c.M 30 20|0121212121212121212121212121212121212121212121212121|-2glwL.c HdKL.c 1cc0 1e10 1bX0 Ezd0 So0 1vA0 Mn0 1BB0 ML0 1BB0 zX0 qe10 xb0 2ep0 nz0 1C10 zX0 1C10 LX0 1C10 Mn0 H210 Rb0 1tB0 IL0 1Fd0 FX0 1EN0 FX0 1HB0 Lz0 dMN0 Lz0 1zd0 Rb0 1wN0 Wn0 1tB0 Rb0 1tB0 WL0 1tB0 Rb0 1zd0 On0 1HB0 FX0 ny10 Lz0|14e4","America/Argentina/Buenos_Aires|LMT CMT -04 -03 -02|3R.M 4g.M 40 30 20|012323232323232323232323232323232323232323234343434343434343|-331U6.c 125cn pKnH.c Mn0 1iN0 Tb0 1C10 LX0 1C10 LX0 1C10 LX0 1C10 Mn0 1C10 LX0 1C10 LX0 1C10 LX0 1C10 Mn0 MN0 2jz0 MN0 4lX0 u10 5Lb0 1pB0 Fnz0 u10 uL0 1vd0 SL0 1vd0 SL0 1vd0 17z0 1cN0 1fz0 1cN0 1cL0 1cN0 asn0 Db0 zvd0 Bz0 1tB0 TX0 1wp0 Rb0 1wp0 Rb0 1wp0 TX0 A4p0 uL0 1qN0 WL0","America/Argentina/Catamarca|LMT CMT -04 -03 -02|4n.8 4g.M 40 30 20|012323232323232323232323232323232323232323234343434243432343|-331TA.Q 125bR.E pKnH.c Mn0 1iN0 Tb0 1C10 LX0 1C10 LX0 1C10 LX0 1C10 Mn0 1C10 LX0 1C10 LX0 1C10 LX0 1C10 Mn0 MN0 2jz0 MN0 4lX0 u10 5Lb0 1pB0 Fnz0 u10 uL0 1vd0 SL0 1vd0 SL0 1vd0 17z0 1cN0 1fz0 1cN0 1cL0 1cN0 asn0 Db0 zvd0 Bz0 1tB0 TX0 1wp0 Rb0 1wq0 Ra0 1wp0 TX0 rlB0 7B0 8zb0 uL0","America/Argentina/Cordoba|LMT CMT -04 -03 -02|4g.M 4g.M 40 30 20|012323232323232323232323232323232323232323234343434243434343|-331TH.c 125c0 pKnH.c Mn0 1iN0 Tb0 1C10 LX0 1C10 LX0 1C10 LX0 1C10 Mn0 1C10 LX0 1C10 LX0 1C10 LX0 1C10 Mn0 MN0 2jz0 MN0 4lX0 u10 5Lb0 1pB0 Fnz0 u10 uL0 1vd0 SL0 1vd0 SL0 1vd0 17z0 1cN0 1fz0 1cN0 1cL0 1cN0 asn0 Db0 zvd0 Bz0 1tB0 TX0 1wp0 Rb0 1wq0 Ra0 1wp0 TX0 A4p0 uL0 1qN0 WL0","America/Argentina/Jujuy|LMT CMT -04 -03 -02|4l.c 4g.M 40 30 20|0123232323232323232323232323232323232323232343434232434343|-331TC.M 125bT.A pKnH.c Mn0 1iN0 Tb0 1C10 LX0 1C10 LX0 1C10 LX0 1C10 Mn0 1C10 LX0 1C10 LX0 1C10 LX0 1C10 Mn0 MN0 2jz0 MN0 4lX0 u10 5Lb0 1pB0 Fnz0 u10 uL0 1vd0 SL0 1vd0 SL0 1vd0 17z0 1cN0 1fz0 1cN0 1cL0 1cN0 asn0 Db0 zvd0 Bz0 1tB0 TX0 1ze0 TX0 1ld0 WK0 1wp0 TX0 A4p0 uL0","America/Argentina/La_Rioja|LMT CMT -04 -03 -02|4r.o 4g.M 40 30 20|0123232323232323232323232323232323232323232343434342343432343|-331Tw.A 125bN.o pKnH.c Mn0 1iN0 Tb0 1C10 LX0 1C10 LX0 1C10 LX0 1C10 Mn0 1C10 LX0 1C10 LX0 1C10 LX0 1C10 Mn0 MN0 2jz0 MN0 4lX0 u10 5Lb0 1pB0 Fnz0 u10 uL0 1vd0 SL0 1vd0 SL0 1vd0 17z0 1cN0 1fz0 1cN0 1cL0 1cN0 asn0 Db0 zvd0 Bz0 1tB0 TX0 1wp0 Qn0 qO0 16n0 Rb0 1wp0 TX0 rlB0 7B0 8zb0 uL0","America/Argentina/Mendoza|LMT CMT -04 -03 -02|4z.g 4g.M 40 30 20|012323232323232323232323232323232323232323234343423232432343|-331To.I 125bF.w pKnH.c Mn0 1iN0 Tb0 1C10 LX0 1C10 LX0 1C10 LX0 1C10 Mn0 1C10 LX0 1C10 LX0 1C10 LX0 1C10 Mn0 MN0 2jz0 MN0 4lX0 u10 5Lb0 1pB0 Fnz0 u10 uL0 1vd0 SL0 1vd0 SL0 1vd0 17z0 1cN0 1fz0 1cN0 1cL0 1cN0 asn0 Db0 zvd0 Bz0 1tB0 TX0 1u20 SL0 1vd0 Tb0 1wp0 TW0 ri10 Op0 7TX0 uL0","America/Argentina/Rio_Gallegos|LMT CMT -04 -03 -02|4A.Q 4g.M 40 30 20|012323232323232323232323232323232323232323234343434343432343|-331Tn.8 125bD.U pKnH.c Mn0 1iN0 Tb0 1C10 LX0 1C10 LX0 1C10 LX0 1C10 Mn0 1C10 LX0 1C10 LX0 1C10 LX0 1C10 Mn0 MN0 2jz0 MN0 4lX0 u10 5Lb0 1pB0 Fnz0 u10 uL0 1vd0 SL0 1vd0 SL0 1vd0 17z0 1cN0 1fz0 1cN0 1cL0 1cN0 asn0 Db0 zvd0 Bz0 1tB0 TX0 1wp0 Rb0 1wp0 Rb0 1wp0 TX0 rlB0 7B0 8zb0 uL0","America/Argentina/Salta|LMT CMT -04 -03 -02|4l.E 4g.M 40 30 20|0123232323232323232323232323232323232323232343434342434343|-331TC.k 125bT.8 pKnH.c Mn0 1iN0 Tb0 1C10 LX0 1C10 LX0 1C10 LX0 1C10 Mn0 1C10 LX0 1C10 LX0 1C10 LX0 1C10 Mn0 MN0 2jz0 MN0 4lX0 u10 5Lb0 1pB0 Fnz0 u10 uL0 1vd0 SL0 1vd0 SL0 1vd0 17z0 1cN0 1fz0 1cN0 1cL0 1cN0 asn0 Db0 zvd0 Bz0 1tB0 TX0 1wp0 Rb0 1wq0 Ra0 1wp0 TX0 A4p0 uL0","America/Argentina/San_Juan|LMT CMT -04 -03 -02|4y.4 4g.M 40 30 20|0123232323232323232323232323232323232323232343434342343432343|-331Tp.U 125bG.I pKnH.c Mn0 1iN0 Tb0 1C10 LX0 1C10 LX0 1C10 LX0 1C10 Mn0 1C10 LX0 1C10 LX0 1C10 LX0 1C10 Mn0 MN0 2jz0 MN0 4lX0 u10 5Lb0 1pB0 Fnz0 u10 uL0 1vd0 SL0 1vd0 SL0 1vd0 17z0 1cN0 1fz0 1cN0 1cL0 1cN0 asn0 Db0 zvd0 Bz0 1tB0 TX0 1wp0 Qn0 qO0 16n0 Rb0 1wp0 TX0 rld0 m10 8lb0 uL0","America/Argentina/San_Luis|LMT CMT -04 -03 -02|4p.o 4g.M 40 30 20|0123232323232323232323232323232323232323232343434232323432323|-331Ty.A 125bP.o pKnH.c Mn0 1iN0 Tb0 1C10 LX0 1C10 LX0 1C10 LX0 1C10 Mn0 1C10 LX0 1C10 LX0 1C10 LX0 1C10 Mn0 MN0 2jz0 MN0 4lX0 u10 5Lb0 1pB0 Fnz0 u10 uL0 1vd0 SL0 1vd0 SL0 1vd0 17z0 1cN0 1fz0 1cN0 1cL0 1cN0 asn0 Db0 zvd0 Bz0 1tB0 XX0 1q20 SL0 AN0 vDb0 m10 8lb0 8L0 jd0 1qN0 WL0 1qN0","America/Argentina/Tucuman|LMT CMT -04 -03 -02|4k.Q 4g.M 40 30 20|01232323232323232323232323232323232323232323434343424343234343|-331TD.8 125bT.U pKnH.c Mn0 1iN0 Tb0 1C10 LX0 1C10 LX0 1C10 LX0 1C10 Mn0 1C10 LX0 1C10 LX0 1C10 LX0 1C10 Mn0 MN0 2jz0 MN0 4lX0 u10 5Lb0 1pB0 Fnz0 u10 uL0 1vd0 SL0 1vd0 SL0 1vd0 17z0 1cN0 1fz0 1cN0 1cL0 1cN0 asn0 Db0 zvd0 Bz0 1tB0 TX0 1wp0 Rb0 1wq0 Ra0 1wp0 TX0 rlB0 4N0 8BX0 uL0 1qN0 WL0","America/Argentina/Ushuaia|LMT CMT -04 -03 -02|4x.c 4g.M 40 30 20|012323232323232323232323232323232323232323234343434343432343|-331Tq.M 125bH.A pKnH.c Mn0 1iN0 Tb0 1C10 LX0 1C10 LX0 1C10 LX0 1C10 Mn0 1C10 LX0 1C10 LX0 1C10 LX0 1C10 Mn0 MN0 2jz0 MN0 4lX0 u10 5Lb0 1pB0 Fnz0 u10 uL0 1vd0 SL0 1vd0 SL0 1vd0 17z0 1cN0 1fz0 1cN0 1cL0 1cN0 asn0 Db0 zvd0 Bz0 1tB0 TX0 1wp0 Rb0 1wp0 Rb0 1wp0 TX0 rkN0 8p0 8zb0 uL0","America/Curacao|LMT -0430 AST|4z.L 4u 40|012|-2kV7o.d 28KLS.d|15e4","America/Asuncion|LMT AMT -04 -03|3O.E 3O.E 40 30|0123232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323|-3eLw9.k 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1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 19X0 1fB0 19X0 1fB0 19X0 1ip0 17b0 1ip0 17b0 1ip0 17b0 1ip0|28e5","America/Atikokan|LMT CST CDT CWT CPT EST|66.s 60 50 50 50 50|01212345|-32B5R.w UFdR.w 1in0 Rnb0 3je0 8x30 iw0|28e2","America/Bahia_Banderas|LMT MST CST PST MDT CDT|71 70 60 80 60 50|0121212131414141414141414141414141414152525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252|-1UQF0 deL0 8lc0 17c0 10M0 1dd0 otX0 gmN0 P2N0 13Vd0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 1fB0 WL0 1fB0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nW0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0|84e3","America/Bahia|LMT -03 -02|2y.4 30 20|01212121212121212121212121212121212121212121212121212121212121|-2glxp.U HdLp.U 1cc0 1e10 1bX0 Ezd0 So0 1vA0 Mn0 1BB0 ML0 1BB0 zX0 qe10 xb0 2ep0 nz0 1C10 zX0 1C10 LX0 1C10 Mn0 H210 Rb0 1tB0 IL0 1Fd0 FX0 1EN0 FX0 1HB0 Lz0 1EN0 Lz0 1C10 IL0 1HB0 Db0 1HB0 On0 1zd0 On0 1zd0 Lz0 1zd0 Rb0 1wN0 Wn0 1tB0 Rb0 1tB0 WL0 1tB0 Rb0 1zd0 On0 1HB0 FX0 l5B0 Rb0|27e5","America/Barbados|LMT BMT AST ADT|3W.t 3W.t 40 30|01232323232|-1Q0I1.v jsM0 1ODC1.v IL0 1ip0 17b0 1ip0 17b0 1ld0 13b0|28e4","America/Belem|LMT -03 -02|3d.U 30 20|012121212121212121212121212121|-2glwK.4 HdKK.4 1cc0 1e10 1bX0 Ezd0 So0 1vA0 Mn0 1BB0 ML0 1BB0 zX0 qe10 xb0 2ep0 nz0 1C10 zX0 1C10 LX0 1C10 Mn0 H210 Rb0 1tB0 IL0 1Fd0 FX0|20e5","America/Belize|LMT CST -0530 CDT|5Q.M 60 5u 50|01212121212121212121212121212121212121212121212121213131|-2kBu7.c fPA7.c Onu 1zcu Rbu 1wou Rbu 1wou Rbu 1zcu Onu 1zcu Onu 1zcu Rbu 1wou 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60|01212134536363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363636363|-3tFE0 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1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|21e4","America/Cambridge_Bay|-00 MST MWT MPT MDDT MDT CST CDT EST|0 70 60 60 50 60 60 50 50|0123141515151515151515151515151515151515151515678651515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151515151|-21Jc0 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Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|15e2","America/Campo_Grande|LMT -04 -03|3C.s 40 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FX0 1HB0 FX0 1HB0 FX0 1HB0 IL0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 IL0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1Kp0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 IL0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 IL0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 IL0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 IL0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1Kp0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 IL0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 IL0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 IL0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 IL0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1Kp0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 IL0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0 FX0 1HB0|77e4","America/Cancun|LMT CST EST EDT CDT|5L.4 60 50 40 50|0123232341414141414141414141414141414141412|-1UQG0 2q2o0 yLB0 1lb0 14p0 1lb0 14p0 Lz0 xB0 14p0 1nX0 11B0 1nX0 1fB0 WL0 1fB0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 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50|012121212121212121212121212121212121213121212121214512121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121|-3tFG0 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Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|92e5","America/Chihuahua|LMT MST CST CDT MDT|74.k 70 60 50 60|0121212323241414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141|-1UQF0 deL0 8lc0 17c0 10M0 1dd0 2zQN0 1lb0 14p0 1lb0 14q0 1lb0 14p0 1nX0 11B0 1nX0 1fB0 WL0 1fB0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 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30|0121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212|-2glwf.E 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DC0|8","America/Dawson_Creek|LMT PST PDT PWT PPT MST|80.U 80 70 70 70 70|01213412121212121212121212121212121212121212121212121212125|-3tofX.4 1nspX.4 1in0 UGp0 8x10 iy0 3NB0 11z0 1o10 11z0 1o10 11z0 1qN0 WL0 1qN0 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1qN0 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1qN0 WL0 1qN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1cN0 ML0|12e3","America/Dawson|LMT YST YDT YWT YPT YDDT PST PDT|9h.E 90 80 80 80 70 80 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1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|13e2","America/Denver|LMT MST MDT MWT MPT|6X.U 70 60 60 60|012121212134121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121|-3tFF0 1nEe0 1nX0 11B0 1nX0 11B0 1qL0 WN0 mn0 Ord0 8x20 ix0 LCN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1cN0 1cL0 1cN0 1cL0 s10 1Vz0 LB0 1BX0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|26e5","America/Detroit|LMT CST EST EWT EPT EDT|5w.b 60 50 40 40 40|012342525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252|-2Cgir.N 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Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|37e5","America/Edmonton|LMT MST MDT MWT MPT|7x.Q 70 60 60 60|01212121212121341212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121|-2yd4q.8 shdq.8 1in0 17d0 hz0 2dB0 1fz0 1a10 11z0 1qN0 WL0 1qN0 11z0 IGN0 8x20 ix0 3NB0 11z0 LFB0 1cL0 3Cp0 1cL0 66N0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|10e5","America/Eirunepe|LMT -05 -04|4D.s 50 40|0121212121212121212121212121212121|-2glvk.w HdLk.w 1cc0 1e10 1bX0 Ezd0 So0 1vA0 Mn0 1BB0 ML0 1BB0 zX0 qe10 xb0 2ep0 nz0 1C10 zX0 1C10 LX0 1C10 Mn0 H210 Rb0 1tB0 IL0 1Fd0 FX0 dPB0 On0 yTd0 d5X0|31e3","America/El_Salvador|LMT CST CDT|5U.M 60 50|012121|-1XiG3.c 2Fvc3.c WL0 1qN0 WL0|11e5","America/Tijuana|LMT MST PST PDT PWT PPT|7M.4 70 80 70 70 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1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|76e2","America/Grand_Turk|LMT KMT EST EDT AST|4I.w 57.a 50 40 40|012323232323232323232323232323232323232323232323232323232323232323232323232343232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232|-3eLvf.s 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40|0123232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232|-3eLuu.w 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Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0","America/Indiana/Marengo|LMT CST CDT CWT CPT EST EDT|5J.n 60 50 50 50 50 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Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0","America/Indiana/Petersburg|LMT CST CDT CWT CPT EST EDT|5N.7 60 50 50 50 50 40|012121341212121212121212121215121212121212121212121252125656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565|-3tFG0 1nEe0 1nX0 11B0 1nX0 SgN0 8x30 iw0 njX0 WN0 1qN0 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1qN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 3Fb0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1cN0 1cL0 1cN0 1cL0 s10 1Vz0 LB0 1BX0 1cN0 1fz0 1a10 1fz0 19co0 1o00 Rd0 1zb0 Oo0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0","America/Indiana/Tell_City|LMT CST CDT CWT CPT EST EDT|5L.3 60 50 50 50 50 40|012121341212121212121212121212121565652121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121|-3tFG0 1nEe0 1nX0 11B0 1nX0 SgN0 8x30 iw0 1o10 11z0 g0p0 11z0 1o10 11z0 1qL0 WN0 1qN0 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1o10 1fz0 1cN0 WL0 1qN0 1cL0 1cN0 1cL0 1cN0 caL0 1cL0 1cN0 1cL0 1qhd0 1o00 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0","America/Indiana/Vevay|LMT CST CDT CWT CPT EST EDT|5E.g 60 50 50 50 50 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1nEe0 1nX0 11B0 1nX0 SgN0 8x30 iw0 kPB0 Awn0 1cL0 1cN0 1cL0 1cN0 1fz0 1cN0 1cL0 1lnd0 1nX0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 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Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0","America/Indiana/Vincennes|LMT CST CDT CWT CPT EST EDT|5O.7 60 50 50 50 50 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1nEe0 1nX0 11B0 1nX0 SgN0 8x30 iw0 1o10 11z0 g0p0 11z0 1o10 11z0 1qL0 WN0 1qN0 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1o10 1fz0 1cN0 WL0 1qN0 1cL0 1cN0 1cL0 1cN0 caL0 1cL0 1cN0 1cL0 1qhd0 1o00 Rd0 1zb0 Oo0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 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Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0","America/Indiana/Winamac|LMT CST CDT CWT CPT EST EDT|5K.p 60 50 50 50 50 40|012121341212121212121212121212121212121565652165656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565|-3tFG0 1nEe0 1nX0 11B0 1nX0 SgN0 8x30 iw0 1o10 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1qN0 WL0 1qN0 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1o10 1fz0 1cN0 1cL0 1cN0 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1qN0 jrz0 1cL0 1cN0 1cL0 1qhd0 1o00 Rd0 1za0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0","America/Inuvik|-00 PST PDDT MST MDT|0 80 60 70 60|0121343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343434343|-FnA0 tWU0 1fA0 wPe0 2pz0 1cL0 1cN0 1cL0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|35e2","America/Iqaluit|-00 EWT EPT EST EDDT EDT CST CDT|0 40 40 50 30 40 60 50|01234353535353535353535353535353535353535353567353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353535353|-16K00 7nX0 iv0 LCL0 1fA0 zgO0 1cL0 1cN0 1cL0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11C0 1nX0 11A0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|67e2","America/Jamaica|LMT KMT EST EDT|57.a 57.a 50 40|01232323232323232323232|-3eLuQ.O RK00 2uM1Q.O 1Vz0 LB0 1BX0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1a10 1fz0|94e4","America/Juneau|LMT LMT PST PWT PPT PDT YDT YST AKST AKDT|-f2.j 8V.F 80 70 70 70 80 90 90 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Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|33e3","America/Kentucky/Louisville|LMT CST CDT CWT CPT EST EDT|5H.2 60 50 50 50 50 40|01212121213412121212121212121212121212565656565656525656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565|-3tFG0 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Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 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Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 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Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0","America/La_Paz|LMT CMT BST -04|4w.A 4w.A 3w.A 40|0123|-3eLvr.o 1FIo0 13b0|19e5","America/Lima|LMT LMT -05 -04|58.c 58.A 50 40|01232323232323232|-3eLuP.M JcM0.o 1bDzP.o zX0 1aN0 1cL0 1cN0 1cL0 1PrB0 zX0 1O10 zX0 6Gp0 zX0 98p0 zX0|11e6","America/Los_Angeles|LMT PST PDT PWT PPT|7Q.W 80 70 70 70|0121213412121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121|-3tFE0 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Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|15e6","America/Maceio|LMT -03 -02|2m.Q 30 20|012121212121212121212121212121212121212121|-2glxB.8 HdLB.8 1cc0 1e10 1bX0 Ezd0 So0 1vA0 Mn0 1BB0 ML0 1BB0 zX0 qe10 xb0 2ep0 nz0 1C10 zX0 1C10 LX0 1C10 Mn0 H210 Rb0 1tB0 IL0 1Fd0 FX0 1EN0 FX0 1HB0 Lz0 dMN0 Lz0 8Q10 WL0 1tB0 5z0 2mN0 On0|93e4","America/Managua|LMT MMT CST EST CDT|5J.8 5J.c 60 50 50|01232424232324242|-3eLue.Q 1Mhc0.4 1yAMe.M 4mn0 9Up0 Dz0 1K10 Dz0 s3F0 1KH0 DB0 9In0 k8p0 19X0 1o30 11y0|22e5","America/Manaus|LMT -04 -03|40.4 40 30|01212121212121212121212121212121|-2glvX.U HdKX.U 1cc0 1e10 1bX0 Ezd0 So0 1vA0 Mn0 1BB0 ML0 1BB0 zX0 qe10 xb0 2ep0 nz0 1C10 zX0 1C10 LX0 1C10 Mn0 H210 Rb0 1tB0 IL0 1Fd0 FX0 dPB0 On0|19e5","America/Martinique|LMT FFMT AST ADT|44.k 44.k 40 30|01232|-3eLvT.E PTA0 2LPbT.E 19X0|39e4","America/Matamoros|LMT CST CDT|6E 60 50|0121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121|-1UQG0 2FjC0 1nX0 i6p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 1fB0 WL0 1fB0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 U10 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|45e4","America/Mazatlan|LMT MST CST PST MDT|75.E 70 60 80 60|0121212131414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141|-1UQF0 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14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 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50|012121341212152121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121|-3pdG9.x 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1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|85e2","America/Merida|LMT CST EST CDT|5W.s 60 50 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Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|14e2","America/Mexico_City|LMT MST CST CDT CWT|6A.A 70 60 50 50|012121232324232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232|-1UQF0 deL0 8lc0 17c0 10M0 1dd0 gEn0 TX0 3xd0 Jb0 6zB0 SL0 e5d0 17b0 1Pff0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 1fB0 WL0 1fB0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0|20e6","America/Miquelon|LMT AST -03 -02|3I.E 40 30 20|012323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232|-2mKkf.k 2LTAf.k gQ10 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|61e2","America/Moncton|LMT EST AST ADT AWT APT|4j.8 50 40 30 30 30|0123232323232323232323245232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232|-3txvE.Q J4ME.Q CwN0 1in0 zAo0 An0 1Nd0 An0 1Nd0 An0 1Nd0 An0 1Nd0 An0 1Nd0 An0 1K10 Lz0 1zB0 NX0 1u10 Wn0 S20 8x50 iu0 1o10 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1qN0 WL0 1qN0 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1qN0 11z0 1o10 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1cN0 1cL0 3Cp0 1cL0 1cN0 1cL0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14n1 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 ReX 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|64e3","America/Monterrey|LMT CST CDT|6F.g 60 50|0121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121|-1UQG0 2FjC0 1nX0 i6p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 1fB0 WL0 1fB0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 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1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 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Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|24e4","America/New_York|LMT EST EDT EWT EPT|4U.2 50 40 40 40|012121212121212121212121212121212121212121212121213412121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121|-3tFH0 1nEe0 1nX0 11B0 1nX0 11B0 1qL0 1a10 11z0 1qN0 WL0 1qN0 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1qN0 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1qN0 WL0 1qN0 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1qN0 WL0 1qN0 11z0 1o10 11z0 RB0 8x40 iv0 1o10 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1qN0 WL0 1qN0 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1o10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1cN0 1cL0 1cN0 1cL0 s10 1Vz0 LB0 1BX0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|21e6","America/Nipigon|LMT EST EDT EWT EPT|5R.4 50 40 40 40|0121234121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121|-32B66.U UFd6.U 1in0 Rnb0 3je0 8x40 iv0 19yN0 1cL0 1cN0 1cL0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 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Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0","America/North_Dakota/Center|LMT MST MDT MWT MPT CST CDT|6J.c 70 60 60 60 60 50|0121213412121212121212121212121212121212121212121212121212125656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565|-3tFF0 1nEe0 1nX0 11B0 1nX0 SgN0 8x20 ix0 QwN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1cN0 1cL0 1cN0 1cL0 s10 1Vz0 LB0 1BX0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14o0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0","America/North_Dakota/New_Salem|LMT MST MDT MWT MPT CST CDT|6J.D 70 60 60 60 60 50|0121213412121212121212121212121212121212121212121212121212121212121212121212121212565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565656565|-3tFF0 1nEe0 1nX0 11B0 1nX0 SgN0 8x20 ix0 QwN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1cN0 1cL0 1cN0 1cL0 s10 1Vz0 LB0 1BX0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14o0 1nX0 11B0 1nX0 11B0 1nX0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0","America/Ojinaga|LMT MST CST CDT MDT|6V.E 70 60 50 60|0121212323241414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141414141|-1UQF0 deL0 8lc0 17c0 10M0 1dd0 2zQN0 1lb0 14p0 1lb0 14q0 1lb0 14p0 1nX0 11B0 1nX0 1fB0 WL0 1fB0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 U10 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|23e3","America/Pangnirtung|-00 AST AWT APT ADDT ADT EDT EST CST CDT|0 40 30 30 20 30 40 50 60 50|012314151515151515151515151515151515167676767689767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767|-1XiM0 PnG0 8x50 iu0 LCL0 1fA0 zgO0 1cL0 1cN0 1cL0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1o00 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11C0 1nX0 11A0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|14e2","America/Paramaribo|LMT PMT PMT -0330 -03|3E.E 3E.Q 3E.A 3u 30|01234|-2nDUj.k Wqo0.c qanX.I 1yVXN.o|24e4","America/Phoenix|LMT MST MDT MWT|7s.i 70 60 60|012121313121|-3tFF0 1nEe0 1nX0 11B0 1nX0 SgN0 4Al1 Ap0 1db0 SWqX 1cL0|42e5","America/Port-au-Prince|LMT PPMT EST EDT|4N.k 4N 50 40|012323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232323232|-3eLva.E 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Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|23e5","America/Rio_Branco|LMT -05 -04|4v.c 50 40|01212121212121212121212121212121|-2glvs.M HdLs.M 1cc0 1e10 1bX0 Ezd0 So0 1vA0 Mn0 1BB0 ML0 1BB0 zX0 qe10 xb0 2ep0 nz0 1C10 zX0 1C10 LX0 1C10 Mn0 H210 Rb0 1tB0 IL0 1Fd0 FX0 NBd0 d5X0|31e4","America/Porto_Velho|LMT -04 -03|4f.A 40 30|012121212121212121212121212121|-2glvI.o HdKI.o 1cc0 1e10 1bX0 Ezd0 So0 1vA0 Mn0 1BB0 ML0 1BB0 zX0 qe10 xb0 2ep0 nz0 1C10 zX0 1C10 LX0 1C10 Mn0 H210 Rb0 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50|0121234121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121|-32B5F.I 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Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|842","America/Rankin_Inlet|-00 CST CDDT CDT EST|0 60 40 50 50|012131313131313131313131313131313131313131313431313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131|-vDc0 keu0 1fA0 zgO0 1cL0 1cN0 1cL0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|26e2","America/Recife|LMT -03 -02|2j.A 30 20|0121212121212121212121212121212121212121|-2glxE.o HdLE.o 1cc0 1e10 1bX0 Ezd0 So0 1vA0 Mn0 1BB0 ML0 1BB0 zX0 qe10 xb0 2ep0 nz0 1C10 zX0 1C10 LX0 1C10 Mn0 H210 Rb0 1tB0 IL0 1Fd0 FX0 1EN0 FX0 1HB0 Lz0 nsp0 WL0 1tB0 2L0 2pB0 On0|33e5","America/Regina|LMT MST MDT MWT MPT CST|6W.A 70 60 60 60 60|012121212121212121212121341212121212121212121212121215|-2AD51.o uHe1.o 1in0 s2L0 11z0 1o10 11z0 1o10 11z0 1qN0 WL0 1qN0 11z0 66N0 1cL0 1cN0 19X0 1fB0 1cL0 1fB0 1cL0 1cN0 1cL0 M30 8x20 ix0 1ip0 1cL0 1ip0 11z0 1o10 11z0 1o10 11z0 1qN0 WL0 1qN0 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1qN0 11z0 1o10 11z0 3NB0 1cL0 1cN0|19e4","America/Resolute|-00 CST CDDT CDT EST|0 60 40 50 50|012131313131313131313131313131313131313131313431313131313431313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131313131|-SnA0 GWS0 1fA0 zgO0 1cL0 1cN0 1cL0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 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Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|90e2","America/St_Johns|LMT NST NDT NST NDT NWT NPT NDDT|3u.Q 3u.Q 2u.Q 3u 2u 2u 2u 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1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|11e4","America/Swift_Current|LMT MST MDT MWT MPT CST|7b.k 70 60 60 60 60|012134121212121212121215|-2AD4M.E uHdM.E 1in0 UGp0 8x20 ix0 1o10 17b0 1ip0 11z0 1o10 11z0 1o10 11z0 isN0 1cL0 3Cp0 1cL0 1cN0 11z0 1qN0 WL0 pMp0|16e3","America/Tegucigalpa|LMT CST CDT|5M.Q 60 50|01212121|-1WGGb.8 2ETcb.8 WL0 1qN0 WL0 GRd0 AL0|11e5","America/Thule|LMT AST ADT|4z.8 40 30|012121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121|-2a5To.Q 31NBo.Q 1cL0 1cN0 1cL0 1fB0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|656","America/Thunder_Bay|LMT CST EST EWT EPT EDT|5V 60 50 40 40 40|01234252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252525252|-32B63 Avc3 1iaN0 8x40 iv0 XNB0 1cL0 1cN0 1fz0 1cN0 1cL0 3Cp0 1cL0 1cN0 1cL0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|11e4","America/Vancouver|LMT PST PDT PWT PPT|8c.s 80 70 70 70|01213412121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121|-3tofL.w 1nspL.w 1in0 UGp0 8x10 iy0 1o10 17b0 1ip0 11z0 1o10 11z0 1o10 11z0 1qN0 WL0 1qN0 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1qN0 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1o10 11z0 1qN0 WL0 1qN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1a10 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 14p0 1lb0 14p0 1lb0 14p0 1nX0 11B0 1nX0 11B0 1nX0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|23e5","America/Whitehorse|LMT YST YDT YWT YPT YDDT PST PDT|90.c 90 80 80 80 70 80 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1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|23e3","America/Winnipeg|LMT CST CDT CWT CPT|6s.A 60 50 50 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Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0|642","America/Yellowknife|-00 MST MWT MPT MDDT MDT|0 70 60 60 50 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EEST|-2p.c -20 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2a3cf.M 1cL0 1qp0 Xz0 19B0 19X0 1fB0 1db0 1cp0 1cL0 1fB0 19X0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1fz0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1cN0 1cL0 1fB0 1cL0 1cN0 1cL0 1cN0 1o30 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 15U0 2Ks0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 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1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 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11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 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11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 WN0 1qL0 11B0 1qL0|25e4","Asia/Ho_Chi_Minh|LMT PLMT +07 +08 +09|-76.E -76.u -70 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11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00|25e4","Atlantic/Bermuda|LMT AST ADT|4j.i 40 30|0121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121212121|-1BnRE.G 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Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 Rd0 1zb0 Op0 1zb0 Op0 1zb0 Op0 1zb0 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1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00|41e5","Europe/Prague|LMT PMT CET CEST GMT|-V.I -V.I -10 -20 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1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00|21e5","Europe/Bucharest|LMT BMT EET EEST|-1I.o -1I.o -20 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11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 WM0 1qM0 11A0 1o00 11A0 1o00 11A0 1qM0 WM0 1qM0 WM0 1qM0 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-plotnine==0.8.0 -fastparquet==0.6.3 -scipy==1.6.2 -stochastic==0.6.0 diff --git a/datasets/Talluri2021/timeseries analysis.ipynb b/datasets/Talluri2021/timeseries analysis.ipynb deleted file mode 100644 index 9481dd1..0000000 --- a/datasets/Talluri2021/timeseries analysis.ipynb +++ /dev/null @@ -1,930 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 139, - "metadata": {}, - "outputs": [], - "source": [ - "import pandas as pd\n", - "from plotnine import *\n", - "import numpy as np\n", - "from sklearn.linear_model import LinearRegression\n", - "from numpy import polyfit" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "or_events = pd.read_parquet('./outage_report_2019-20')" - ] - }, - { - "cell_type": "code", - "execution_count": 134, - "metadata": {}, - "outputs": [], - "source": [ - "filtered_or_events = or_events[(or_events['vendor'] != '') & (or_events['vendor'] != 'overview')].reset_index(drop=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 135, - "metadata": {}, - "outputs": [], - "source": [ - "filtered_or_events['evtime'] = pd.to_datetime(filtered_or_events['event_time'], unit='s')" - ] - }, - { - "cell_type": "code", - "execution_count": 136, - "metadata": {}, - "outputs": [], - "source": [ - "def proper_vendor_names(series):\n", - " return series.str.capitalize().replace(['Apple-servers', 'Facebook-messenger', 'Youtube'], ['Apple', 'FB Msgr', 'YouTube'])\n", - "\n", - "filtered_or_events['vendor_proper'] = proper_vendor_names(filtered_or_events['vendor'])\n", - "\n", - "vendor_list = list(filtered_or_events.groupby('vendor_proper')['status_code'].sum().reset_index().rename(columns={'status_code':'count'}).sort_values('count')['vendor_proper'])\n", - "\n", - "filtered_or_events['vendor_cat'] = pd.Categorical(filtered_or_events['vendor_proper'], ordered=True, categories=vendor_list)" - ] - }, - { - "cell_type": "code", - "execution_count": 45, - "metadata": {}, - "outputs": [], - "source": [ - "facebook_reports = filtered_or_events[filtered_or_events['vendor'] == 'facebook'].reset_index(drop=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 46, - "metadata": {}, - "outputs": [], - "source": [ - "sorted_facebook_reports = facebook_reports.sort_values('event_time').reset_index(drop=True).set_index('evtime').resample('W')" - ] - }, - { - "cell_type": "code", - "execution_count": 182, - "metadata": {}, - "outputs": [], - "source": [ - "sorted_facebook_reports = facebook_reports.sort_values('event_time').reset_index(drop=True).set_index('evtime').resample('M').sum().reset_index()" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "1200.0" - ] - }, - "execution_count": 9, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# That 20 minutes!\n", - "sorted_facebook_reports.loc[2, 'event_time'] - sorted_facebook_reports.loc[1, 'event_time']" - ] - }, - { - "cell_type": "code", - "execution_count": 183, - "metadata": {}, - "outputs": [], - "source": [ - "model = LinearRegression()\n", - "zeroed_time = (sorted_facebook_reports['event_time'] - sorted_facebook_reports.loc[0, 'event_time']).values.reshape(-1, 1)\n", - "model.fit(zeroed_time, sorted_facebook_reports['status_code'].values)\n", - "# calculate trend\n", - "trend = model.predict(zeroed_time)\n", - "trend[trend < 1] = 0\n", - "sorted_facebook_reports['trend'] = trend" - ] - }, - { - "cell_type": "code", - "execution_count": 184, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:727: PlotnineWarning: Saving 14 x 3 in image.\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:730: PlotnineWarning: Filename: ./plots/week_facebook_fit_trend.pdf\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/pandas/core/series.py:726: RuntimeWarning: divide by zero encountered in log10\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/pandas/core/series.py:726: RuntimeWarning: divide by zero encountered in log10\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "<Figure size 1400x300 with 1 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "<ggplot: (340918032)>" - ] - }, - "execution_count": 184, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Trend\n", - "plt = ggplot(sorted_facebook_reports) +\\\n", - " geom_line(aes(x='evtime', y='status_code')) +\\\n", - " geom_line(aes(x='evtime', y='trend'), color='red') +\\\n", - " scale_y_log10() +\\\n", - " theme(figure_size=(14, 3))\n", - " \n", - "plt.save('./plots/week_facebook_fit_trend.pdf', limitsize=False)\n", - "plt" - ] - }, - { - "cell_type": "code", - "execution_count": 118, - "metadata": {}, - "outputs": [], - "source": [ - "sorted_facebook_reports['detrended'] = sorted_facebook_reports['status_code'] - sorted_facebook_reports['trend']\n", - "sorted_facebook_reports.loc[sorted_facebook_reports['detrended'] < 1, 'detrended'] = 0" - ] - }, - { - "cell_type": "code", - "execution_count": 119, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:727: PlotnineWarning: Saving 14 x 3 in image.\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:730: PlotnineWarning: Filename: ./plots/facebook_detrended_see_season.pdf\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/pandas/core/series.py:726: RuntimeWarning: divide by zero encountered in log10\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/pandas/core/series.py:726: RuntimeWarning: divide by zero encountered in log10\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "<Figure size 1400x300 with 1 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "<ggplot: (378200962)>" - ] - }, - "execution_count": 119, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Seasonal\n", - "plt = ggplot(sorted_facebook_reports) +\\\n", - " geom_line(aes(x='evtime', y='detrended')) +\\\n", - " scale_y_log10() +\\\n", - " theme(figure_size=(14, 3))\n", - "\n", - "plt.save('./plots/facebook_detrended_see_season.pdf', limitsize=False)\n", - "plt" - ] - }, - { - "cell_type": "code", - "execution_count": 120, - "metadata": {}, - "outputs": [], - "source": [ - "pre_covid = sorted_facebook_reports[sorted_facebook_reports['evtime'] < '2020-05-01'].reset_index(drop=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 121, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Coefficients: [ 1.02182988e-36 -5.18993758e-29 2.43161974e-23 3.03903805e-14\n", - " -4.51565610e-07 3.16755426e+00]\n" - ] - } - ], - "source": [ - "degree = 5\n", - "reshaped_zeroed_time = (pre_covid['event_time'] - pre_covid.loc[0, 'event_time']).values\n", - "coef = polyfit(reshaped_zeroed_time, pre_covid['detrended'].values, degree)\n", - "print('Coefficients: %s' % coef)\n", - "# create curve\n", - "curve = list()\n", - "for i in range(len(reshaped_zeroed_time)):\n", - "\tvalue = coef[-1]\n", - "\tfor d in range(degree):\n", - "\t\tvalue += reshaped_zeroed_time[i]**(degree-d) * coef[d]\n", - "\tcurve.append(value)" - ] - }, - { - "cell_type": "code", - "execution_count": 126, - "metadata": {}, - "outputs": [], - "source": [ - "pre_covid['seasonality'] = curve\n", - "pre_covid['deseasoned'] = pre_covid['detrended'] - pre_covid['seasonality']\n", - "pre_covid.loc[pre_covid['deseasoned'] < 1, 'deseasoned'] = 0" - ] - }, - { - "cell_type": "code", - "execution_count": 123, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:727: PlotnineWarning: Saving 14 x 3 in image.\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:730: PlotnineWarning: Filename: ./plots/facebook_fit_seasonality.pdf\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/pandas/core/series.py:726: RuntimeWarning: divide by zero encountered in log10\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/pandas/core/series.py:726: RuntimeWarning: divide by zero encountered in log10\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "<Figure size 1400x300 with 1 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "<ggplot: (340891380)>" - ] - }, - "execution_count": 123, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Fit seasonality\n", - "plt = ggplot(pre_covid) +\\\n", - " geom_line(aes(x='evtime', y='detrended')) +\\\n", - " geom_line(aes(x='evtime', y='seasonality'), color='red') +\\\n", - " scale_y_log10() +\\\n", - " theme(figure_size=(14, 3))\n", - "\n", - "plt.save('./plots/facebook_fit_seasonality.pdf', limitsize=False)\n", - "plt" - ] - }, - { - "cell_type": "code", - "execution_count": 127, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:727: PlotnineWarning: Saving 14 x 3 in image.\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:730: PlotnineWarning: Filename: ./plots/facebook_deseasoned.pdf\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/pandas/core/series.py:726: RuntimeWarning: divide by zero encountered in log10\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/pandas/core/series.py:726: RuntimeWarning: divide by zero encountered in log10\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "<Figure size 1400x300 with 1 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "<ggplot: (347762351)>" - ] - }, - "execution_count": 127, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Deseasoned\n", - "\n", - "plt = ggplot(pre_covid) +\\\n", - " geom_line(aes(x='evtime', y='deseasoned')) +\\\n", - " scale_y_log10() +\\\n", - " theme(figure_size=(14, 3))\n", - "\n", - "plt.save('./plots/facebook_deseasoned.pdf', limitsize=False)\n", - "plt" - ] - }, - { - "cell_type": "code", - "execution_count": 170, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "<div>\n", - "<style scoped>\n", - " .dataframe tbody tr th:only-of-type {\n", - " vertical-align: middle;\n", - " }\n", - "\n", - " .dataframe tbody tr th {\n", - " vertical-align: top;\n", - " }\n", - "\n", - " .dataframe thead th {\n", - " text-align: right;\n", - " }\n", - "</style>\n", - "<table border=\"1\" class=\"dataframe\">\n", - " <thead>\n", - " <tr style=\"text-align: right;\">\n", - " <th></th>\n", - " <th>event_time</th>\n", - " <th>status_code</th>\n", - " <th>vendor</th>\n", - " <th>monitor</th>\n", - " <th>evtime</th>\n", - " <th>trend</th>\n", - " <th>detrended</th>\n", - " <th>status_code_pc</th>\n", - " <th>vendor_pc</th>\n", - " <th>monitor_pc</th>\n", - " <th>evtime_pc</th>\n", - " <th>trend_pc</th>\n", - " <th>detrended_pc</th>\n", - " <th>seasonality</th>\n", - " <th>residual</th>\n", - " </tr>\n", - " </thead>\n", - " <tbody>\n", - " <tr>\n", - " <th>0</th>\n", - " <td>1.555241e+09</td>\n", - " <td>210.0</td>\n", - " <td>facebook</td>\n", - " <td>Outage Report</td>\n", - " <td>2019-04-14 11:20:00</td>\n", - " <td>3.971304</td>\n", - " <td>206.028696</td>\n", - " <td>210.0</td>\n", - " <td>facebook</td>\n", - " <td>Outage Report</td>\n", - " <td>2019-04-14 11:20:00</td>\n", - " <td>3.971304</td>\n", - " <td>206.028696</td>\n", - " <td>3.167554</td>\n", - " <td>202.861142</td>\n", - " </tr>\n", - " <tr>\n", - " <th>1</th>\n", - " <td>1.555242e+09</td>\n", - " <td>299.0</td>\n", - " <td>facebook</td>\n", - " <td>Outage Report</td>\n", - " <td>2019-04-14 11:40:00</td>\n", - " <td>3.971197</td>\n", - " <td>295.028803</td>\n", - " <td>299.0</td>\n", - " <td>facebook</td>\n", - " <td>Outage Report</td>\n", - " <td>2019-04-14 11:40:00</td>\n", - " <td>3.971197</td>\n", - " <td>295.028803</td>\n", - " <td>3.167012</td>\n", - " <td>291.861790</td>\n", - " </tr>\n", - " <tr>\n", - " <th>2</th>\n", - " <td>1.555243e+09</td>\n", - " <td>813.0</td>\n", - " <td>facebook</td>\n", - " <td>Outage Report</td>\n", - " <td>2019-04-14 12:00:00</td>\n", - " <td>3.971091</td>\n", - " <td>809.028909</td>\n", - " <td>813.0</td>\n", - " <td>facebook</td>\n", - " <td>Outage Report</td>\n", - " <td>2019-04-14 12:00:00</td>\n", - " <td>3.971091</td>\n", - " <td>809.028909</td>\n", - " <td>3.166471</td>\n", - " <td>805.862439</td>\n", - " </tr>\n", - " <tr>\n", - " <th>3</th>\n", - " <td>1.555244e+09</td>\n", - " <td>874.0</td>\n", - " <td>facebook</td>\n", - " <td>Outage Report</td>\n", - " <td>2019-04-14 12:20:00</td>\n", - " <td>3.970984</td>\n", - " <td>870.029016</td>\n", - " <td>874.0</td>\n", - " <td>facebook</td>\n", - " <td>Outage Report</td>\n", - " <td>2019-04-14 12:20:00</td>\n", - " <td>3.970984</td>\n", - " <td>870.029016</td>\n", - " <td>3.165929</td>\n", - " <td>866.863087</td>\n", - " </tr>\n", - " <tr>\n", - " <th>4</th>\n", - " <td>1.555246e+09</td>\n", - " <td>891.0</td>\n", - " <td>facebook</td>\n", - " <td>Outage Report</td>\n", - " <td>2019-04-14 12:40:00</td>\n", - " <td>3.970877</td>\n", - " <td>887.029123</td>\n", - " <td>891.0</td>\n", - " <td>facebook</td>\n", - " <td>Outage Report</td>\n", - " <td>2019-04-14 12:40:00</td>\n", - " <td>3.970877</td>\n", - " <td>887.029123</td>\n", - " <td>3.165387</td>\n", - " <td>883.863736</td>\n", - " </tr>\n", - " <tr>\n", - " <th>...</th>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " <td>...</td>\n", - " </tr>\n", - " <tr>\n", - " <th>48332</th>\n", - " <td>1.604180e+09</td>\n", - " <td>0.0</td>\n", - " <td>facebook</td>\n", - " <td>Outage Report</td>\n", - " <td>2020-10-31 21:40:00</td>\n", - " <td>0.000000</td>\n", - " <td>0.000000</td>\n", - " <td>NaN</td>\n", - " <td>NaN</td>\n", - " <td>NaN</td>\n", - " <td>NaT</td>\n", - " <td>NaN</td>\n", - " <td>NaN</td>\n", - " <td>NaN</td>\n", - " <td>NaN</td>\n", - " </tr>\n", - " <tr>\n", - " <th>48333</th>\n", - " <td>1.604182e+09</td>\n", - " <td>0.0</td>\n", - " <td>facebook</td>\n", - " <td>Outage Report</td>\n", - " <td>2020-10-31 22:00:00</td>\n", - " <td>0.000000</td>\n", - " <td>0.000000</td>\n", - " <td>NaN</td>\n", - " <td>NaN</td>\n", - " 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<th>48336</th>\n", - " <td>1.604185e+09</td>\n", - " <td>0.0</td>\n", - " <td>facebook</td>\n", - " <td>Outage Report</td>\n", - " <td>2020-10-31 23:00:00</td>\n", - " <td>0.000000</td>\n", - " <td>0.000000</td>\n", - " <td>NaN</td>\n", - " <td>NaN</td>\n", - " <td>NaN</td>\n", - " <td>NaT</td>\n", - " <td>NaN</td>\n", - " <td>NaN</td>\n", - " <td>NaN</td>\n", - " <td>NaN</td>\n", - " </tr>\n", - " </tbody>\n", - "</table>\n", - "<p>61795 rows × 15 columns</p>\n", - "</div>" - ], - "text/plain": [ - " event_time status_code vendor monitor evtime \\\n", - "0 1.555241e+09 210.0 facebook Outage Report 2019-04-14 11:20:00 \n", - "1 1.555242e+09 299.0 facebook Outage Report 2019-04-14 11:40:00 \n", - "2 1.555243e+09 813.0 facebook Outage Report 2019-04-14 12:00:00 \n", - "3 1.555244e+09 874.0 facebook Outage Report 2019-04-14 12:20:00 \n", - "4 1.555246e+09 891.0 facebook Outage Report 2019-04-14 12:40:00 \n", - "... ... ... ... ... ... \n", - "48332 1.604180e+09 0.0 facebook Outage Report 2020-10-31 21:40:00 \n", - "48333 1.604182e+09 0.0 facebook Outage Report 2020-10-31 22:00:00 \n", - "48334 1.604183e+09 0.0 facebook Outage Report 2020-10-31 22:20:00 \n", - "48335 1.604184e+09 0.0 facebook Outage Report 2020-10-31 22:40:00 \n", - "48336 1.604185e+09 0.0 facebook Outage Report 2020-10-31 23:00:00 \n", - "\n", - " trend detrended status_code_pc vendor_pc monitor_pc \\\n", - "0 3.971304 206.028696 210.0 facebook Outage Report \n", - "1 3.971197 295.028803 299.0 facebook Outage Report \n", - "2 3.971091 809.028909 813.0 facebook Outage Report \n", - "3 3.970984 870.029016 874.0 facebook Outage Report \n", - "4 3.970877 887.029123 891.0 facebook Outage Report \n", - "... ... ... ... ... ... \n", - "48332 0.000000 0.000000 NaN NaN NaN \n", - "48333 0.000000 0.000000 NaN NaN NaN \n", - "48334 0.000000 0.000000 NaN NaN NaN \n", - "48335 0.000000 0.000000 NaN NaN NaN \n", - "48336 0.000000 0.000000 NaN NaN NaN \n", - "\n", - " evtime_pc trend_pc detrended_pc seasonality residual \n", - "0 2019-04-14 11:20:00 3.971304 206.028696 3.167554 202.861142 \n", - "1 2019-04-14 11:40:00 3.971197 295.028803 3.167012 291.861790 \n", - "2 2019-04-14 12:00:00 3.971091 809.028909 3.166471 805.862439 \n", - "3 2019-04-14 12:20:00 3.970984 870.029016 3.165929 866.863087 \n", - "4 2019-04-14 12:40:00 3.970877 887.029123 3.165387 883.863736 \n", - "... ... ... ... ... ... \n", - "48332 NaT NaN NaN NaN NaN \n", - "48333 NaT NaN NaN NaN NaN \n", - "48334 NaT NaN NaN NaN NaN \n", - "48335 NaT NaN NaN NaN NaN \n", - "48336 NaT NaN NaN NaN NaN \n", - "\n", - "[61795 rows x 15 columns]" - ] - }, - "execution_count": 170, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "def decompose_timeseries(partial_df):\n", - " sorted_partial_df = partial_df.sort_values('event_time').reset_index(drop=True)\n", - " \n", - " # Compute trend\n", - " model = LinearRegression()\n", - " zeroed_time = (sorted_partial_df['event_time'] - sorted_partial_df.loc[0, 'event_time']).values.reshape(-1, 1)\n", - " model.fit(zeroed_time, sorted_partial_df['status_code'].values)\n", - " # calculate trend\n", - " trend = model.predict(zeroed_time)\n", - " trend[trend < 1] = 0\n", - " sorted_partial_df['trend'] = trend\n", - " sorted_partial_df.loc[sorted_partial_df['trend'] < 1, 'trend'] = 0\n", - " \n", - " sorted_partial_df['detrended'] = sorted_partial_df['status_code'] - sorted_partial_df['trend']\n", - " sorted_partial_df.loc[sorted_partial_df['detrended'] < 1, 'detrended'] = 0\n", - " \n", - " # Compute seasonality\n", - " pre_covid = sorted_partial_df[sorted_partial_df['evtime'] < '2020-05-01'].reset_index(drop=True)\n", - " \n", - " degree = 5\n", - " reshaped_zeroed_time = (pre_covid['event_time'] - pre_covid.loc[0, 'event_time']).values\n", - " coef = polyfit(reshaped_zeroed_time, pre_covid['detrended'].values, degree)\n", - "# print('Coefficients: %s' % coef)\n", - " # create curve\n", - " curve = list()\n", - " for i in range(len(reshaped_zeroed_time)):\n", - " value = coef[-1]\n", - " for d in range(degree):\n", - " value += reshaped_zeroed_time[i]**(degree-d) * coef[d]\n", - " curve.append(value)\n", - " \n", - " pre_covid['seasonality'] = curve\n", - " pre_covid.loc[pre_covid['seasonality'] < 1, 'seasonality'] = 0\n", - " pre_covid['residual'] = pre_covid['detrended'] - pre_covid['seasonality']\n", - " pre_covid.loc[pre_covid['residual'] < 1, 'residual'] = 0\n", - " \n", - " return sorted_partial_df.join(pre_covid.set_index('event_time'), on='event_time', rsuffix='_pc')\n", - "\n", - "decompose_timeseries(facebook_reports)" - ] - }, - { - "cell_type": "code", - "execution_count": 171, - "metadata": {}, - "outputs": [], - "source": [ - "timeseries_analyzed_df_list = []\n", - "\n", - "for vendor in filtered_or_events['vendor_cat'].unique():\n", - " partial_df = filtered_or_events[filtered_or_events['vendor_cat'] == vendor].reset_index(drop=True)\n", - " timeseries_analyzed_df_list.append(decompose_timeseries(partial_df))\n", - " \n", - "timeseries_analyzed_df = pd.concat(timeseries_analyzed_df_list)" - ] - }, - { - "cell_type": "code", - "execution_count": 175, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/pandas/core/series.py:726: RuntimeWarning: divide by zero encountered in log10\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/geoms/geom_path.py:75: PlotnineWarning: geom_path: Removed 15274 rows containing missing values.\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/geoms/geom_path.py:75: PlotnineWarning: geom_path: Removed 15274 rows containing missing values.\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "<Figure size 1400x300 with 12 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "<ggplot: (421491932)>" - ] - }, - "execution_count": 175, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "plt = ggplot(timeseries_analyzed_df) +\\\n", - " geom_line(aes(x='evtime', y='status_code'), color='black') +\\\n", - " geom_line(aes(x='evtime', y='residual'), color='teal', alpha=0.5) +\\\n", - " geom_line(aes(x='evtime', y='trend'), color='red') +\\\n", - " geom_line(aes(x='evtime', y='seasonality'), color='lime') +\\\n", - " scale_y_log10() +\\\n", - " facet_wrap(facets='vendor_cat', nrow=2) +\\\n", - " theme_classic(base_size=12, base_family='sans-serif') +\\\n", - " theme(figure_size=(14, 3),\n", - " axis_text_y=element_text(margin={'r': 5}),\n", - " panel_grid_minor_x=element_line(size=0.7, color=\"gainsboro\"),\n", - " panel_grid_major_x=element_blank(),\n", - " text=element_text(size=12),\n", - " legend_box_spacing=0.01,\n", - " legend_box_margin=0,\n", - " legend_margin=0,\n", - " legend_key=element_blank(),\n", - " legend_entry_spacing=5,\n", - " legend_background=element_rect(fill=(0,0,0,0), color=(0,0,0,0)),\n", - " legend_position='top',)\n", - "\n", - "plt" - ] - }, - { - "cell_type": "code", - "execution_count": 204, - "metadata": {}, - "outputs": [], - "source": [ - "week_aggregated_df_list = []\n", - "month_aggregated_df_list = []\n", - "\n", - "for vendor in filtered_or_events['vendor_cat'].unique():\n", - " partial_df = filtered_or_events[filtered_or_events['vendor_cat'] == vendor].reset_index(drop=True)\n", - " \n", - " week_df = partial_df.set_index('evtime').resample('W').sum().reset_index()\n", - " week_df['vendor_cat'] = vendor\n", - " week_aggregated_df_list.append(week_df)\n", - " \n", - " month_df = partial_df.set_index('evtime').resample('M').sum().reset_index()\n", - " month_df['vendor_cat'] = vendor\n", - " month_aggregated_df_list.append(month_df)\n", - "\n", - "week_aggregated_df = pd.concat(week_aggregated_df_list)\n", - "week_aggregated_df['vendor_cat'] = pd.Categorical(week_aggregated_df['vendor_cat'], categories=vendor_list, ordered=True)\n", - "month_aggregated_df = pd.concat(month_aggregated_df_list)\n", - "month_aggregated_df['vendor_cat'] = pd.Categorical(month_aggregated_df['vendor_cat'], categories=vendor_list, ordered=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 217, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:727: PlotnineWarning: Saving 14 x 3 in image.\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/plotnine/ggplot.py:730: PlotnineWarning: Filename: ./plots/reports_week_and_month_aggregated.pdf\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/pandas/core/series.py:726: RuntimeWarning: divide by zero encountered in log10\n", - "/Users/sacheendra/miniconda3/envs/thesis/lib/python3.8/site-packages/pandas/core/series.py:726: RuntimeWarning: divide by zero encountered in log10\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "<Figure size 1400x300 with 12 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "<ggplot: (397037120)>" - ] - }, - "execution_count": 217, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "plt = ggplot() +\\\n", - " geom_line(aes(x='evtime', y='status_code'), data=filtered_or_events, color='black') +\\\n", - " geom_line(aes(x='evtime', y='status_code'), data=week_aggregated_df, color='teal') +\\\n", - " geom_line(aes(x='evtime', y='status_code'), data=month_aggregated_df, color='navy') +\\\n", - " scale_y_log10(labels=lambda l: list(map(lambda x: '$10^{}$'.format(int(np.log10(x))), l))) +\\\n", - " scale_x_datetime(date_breaks='3 months', date_labels='%m-%y') +\\\n", - " facet_wrap(facets='vendor_cat', nrow=2) +\\\n", - " ylab('Number of reports') +\\\n", - " xlab('Time (Start of quarter is labelled)') +\\\n", - " theme_classic(base_size=12, base_family='sans-serif') +\\\n", - " theme(figure_size=(14, 3),\n", - " axis_text_y=element_text(margin={'r': 5}),\n", - " panel_grid_major_x=element_line(size=0.7, color=\"gainsboro\"),\n", - " text=element_text(size=12),\n", - " legend_box_spacing=0.01,\n", - " legend_box_margin=0,\n", - " legend_margin=0,\n", - " legend_key=element_blank(),\n", - " legend_entry_spacing=5,\n", - " legend_background=element_rect(fill=(0,0,0,0), color=(0,0,0,0)),\n", - " legend_position='top',\n", - " axis_text_x=element_text(rotation=40))\n", - "\n", - "plt.save('./plots/reports_week_and_month_aggregated.pdf', limitsize=None)\n", - "plt" - ] - }, - { - "cell_type": "code", - "execution_count": 216, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "<Figure size 640x480 with 12 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "<ggplot: (333651035)>" - ] - }, - "execution_count": 216, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "plt = ggplot() +\\\n", - " geom_line(aes(x='evtime', y='status_code'), data=month_aggregated_df) +\\\n", - " scale_y_log10() +\\\n", - " facet_wrap(facets='vendor_cat', ncol=1)\n", - "\n", - "plt" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.5" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/images/48_years.pdf b/images/48_years.pdf Binary files differnew file mode 100644 index 0000000..33f9067 --- /dev/null +++ b/images/48_years.pdf diff --git a/images/S0007850618300799.bib b/images/S0007850618300799.bib deleted file mode 100644 index 80c465c..0000000 --- a/images/S0007850618300799.bib +++ /dev/null @@ -1,14 +0,0 @@ -@article{TAO2018169, -title = {Digital twin driven prognostics and health management for complex equipment}, -journal = {CIRP Annals}, -volume = {67}, -number = {1}, -pages = {169-172}, -year = {2018}, -issn = {0007-8506}, -doi = {https://doi.org/10.1016/j.cirp.2018.04.055}, -url = {https://www.sciencedirect.com/science/article/pii/S0007850618300799}, -author = {Fei Tao and Meng Zhang and Yushan Liu and A.Y.C. Nee}, -keywords = {Maintenance, Condition monitoring, Digital twin}, -abstract = {Prognostics and health management (PHM) is crucial in the lifecycle monitoring of a product, especially for complex equipment working in a harsh environment. In order to improve the accuracy and efficiency of PHM, digital twin (DT), an emerging technology to achieve physical–virtual convergence, is proposed for complex equipment. A general DT for complex equipment is first constructed, then a new method using DT driven PHM is proposed, making effective use of the interaction mechanism and fused data of DT. A case study of a wind turbine is used to illustrate the effectiveness of the proposed method.} -}
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files differnew file mode 100644 index 0000000..f1e0eb4 --- /dev/null +++ b/images/system_model.png diff --git a/images/thesis_structure.png b/images/thesis_structure.png Binary files differnew file mode 100644 index 0000000..71cece4 --- /dev/null +++ b/images/thesis_structure.png diff --git a/images/uva_logo.jpg b/images/uva_logo.jpg Binary files differdeleted file mode 100644 index 63d1731..0000000 --- a/images/uva_logo.jpg +++ /dev/null diff --git a/images/victim_selector_comparison.pdf b/images/victim_selector_comparison.pdf Binary files differnew file mode 100644 index 0000000..7194bf0 --- /dev/null +++ b/images/victim_selector_comparison.pdf @@ -14,6 +14,9 @@ timestamp = {Mon, 05 Feb 2024 20:18:06 +0100}, biburl = {https://dblp.org/rec/journals/corr/abs-2206-03259.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/journals/corr/abs-2206-03259.html?view=bibtex + }}, } @inproceedings{DBLP:conf/ccgrid/MastenbroekAJLB21, @@ -37,6 +40,9 @@ timestamp = {Wed, 07 Dec 2022 23:07:44 +0100}, biburl = {https://dblp.org/rec/conf/ccgrid/MastenbroekAJLB21.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/conf/ccgrid/MastenbroekAJLB21.html?view=bibtex + }.}, } @inproceedings{DBLP:conf/icdcs/IosupVTETBFMT19, @@ -56,6 +62,9 @@ timestamp = {Fri, 04 Jul 2025 22:07:32 +0200}, biburl = {https://dblp.org/rec/conf/icdcs/IosupVTETBFMT19.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/conf/icdcs/IosupVTETBFMT19.html?view=bibtex} + .}, } @article{DBLP:journals/infsof/KitchenhamPBBTNL10, @@ -74,6 +83,9 @@ timestamp = {Tue, 21 Mar 2023 21:13:31 +0100}, biburl = {https://dblp.org/rec/journals/infsof/KitchenhamPBBTNL10.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/journals/infsof/KitchenhamPBBTNL10.html?view=bibtex + }.}, } @inproceedings{DBLP:conf/date/MilojicicFDR21, @@ -91,16 +103,20 @@ timestamp = {Wed, 21 Jul 2021 10:05:23 +0200}, biburl = {https://dblp.org/rec/conf/date/MilojicicFDR21.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/conf/date/MilojicicFDR21.html?view=bibtex}.}, } -@misc{WIKI:page/DigitalTwin, +@misc{Wikipedia:article/DigitalTwin, author = "{Wikipedia contributors}", title = "Digital twin --- {Wikipedia}{,} The Free Encyclopedia", year = "2026", url = " https://en.wikipedia.org/w/index.php?title=Digital_twin&oldid=1351132391 ", - note = "[Online; accessed 17-May-2026]", + note = "This BibTeX citation comes from \url{ + https://en.wikipedia.org/w/index.php?title=Special:CiteThisPage&page=Digital_twin&id=1359969562&wpFormIdentifier=titleform#BibTeX_entry + }", } @article{DBLP:journals/computer/AthavaleBBMMPS24, @@ -118,6 +134,9 @@ timestamp = {Tue, 22 Oct 2024 21:09:19 +0200}, biburl = {https://dblp.org/rec/journals/computer/AthavaleBBMMPS24.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/journals/computer/AthavaleBBMMPS24.html?view=bibtex + }.}, } @inproceedings{DBLP:conf/icppw/BourassaJBCJVS19, @@ -137,6 +156,9 @@ timestamp = {Mon, 29 Jul 2019 12:39:30 +0200}, biburl = {https://dblp.org/rec/conf/icppw/BourassaJBCJVS19.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/conf/icppw/BourassaJBCJVS19.html?view=bibtex + }}, } @inproceedings{DBLP:conf/hpdc/NettiMGOTO020, @@ -158,6 +180,8 @@ timestamp = {Sun, 04 Aug 2024 19:37:21 +0200}, biburl = {https://dblp.org/rec/conf/hpdc/NettiMGOTO020.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/conf/hpdc/NettiMGOTO020.html?view=bibtex}}, } @inproceedings{DBLP:conf/wosp/SumanCNTMI24, @@ -178,6 +202,8 @@ timestamp = {Fri, 17 May 2024 21:42:59 +0200}, biburl = {https://dblp.org/rec/conf/wosp/SumanCNTMI24.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/conf/wosp/SumanCNTMI24.html?view=bibtex}}, } @inproceedings{DBLP:conf/sc/BrewerMKWBHSGGW24, @@ -198,15 +224,20 @@ timestamp = {Thu, 19 Dec 2024 09:58:08 +0100}, biburl = {https://dblp.org/rec/conf/sc/BrewerMKWBHSGGW24.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/conf/sc/BrewerMKWBHSGGW24.html?view=bibtex}. + }, } -@misc{Wikipedia:PredictiveModelling, +@misc{Wikipedia:article/PredictiveModelling, author = "{Wikipedia contributors}", title = "Predictive modelling --- {Wikipedia}{,} The Free Encyclopedia", year = "2026", url = "https://en.wikipedia.org/w/index.php?title=Predictive_modelling\& oldid=1334478640", - note = "[Online; accessed 27-February-2026]", + note = "This BibTeX citations comes from \url{ + https://en.wikipedia.org/w/index.php?title=Special:CiteThisPage&page=Predictive_modelling&id=1362368215&wpFormIdentifier=titleform#BibTeX_entry + }", } @inproceedings{DBLP:conf/acsos/TalluriOVTI21, @@ -228,6 +259,8 @@ timestamp = {Sun, 04 Aug 2024 19:43:01 +0200}, biburl = {https://dblp.org/rec/conf/acsos/TalluriOVTI21.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/conf/acsos/TalluriOVTI21.html?view=bibtex}.}, } @misc{DBLP:report/AnnualOutageAnalysis2025, @@ -240,8 +273,11 @@ author = {Donnellan, Douglas and Lawrence, Andy and Weinshenk, Rose}, year = {2025}, month = {May}, + note = {This citation has been written by me. The Uptime Institue (see + \url{uptimeinstitute.com}) is a renowned institution that + certifies datacenters. For more information we advise to look at + \url{https://en.wikipedia.org/wiki/451_Group#Uptime_Institute}, }, } - @article{DBLP:conf/cirp/TAO2018169, title = {Digital twin driven prognostics and health management for complex equipment}, @@ -257,6 +293,9 @@ }, author = {Fei Tao and Meng Zhang and Yushan Liu and A.Y.C. Nee}, keywords = {Maintenance, Condition monitoring, Digital twin}, + note = {This BibTeX citation comes from \url{ + https://www.sciencedirect.com/science/article/abs/pii/S0007850618300799?via%3Dihub + }.}, } @inproceedings{DBLP:conf/AIAA/Teugel2012, @@ -265,8 +304,12 @@ Structures, Structural Dynamics and Materials Conference}, year = {2012}, month = {04}, - doi = {https://doi.org/10.2514/6.2012-1812}, + url = {https://doi.org/10.2514/6.2012-1812}, author = {Tuegel, Eric}, + note = {This citation has been created by me. See \url{ + https://arc.aiaa.org/doi/abs/10.2514/6.2012-1812} for more + details about the conference and the article. AIAA is a + world-class aerospace engineering association.}, } @article{DBLP:journal/IJAE/Teugel2011, @@ -282,26 +325,8 @@ url = {https://onlinelibrary.wiley.com/doi/abs/10.1155/2011/154798}, eprint = {https://onlinelibrary.wiley.com/doi/pdf/10.1155/2011/154798}, year = {2011}, -} - - -@proceedings{DBLP:conf/ASME/Bielefeldt2015, - author = {Bielefeldt, Brent and Hochhalter, Jacob and Hartl, Darren}, - title = {Computationally Efficient Analysis of SMA Sensory Particles - Embedded in Complex Aerostructures Using a Substructure Approach - }, - volume = {Volume 1: Development and Characterization of Multifunctional - Materials; Mechanics and Behavior of Active Materials; Modeling - , Simulation and Control of Adaptive Systems}, - series = {Smart Materials, Adaptive Structures and Intelligent Systems}, - pages = {V001T02A007}, - year = {2015}, - month = {09}, - doi = {10.1115/SMASIS2015-8975}, - url = {https://doi.org/10.1115/SMASIS2015-8975}, - eprint = { - https://asmedigitalcollection.asme.org/SMASIS/proceedings-pdf/SMASIS2015/57298/V001T02A007/4457748/v001t02a007-smasis2015-8975.pdf - }, + note = {This BibTeX citation comes from \url{ + https://onlinelibrary.wiley.com/doi/full/10.1155/2011/154798}.}, } @article{DBLP:journals/spe/GuptaDGB17, @@ -320,6 +345,8 @@ timestamp = {Mon, 17 Aug 2020 16:23:50 +0200}, biburl = {https://dblp.org/rec/journals/spe/GuptaDGB17.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/journals/spe/GuptaDGB17.html?view=bibtex}}, } @article{DBLP:journals/spe/CalheirosRBRB11, @@ -338,6 +365,9 @@ timestamp = {Fri, 30 Dec 2022 14:59:15 +0100}, biburl = {https://dblp.org/rec/journals/spe/CalheirosRBRB11.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/journals/spe/CalheirosRBRB11.html?view=bibtex + }}, } @article{DBLP:journals/corr/CasanovaGLQS13, @@ -354,6 +384,9 @@ timestamp = {Mon, 13 Aug 2018 16:47:20 +0200}, biburl = {https://dblp.org/rec/journals/corr/CasanovaGLQS13.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/journals/corr/CasanovaGLQS13.html?view=bibtex + }}, } @inproceedings{DBLP:conf/europar/IosupSE08, @@ -373,6 +406,8 @@ timestamp = {Sun, 02 Jun 2019 21:22:55 +0200}, biburl = {https://dblp.org/rec/conf/europar/IosupSE08.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/conf/europar/IosupSE08.html?view=bibtex}}, } @inproceedings{DBLP:conf/europar/OstermannPPF10, @@ -397,6 +432,9 @@ timestamp = {Mon, 03 Mar 2025 21:04:12 +0100}, biburl = {https://dblp.org/rec/conf/europar/OstermannPPF10.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/conf/europar/OstermannPPF10.html?view=bibtex + }}, } @article{DBLP:journals/grid/NunezVCCCL12, @@ -416,6 +454,9 @@ timestamp = {Sun, 19 Jan 2025 14:31:14 +0100}, biburl = {https://dblp.org/rec/journals/grid/NunezVCCCL12.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/journals/grid/NunezVCCCL12.html?view=bibtex} + }, } @article{DBLP:journals/fgcs/MichonGGUK17, @@ -431,6 +472,9 @@ timestamp = {Tue, 21 Mar 2023 21:06:55 +0100}, biburl = {https://dblp.org/rec/journals/fgcs/MichonGGUK17.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/journals/fgcs/MichonGGUK17.html?view=bibtex} + }, } @article{DBLP:journals/jpdc/CasanovaTKS21, @@ -447,6 +491,9 @@ timestamp = {Thu, 29 Jul 2021 13:41:54 +0200}, biburl = {https://dblp.org/rec/journals/jpdc/CasanovaTKS21.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/journals/jpdc/CasanovaTKS21.html?view=bibtex + }}, } @inproceedings{DBLP:conf/aina/WickremasingheCB10, @@ -465,6 +512,9 @@ timestamp = {Fri, 24 Mar 2023 00:03:53 +0100}, biburl = {https://dblp.org/rec/conf/aina/WickremasingheCB10.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/conf/aina/WickremasingheCB10.html?view=bibtex + }.}, } @inproceedings{DBLP:conf/eScience/ChenD12, @@ -481,6 +531,8 @@ timestamp = {Fri, 24 Mar 2023 00:04:10 +0100}, biburl = {https://dblp.org/rec/conf/eScience/ChenD12.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/conf/eScience/ChenD12.html?view=bibtex}}, } @misc{DBLP:data/11/CasanovaSTPJKAOS20f, @@ -499,6 +551,9 @@ timestamp = {Wed, 18 Jun 2025 15:49:44 +0200}, biburl = {https://dblp.org/rec/data/11/CasanovaSTPJKAOS20f.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/data/11/CasanovaSTPJKAOS20.html?view=bibtex} + }, } @article{DBLP:journals/tcc/HirofuchiLP18, @@ -515,6 +570,9 @@ timestamp = {Sun, 21 Jun 2020 17:41:42 +0200}, biburl = {https://dblp.org/rec/journals/tcc/HirofuchiLP18.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/journals/tcc/HirofuchiLP18.html?view=bibtex} + }, } @inproceedings{DBLP:conf/noms/ZhangZLZWC22, @@ -533,6 +591,8 @@ timestamp = {Wed, 15 Jun 2022 16:45:18 +0200}, biburl = {https://dblp.org/rec/conf/noms/ZhangZLZWC22.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/conf/noms/ZhangZLZWC22.html?view=bibtex}}, } @inproceedings{DBLP:conf/sc/TaheriBPRHDEWPM24, @@ -553,6 +613,9 @@ timestamp = {Thu, 07 May 2026 20:28:31 +0200}, biburl = {https://dblp.org/rec/conf/sc/TaheriBPRHDEWPM24.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/conf/sc/TaheriBPRHDEWPM24.html?view=bibtex}. + }, } @inproceedings{DBLP:conf/sensys/LiW0Z0T23, @@ -572,6 +635,8 @@ timestamp = {Tue, 13 May 2025 13:47:03 +0200}, biburl = {https://dblp.org/rec/conf/sensys/LiW0Z0T23.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/conf/sensys/LiW0Z0T23.html?view=bibtex}}, } @inproceedings{DBLP:conf/sensys/CaoW0022, @@ -591,6 +656,8 @@ timestamp = {Wed, 04 Dec 2024 09:43:28 +0100}, biburl = {https://dblp.org/rec/conf/sensys/CaoW0022.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/conf/sensys/CaoW0022.html?view=bibtex}.}, } @inproceedings{DBLP:conf/sigcomm/HongWDSSHZY21, @@ -609,6 +676,9 @@ timestamp = {Sun, 19 Jan 2025 13:17:55 +0100}, biburl = {https://dblp.org/rec/conf/sigcomm/HongWDSSHZY21.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/conf/sigcomm/HongWDSSHZY21.html?view=bibtex} + .}, } @inproceedings{DBLP:conf/sensys/WangZD0TCWZ20, @@ -627,6 +697,8 @@ timestamp = {Wed, 04 Dec 2024 09:45:46 +0100}, biburl = {https://dblp.org/rec/conf/sensys/WangZD0TCWZ20.bib}, bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/conf/sensys/WangZD0TCWZ20.html?view=bibtex}}, } @@ -643,6 +715,8 @@ year = {2024}, publisher = {{The National Academies Press}}, address = {Washington, DC}, + note = {This citation has been created by me. See the ISBN for more + details about the publication.}, } @conference{DBLP:modsim24/presentation/Iosup2024, @@ -653,6 +727,8 @@ year = {2024}, publisher = {MODSIM World}, address = {Seattle, US}, + note = {This citation has been created by me. See the URL for more + details about the talk.}, } @@ -671,6 +747,9 @@ author = {Haitao Zhu and Botao Lin}, keywords = {Digital twin, Energy consumption management, Cooling system, Real-time interaction, Genetic algorithm}, + note = {This BibTeX citation comes from \url{ + https://www.sciencedirect.com/science/article/abs/pii/S0306261924012236 + }.}, } @image{DBLP:image/48Microprocessor/Rupp, @@ -683,4 +762,488 @@ url = {https://github.com/karlrupp/microprocessor-trend-data}, year = {2019}, publisher = {K. Rupp}, + note = {This citation has been created by me. See the URL for more + information of Karl Rupp's diagram.}, +} + +@misc{Wikipedia:article/Systems_Thinking, + author = "{Wikipedia contributors}", + title = "Systems thinking --- {Wikipedia}{,} The Free Encyclopedia", + year = "2026", + howpublished = "\url{ + https://en.wikipedia.org/w/index.php?title=Systems_thinking&oldid=1360310082 + }", + note = "This BibTeX citation comes from: \url{ + https://en.wikipedia.org/w/index.php?title=Special:CiteThisPage&page=Systems_thinking&id=1360310082&wpFormIdentifier=titleform#BibTeX_entry + }", +} + +@misc{Wikipedia:article/Grafana, + author = "{Wikipedia contributors}", + title = "Grafana --- {Wikipedia}{,} The Free Encyclopedia", + year = "2026", + howpublished = "\url{ + https://en.wikipedia.org/w/index.php?title=Grafana&oldid=1362050182 + }", + note = "This BibTeX citation comes from: \url{ + https://en.wikipedia.org/w/index.php?title=Special:CiteThisPage&page=Grafana&id=1362050182&wpFormIdentifier=titleform#BibTeX_entry + }", +} + +@misc{Wikipedia:article/Confluent, + author = "{Wikipedia contributors}", + title = "Confluent --- {Wikipedia}{,} The Free Encyclopedia", + year = "2026", + howpublished = "\url{ + https://en.wikipedia.org/w/index.php?title=Confluent&oldid=1361669280 + }", + note = "This BibTeX citation comes from: \url{ + https://en.wikipedia.org/w/index.php?title=Special:CiteThisPage&page=Confluent&id=1361669280&wpFormIdentifier=titleform#BibTeX_entry + }", +} + +@misc{Wikipedia:article/Redis, + author = "{Wikipedia contributors}", + title = "Redis --- {Wikipedia}{,} The Free Encyclopedia", + year = "2026", + howpublished = "\url{ + https://en.wikipedia.org/w/index.php?title=Redis&oldid=1351092330 + }", + note = "This BibTeX citation comes from \url{ + https://en.wikipedia.org/w/index.php?title=Special:CiteThisPage&page=Redis&id=1351092330&wpFormIdentifier=titleform#BibTeX_entry + }", +} +@misc{Wikipedia:article/Postgresql, + author = "{Wikipedia contributors}", + title = "PostgreSQL --- {Wikipedia}{,} The Free Encyclopedia", + year = "2026", + howpublished = "\url{ + https://en.wikipedia.org/w/index.php?title=PostgreSQL&oldid=1357817665 + }", + note = "This BibTeX citation comes from \url{ + https://en.wikipedia.org/w/index.php?title=Special:CiteThisPage&page=PostgreSQL&id=1357817665&wpFormIdentifier=titleform#BibTeX_entry + }", +} + +@misc{GitHub:software/OpenDC, + author = {Mastenbroek, Fabian and Andreadis, Georgios and Jounaid, + Soufiane and Lai, Wenchen and Burley, Jacob and Bosch, Jaro and + van Eyk, Erwin and Versluis, Laurens and van Beek, Vincent and + Iosup, Alexandru}, + title = {OpenDC}, + note = "This BibTeX citation comes from \url{ + https://github.com/atlarge-research/opendc}. It has been + converted from a \texttt{CITATION.cff} file using \texttt{ + cffconvert} (see \url{ https://citation-file-format.github.io/})", +} + + +@inproceedings{DBLP:conf/wosp/NicolaeTKLI26, + author = {Radu Nicolae and Jules van der Toorn and Stavriana Kraniti and + Houcen Liu and Alexandru Iosup}, + editor = {Roberto Verdecchia and Catia Trubiani and Radu Calinescu and + Ana Lucia Verbanescu}, + title = {OpenDT: Exploring Datacenter Performance and Sustainability + with a Self-Calibrating Digital Twin}, + booktitle = {Companion of the 17th {ACM/SPEC} International Conference + on Performance Engineering, {ICPE} Companion 2026, Florence, + Italy, May 4-8, 2026}, + pages = {142--147}, + publisher = {{ACM}}, + year = {2026}, + url = {https://doi.org/10.1145/3777911.3800634}, + doi = {10.1145/3777911.3800634}, + timestamp = {Wed, 03 Jun 2026 10:10:46 +0200}, + biburl = {https://dblp.org/rec/conf/wosp/NicolaeTKLI26.bib}, + bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/conf/wosp/NicolaeTKLI26.html?view=bibtex}}, +} + +@misc{Wikipedia:article/Graphite, + author = "{Wikipedia contributors}", + title = "Graphite (software) --- {Wikipedia}{,} The Free Encyclopedia", + year = "2026", + howpublished = "\url{ + https://en.wikipedia.org/w/index.php?title=Graphite_(software)&oldid=1357227590 + }", + note = "This BibTeX citation comes from \url{ + https://en.wikipedia.org/w/index.php?title=Special:CiteThisPage&page=Graphite_%28software%29&id=1357227590&wpFormIdentifier=titleform + }", +} + +@misc{Wikipedia:article/Kibana, + author = "{Wikipedia contributors}", + title = "Kibana --- {Wikipedia}{,} The Free Encyclopedia", + year = "2026", + howpublished = "\url{ + https://en.wikipedia.org/w/index.php?title=Kibana&oldid=1342816695 + }", + note = "This BibTeX citation comes from \url{ + https://en.wikipedia.org/w/index.php?title=Special:CiteThisPage&page=Kibana&id=1342816695&wpFormIdentifier=titleform + }", +} + +@misc{Wikipedia:article/Prometheus, + author = "{Wikipedia contributors}", + title = "Prometheus (software) --- {Wikipedia}{,} The Free Encyclopedia", + year = "2026", + howpublished = "\url{ + https://en.wikipedia.org/w/index.php?title=Prometheus_(software)&oldid=1349456026 + }", + note = "This BibTeX citation comes from \url{ + https://en.wikipedia.org/w/index.php?title=Special:CiteThisPage&page=Prometheus_%28software%29&id=1349456026&wpFormIdentifier=titleform + }", +} + +@misc{Wikipedia:article/ProtoBuf, + author = "{Wikipedia contributors}", + title = "Protocol Buffers --- {Wikipedia}{,} The Free Encyclopedia", + year = "2026", + howpublished = "\url{ + https://en.wikipedia.org/w/index.php?title=Protocol_Buffers&oldid=1357670495 + }", + note = "This BibTeX citation comes from \url{ + https://en.wikipedia.org/w/index.php?title=Special:CiteThisPage&page=Protocol_Buffers&id=1357670495&wpFormIdentifier=titleform#BibTeX_entry + }", +} + +@misc{Wikipedia:article/Memcached, + author = "{Wikipedia contributors}", + title = "Memcached --- {Wikipedia}{,} The Free Encyclopedia", + year = "2026", + howpublished = "\url{ + https://en.wikipedia.org/w/index.php?title=Memcached&oldid=1361835153 + }", + note = "This BibTeX citation comes from \url{ + https://en.wikipedia.org/w/index.php?title=Special:CiteThisPage&page=Memcached&id=1361835153&wpFormIdentifier=titleform#BibTeX_entry + }", +} + +@book{DBLP:books/daglib/0034857, + author = {Jerry Banks and John S. Carson II and Barry L. Nelson and + David M. Nicol}, + title = {Discrete-Event System Simulation, 5th New Internatinal Edition}, + publisher = {Pearson Education}, + year = {2010}, + isbn = {978-1-292-02437-0}, + timestamp = {Wed, 04 Mar 2015 17:02:57 +0100}, + biburl = {https://dblp.org/rec/books/daglib/0034857.bib}, + bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/books/daglib/0034857.html?view=bibtex}}, +} + +@article{DBLP:journals/jpdc/JavadiKIE13, + author = {Bahman Javadi and Derrick Kondo and Alexandru Iosup and Dick + H. J. Epema}, + title = {The Failure Trace Archive: Enabling the comparison of failure + measurements and models of distributed systems}, + journal = {J. Parallel Distributed Comput.}, + volume = {73}, + number = {8}, + pages = {1208--1223}, + year = {2013}, + url = {https://doi.org/10.1016/j.jpdc.2013.04.002}, + doi = {10.1016/J.JPDC.2013.04.002}, + timestamp = {Sat, 22 Feb 2020 19:36:34 +0100}, + biburl = {https://dblp.org/rec/journals/jpdc/JavadiKIE13.bib}, + bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/journals/jpdc/JavadiKIE13.html?view=bibtex}}, +} + +@article{DBLP:journals/tpds/BorghesiMMB22, + author = {Andrea Borghesi and Martin Molan and Michela Milano and Andrea + Bartolini}, + title = {Anomaly Detection and Anticipation in High Performance + Computing Systems}, + journal = {{IEEE} Trans. Parallel Distributed Syst.}, + volume = {33}, + number = {4}, + pages = {739--750}, + year = {2022}, + url = {https://doi.org/10.1109/TPDS.2021.3082802}, + doi = {10.1109/TPDS.2021.3082802}, + timestamp = {Mon, 03 Jan 2022 22:04:29 +0100}, + biburl = {https://dblp.org/rec/journals/tpds/BorghesiMMB22.bib}, + bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/journals/tpds/BorghesiMMB22.html?view=bibtex + }.}, +} + +@article{DBLP:journals/tc/DemirbagaWNMAGZ22, + author = {Umit Demirbaga and Zhenyu Wen and Ayman Noor and Karan Mitra + and Khaled Alwasel and Saurabh Garg and Albert Y. Zomaya and + Rajiv Ranjan}, + title = {AutoDiagn: An Automated Real-Time Diagnosis Framework for Big + Data Systems}, + journal = {{IEEE} Trans. Computers}, + volume = {71}, + number = {5}, + pages = {1035--1048}, + year = {2022}, + url = {https://doi.org/10.1109/TC.2021.3070639}, + doi = {10.1109/TC.2021.3070639}, + timestamp = {Fri, 30 Dec 2022 14:59:15 +0100}, + biburl = {https://dblp.org/rec/journals/tc/DemirbagaWNMAGZ22.bib}, + bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/journals/tc/DemirbagaWNMAGZ22.html?view=bibtex + }.}, +} + +@inproceedings{DBLP:conf/ccgrid/ShenBI15, + author = {Siqi Shen and Vincent van Beek and Alexandru Iosup}, + title = {Statistical Characterization of Business-Critical Workloads + Hosted in Cloud Datacenters}, + booktitle = {15th {IEEE/ACM} International Symposium on Cluster, Cloud + and Grid Computing, CCGrid 2015, Shenzhen, China, May 4-7, + 2015}, + pages = {465--474}, + publisher = {{IEEE} Computer Society}, + year = {2015}, + url = {https://doi.org/10.1109/CCGrid.2015.60}, + doi = {10.1109/CCGRID.2015.60}, + timestamp = {Fri, 24 Mar 2023 00:02:48 +0100}, + biburl = {https://dblp.org/rec/conf/ccgrid/ShenBI15.bib}, + bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/conf/ccgrid/ShenBI15.html?view=bibtex}}, +} + +@article{DBLP:journals/tpds/TalluriNCKCBI26, + author = {Sacheendra Talluri and Dante Niewenhuis and Xiaoyu Chu and + Jakob Kyselica and Mehmet {\c{C}}etin and Alexander Balgavy and + Alexandru Iosup}, + title = {Cloud Uptime Archive: Open-Access Availability Data of Web, + Cloud, and Gaming Services}, + journal = {{IEEE} Trans. Parallel Distributed Syst.}, + volume = {37}, + number = {5}, + pages = {1136--1152}, + year = {2026}, + url = {https://doi.org/10.1109/TPDS.2026.3673519}, + doi = {10.1109/TPDS.2026.3673519}, + timestamp = {Thu, 25 Jun 2026 10:30:40 +0200}, + biburl = {https://dblp.org/rec/journals/tpds/TalluriNCKCBI26.bib}, + bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/journals/tpds/TalluriNCKCBI26.html?view=bibtex + }}, +} + +@inproceedings{DBLP:conf/icdcs/IosupUVAEHTBT18, + author = {Alexandru Iosup and Alexandru Uta and Laurens Versluis and + Georgios Andreadis and Erwin Van Eyk and Tim Hegeman and + Sacheendra Talluri and Vincent van Beek and Lucian Toader}, + title = {Massivizing Computer Systems: {A} Vision to Understand, Design, + and Engineer Computer Ecosystems Through and Beyond Modern + Distributed Systems}, + booktitle = {38th {IEEE} International Conference on Distributed + Computing Systems, {ICDCS} 2018, Vienna, Austria, July 2-6, + 2018}, + pages = {1224--1237}, + publisher = {{IEEE} Computer Society}, + year = {2018}, + url = {https://doi.org/10.1109/ICDCS.2018.00122}, + doi = {10.1109/ICDCS.2018.00122}, + timestamp = {Fri, 24 Mar 2023 00:04:19 +0100}, + biburl = {https://dblp.org/rec/conf/icdcs/IosupUVAEHTBT18.bib}, + bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from my 1st supervisor.}, +} + +@inbook{CambridgeUniversityPress:book/Deisenroth, + place = {Cambridge}, + title = {Contents}, + booktitle = {Mathematics for Machine Learning}, + publisher = {Cambridge University Press}, + author = {Deisenroth, Marc Peter and Faisal, A. Aldo and Ong, Cheng Soon + }, + year = {2020}, + pages = {v–viii}, + note = {This APA citations comes from \url{ + https://www.cambridge.org/highereducation/books/mathematics-for-machine-learning/5EE57FD1CFB23E6EB11E130309C7EF98 + }}, +} + + +@misc{Wikipedia:article/UserInterface, + author = "{Wikipedia contributors}", + title = "User interface --- {Wikipedia}{,} The Free Encyclopedia", + year = "2026", + howpublished = "\url{ + https://en.wikipedia.org/w/index.php?title=User_interface&oldid=1360287461 + }", + note = "This BibTeX citation comes from \url{ + https://en.wikipedia.org/w/index.php?title=Special:CiteThisPage&page=User_interface&id=1360287461&wpFormIdentifier=titleform#BibTeX_entry + }", +} + + +@misc{Wikipedia:article/JetpackCompose, + author = "{Wikipedia contributors}", + title = "Jetpack Compose --- {Wikipedia}{,} The Free Encyclopedia", + year = "2026", + howpublished = "\url{ + https://en.wikipedia.org/w/index.php?title=Jetpack_Compose&oldid=1360694775 + }", + note = "This BibTeX citation comes from \url{ + https://en.wikipedia.org/w/index.php?title=Special:CiteThisPage&page=Jetpack_Compose&id=1360694775&wpFormIdentifier=titleform#BibTeX_entry + }", +} + +@article{DBLP:journals/corr/abs-2103-02060, + author = {Georgios Andreadis and Fabian Mastenbroek and Vincent van Beek + and Alexandru Iosup}, + title = {Capelin: Data-Driven Capacity Procurement for Cloud Datacenters + using Portfolios of Scenarios - Extended Technical Report}, + journal = {CoRR}, + volume = {abs/2103.02060}, + year = {2021}, + url = {https://arxiv.org/abs/2103.02060}, + eprinttype = {arXiv}, + eprint = {2103.02060}, + timestamp = {Thu, 04 Mar 2021 17:00:40 +0100}, + biburl = {https://dblp.org/rec/journals/corr/abs-2103-02060.bib}, + bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/journals/corr/abs-2103-02060.html?view=bibtex + }}, +} + +@article{ACM:article/Webster2002, + author = {Webster, Jane and Watson, Richard T.}, + title = {Analyzing the past to prepare for the future: writing a + literature review}, + year = {2002}, + issue_date = {June 2002}, + publisher = {Society for Information Management and The Management + Information Systems Research Center}, + address = {USA}, + volume = {26}, + number = {2}, + issn = {0276-7783}, + journal = {MIS Q.}, + month = jun, + pages = {xiii–xxiii}, + numpages = {11}, + note = {This BibTeX citation comes from \url{ + https://dl.acm.org/doi/10.5555/2017160.2017162}}, +} + +@article{Nature:article/Görtz2026, + author = {G{\"o}rtz, Magdalena}, + title = {Digital twins: past, present and future}, + journal = {Scientific Reports}, + year = {2026}, + month = {Mar}, + day = {27}, + volume = {16}, + number = {1}, + pages = {10510}, + issn = {2045-2322}, + doi = {10.1038/s41598-026-45272-z}, + url = {https://doi.org/10.1038/s41598-026-45272-z}, + note = {This RIS citation comes from \url{ + https://www.nature.com/articles/s41598-026-45272-z#citeas}.}, +} + +@misc{Wikipedia:article/Datacenter, + author = "{Wikipedia contributors}", + title = "Data center --- {Wikipedia}{,} The Free Encyclopedia", + year = "2026", + howpublished = "\url{ + https://en.wikipedia.org/w/index.php?title=Data_center&oldid=1364097634 + }", + note = "This BibTeX citation comes from \url{ + https://en.wikipedia.org/w/index.php?title=Special:CiteThisPage&page=Data_center&id=1364097634&wpFormIdentifier=titleform#BibTeX_entry + }", +} + +@article{Wiley:book/Condor2005, + author = {Thain, Douglas and Tannenbaum, Todd and Livny, Miron}, + title = {Distributed computing in practice: the Condor experience}, + journal = {Concurrency and Computation: Practice and Experience}, + volume = {17}, + number = {2-4}, + pages = {323-356}, + keywords = {Condor, Grid, history, community, planning, scheduling, + split execution}, + doi = {https://doi.org/10.1002/cpe.938}, + url = {https://onlinelibrary.wiley.com/doi/abs/10.1002/cpe.938}, + eprint = {https://onlinelibrary.wiley.com/doi/pdf/10.1002/cpe.938}, + year = {2005}, + note = {This BibTeX citation comes from \url{ + https://onlinelibrary.wiley.com/doi/abs/10.1002/cpe.938}}, +} + +@misc{Wikipedia:article/JevonsParadox, + author = "{Wikipedia contributors}", + title = "Jevons paradox --- {Wikipedia}{,} The Free Encyclopedia", + year = "2026", + howpublished = "\url{ + https://en.wikipedia.org/w/index.php?title=Jevons_paradox&oldid=1363548499 + }", + note = "This BibTeX citation comes from \url{ + https://en.wikipedia.org/w/index.php?title=Special:CiteThisPage&page=Jevons_paradox&id=1363548499&wpFormIdentifier=titleform#BibTeX_entry + }", +} + +@misc{Wikipedia:article/Downtime, + author = "{Wikipedia contributors}", + title = "Downtime --- {Wikipedia}{,} The Free Encyclopedia", + year = "2026", + howpublished = "\url{ + https://en.wikipedia.org/w/index.php?title=Downtime&oldid=1360763149 + }", + note = "This BibTeX citation comes from \url{ + https://en.wikipedia.org/w/index.php?title=Special:CiteThisPage&page=Downtime&id=1360763149&wpFormIdentifier=titleform#BibTeX_entry + }", +} + +@misc{Wikipedia:article/DiscreteEventSimulation, + author = "{Wikipedia contributors}", + title = "Discrete-event simulation --- {Wikipedia}{,} The Free + Encyclopedia", + year = "2026", + howpublished = "\url{ + https://en.wikipedia.org/w/index.php?title=Discrete-event_simulation&oldid=1362915603 + }", + note = "This BibTeX citation comes from \url{ + https://en.wikipedia.org/w/index.php?title=Special:CiteThisPage&page=Discrete-event_simulation&id=1362915603&wpFormIdentifier=titleform#BibTeX_entry + }", +} + +@article{VUAmsterdam:thesis/AnaMariaMusca2025, + author = {Ana Maria Musc{\u a} and Alexandru Iosup and Dante Niewenhuis + and Tiziano De Matteis}, + title = {An analysis of the performance and carbon footprint of + workloads in datacenters using serverless models in simulation}, + journal = {Vrije Universiteit Amsterdam Thesis}, + year = {2025}, + url = {https://www.overleaf.com/read/mbsmfjsvnmgw#7e78a7}, + note = {This BibTeX citation was created by me.}, +} + +@inproceedings{DBLP:conf/cf/NicolaeNTI26, + author = {Radu Nicolae and Dante Niewenhuis and Sacheendra Talluri and + Alexandru Iosup}, + title = {{M3SA:} Exploring Datacenter Performance and Climate-Impact + with Multi- and Meta-Model Simulation and Analysis}, + booktitle = {Proceedings of the 23rd {ACM} International Conference on + Computing Frontiers, {CF} 2026, Catania, Italy, May 19-21, + 2026}, + pages = {113--117}, + publisher = {{ACM}}, + year = {2026}, + url = {https://doi.org/10.1145/3801487.3806065}, + doi = {10.1145/3801487.3806065}, + timestamp = {Tue, 21 Jul 2026 17:07:24 +0200}, + biburl = {https://dblp.org/rec/conf/cf/NicolaeNTI26.bib}, + bibsource = {dblp computer science bibliography, https://dblp.org}, + note = {This BibTeX citation comes from \url{ + https://dblp.org/rec/conf/cf/NicolaeNTI26.html?view=bibtex}}, } @@ -1,33 +1,22 @@ -\documentclass[twoside,11pt]{style/class/PhDthesisPSnPDF} +\documentclass[11pt]{report} \input{style/style.tex} \input{appendix/glossary.tex} \begin{document} \input{style/first-page} \input{content/preamble/abstract} -\frontmatter -\input{content/preamble/dedication} \input{content/preamble/acknowledgement} -\setcounter{secnumdepth}{3} -\setcounter{tocdepth}{3} -\tableofcontents -%\listoffigures -%\listoftables -\mainmatter - +\input{content/preamble/dedication} +\input{style/toc} \input{content/intro} \input{content/background} -\input{content/overview} \input{content/design} +\input{content/implementation} \input{content/evaluation} -\input{content/discussion} -\input{content/threats} -\input{content/related} \input{content/conclusion} \printglossary[type=\acronymtype] -\bibliographystyle{style/class/PhDbiblio-url2} -\renewcommand{\bibname}{References} -\bibliography{main} \input{appendix/appendix} +\bibliographystyle{is-unsrt} +\bibliography{main} \end{document} diff --git a/notes/meetin2.txt b/notes/03_06_2026.txt index 6ed2515..6ed2515 100644 --- a/notes/meetin2.txt +++ b/notes/03_06_2026.txt diff --git a/notes/2026-06-10-jd.txt b/notes/10_06_2026.txt index f058da1..f058da1 100644 --- a/notes/2026-06-10-jd.txt +++ b/notes/10_06_2026.txt diff --git a/notes/auto-scaling.txt b/notes/11_05_2026.txt index a6b009f..6a74ff9 100644 --- a/notes/auto-scaling.txt +++ b/notes/11_05_2026.txt @@ -41,3 +41,23 @@ Why is a specific datacenter digital twin different from what there already is. Versen Thesis Awards they are promoted at ICTO today and tomorrow. +Create a model in draw.io +Look at OpenTelemetry (read up - is this a lot of work?) +https://github.com/atlarge-research/opendc/tree/radice-paper +Make sure you the fields you specify in the schema itself are automatically exported. +Measure Kafka latency of exporting. +Also ensure whether the user wants to export to database or not. +Add multiple export functions. +Make sure specify the config files in the command line. +The prediction should be about auto-scaling. +BUT -> there is no auto-scaling. +Do auto-scaling. +Idle power takes a lot of energy. +Predicting when to turn nodes on and off would be nice. +Datacenters are heavily underutilized. +Predict when to turn the hosts on and when to turn them off. +Look at the failure models and how they work in OpenDC - this is how I stop a host, and this is how I start back a host. +With auto-scaling you can do it a bit smarter or not. +Do auto-scaling in OpenDC. +Rescheduling. + diff --git a/notes/notes.txt b/notes/12_05_2026.txt index d5394cf..d5394cf 100644 --- a/notes/notes.txt +++ b/notes/12_05_2026.txt diff --git a/notes/1.txt b/notes/13_05_2026.txt index 4a11803..4a11803 100644 --- a/notes/1.txt +++ b/notes/13_05_2026.txt diff --git a/notes/meeting.txt b/notes/16_06_2026.txt index 9a544db..788ca85 100644 --- a/notes/meeting.txt +++ b/notes/16_06_2026.txt @@ -2,15 +2,16 @@ Find experiments or standard operation that might utilize simulation a bit is no Look at the idea of cascading failures. A single failure can propagate. It makes it difficult simulate to completely. + Why is it difficult with failures to use naive simulation. And then your thesis proposal is that a digital twin would help out these failures. + The use case that you are specifically looking at is failures. Then of course you need to introduce failures. You are not focusing enough on digital twinning. You should focus more on this than predictive analytics. Digital twinning is the key -- argumentation and whatnot, not yet faults or predictive analysis. - Opendc-web-server. All the interesting endpoints are defined in `rests/resources` Do not use Javalin, use Quarkus, because we use Quarkus in the web module. diff --git a/notes/17_06_2026.txt b/notes/17_06_2026.txt new file mode 100644 index 0000000..1f2423d --- /dev/null +++ b/notes/17_06_2026.txt @@ -0,0 +1,59 @@ +==Presentation__Meeting== +1) Use the recipe. +If you deviate from that, then what it's at your own risk. +Hard limit on the number of slides is 10. +Each slide is 1-2 minutes. +You can have between 5-10 slides. +>10 slides -> very good change you won't have the time to talk about what's on the slides. +You _can_ have extra slides. +The QnA is the questions by everybody in the room. +You can also ask questions/should ask questions. +The last couple of minutes the _supervisors_ ask questions. + +2) Make sure your slides are numbered. +First slide has to have the title plus your name. +The slides can be posted online, so the first slide might be the business card. +You can use the first slide for a little bit more than just title -- add an _abstract_. +Add a short text. +"At a top level, my project is ..." +Have a bit of an introduction on the very first slide. + +3) The second slide: this is societal context of your work. +How does this work affect society at large? + +4) After comes the problem statement OR the research question. +You can KEEP the problem statement.We used +AIP, DBLP, and Google Scholar as the main +digital libraries for querying the literature +sources, amongst which Google Scholar re- +ferred to +You can also show the contributions. + +5) Design to present --> USE Animations to make things appear one by one. +A lot of material all at once is BAD. +Make colored boxes appear one by one in the order you talk about them. +OR include red highlight boxes. +If you look at the component in the red boxes --> steer the attention in the audience, if you want to show something that has so many components as something like Ana Maria's slide 5. + +Focus on the most _innovative_ part of the design. +Design has a lot of elements --> focus on what made _this_ design special. +Focus on the most interesting thing that you have added. + +Show what is important, highlight some boxes, tell them the `cool stuff of the thesis.` + +6) It's not given which contributions are worth more and which aren't. +At the level of the bachelor, it is typically easiest to make an impression with the experiments. +The design and implementation are unlikely the most groundbreaking part of the thesis. +Most bachelor thesis are experiment heavy, so most presentations are experiment heavy. + +7) Are we given a clicker or do we plug in our own laptop? +We are plugging in our own laptop. + +8) Replicate a result from a previous study to show that the system works. +Replicate an experiment!!!!!! +You can show this to the audience to show you can demonstrate your capability in the presentation. + +9) Jesse strongly recommends: there should be something you are really excited about. +Whatevery you found the most enjoyable or challenging --> try to incorporate this in the presentation. +"Now we go to my favourite part". +"Now we go to the most difficult part, and I am really proud I can show you these experimental results today" diff --git a/notes/19_06_2026.txt b/notes/19_06_2026.txt new file mode 100644 index 0000000..cdd1838 --- /dev/null +++ b/notes/19_06_2026.txt @@ -0,0 +1,118 @@ +You do not know which failure trace it is going on. +Using my system we could utilize a model that. +Make this a hypothetical setting. +Make this very clear that its hypothetical. + +1) Make it clear why this experiment shows what we are doing? +2) Why is this significant? +3) Just need to show that this is NOT some trivial experiment because the setup is simple. + +4) Make the experiment not look fake based on the numbers that there are. + -- This experiment shows that our system works; make the experiment look realistic. + +"If we had a model that could perfectly predict our system" + +Have a look at the ``Victim Selector''. +Alter it somehow! Make this based on metric. +Use some CPU or Host Age metric. +The more tasks are running on a host the more likely it is to fail. + +``Host B has 20\% chance of failing'' +``Host C has 30\% chance of failing'' + +Explain why these results are significant and why are they important. + +You have some model, and this can be based on multiple traces. +Get insight from CINECA --> you get a probability of certain hosts failing. +You run a simulation/multiple in the digital twin knowing which failures are going to happen. + + +You cannot just go and test digital twins on large systems, because we do not have large systems at hand. +=====TO_DO==== +Run different ways of scheduling. +I want to schedule these tasks, find me the best way to schedule them. +-> Send to the digital twin, the DT can run different scheduling algorithms. +Run the same experiment with different random seeds. Run it 20 times, on average, this order of scheduling is the best. +=========== + +**Make the simulator run multiple failure traces and pick the most likely hosts to fail.**. + +Anomaly detection --> CINECA, how good their detection is? +If you incorporate that? If you can make the case that because of our new digital twin we can incorporate such models, anomaly/failure detection, from CINECA. +If we had that in, we can reach these kinds of gains. + +You can have some weights to each host: "What is the chance of this host failing?" +Be careful with spending too much time on this. + +1) First: think about a way you want to explain this experiment. +Couple this experiment with real world simulation -- how this connect to a real simulation that might happen in the future. +What are the assumptions that I could make? +I need to make the victim selector have some probability to select a victim. +Explain why the experiment makes sense. +Say in the future work: this is more of a proof of concept, there are some caveats. +It is more important to work on the explain-ability. +Why did we make certain design. + + +CONSIDER SUPPORT VECTOR REGRESSION within VICTIM SELECTOR. + +2) Presentation: +Add highlights --> to show you are going through the system in slide 7. + +DO THIS: Show a slide with a video showing the system is working. +Make a video --> things are moving, there are communications, they are working. + +One slide briefly: what is this experiment, what is the setup why is it important. +Add this slide before slide 7 --> show this experiment. + +Slide 7 -- why these requirements are not filled by the digital twins in the industry. +Slide 8 -- show the video/pictures of some terminals: "We have a simulation running here, a Kafka broker running here". +Show a video --> short but precise. +Things being sent to each other. +Slide 9 -- this is an example of what you could do. +You cannot just go and test digital twins on large systems, because we do not have large systems at hand. +''There is a model designed to achieve certain requirements, we can show that it works, we can show that this is happening here.'' + +There experiment is a result of WHAT YOU COULD DO. +Then the precise numeric values are less important. +Then this is OK to show that the setup is not fully realistic. + +FOR SURE HAVE AN INTRODUCTION WHERE YOU EXPLAIN THE EXPERIMENTS. +SHOW THE SETUP IN A SLIDE. + +Slide 6 -- think how you are going to introduce this slide. +Argument the `Digital Thread` well. +All the sort of, orchestrator layer or managing layer which makes it so these 2 can work together is the Digital Thread. +Say ``We introduce the Digital Thread'', if this is something you introduce, try to say "This is the important thing in the graph". + +Slide 7 --> make it named datacenter, NOT digital twin. +DO datacenter (physical twin). +You still establish the connection between the digital twin and the datacenter. + +Change KV Cache -- to Cache. Or Caching Subsystem. + +Make sure slides 6, 7 and new 8 are very strong. + +Make it very clear why we need this new model, model in slide 7. + +One of the original contributions -> the idea of introducing a way to evaluate digital twin architecture. + +The 3rd contribution is how you experiment. +You cannot just go and test digital twins on large systems, because we do not have large systems at hand. +They way we test this, is by using multiple simulators. +We use an additional simulator to run these experiments. + +Do NOT go above 10 slides. +What you could do is say "this is my dt diagram" in slide 6 -- make this more abstract. +Because we had this image (dt <-> dc) and circle <dc> and say "Many researchers do not have access to this". +Instead we replace <dc> with a <simulator>. +We do not have access to a cluster. + +Slides look OK. +AtLarge style : what things we think are important to introduce in the slide. + +Figure 1.5 is too much text for a presentation. + +Be careful with not having too much text: too much text is too bad. + +Add animations at the end. diff --git a/notes/20260513_140457.png b/notes/20260513_140457.png Binary files differdeleted file mode 100644 index 15f29c1..0000000 --- a/notes/20260513_140457.png +++ /dev/null diff --git a/notes/20_07_2026.txt b/notes/20_07_2026.txt new file mode 100644 index 0000000..33c6ecb --- /dev/null +++ b/notes/20_07_2026.txt @@ -0,0 +1,15 @@ +1. The thesis feedback and general comments about the work. +2. The OnStage problem is not yet resolved. We need to get Alex to reply urgently. +Send the final version through slack and email to Dante and Alex. +To a good reproducibility capsule and make a good experiment section. +Quality over quantity. +Dante would prefer much more if the artifact for your work is good. +Expand on the experiments you have now, in your artifact, then implement a whole new thing. +Spend 1 or 2 more days on the artifact. +***For the experiment section try to make it less overwhelming.*** +***Add a higher level of abstraction.*** +Make sure the thesis is done on Wednesday. +Ideally tomorrow evening. +Write to Matthijs and Alex: +Hey guys, this is the final final version, I have made the following changes to the previous version. +Like a path or a bugfix in a github repo. diff --git a/notes/23_06_2026.txt b/notes/23_06_2026.txt new file mode 100644 index 0000000..b5b8075 --- /dev/null +++ b/notes/23_06_2026.txt @@ -0,0 +1,19 @@ +Try to make the demo after slide 7 so that it shows Kafka and Postgres receive data from the real datacenter. +Just to show things are connected. +Consider showing the experiment with alarms live. +Figure 1.5 is fine. +Change the caption to figure 1.5, it cannot be just another text-box i.e., make it _less_ informative overall. +Caption 1.5 -> visualisation of the digital twin. +Currently the caption 1.5 is NOT the description of the figure. +TODO("Change caption 1.5. Captions should be shorter, figure descriptions should be in captions, at most one line description if you _really_ want to have it in the caption.") + +Make the "Solution - use a 2nd simulator" green instead. +Change the "how did you solve the problem" into green. +Keep the upper cloud ("the problem") red. + +Align figure 1.5 better --> do not make the lower part of the figure moved to the left. +Change the figure 1.5 so that it is aligned vertically. + +In your figure it is not clear that what you see on the top is the problem. +The second thing is too similar to the first thing in the figure. +If you align that perfectly (the first thing and the second thing), align everything, AND you add some clear some arrow, it becomes more clear that "this is an implementation of that". diff --git a/notes/24_06_2026.txt b/notes/24_06_2026.txt new file mode 100644 index 0000000..8bede01 --- /dev/null +++ b/notes/24_06_2026.txt @@ -0,0 +1,66 @@ +==__== +Typically atLarge is a bit more lenient when it comes to deadlines. +You can submit your thesis until 15 of July by the faculty, but by atLarge you can submit it even later. +Make sure you tell your supervisor when you plan to hand in your thesis. + +For the findings and the experiment section really try to follow the format that we have tried to teach you: +1) Show what the main findings are +2) Show the main setup +3) Have multiple plots or tables to show your finding + +Recipe to explain experiments: +How to evaluate something? +Real world setting, simulation, mathematical analysis etc. +Argue that --> "We do simulation based experiments". +For experimental approach -- checklist: +1) Workload --> I should explain what I run on my system and why that makes sense. +You have a simulator run something, or you will inject failures, or you will expose the system to something. +Is it realistic to expose the system to this workload? +Does it make sense? + +2) Environment --> For a simulator: on what machine do you run the simulator, does it make sense to run this kind of experiment on the machine. + +3) (System-under-test) -> How did you configure OpenDC? What settings did you configured to run it? How did you configure redis? +How did you configure the Kafka filters? Why does these settings make sense? + +4) Metrics --> why are you measuring these metrics? Why does this make sense? +Why are the metrics representative. + +If the experiment setup is standard --> you can skip over it. +You can say that you did a look through the literature about the kinds of use-cases your work can be beneficial for. +One of the use-cases is an experiment that this related work, (DyTwin) did. +Through my work I designed and Implemented this to be something that you can experiment with easily instead, not one-off. +DyTwin was a one-off system. My system allows experimentation like this much more convenient, and NOT one-off. +DyTwin was one-off system, now using our system can do this much more easily and not one-off. +We IMPROVE on the work of DyTwin. + +We replicate their experiment, we get practically the same results, that validates THEIR work and YOUR OWN work.COMPARE on the same slide THEIR results, and OUR results. + +A lot of questions will be about the soundness of your approach. +There will NOT be a lot of questions about the technical details. +The more senior people in the room will ask more questions about the methodological approach. +You DESIGN-ed a system: "what method did you follow for system design?" +"Why did you choose that method? How did you follow it?" +"How do you argue that you answers for research questions are good?" +"Are your research questions good? Why are they good? Why do they align with the rest of the thesis?" +"Argue why your research questions are challenging, why are they scientific?" + +Approach, research questions, methodology, the analysis of experiments. +Frequent experiment analysis questions: "Why just the mean?" "Is there performance variability?" "Do you always get the same results?" "What can we learn if we look at the distribution?" "How many times did you repeat your experiments?" "What is the standard deviation?" + +SHOW IN YOUR ANSWERS YOU HAVE A JUSTIFICATION FOR THESE QUESTIONS. +Explain that you have though about things. + +If you do not know the answer say: "Let me speculate..." +Indicate honestly that you do not know, and then try to answer. + +As a presenter: be there just that day. +Ask questions during other presentations. +Support your team. +Be there for the entire day or your slot perhaps. +The rest of the day is appreciated, the entire slot is mandatory. +Agree with the supervisor whether you passed or failed the presentation. +It never happened that we let someone present and THEN fail. +Usually they tell them that they have to do on more or two more things. +Once you have some answer to your research questions, it is heavily unlikely you will fail. + diff --git a/notes/Background+Conclusion_Annot_Alexandru.pdf b/notes/Background+Conclusion_Annot_Alexandru.pdf Binary files differnew file mode 100644 index 0000000..4a45a0e --- /dev/null +++ b/notes/Background+Conclusion_Annot_Alexandru.pdf diff --git a/notes/Full_Document_Annot_Dante.pdf b/notes/Full_Document_Annot_Dante.pdf Binary files differnew file mode 100644 index 0000000..726f301 --- /dev/null +++ b/notes/Full_Document_Annot_Dante.pdf diff --git a/notes/MJKwiatkowski_Dante_Feedback_Applied_Notes.pdf b/notes/MJKwiatkowski_Dante_Feedback_Applied_Notes.pdf Binary files differnew file mode 100644 index 0000000..194db0a --- /dev/null +++ b/notes/MJKwiatkowski_Dante_Feedback_Applied_Notes.pdf diff --git a/notes/VU_BSc_Defense_Slides_Mateusz_Kwiatkowski-20260610-annot-jd.pdf b/notes/VU_BSc_Defense_Slides_Mateusz_Kwiatkowski-20260610-annot-jd.pdf Binary files differdeleted file mode 100644 index 4e51e3d..0000000 --- a/notes/VU_BSc_Defense_Slides_Mateusz_Kwiatkowski-20260610-annot-jd.pdf +++ /dev/null diff --git a/notes/dante.txt b/notes/dante.txt deleted file mode 100644 index 6c55eb3..0000000 --- a/notes/dante.txt +++ /dev/null @@ -1,20 +0,0 @@ -Create a model in draw.io -Look at OpenTelemetry (read up - is this a lot of work?) -https://github.com/atlarge-research/opendc/tree/radice-paper -Make sure you the fields you specify in the schema itself are automatically exported. -Measure Kafka latency of exporting. -Also ensure whether the user wants to export to database or not. -Add multiple export functions. -Make sure specify the config files in the command line. -The prediction should be about auto-scaling. -BUT -> there is no auto-scaling. -Do auto-scaling. -Idle power takes a lot of energy. -Predicting when to turn nodes on and off would be nice. -Datacenters are heavily underutilized. -Predict when to turn the hosts on and when to turn them off. -Look at the failure models and how they work in OpenDC - this is how I stop a host, and this is how I start back a host. -With auto-scaling you can do it a bit smarter or not. -Do auto-scaling in OpenDC. -Rescheduling. - diff --git a/notes/image (2).png b/notes/image (2).png Binary files differdeleted file mode 100644 index be41833..0000000 --- a/notes/image (2).png +++ /dev/null diff --git a/notes/20260513_140254.png b/notes/screenshots/common_pitfalls.png Binary files differindex 3ebc53a..3ebc53a 100644 --- a/notes/20260513_140254.png +++ b/notes/screenshots/common_pitfalls.png diff --git a/notes/image (1).png b/notes/screenshots/good_figure_from_dante.png Binary files differindex be41833..be41833 100644 --- a/notes/image (1).png +++ b/notes/screenshots/good_figure_from_dante.png diff --git a/notes/image.png b/notes/screenshots/good_figure_from_dante_2.png Binary files differindex 09c7043..09c7043 100644 --- a/notes/image.png +++ b/notes/screenshots/good_figure_from_dante_2.png diff --git a/notes/20260513_133444.png b/notes/screenshots/introduction_timeline.png Binary files differindex ed2124d..ed2124d 100644 --- a/notes/20260513_133444.png +++ b/notes/screenshots/introduction_timeline.png diff --git a/notes/20260513_135756.png b/notes/screenshots/map_of_thesis.png Binary files differindex a0729d8..a0729d8 100644 --- a/notes/20260513_135756.png +++ b/notes/screenshots/map_of_thesis.png diff --git a/notes/updated_experiments.txt b/notes/updated_experiments.txt new file mode 100644 index 0000000..38f1df5 --- /dev/null +++ b/notes/updated_experiments.txt @@ -0,0 +1,4 @@ +Changes to be added to basic OpenDC (make a fork.) +1. Add new scheduling mechanisms and run an experiment with that: FIFO, HEFT, Random, Filter, Memorizing. +2. Change the VictimSelector and run an experiment with that. + diff --git a/notes/vu_thesis_template_advice.pdf b/notes/vu_thesis_template_advice.pdf Binary files differdeleted file mode 100644 index 8eb63fe..0000000 --- a/notes/vu_thesis_template_advice.pdf +++ /dev/null diff --git a/sources/config_files.tex b/sources/config_files.tex new file mode 100644 index 0000000..e959942 --- /dev/null +++ b/sources/config_files.tex @@ -0,0 +1,48 @@ +\begin{lstlisting}[caption=The default experiment configuration. Here the trace is set to WhatsApp's.] +{ + "name": "greenifier-demo-scaling", + "topologies": [ + { + "pathToFile": "resources/topologies/surf.json" + } + ], + "workloads": [ + { + "pathToFile": "resources/workloads/surf_month", + "type": "ComputeWorkload" + } + ], + "failureModels" : [ + { + "type": "trace-based", + "pathToFile" : "resources/failures/Whatsapp_user_reported.parquet" + } + ], + "exportModels": [ + { + "exportInterval": 3600 + } + ] +}\end{lstlisting} +\begin{lstlisting}[caption=The default toplogy used in all experiments.] +{"clusters": [ + { + "name": "C01", + "hosts" : [ + { + "name": "H01", + "cpu": { + "coreCount": 16, + "coreSpeed": 2100 + }, + "memory": { + "memorySize": 128000000 + }, + "count": 277 + }], + "powerSource": { + "carbonTracePath": "resources/carbon_traces/NL_2021-2024.parquet" + } +}]}\end{lstlisting} + + diff --git a/sources/dt_features_comparison.tex b/sources/dt_features_comparison.tex index 9017def..b9f3110 100644 --- a/sources/dt_features_comparison.tex +++ b/sources/dt_features_comparison.tex @@ -1,28 +1,28 @@ -\begin{table}[h] - \centering - \renewcommand{\arraystretch}{1.4} +\begin{table} \resizebox{\columnwidth}{!}{ \begin{tabular}{lm{0.2\linewidth}m{0.25\linewidth}m{0.3\linewidth}l} \toprule - Project & Simulation\qquad Technique & Focus & Stakeholders & Highlighted Features \\ + Project & Simulation Technique & Focus & Stakeholders & Modelling Capability \\ \midrule - ExaDigiT~\cite{DBLP:conf/sc/BrewerMKWBHSGGW24} & CFD/HT & Energy Loss\newline Prediction & & \\ + ExaDigiT~\cite{DBLP:conf/sc/BrewerMKWBHSGGW24} & CFD/HT, AI/ML & Energy Loss\newline Prediction,\newline {Heat Modelling} & HPC Engineers and Operators & {3D\textsuperscript{$\star$}}, {CH\textsuperscript{$\ddagger$}}, VP\textsuperscript{$\star$}, PE\textsuperscript{$\ddagger$}, RA, SE\textsuperscript{$\dagger$} \\ \midrule - SmartDC~\cite{DBLP:conf/noms/ZhangZLZWC22} & CFD/HT, BIM, AI & Heat Modelling & & \\ + SmartDC~\cite{DBLP:conf/noms/ZhangZLZWC22} & CFD/HT, BIM, AI/ML & {Heat Modelling},\newline PUE optimization & Cloud Datacenter Engineers & {CH\textsuperscript{$\dagger$}}, PE, {3D\textsuperscript{$\star$}} \\ \midrule - DyTwin~\cite{DBLP:conf/sc/TaheriBPRHDEWPM24} & Gaussian Process Regression, ML & Anomaly Detection & & \\ + DyTwin~\cite{DBLP:conf/sc/TaheriBPRHDEWPM24} & Gaussian Process Regression, AI/ML & Anomaly Detection & Cloud Datacenter Operators & A\textsuperscript{$\star$}, FD, VP\textsuperscript{$\star$}, SE\textsuperscript{$\dagger$} \\ \midrule - ChatTwin~\cite{DBLP:conf/sensys/LiW0Z0T23} & \textbf{\large?} & Configuration\newline Automation & & \\ + ChatTwin~\cite{DBLP:conf/sensys/LiW0Z0T23} & \textbf{Unknown} & Digital Twin\newline Definition Language & Cloud Datacenter Engineers & { 3D\textsuperscript{$\star$}} \\ \midrule - Reducio~\cite{DBLP:conf/sensys/CaoW0022} & POD & Heat and Airflow\newline Prediction & & \\ + Reducio~\cite{DBLP:conf/sensys/CaoW0022} & POD, Gaussian\newline Process Modelling (ML) & {Heat Modelling} & Edge and Hyper-scale Datacenter Operators & {CH\textsuperscript{$\ddagger$}, 3D\textsuperscript{$\star$}}, SE \\ \midrule - NetGraph~\cite{DBLP:conf/sigcomm/HongWDSSHZY21} & Graphs & Network Management & & \\ + NetGraph~\cite{DBLP:conf/sigcomm/HongWDSSHZY21} & Graphs & Network Management & Cloud Datacenter Operators & VP\textsuperscript{$\star$}, RA\textsuperscript{$\star$}, + N\textsuperscript{$\star$}, SE\textsuperscript{$\dagger$} \\ \midrule - Kalibre~\cite{DBLP:conf/sensys/WangZD0TCWZ20} & ML, CFD & Heat Modelling & & \\ + Kalibre~\cite{DBLP:conf/sensys/WangZD0TCWZ20} & CFD/HT, ML & {Heat Modelling} & Cloud Datacenter Engineers & {CH\textsuperscript{$\ddagger$}, 3D\textsuperscript{$\star$}} \\ \bottomrule \end{tabular} } - \caption{Comparison of selected datacenter digital twins. \textbf{Features:} 3D = 3D Visualizations; CH = Cooling/Heat, PE = Power/Energy Consumption, F = Failures, N = Network, FS = FaaS, SE = Scenario Exploration, VP = Virtual Prorotyping, FD = Federation; \textbf{Tools:} AI = Artificial Intelligence, ML = Machine Learning, ODA = Operational Data Analysis; $\dagger$ Predictive Analysis; $\star$ = Descriptive Analysis, $\ddagger$ = Prescriptive Analysis.} - \label{tab:dt_features_comparison} + \caption[Comparison of selected datacenter digital twins.]{Comparison of selected datacenter digital twins. \textbf{Modelling capability:} {3D = Visualizations}; {CH = Cooling/Heat}, PE = Power/Energy Consumption, A = Anomaly Detection, N = Network Modelling, SE = Scenario Exploration, VP = Virtual Prototyping, FD = Federation, RA = Resource Allocation; \textbf{Data Analytics}: $\ddagger$ = Predictive Analysis; $\star$ = Descriptive Analysis, $\dagger$ = Prescriptive Analysis. \textbf{Unknown}: Information is Not Available/Not Published.} \label{tab:dt_features_comparison} \end{table} - +% Autonomous decisions (autonomous twinning) from~\cite{DBLP:conf/sc/BrewerMKWBHSGGW24} is inherent to digital twinning -- it is better left unsaid in the table. +% I.e., the foundation of any DT is autonomous decisions, so without them they don't qualify as a DT. +% ChatTwin mentions that they evaluate their system on their own-engineered digital twin, but they absolutely not name it. Who knows why. diff --git a/sources/failure_characteristics.tex b/sources/failure_characteristics.tex new file mode 100644 index 0000000..3fbcdaf --- /dev/null +++ b/sources/failure_characteristics.tex @@ -0,0 +1,15 @@ +\begin{table}[t] + \centering + \renewcommand{\arraystretch}{1.4} + \begin{tabular}{lccl} + \toprule + \textbf{Metric} & \textbf{Datatype} & \textbf{Unit} & \textbf{Summary} \\ + \midrule + Failure Interval & int64 & miliseconds & The duration since the last failure. \\ + Failure Duration & int64 & miliseconds & The duration of the failure. \\ + Failure Intensity & float64 & ratio & The ratio of hosts affected by the failure. \\ + \bottomrule + \end{tabular} + \caption[Generic format of all failure traces.]{All traces used in our work follow the above format.} +\end{table} + diff --git a/sources/failure_model_statistics.tex b/sources/failure_model_statistics.tex new file mode 100644 index 0000000..03c08dd --- /dev/null +++ b/sources/failure_model_statistics.tex @@ -0,0 +1,17 @@ +\begin{table}[t] + \centering + \renewcommand{\arraystretch}{1.4} + \begin{tabular}{lr} + \toprule + \textbf{Trace} & \textbf{Mean Failure Intensity} \\ + \midrule + Gmail & 53.26\% \\ + WhatsApp & 57.97\% \\ + YouTube & 62.1\% \\ + Twitter & 65\% \\ + Facebook & 64\% \\ + \bottomrule + \end{tabular} + \caption[Overview of the failure traces]{This table shows the traces we used for scientific evaluation, and the right-hand-side shows the format of failure traces. Mean Failure Intensity can be characterized as the average of the ratio of hosts that are affected by a failure~\cite{DBLP:journals/tpds/TalluriNCKCBI26}} + \label{tab:failure_traces_overview} +\end{table} diff --git a/sources/failure_models.tex b/sources/failure_models.tex new file mode 100644 index 0000000..63fa119 --- /dev/null +++ b/sources/failure_models.tex @@ -0,0 +1,26 @@ +\begin{table}[t] + \centering + \renewcommand{\arraystretch}{1.4} + \resizebox{\columnwidth}{!}{ + \begin{tabular}{lllllllll} + \toprule + & \multicolumn{4}{c}{\textbf{Availability intervals}} & \multicolumn{4}{c}{\textbf{Unavailability intervals}} \\ + \cmidrule(lr){2-5} \cmidrule(l){6-9} + \textbf{Trace} & \textbf{Exp($\mu$)} & \textbf{Wbl($k, \lambda$)} & \textbf{LogN($\mu,\sigma$)} & \textbf{Gam($k, \lambda$)} & \textbf{Exp($\mu$)} & \textbf{Wbl($k, \lambda$)} & \textbf{LogN($\mu, \sigma$)} & \textbf{Gam($k, \lambda$)} \\ + lanl05 & 1779.99 & 048 816.60 & 5.56 2.39 & 0.35 5102.71 & 5.92 & 0.58 2.18 & 0.05 1.42 & 0.38 15.44 \\ + g5k06 & 31.41 & 0.48 14.37 & 1.51 2.42 & 0.34 94.35 & 7.41 & 0.35 0.47 & -2.00 2.20 & 0.19 39.92 \\ + microsoft99 & 67.01 & 0.55 35.30 & 2.62 1.84 & 0.41 162.19 & 16.49 & 0.60 9.34 & 1.42 1.54 & 0.46 35.52 \\ + websites02 & 11.85 & 0.46 3.68 & 0.23 2.02 & 0.31 38.67 & 1.18 & 0.65 0.61 & -1.12 1.13 & 0.50 2.37 \\ + pl05 & 159.49 & 0.33 19.35 & 1.44 2.86 & 0.20 788.03 & 49.61 & 0.36 5.59 & 0.40 2.45 & 0.21 237.65 \\ + ldns04 & 141.06 & 0.51 79.30 & 3.25 2.33 & 0.39 362.43 & 8.61 & 0.63 5.62 & 0.91 1.64 & 0.51 16.87 \\ + overnet03 & 2.29 & 0.85 2.04 & 0.19 0.98 & 0.91 2.53 & 12.00 & 0.44 2.98 & 0.08 1.80 & 0.29 41.64 \\ + nd07cpu & 13.73 & 0.45 4.16 & 0.30 2.20 & 0.30 46.16 & 4.25 & 0.51 0.74 & -1.02 1.27 & 0.28 15.07 \\ + skype06 & 16.27 & 0.64 10.86 & 1.60 1.57 & 0.53 30.79 & 14.31 & 0.63 9.48 & 1.40 1.73 & 0.50 28.53 \\ + + \bottomrule + \end{tabular} + } + \caption[The failure models table.]{The failure models table, by Javadi \etal~\cite{DBLP:journals/jpdc/JavadiKIE13}.} + \label{tab:failure_models_table} +\end{table} + diff --git a/sources/figure1.svg b/sources/figure1.svg deleted file mode 100644 index d49b96d..0000000 --- a/sources/figure1.svg +++ /dev/null @@ -1,306 +0,0 @@ -<?xml version="1.0" encoding="UTF-8" standalone="no"?> -<!-- Created with Inkscape (http://www.inkscape.org/) --> - -<svg - width="120.00001mm" - height="118.07186mm" - viewBox="0 0 120.00001 118.07186" - version="1.1" - id="svg1" - inkscape:version="1.4.3 (0d15f75042, 2025-12-25)" - sodipodi:docname="figure1.svg" - inkscape:export-filename="../images/figure1.pdf" - inkscape:export-xdpi="96" - inkscape:export-ydpi="96" - xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape" - xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd" - xmlns="http://www.w3.org/2000/svg" - xmlns:svg="http://www.w3.org/2000/svg"> - <sodipodi:namedview - id="namedview1" - pagecolor="#ffffff" - bordercolor="#000000" - 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ff/1MTXJcnzh9bRGiNzO+pTf9KhNakQkNGx/9i4/5CuXF/JdZxwPr1h/+MsYlvrN+1f/Tsq3tevgBQAAAgymMv3Nlv3+ytH1dXvdP6s6/9wdtPprY2X/yjd3eP6UZcaN3dcX9JF/wb9xeyiiiX1++qVzEAFAAAiLUfdUl6wU7rFzLO4ZQu/V9SBHi5fcDHqeE/9WM22vG/RPg37i8r/EcVUZav33u8hAGgAABApGaxPvuU77R+waszWKQbRcb9hTLhv4mZgTdg3F+YYPgfYexkXvivO+4vZv2uug0AAAUAAFIS6PrwX2fcX+d4ymf/7/niHz/WPcaT4aG1Zsf/EuF/SbgsGf5743ez6X2YGf6rjvuLWT+3AQCgAABAVCp7ND10xeaf3vutb89opW6VDv/9CW/T4/76PjWt6V/58F9sH675uzc+7i9m/dwGAIACAACptYDY0JU17u/BP391Rsvzub5lyGr6V3DcX+/HZDT9m+y4v7x9uPS3Exr317d+C69eACgAABBjMSR0Fei0fvLaH7zjaC6L9KU/fuwwIuoPC/+5oTX2R5cZ/kPR8N/3nW++43+Z8F9k3F+fvX/0zK0DL2UAKAAAkB6/xum0fjjDBTocp+N/ifA/k3F/mxk7GTY+7q/8+i28fgGgAADASo89/5W9SyGj4Li/nj/71vxWrLnbnx2nPu5vWGgdb9xf+X1YdtzfCOs4bP0e8YoGgAIAAOsc1Bz31zOu7miG63WyuXF/sVlwQMf6SY37qz12MnfcXzPF8N/91i0AAFzyJksAwMooM+6YtZMZLtjR+phZc9xf7Y7/xv3NYNzfuvVTAADgElcAABAdWuOTSYmO9bNctULrmDOmLjP8l+hUn5K2jfurtH4h/DcaAQKgAADA8PAf04W8Qqf1LQv/NTv+lwn/xv1lhf/q4/5in0rNntc0ABQAAFhlMbkxa9se/pty4d+4v4r7sGTH/+zwHz120hUAACgAABCdKxJCV1/GKddpfULLtV8u/Ceu38ovadxfvX2YF/6bSuu35mNcAQCAAgAA6VWBETqtL2a4OPuxy2DcX2R4bTa+D6P+yol1/E8sEACgAAAAhULXwE7rPznDBXokJnga9xcTXkceOzm1jv9Fwv8lj3oNA0ABAIDEEkAo02l9feia4/3KB+vCWZnwP59xfwnViuWPfybj/prS4T97/WLWEQAUAACISUnjjFk7eOcnPz+be5Z/7qN/sR9ObwEw7q9ux/8w9j6MD/+xDzer6Z/wD4ACAAAjhP8NjPu7OqNFurr5cX+9ybMn/Nce99e3FSY6drJAx/+Rx/0J/wAoAABQIPxXGLPWrLqsvQlPzmidnkwK/zPp+J+2BDnj6jY/7q9J6Isw8XF/wj8ACgAA1Aj/ieE1bcza4p2feG1/6qv0cx/9d4vQ3f9foON/0fAf8sL/eB3/jfsrPO4vbh8CoABgCQBIyDZhhDFr12ewTNcnOe6vKRBaR+n4H4z7C4U6/gv/ACgAADBG+K/Uaf3alK8COD/7vygR/o37KxP+a3b8r7WO+eF/QGNDABQALAEAcbli1E7rNye8Qi8Z95cZ/odn7FBw7GTMPiy/jjHVioymf8I/AAoAAIwb/pvs0LV4xydee2Zqy/NzH/13z7UP8CB9HY37i73vv+g+LBn+S6yjcX8AKAAAMKeqwIhj1q6/4+OvHUxlFdrw3zX9u54ULnNCa+Vxf6Fo+O/bCsb9jTHurxk2ehMABQAAiMmKVces7bX//ew7Pv5XexMJ/3dyQ9eUxv01A37wxv1F/2ALrp/wD4ACAADjRP6yoSs2/rwRuvbb/9zZZBGgDf977eP5bPu/e+mhq2LH/xLh37i/rPA/2XF/wj8ACgAADA3/vX+W0WwtInQdnBcB9jcQ/rsz/99u/3c/N/w3MTPwBoz7i1njscN/k7C/jPsLZcf9Cf8AKAAAkBP+JzBmrSsCfPPtH/+rxYjh/2pXeAgFzvzXHPfX1Ar/vT+tnKZ/xv1VGfeXdAUKALvoTZYAgLTQVbHT+vr3dkH8zts/9pcvt29vfPGP3n1SKfh3X6dr9vdMWiO5jPUrOu6v71PTmv6VD/+xOdy4v6Rxf8I/ABFcAQDA8PCaP+4vKq9cCF3deMBvvv1jf3mtfPj/i+7v/Pa68N+sHVc3vHjS+zEZTf+M+wvbPe5P+AcgkisAAFiXYaLCf0Riiswr0Z3W99tfN9/+sb/sztTfaH/dHnpFQBv6uzP+XfB/+rzpYPz91iVCa0IPOOP+NrcPi477690ZiU3/hH8AFAAAGCv8b7DT+mkhoH3AN9/+J//+dvuxd9vfH37pjx87WvdJ/+Sjf7FozvoKPNr+ujoodBn3lxf+x+r4X7IIVWr9moLhX94HQAEAgILlgGHhf/xO61fvhfl/8if/vntzfPbroUC1H5Z09M8PXbs+7q/vW0hv+rehsZMl9uHw9Su4DxuFAQAUAACIyIAFw3/lTuvrQ9f+qkv60y7PNu4v+r7/QuG/98/qjp0cLfyXHfcn8QPQTxNAAGKTcFb4rz2ubnjoKtdpfbRxf6H8+hn3l7eOUxr35+w/AAoAAOQl/lLhP/arzqzTelqn+szwX6JTfUransq4vyr7cNrj/vL3IQAoAACQkjLm2Gk9M3TV7PhfJvzPaNxfqXXczNjJ6ezDKmMnAVAAAED4X/nbyp3Ws0NXE/+eQfdb79C4v5AX/tc/3GmO+5v0PhT+AVAAAGCj4T+UCV1RcWUSndZLhP+ZjPtraoX/xHW0D8vsQwAUACwBAHG1gMmM+0sKVON1Wi8x7q/i+pUMrwXH/UVsvC3chxsYOwkACgAAlAn/Oq1nhf8mJsVu57i/tWMT5zV2MiQVoarsQ+EfAAUAAEYM/3PstJ4f/pti4b/2uL/h6zivcX/GTgKAAgAAY4b/6p3WjfubRsf/mMe86XF/u7sPAUABAIDMIoFxf9sx7q9vHROb/pVYx10fO9nU2IcAoAAAQEgIxsb9RYeu6uP+on+QOeu4+XF/O7kPhX8AFAAA2Gj4D2VC186P+wt54X+8jv/G/W3PPgQABQAAUsK/cX9lwn9Tef1KrqNxf1uwDwFAAQCAQeHfuL8y4d+4v7zwbx9m7UMAFAAAICVQGfeXF/6N+ysT/u1D4R8ABQAAxgz/xv3lhX/j/sqEf/tQ+AdAAQCAMcJ/5TFrvTFoop3WjfuL+eLz2YdzHTsJAAoAANQKXfFfK/1+9bLj/kJW6Fp71tW4v+jkbOxkxbGTAKAAAMCgmkBk6KrZab1s+G/qhP+QF/6N+ysT/o2dBAAFAAB681YzyfA/x3F/ocb61VjHweHfuL/J7kMAUAAAYEgwLR1ed2XcX1Mr/Gev47w6/tuHQ/chACgAABAT6BKSxVTGrPU/3E2P+wt561dkHfvXLz/8N8XCv3F/wj8ACgAAjBn+q49ZC0XCf7O2Y+DwMWu9HzOZjv+54b+JWA7j/uYydhIAFAAAGJhXZtZpvUToSugBl9Xx37i/YOxkTLBPX0cAUAAAoEj43/lO65nhPymqGfcXjJ0cuA8BUACwBAAUCf/VO62XG/cXHcGN+4t5OHnhfwb7MFTah6OOnQQABQAA5hH++x53TrM14/6mMe7P2MlS+1D4B0ABAICB1YBy4+qGh66andZLhC7j/kqF/5r7cFfGTgKAAgAAFWoDW9hp3bi/AeG/Ysf/EuF/J8b9ufQfgH5vsgQAPOAwMhFGh9bNdVrvy4A531tP6Cp5RjZrHVeu36Ptr8WQqkrKff/G/Q0M/yHyY6L3IQAoAABwwRf+l58/vF8EYGv9t3/wfz/XpsPFmiyeHf4jkntkbt7dcX9lxk4CwBvcAgAAO2dDHf8nPu4v9WPmOnYSAAUAAGDnSgAh6r7/XRn3twtjJwFQAAAAhP9h4XVqHf+NnRT+AVAAAABiguR44/5qj00cHv63b+wkACgAAIDwnxBea4/76/srjJ007g8ABQAAoGhVYCs7/meG/+bhGYf54T9EfoymfwAoAAAAUwj/1Tv+Z4f/Jv49sx33J/wDoAAAAKSUAop2/M8L/03CAzbub+D6AaAAAADsTOSP/7Pkpn8Fwv/Oj/vLXD8AUAAAAJLG1Rn3t9GO/8XXDwAFAABA+O/5UOP+otavdsd/4R8ABQAAIDv8G/dXPPyHQuG/KbB+ACgAAAA7WAow7m/Jn9br+F8m/GesHwA77U2WACDfuz7zpb32zcHqY/tpjlkrF7qa8qGrKRe6mqmErqwz131nrJu+h/vgO39ySvswlNyHYer7MBTfhyF1H8Zs1R9+5I3XtHk7uvJjL574VwpAAQAgyruf//KiPea+dzD8ow8cFC/iQlffMXrOmLWQH7qyQmvs3z2FMWv9j6/qjPWYM9cD12/z+9C4vy0c99e9zt3Zhtfw5ocfufe/xw/8+k5XHDgvEBz7lw5QAADYQY89/5VFF+zbA+pHzg6Am/3o0NgMCcjlOq1Pd8xaXz7a4Ji1JtRdvxrrOMl9GOzDnH0YRtqH7J//ulggODkvBtxtf92+8mMvHlkqQAEAYBsD/wtf6c7ud6H/0XB6Rj/2kuthoatmp/VaoSE/dCU0lNviMWvD19E+tA+F/8r2zl//u1/XzwsCt9tfn7vyYy/etjyAAgDAbAP/ne5A72p7xPzo6duzS/sTQ1ds/tl0p/XM0BCTErd6zFrIW78i6zjyPmzsQ+P+OC8IXOt+vVEMaF658mN/6soAQAEAYCbBvw394cnz8J8ZutLnhqXcb50dukqMCZvxmLXej9mypn/Fwn9fMLYPjfvbSc0DxYB/fti+7QoBrgoAFAAAJhj699s3T58fvO3FHfcX7bSeHP4jjvgj80rlMWu9WWVzY9Ym02k9a1xd4j4M9uHU9mGotA+F/1HD/8V3LNp1XzQ/ePa4/f9nr/z4SwoBgAIAwKY9/sKdrolfF/yvxqTEsuG/LytueMxadmjVab3oOoZa+7DZuX3Y7Mg+ZEPh/+FNsN/++mzzg2cP2z+4ceXHXz60XoACAMD4wf9a++bpZuXs6ojwmh3+m7KhK/ZhTqbTem7oqt1pvam3fkWKKFMf9zfdfRgq7cOi4X/MfUiZ4L92vZtF6KbG/OCZl9u3XSHgxPoBCgAAtYP/i4fdZZk32//dz+60Xij89/7Z1DqtVx1TNyz8P/xwy437q7J+o6yjsZPGTgr/0wj/l973TPu+a80Pnn7qyo+/4rYAQAEAoFrwD+F6uDS+b2D4n8mYtWb00DCFTuslQlczyvoZ95e3jsb9Cf/TDf6rfkan7+v6zHy2+cHTL7e/vXHlJ15xNQCgAABQKPh3B1ovhbPmftXHrPXnik2P++v7K7aw07pxfxPch8b9Gfe3a+F/6Z7orgZYNN//nSeu/MT/emx9gan5EUsAzCz8twdX4dsXw79O6zXCf+y3kHC/tXF/g/dhqLQPjfvLLZ6U2ofC/8bDf7fOKy/5jwr/9/7T9aH5ZvP931lYY2BqXAEAzCX477dvuvv8F/Hhdcc7rWeH/yb+Pcb9DRxXZ+ykcX+F9iFZOyjzrP+y93dXqt1pvv/bT135if/tljUHpsIVAMAcwn931v+bg8L/LDut54X/qLhg3F8YddyfsZMV1s8+pED4L3fWf9XXutl8/7evWXdgKlwBAEw5+HdnULqz/ldLhNeYpvLT6LReIPzvcqf12utXsohi7ORkxv3V2YfG/U02+K9d34jO/03Cx54WAX5r78pP/O8v+zkAm+YKAGCq4f/0Hsry4b/8uL+14+p0Wt/OTusT3IdFwv8cx/1V2YczGTvJCOG/WbERm9jwf+99LzXf+61rfhaAAgDA5fDfHSTdaX/tDzrI28Zxf7Hv1Wk9jNVp3bi/WuHV2Enhv2L4r3/J//K/8+zNTUUAQAEA4OHw34336y7731sVXut0Wo9Jdhscs6bTel74L9lpfefH/e3gPpzi2EkiVrSJfO5GnvVv1p31b1ZvmoerQDeb7/2mIgCgAADQhv8u+D+THhpCZugy7q9E6Krfad24P/swcR9u69hJ0n5Gmz3rv+xrvdR87zcP/JyATdAEEJhC8D8dlxTOZicPCA3G/eWFrgrj/ppy4d+4P/tw8D4MW7gPiQ/+a9e1eKO/NZtl2YjA5k7zvd9485X/4v848XMDxuQKAGA7wr9xf6H8+pUI/4nrt/JLzm/cn31oHxbfh1QK/8Ua/UWE//t/571/+wAUAADhPyc0xB1QG/dn3F8YqeN/MHYyex829iEJz4HJXfK/6msdNN/7jZf8/AAFAED47z3k1mnduL++FLud4/5mNXZy8uP+ZrIPWfODmmSjv4jPPX9/0zzTfPfXr/pZAgoAwG6H/zl1Wjfub6vH/dXZhxMfO7kz4/62YR/ucvi/8MOdx1n/B8L//d/cbL774T0/U0ABANhWN2PCf/VO68b9DQpd/Rlnu8b97eTYyWAfTmYf0h/ocxv9Nes+duhZ/+jw3/1+7/zfRQAFAGC7nI/6uzosNIQi4X/nx/31HqJuetxf3DpubtyffWjs5Ej7kP6f27Qb/S0J/s2qfXa1+e6H3QoAKAAAWxX+n2nfXBseGnZ83F92aL28RmXH/YW09Vv5Jct3Wq+yjru6D42dDMb9TSD8z/uS/1VFgpvNd3/NrQCAAgCwFeG/O7PxUsnwGn/kvukxayErdNVstlY2/Dd1wn/IC11jNP2bxz407s+4v7kG/9k3+oscC3J6K8B1P3NAAQCYe/jfD+vub9z6cX/NJMP/bMb9NZWLJzuzD4N9mLMPw0j7kDWbfO5n/UNM4eGZ5ru/duBnDygAAHP22fbXXtIBdXRoMO6vTOja8XF/9qF9OKF9yFY2+kv4/OYlewBQAABm6fEXD7sDme0Y99cXSHq+qHF/eaGrSqf6Oe5DYyeN+9v68B+7v2bX6C/u72zCovm7/3lhLwAKAMDcwn933/8zfaGh+ri/yAPNlPutjfvLK570fsxkOv4bO2ncX8w+FP6rhP/tbPS3+u98+N3GAgIKAMCswv/6ucZZ4+o232m9TOja3XF/k+m0btxfMO6v/D4U/ocE/51p9BdRODh9337zd//TNXsDUAAA5qIL/3vDQsO6cXUT7bQ+8XF/qR+zE53WjfsL8x73N919SGr4v/CD3P5Gf2sKBw99vokAgAIAMH3nl/5frRZes8N/wri6LRn31xQNXbU7rRv3Z9zfjoyd3PngP+dGf03IbPQXUxh0FQCgAABMPvx3Z/1fqhNeEw7WjftLC3QDw38Tc8nrgHF/ocb6jbKOxv0ZOyn8xz5PhoX/qTT6C7mN/mK/lqsAAAUAYNK6pn/76bHHmLW80DCFTuslQteScGnc3+T2oXF/wn+x8L/bjf5iigf7zd/9jwv7BlAAACbn8RcPu+C//GzFzo/76/srtrDTunF/E9yHxv0Z97fJ4K/RX/TXevj9rgIAFACASRpw6f+0x/2lJr2t6LRu3N/k9qFxf7nFk1L7UPgfHv4v/PA0+ot/LWmaRfO3/8OBfQQoAACT8fiLh4uwrPHfzMf97WSn9RKha47j/ia8D8uE/90dOxmmsg93MviXbvRX46x/T6Cv2+hv/Vq9sV5P20+AAgAwJdcHh1ed1vPCv3F/xdfR2MlS62cf7nb4jy2UpDT6SywezKPRX8xaXW3+9r/fs68ABQBg487P/i9KhNeoYy2d1sN2jPuruH4liyjGTk5m3F+dfWjcX/Xwr9Ff/ONfvVZd+L9mbwEKAMAUXC8bXsuP+1s7rm5qndYnP+4v9mFtuNO6sZPB2MmYfRjq7sOdC/4a/UV/rfS1etIeAxQAgI1aevY/LSUuP1ifyZi12uPqhocundaLhH9jJye8D0OdfSj85+2JB9dHo7/4V6a4tTpo/vYpzQABBQBgoxLO/uePWetPdsb96bQejPvbxX04xbGTOxP8NfpL+lrRhZKl79MMEFAAADbj8RcP98ODZ/+zxtUlNlsrEbp2fdxfqdDapHyMcX/24Y6MndyZ8B8Ghn+N/gau1VX7DlAAADblenxoWDeuzri/jYz7a8qFf+P+7MPB+zBs4T7cxfCv0V8o0Ohv/eM/++O95jtPKQIACgDAuB5/8bDrSHw1KTQY95cXuoz7q7iO9qF9WGgf7kTw1+gv+muVuj3ioT3avMc+BBQAgLF14X+vbqdw4/6S1s+4P2MnN7oPjfvbjfB/Yd9o9Be/Z5PWqlm3R10BACgAAKN7uv+QW6f1mNCQH/4TGsoZ97d6H4Za+9DYSeP+tiH4a/SX9LWiCyVr3tes3KN7zXeeVAQAFACAcTz+4mE3huhgVp3WS477i31v5P3WRcL/jo/7q7MPjZ3c6nF/o+7DuYf/2Ncujf6KrVXTWxBxGwCgAACM5snROq1PccxaiXF1xv2VCV3GTtqHU9iHWxv8NfrbUKO/mCKBKwAABQBgrOPC5mrv8b5xfwNDV+y3sOlxf3HruLlxf/ahsZMj7cPded1PD+4PvUujv8RGf32f6zYAQAEAqO/xF+50l//vG/eXepAcG7pqj/sLaeu38kuW77Q+JIzYh3Pdh8b9zSr4a/QXH+jLNfqL+fqP2qCAAgBQ25PGrMUfng0KXVXHrDV1wn/IC11jNP2zD6e0D0OdfWjcX/nwH71SGv0VbvQXeq86aNwGACgAALWPB1fed2jc306P+2sqr1/JdTTuz9jJ3H0o/PeE4XU/owk2+msm2+ivb632m+N/dmCzAgoAQBWPnV/+nx4ajPsrE7qM+8tbx9rj/uzDndiHu1sR6A+pTZhno7/oPT56o7+etTp938LeBBQAgFoWZcN/bP7ZdKd14/62e9xfhX1o7OSO7sOtsh8V3B/6EI3+Cjf6W7NW9/9HHwAgyZssAZDgPWVDV/rcsJT7rY37yy2eZIau2Yz7M3bSPtza8H83rwAQewl8Svhe9XxLan6X0Ogv5nMTiwdD7vVf85yPDv/LP04fACCJKwCAFIv44/7Nd1ovE7oqj1nrPQTcvnF/oWj479sKxv0ZO5m5fjtLo7+JNPrrv4Xl+EML+xVQAACKeuyFO1f7AkHZ8N+XFTc8Zi07tK5bv4Ghaxs7rRv3F4ydrLMPSS0G1Gj0FzEe72J4371GfyHi1gQFACCaWwCAWAexgaBM+E8YV5c0Zi1kha6andbLhq7andaN+zPub0fGTs7bYcbnPrp+n2/ykv/ce/0T/o7se/1DevBPX2d9AAAFAKC4R9cFgpqd1ouEribikU5tzFooE/6bmAPnAeP+Qo31G2UdjfszdjK49D/yeXL5XbXG+8UE/xLhP/de/5Twn3Ovf9JjXdivQCy3AACxFsb95YaGKXRaLxG6mjXHqeXWL3vcn7GTZfZhmPY+FP5XO/qzDx9mfPrB8PBfY7zfukCdcsl/TviPuGWhWKO/2K9//ow8/qAiAKAAAJTx2At3Frsx7q/vr9jCTutFx6xlrl9K2jbur9L69a+jcX+zcZL5+XtvZE6N/jbd6K+3UNK4CgCI4xYAICaRLfJCV91xf6lJbys6rRccs9b7MWN2Wjfur0j4N+5v58N/52jwK/4Pnn7gNb9Eo7/EMBv7sYOD/4r3NwP6GoRQa7xf6lrpAwAoAADFPNJ7sK7T+rid1kuEroQecMb9RSXnKvvQ2Mlg3N8wdwd/ZnN+9l+jv/XvG7fRX99aLRyqADHcAgDEWOi0nhn+q3ZaLxH+d33cX4V9aOzkJPbhDjvK2FAH5S/5Xzfer3T4T7hloUijvwHj/XqvGki5PeL8/779AUUAQAEAyPPY8185eONs0JLDlYLj/nr/bCs7rRv3V6SIYuykcX+5+1AB4EGP9u9ejf7qNfpbs1br/wE+cNQCKAAAuQ5WHObHH6wPut+63Li/1I8x7i/MaNyfsZPF9uHEx/1V3Yfb5/jozz58XOZ1X6O/5X/VBhr99X8tfQCAXnoAAH0eXRllZjJmrfa4uuGha4bj/kL59TPuL28dd2Xc3/jP41k7HPzq9f3f2Q9hXQ8Ajf6Sv365Rn99f8fCIQvQxxUAQJ+D+NAVmyuM+9NpPcxr3F+VfTjtcX9V9uEUx05up7sZn7tYHYhLh//E8YK5jf6axL4Gl/448ax/0fAftVZ7zbd/dd9hC6AAAAzy2PNf6c4CHei0Hhv+Y7+FTXda36FxfxX24fTH/VXYh9s6dnJ73R7+qd1l5Lva6G/dvf7TaPQXsVYLRy/AOm4BANY5MO4vJXRVGPfXlAv/sxr3F/LCf819WCb8Gzu58X24xeH/6M8+fJLx+YulP8vql/xXGO+3cj9EvG8el/wv+9xHHLoACgDAIM3FS0GN+zPub+j6Zazj5Mf92Yfz24fb7XODX/O//9vdLV/76/dJYqAuetY/4etnj/dbEbKjn1MlLvkftFYmAQAKAMBgj/QfXRv3N/tO67XXr2R4tQ+Nnczdh9sv4/L/dUVfjf7iNvjIZ/0vv3vhKQCsowcAsM5B/XF/fcdjOq2P2Wl9auHf2MmS4b9vy+zA2MkdCP95l/83T2r0N/lGfw9/7pLnafOf36cIACgAAGne/fyX99oDif3MbBOS7hcuOe4v9r0b7rSeH/5rd1ofI3Rt17g/Yyfnug+3wquDd9H3f6t7vT/YTKO/Jmj0V7QpotsAgJXcAgCschAdqKY4Zq16p3Xj/qbR8T9Mex8G+3Ay+3D7HR/92YeHX/7fhKtRwXPVT0Ojv8JrtaJ4EbdWGgECCgBAsoVxf3Mf9xe3jpsb99e3jsZOznbc39TGTu6GVzM//8lB4T32563RXyh/1n/l43cFAKAAACRqVp1BMO6v/ri/kLZ+K79k+U7raXsoZx2NnTTuL3P9dkt33//Lg5+q3zu//F+jv8jwv/FGf32PXwEAWEkPAGCVg2GhKzG8GrO29sCuaPgPeaFrvI7/xv0Z95e5frvnlbzmf+Fpjf7m1eiv93XpP//KwtMCUAAAorz7M10DwHuzoFNDl3F/pcJ/wl8aF/6byutXch2N+zN2Mncf7o6ss//nC3otOhBr9Jf2+Os1+luzTqdr5SoAYCm3AADLHJQIXcb95YUu4/7KhP9ZjfuzD4X/dFln/5vv/WYX/veiQqpGf/GfP8rtEWu/V40AAQUAYGgBoPC4v75A0vNFjfvLC13G/ZUJ//bhXPfhVilw9j+y+Z9GfwPDf7VGf0ve9dD79z09AAUAINYjMcF9cGhoCoYu4/7yQpdxf/bhtu3D3XIj8+z/InQTXzT6CzNs9Lcu/IeznyvAZXoAAMvsLz1Yr9BpvUzoqjxmrffwy7g/4/5G2IeTHztp3N/Ijtvwn3v2/7pGf/Nt9Hd+r//K77X5T+/VBwBQAACiLDbWab3kmLXs0NosPb7MCl3G/eWFf+P+KuzDiY/7Y5Wnsp623/uN7nV+sTzMavSX9Pg31eivv0iw72kCKAAAa737M1/eH3K/ddkxayErdNXstF42/Bv3lx/+E4soxv2NV4Qacx/unpeP/uzDh5l/x/X4QBoZUqPPZK94/5Cz/r17KeWS/wGjEIcWSpom46x/REHkjCsAgEv0AAAuHkTsp4b/qAOWmNC15IsaszYgdEX91RMZ9xcbGo37m/U+FP6LOm5/3ch6lT89+//gPeIa/aW9vkym0V/f1zcJAFAAAHotjPsLWzNmrakcurLH/c2k4799mLcPhf+inspp/Hfu+vpAqtFfXPBPXKuI52GZ8H//ffueLoACANB3fP+jeaFrt8f99T/cTY9ZC3nrV2Qd+9ev6NhJ4/6M+9seN3Iv/W++9xtXw/2z/81IZ/2XbegNnPUvGv5HukIi/az/g79xCwBwiR4AwEUHsWl2u8b99X4LUeG1ibvuObl40vsxk+n4nxv+m4jlMO7PuL+ddNiG/+cK/D0vafS3VY3+Vr9+tuvc/MdfVAQAFACAngLAjMb99R9Qxob/Cp3WS4SusTqtG/cXjJ2MCfZ19qHw36u75P+J3L+k+d6vP3fa50Wjv/jPj2r0t2qtRmn0t6JQ4jYAQAEAiEsbe5EZMDp06bSeuH4rv2T5cX9JcWvj4/4q7ENjJyexD+kN/2/Lve+/Df9d8H86fl79ijAc+7HLzvo3yfew95y5jzhrX/SS/9Jrte6s/8DbG5pLn+sKAOAhegAA973r0186SDtAygj/s+q0Xm7cX/TabtW4v75vwdhJYyeDs/+rPduG/6Psv6UJN9v/7iUFyuTgv+rFXaO/+H8EBxRJ1n5u+ElPIUABAFhlr+8go2lKhv/KndarjqkbFv6bmPtIt27cX0JoNHZy/Xds3N+u6Tr+38rO/t/99WfCg43/oveBRn911qrwvf7rP3bf0whQAABWWcSH177jmYxma6OEhil0Wi8RusbptG7cX946Gvcn/G8w/HcB8HpaoE05k73q57/Js/4DPj/new3NSGf9l4X/3o9zCwCgAACkR77xx/31/RU6rY/SaX1O4/6q7EPj/iYxdlL4z3F+6X+Ne/1Twn/smfCUQFzjrH/i18866x9REFn7+VEfu+fpBDxIE0DgQY8OCg1z7LRectxfqdDapHzMFo37K7WOsxo7Oe0i1KT2ofA/WPPd067/i+1t9Bc0+otYq+Y/PrHwtALucQUAUCx0rQxe2z7urykX/mc17i/khf/1D9e4P2Mnhf+88P/hLvhfj9ttGv3NvNHfgPcDu8oVAMCDFsXDfygT/o37ywtdVcb9NbXCf+I6bsG4P/tw550UDv/77ZvPLv8JFA7/a8/6rwn/OeP9iob/lLPpzYoPjwzvTROSr3B46ENSmyreX6uFpxhwjysAgMjD810Y99eXjzY97q/i+pUMr8b9GTuZuw93L/y/rciov7Pwv3ce/vfW/+w1+tuiRn/pr9PAznIFAHDqXZ/+4n7Ucd2g8K/TelboGqvT+g6N+6uyjsZOCv/pDttfby4V/s+9FB7q/J57JnvZph141n9Q+F911r9G+F+1Vk3GWf9VBZGIr18k/J/+nY96qgH3uAIAuGd/9TF6Uyx06bSeF/6N+6uwD42dzNuHwv9QN9rg/1zJv7D57unfd603pA7tXL/25xjbpT+E5OZ3TcLH9n6/uWf9Ix//ps76x73YAgoAAAnhtVT43/FO67s07q//MRs7Ofo+NO5vU47D2f3+h4XDfxf8r68NqRr9pT3+opf8Fx/vl7JWB552wD1uAQDuWRj3lxAuc0LrrMb99a1jYtO/Euu46/vQuL85e7n99dZK4f/mGyuv0d/0Gv31PP78Rn/rvtaepx5wjysAgEGhy7i/iY9ZS/zBD1vHzY/728l9GGa0D4X/e7p7/J8tHfzPw//i4fAf84PW6G87G/2t/tjm//uFvSv/5f9z4qkIKAAA/Qccxv2NN2Yt5IWu8Tr+T3Tcn31YZh8a91dKF7i6e/1frvJK/d0Pd5d2fzb/Xv9lT7CB9/oPCv8p96+XaPSXs1ax3+tGL/lf9v5urxx6SgIKAMA9j2SFLuP+yoT/pvL6lVzHguP+4g+y7cNR9mEYaR9ud/B/pf31chv+q5x1PT/z34X/vaKBNif8a/QX//WrN/pThgMUAID19vozmHF/xv3FBc+8jv+NfbgL+1Dwzwn/18LpZf8a/Wn0F/349x3mAAoAwOoDB+P+tnrc3/B1nPG4P/twRvtwdo7Og//tmsH/jfDf3IwLwymhdANn/YuG/xpn/VPCe63vtdDnNwoAgAIAEHXwYtzf4NAVCoWuCuP+hq3jzMf92YfT2YfboQv6t7vg34b+o1Fepb/7a8+1/70et580+tu1Rn/9hQMABQDgDYukg4WpjVnrPZza9Li/uHU07i9v/Ta+D42d3HbH4ayR2ufa0H97zC/chv/urP+1/jCbEBI1+gtb1uhv3evMjzrMARQAgIjjlspj1rJDa7P62HJo6JpJp/Uq61gi/Bv3V2EfGve3ISfngf9u93asM/0Xgn/Xn+VOOOviXibQ5oR/jf7iv/7ojf7W/pwOHOAACgBAeuiKPZTZYKf1suG/qRP+Q17oMu6vTPg37q/QPtyOoN+F++P213fO//+oDfzHG31J/u6vLcJpp/8Hm7Rq9KfRX5PwGuP6f0ABAMgJ/0sOTIxZGxD+o/7qiYz7iy1eTHPcXxvgmuPzgPetB/70sMyl6znrF7tcTYG/qqn3kjHjs/9twD+c7Evy6f3+4Xp/GE4JpRr9bXmjP+EfUAAAhhzYG7M25pi1plb4z17HWXX8v3cG9+752+O/efFDR57NzO7197u/th9OR/w90JdFo7+g0V/Pz6p/rfc8uwAFACA7/M9xzFr/w930mLWQt35F1rF//fLDf9bYyePwwL3Z33jhQ8eevWxB+H8mnJ31L3fJv0Z/YYca/a17/HoAAAoAwJmf/+QX9oqE/+pj1kKR8N+s7Rg4fMxa78dMpuN/bviPGS9VZdxfd0b/1fZ/usDv7D7bFPz3w6Wz/pmBNif8b6TRX4HP1+hvwL9XgAIAsIsOIpJ7ZPivOWatQqf1EqF1ap3Wt2vc33noD7e/8cIHjz1V2cLw/1z75umg0d/A71WjP+EfUAAA0g5Ai535H3fcX+rH7ESn9e0Y99fdz9/NWH/lG89/0Jl+tjT4f3jR/rc767/fH4ZTQqlGf7vd6K+J/UcNUAAAiCkWDAyv1Tv+lxv3F31AaNxfzMNJCf/H7ZsbXfhvg/+JZxvbG/y7+/ybxbCAt+b9Gv1FrlNu+J9soz/hH1AAAHKTfuWO/1XH1A0L/03MQZpxf0O/2WW/PWx/Rq+2of+WJx5bHPz3z4P/tbgwmxASNfoLGv0J/oACAFA4/NceVzc8tK4+e23cX8w6bmzc32H768bXn//AoScdWxz8F2fBv2vwVzjQ5oT/qmf9UwKtRn9jnfVv/t937V/5B3917FkJCgAAaeE/+q/Iafpn3N9Wjvs7c3we/G95wrHFwf9a++bJcL+zf5MR/HPDv0Z/O9Por1n7cfvnr7+AAgBAmFjH/2DcX0L4rz7uL3INetbxpP3tK23wf86TjS0N/V3A6jr6d+F/b21w0+gv/vHvdKO/3Hv93QYAKAAAl50U7fhv3F+YzLi/kBf+C3b8v93+9tk2/B97urGFof9qODvbf7D+tUSjP43+en5WxcK/4A8sd8USAJ13fuLzTW74n2PH/0mO+6vU9K9s+I9exy7wP/X1z7jPn20K/b9+cBb6m/dcDv0pYTYhJGr0FzT6iwn+a7/+2678g9e8FsOOcwUAEHeYMrWO/5Md91dx/TLXMW4Ziob/W+2vZ9vwb6Qf8349/N6vL9pt3QX9R8PZPf17dc5kr3i/Rn9Bo7+c8O9qAEABAEg5QCgYXvPD/7q/YTod/6cW/uOKF8XG/XWBvzvrf9vzinkF/d84D/enYf+RcNo0rTnIal6n0V/a49fob+CeSH38gAIAQFxMHRZeszrV9x00lQj/tTv+78y4v6P21xNt+D+e1J7+4UcW5/97EO43Z2P0V5KhYXZQSFsZsh698I4u5O/HBdpazeuWPXE1+ttso7/KjQJHafQn/AMKAEDqIXvUhQFbOO4vFAr/JdavSBElZ/2i1/HlNvg/u+Gg3wW5Luw/ch72BX7hf1ggHuVMduG10ugvMbxva6O/lQXtY69NgAIAEJGbZzTuLz20Rnza1Mf99a1jYtO/9HU8ad/T3et/awOBvwv3XQf2e/dm73smT+yVJKd5XXJQKxCy5njWf1D41+gvL/xPttHfyufQlf/q8woAgAIAcP/44Pih8DTXcX9NufBffdxf9A8nZx2rj/vr7vd/Wxv+jzYQ+p88D/1MMfgXCbQjn/WPKhykBFqN/jT6C5FrVaHRX1Po3yBAAQDYSm8UAGKb1pUIrTEpe3DH/xLhf37j/uLXOPa+/5XreHQW/n91lC7/bfC/F/qverrONfzXOOufEkgrXfKv0V/a49for+DzR/gHFACAIsfxxv3Nddxf1Em5/I7/o4T/87P919pfTweX9884+EcGn6GXsQ++DH1ZoNXob7NrVeOsf63PT9mXIzX6S14rQAEAcCxv3F8w7m/tOnbj/Z6qGf7Pg/8z58FfE7+tC/8a/Wn0p9FfXPgvcdZf+AcUAIDLxwfdGd2FcX/x4b/2uL/h61h13N+tNvg/Jfh7wRgWZkuEf43+NPoLkZ+/I43+ktcKUAAACOHvew/1jfsLY477G7aOVcf91Q7/3b39LwWX+s8n+CcF2omc9Y8qHKQEWo3+NPoLkWs1ZqO/S+879PoFKAAAvQcmRcf99X7FTY/7603wPdljq8f9HdYK/23w7wL/zaCj/5aEf43+NPoLGv0Vff6UKpQAhPAjlgA4N3yM24D71cuO++s7ptpcx/8q61gi/KeN++v2xhOVwn93uf83hf+pB/8ll7EPDf9NX3Bplr+vCYUv+U/4+rmX/Dcp3+uyP24iPvfC+4s2+ktcq6grNJbtiyYMbmqYtKdKrNWqglTkzyr3kv+mGbYvgJ3nCgDgnpPV2bZ8x/+y4b+pE/5DXvjfknF/Vbr9O+s/p/AfE1xC0OhPoz+N/mL//Rmz0V+z8t94QAEAYJTwP5txf03Ml53IuL/Y4kXauL/ugPGJCuH/6nn41+RvTuFfo7+g0Z9Gf3H/Dk2h0d+lz/+W1zSg4xYA4NQX/vBdh0PCq3F/meE/ex2rdvzvzvwfFw7/XZO/zwr/Uw/+QwNtyqXdKz7+wT3dJH6tB99fvNFfU3itloT3Zt2a9ATSwYE25ZL/oeG/WRPeh17yn3q5+7JbSQbs6yZy/w4O/zXWav2/MsBucQUAMCy87vy4v8z1K7KO/bdXZIT/p9rwf1RsX52N9+uC/8KzbBavAAODS1gRXBIDsUZ/8V9/U43+hp71X7kvNPrLv+R/7Vq5BQA45QoA4MFjhaOU8D/HcX+9HzOZjv+54b+JWI614/5uFQz/++2bO8L/1IO/Rn+Dg9ouNvqLKnJo9Dd8T4UBjf7WFg6OvM4BHVcAAA862fZxf3Hj9TI6/s9/3N9RyXF/bfg/OA//LvmfdPiP3cca/RVbK43+0sK/Rn8F1gpAAQB4+IDlOC+0jtHxv0T4Lz/ur0lb57h1LBH+08b9nTb9E/53OPxr9Bc0+tPor+cfgcTgn/q91lorVwAACgDAZd8pHf6bouG/Ysf/EuF/3uP+Os+Wavon/M8s+CcF2omc9Y8qHKQE2hpn/VPCe8Xvtfha5e6LXTnrn/D52Wu1/vOv/Ndf1gMAUAAALjmuF/774khO079y4/7CBMP/COP+OrdL3fcv/G9L+NfoT6O/UHhfaPRXudHfqo899roHKAAA8QWAmDCx0Y7/JcJ/syaTbP24v+7MUJH7/oX/bQj+KcFjQHAZfBn6slA6g0v+e0cZhsjPL9Hor/RajX8mu/xaZRaksi/5r/H5l96vAAAoAABLHa06uJlVx3/j/lLCf6cb+Zd9eej5qL+bwv+2hX+N/jT6m3ujv5wiTUr4n0Kjv6V/pwIAcJ8xgMB9X/yjd5/Eh/9QJPw3a8fVGfeXNO4vcg0uPOzDNvzfLrSFujP/B55JEw//Q0fWDQofTUgbpRYTaAeMrBsaiHPWatAVEssuY68R/let1cDwv3JEX+TPqtgl/wOuRmki92/vvkgZ7zfWWt3/3O94HQQUAIBVjuLCfxP/HuP+Bo5NrNrx/55Sl/7fFP6nGPyHXsaeMsO9JxAPDVn33l+80V9TeK1CWD2vPnGGexMyLmNPKZTErFXCvkgt6AzeUxe+1+S1KlCQagYUdIqtVUh//j347zqAAgCwxLFxf6u/RpVxf02t8N+7jjdKdP1vw/+19s01T52phf/Y4DLWJf8DzvoP7ebe1OjyHxHoizX6SwzEVdZq6L6Yyln/oQWpNXuiSSzoRD2HUtZq4O0NTTABAFAAAFamxG8NCf/zGvfX92U3Pe6v71tIb/q3JPx3B4QvFwj/3Vn/m544Uwr+KZex97xv0FnHZnjIejDQpgbKpZ+bGIiHrtXas9ERj79oo7/Sa5VyNUiNM9kl1iqlIFW4y//atSrW5X9N4SCEK//wK4deG4F7NAEELjqe7ri/2IcVd9//1MJ/XPEie9zfvT979uuf+UDWWaHzpn+f9ZSZUviPCS4haPSn0d84jf5qjPcb+PW3v9Hfqu/12GsjoAAArIsQx3nhv+a4v9od/7d+3N89x234v1Vgu1xvf+171kww/OeM90sOHwVC1hzH+w0K/zXG+yV+/ab091p8ZN2a18sRC1LZ4/3GWqver60AADzELQDAQ770x48d1gj//cdRwzv+Z4f/qPF6WzHu796f38iOmz/8yKJ984xnzBSCv0Z/SV+rRPjX6C/+8Wv0l7hWIQxs9Ldqre56nQQUAIA+x33HPlPq+F8m/G/9uL97f5599v/80n/3/U8i/McGlzk3+ssdWVdirTT6G1Rk0egvfl/nN/pb9bHHXisBBQAgoQBQYdxfUy78G/eXvI43CuyP7sz/vqfJJoP/LjX66/vcxECs0V/Q6G/7Gv2t+V6NAAQUAIBed5NTtnF/Azv+jzLu797/nBQ4+98F/+ueIpsM/zHBJSHkDTnr2Az4WvcDaTP8TPZol/ynhqye53bvVQObXKtNn8nOXat1l/zH/pvSZOypELIa/Q255aZ3rd74wyv/8FABAHiIJoDAMsdJHf+N+8sbm1hw3F/Pn71SYG+85OkxkfCv0V+o3uivWOd5jf40+qva6G/Vxx563QQUAICYoHEUF/7XxV7j/jYx7q9ZH1huZe2Ks8Z/Vz0/Nhz8kwLtRMb7RYXplEBbY7xfSniv+L0WX6vcfVFjZF3u91pjvF/C529qvF/6vnT2H7jELQDAJV/648ePjPsrFNo2O+7vQbe//pkPHGd+Uy79n2z4r9Hor0A3dY3+Ir9+ylqFoNFfmHmjvwHhf1APivAtr6GAAgAQ63BI+O8/ptmucX91Ov7HPObEdWzCq1kx9Ozs/8LTYszgv+lGf0Gjv9RArNFf5bXS6C+t+KYBIHCZWwCAVY6HhP/64/56E3xP+K897i9khv+YaQLJ4f/k689/4HbmfnD2f9TwHxNcQpjsJf+Dz9rHfu0Ka1XsrH9O8K+1ViXOZOfsqXXhfUCRJgz4WTVNxp4auC9ynn+932vvnjq58lN3FQAABQAg2rfKjvvrO0bfXMf/tGwWed9/ifCfN+7vwd/eyvqWf/iRg+Ds/2bCv0Z/QaM/jf7iCh072+hv1b4Q/gEFACAphhyVDf9NnfAf8sL/GE3/yoX/xCLKG799NXM7PO0ZMXLwTwq0cz/rX+DzNfoLGv3FvEjO4Kz/oH259Pl71+sqsIweAMBSX/6Xjx9GH2NtctxfE/Nld27c34O/Pf768x8YfCao+eFH9oLO/+OG/7X3r0+40V9USNHoT6O/hMdfvNFfjfC/6UZ/zYo/ag69tgIKAECqo77gadxfTPivPe5v7YfmHgR24X/PU6FW8C94yb9Gf3VDlkZ/I62VRn95xbez91/5qa8qAAAKAMCQAoBxf4nViuWPP2oCwdDwv+4yiPC5zG/Q5f/Vwn9McEkIeanhO+I5u/6sY5NxaXfsmezcQkmhkHUpDKee9R9jrWqdyR54hUST8LVWFg5CyL/kP3ZPhZB1yX8z4AqH3rVK2VMPfbzwDygAAINCyt2+8Fo0/IdC4X824/6aiMecs45NyOn+3/zwI/vtmwPPg8rhf/aX/A84kz30kv+haxUVSEPEWtVs9JezVrFXg9Q4k73q9W5gQaqJ3L+9+yLlrH/qWjX5z7/etUo/6/8A9/8DK2kCCKxztE3j/kLR8B+KhP/C4/4uOsz8+bv3v2bwX7sXNfobvlYhaPSn0V/cnhpzrao0+lv1GA4DwAquAABW+vK//KdHUeF/JuP+ki74n+e4v4s/o9yzQE96FlQK/xr9BY3+QtDoL2j0N3hPrf5a7v8HFACAHIdp4b9ix/8S4X+7x/1d/BkNPgh0+X/J4K/RX3KgjCqUVAhZGv2NtFYa/RW+5P/Bv/N2AFAAADLcHRr+m5gzYAPG/YUJhv+4qwuqjvtb9jM6yvi5L2z9EuE/JrgkhDyN/oJGfyEykGr0t+WN/lY9fvf/A2vpAQD0OcoP/7FZekDTv5Lhvzd+5zT9qz7u7+LP6Pgbz3/wJOPn/qitXzD855z1XxtcQqhyX3VoRrh/vfBaDfpem+jXkjK3R+SsVew95Alnwotc8p/4+If2oMg96z/aWuXe65+yL5Z+kCsAAAUAIMth/zHLpsf99X1qWtO/8uE/8pg5s+P/BUeZP/eFrV8g+CcFWo3+NPrL3Rca/W12rcZs9Lf0cR1f+am/PvY6DKzjFgBgrS9f/6cnbbg8Lhr+ow/6esL/moOryY77i1yDlPv+V0xk+NbgCHt2//++3Z8Z/jX6Cxr9haDRX9Dob/CeSi6UOPsPKAAARRwWCa2xeTkz/Iei4b/vO998x/8Vcq4A0PwvOfhr9DcoZPUWSiqELI3+Rlorjf4qNvpb9Rz6nNdjQAEAKOFuetbesnF/Ta3wn7iO6+/7f/AYMef+fwWApPAfE1wSQt5WN/ortFYa/cUXWTT6SyyUzKLR37K1Ornylq8dek0G+ugBAMQ4Gn/cX1+u2fS4v75vIb3pX5Hwf+4bL3ww50DwEVt+QPjX6C9o9Df3Rn+5a6XRX96eylorl/8DUVwBAPT6yvVf6C4nP1l1QFKz4//Uwn9c8WL0cX9xf2W8fbu+bzMXGll3/1017quucSZ7XRguPd5vXSBNvLS7CRmBdozbI1KuBqlxJjt3rQr0oChy1n+MtSrR6K/YWf8H3+nyf0ABACjqMC781+74b9xff/hvDjN/1m4BiP5haPSn0V8IGv0Fjf4G76kSa9WcXHnL664AABQAgKLu5o2pywz/UeP1dnLcX+wXjVuaH35kz1YPccFnVo3+xjqTvWatNPqLWKeg0d8Yjf6aMM9Gf6s/V/gHoukBAMQGoMNBobVJ+Rjj/gaM+ysW/s85+x/zc20G3iscwvCzjkPvqw45Z+1T5pIXXqtiZ/1zgn+ttSpxJjtnT60L7yX35LrX/bHO+i8J/6FGD4rc4J+1Vi7/B6K5AgCI8pXn3nO/D4Bxf6s/cvRxf8u/4JEdWyn8z/6S/wFnsocG4qFrFdV5PkSsVc1GfzlrtcmRdevWaqTJEzmX/K88c1/j9ohJjfdb97Vc/g8oAADVHBr3NzT899Ushnf8v1RYCOHvM37G+7b5igNyjf6CRn+1Gv0NKLJo9FdxrSbb6G/ZRwr/gAIAUCkSNV0fgELhv++wZovH/fX+WUbH/wI3ASgAaPSn0V/sz0qjv/g9MetGf4kFqTqN/la9YLn8H1AAAKrpP9Ng3F/vQV7TlAz/jV1ZNPiXbvQ3YsjS6C89EGv0F/+z2ulGf0P3VOK+TlqrUy7/BxQAgHru3HjPcfvmuC+4T23cX0K1Yvnjn+64v/jDROL2wqDwn3Jpd0rISgzEOWeyky/5L7RWQ++rvhTwUs/6NyOsVa0z2QOvkGgSvtbF73VQQSoUuuR/QPEgeV+UGO9X+pL/JuZVXfgHFACA6m7PbdxfnY7/MY95vHF/wn/B8K/RX9idRn+11kqjP43+aqzVJa94/QYUAIDaYelzaSF4SPivPe4vZIb/mGkCo3X8Tyqi0HNArtFf2K1GfzlrlbAvNPqL3FMDwnfu8y/i358JNPpb5vjKW1438QVQAADqunPj6mE4Hwe4Oi+X7/iflusi7/svEf4rjPtrEvoiCP854f/CD0mjv/hArNFf0OgvRDyHchv91Vqr2TX6W8bl/4ACADCa20nhP+SF//E6/s9u3F+9IspWB3+N/pK+VnShJCZkDQx5Gv1VXqupNvrLWauIn9U8Gv2t4vJ/QAEAGM3nksJ/Mzy0jtvxP8x33J/wHxn+Yw7GE0KeRn9Bo78QuS80+tPoL/us/z1HV97y+rHXdEABABjFnRtXb7fHLCdp4X/Xx/311QIyxv0J/+nhX6O/sNlGfxM/66/RX//j1+gvjNTobxln/wEFAGB0t3Zj3F9sxk6477/KuD/hf/UiavQ3KGQlrVUI5c/6DwzEGv3FP36N/gbsqdy1KvJ67f5/QAEAGD1WvZoV/mcz7q+JeMwbHPcn94eInfTGD0ajv/hArNFf2N1GfxXO+o++VlvR6G+ZW1fe8vqJ13dAAQAY1eFHr3bjh47zwn/TG+rzwn8oEv6nP+5PFaD3IFujv6DRn0Z/l/+o1plsjf7iv1ayV73GAwoAwKaC1iulw3/SIZJxf8J/zA7S6C9o9KfRn0Z/Q/dUbqGkyFn/e46vvOX1Q6/zgAIAsCm3osJzavg37i8r/O9uSUCjP43+Sq+VRn8a/W2s0d8ymv8BCgDA5hx+9ImTh4oAUZl2IuP+Qm74n+a4v90M/xr9afSXs1YJ+0Kjv8g9NXBf5Dz/ol4jZ9Xob5lbjjwABQBg015ddtDV1Ar/vYdWOU3/5j3ur+zkhDmF/ws/DI3+4p81Gv0Fjf5CxHNIo7+RG/0tDf+a/wEKAMDGHX70icP2WOdoZfiPjW+JTf/Kh//YHD7NcX+7F/41+tPoT6O/uNdAjf7i9tSAQkn01yrC5f+AAgAwGa8Mue/fuL9QZNzfbob/mIPxhJCn0V/Q6C9E7guN/jT6G+2s/z2HV97y+pFDDUABAJiEwz954lb75ti4v7jAPjz8FyiibFv41+gvaPSn0V/PC8f6v1OjvzCxRn/LGP0HKAAAk4tlr6SE/3mN++urWRj3N07w1+hvUMhKWqsQNPrT6C9uTw3cFznPv6jXxdk3+ruoG/13y1EGoAAATE13gHKSFP6rj/vrO0ZLb/pXdtxfyAr/u3P2X6M/jf4if1ZDL+0e9Ux2ibXS6G9LG/0t495/QAEAmJ67f/KLJ6cHKpMa99dfFdjsuL9G+O8N/hr9JX2t6EJJTMgaEPIGn/UPYaON/oJGf9GvcbNv9JdQPNjcWf97Hh61C6AAAEwsr718dsBi3J9xfyXCf8zBeGrIywlZiYF4lDPZhdcq95L/5OC+6vvV6E+jvxCxVkMa/ZVeq6peMfoPUAAAJuvux7qrAJpni4TWOY37C3nh37i/vmpKxiX/OWcdN9nob0jIylkrjf7Siiwa/QWN/qrrgv/LjiwABQBg4kWAX7rVvjkuEf6rj/uLDKAp9/1PYtzfbIsDFRr9BY3+dqfRXxM0+ot5PdDob4KN/pZx9h9QAABm49nBoTRm3F/IC//rj8GnOe4veh1nHf4vfB8a/cUHYo3+IvZU0OhPo78w0UZ/Fzn7DygAAPNx92O/dLt9c5ga5Ic0/Zv8uL9QJvw3RdZvqsFfo7+krxVdKIkJWQNCnkZ/aY9fo7+ex7/zjf6WcfYfUAAAZuepOY/7izpIjgn/TcS7SjT9m234jzkYTw15NUKWRn/9n9u3Vhr9RYfUrWz0F1M4CGEHG/1d5Ow/oAAAzM/dj/3ScfvmxlzH/TVNyfBfueP/NoT/yTT6Swg+Gv2Nt1Ya/fU/fo3+wgwb/S3zrLP/gAIAME9N053FOC4SFLdk3F9TOvzPb1MEjf5C/NeaRaO/iFsGqq6VRn8a/c220d9Fx234v+XgAVAAAGbpqx9/b3cW46meIkF/BM4Y99d/fLfpcX99f0Vc0795lAg0+tvORn9r1kqjv7i9ptFf3NffrkZ/yzzlyAFQAADmXgQ4DKvuZ4wJr5nj/pqEQDqVjv/bF/41+tPoT6O//sJB4uNvmow9FTT6m94r5+0rb3n90FEDoAAAbEMRoBsLeJQWXtcE4wmM+2vWdvcbb9zfPMJ/7MG4Rn/x+0Cjv7h9odFf3lqFoNHfKLqr5Z51tAAoAADb5Knzg5zMjv/G/Q0pnkwi/A89k/3QMbtGfxr9XfzrNPqL21NBo7/plkxvXHnL68cOEwAFAGBrfPXj7+2uAHg2v+N/MO5v8uFfo79xGv0VPuuv0V9coNfoL+3xa/TX57AN/8b+AQoAwFYWAW61b24Z9zcw/Pd+lYSmiFXD/4UF1ugv/ifZjBWylu0Xjf40+tPob2T9jXIBFACAWRcBPvHL3cHO4eDwP8dxf7Hvjbzvf5rhX6M/jf40+uv/3MTHr9Ff2LJGfxc969J/QAEA2AVPhIeaAm75uL+oCwNymv5NIfzHHoxr9Bdf2NHoL25fTLXRX9Dob/CeqrVWk3KrDf+3HA4ACgDA1vvrT/zyvcseT1Yd1xn3Fxv+Ex7zGOFfo7+g0Z9Gfz0vBuv/To3+wpY2+nvQWU8cAAUAYIeKAN0B0Nvag7WT1Yd+xv1Nt+nfLjf6SzmTXXitNPqL//oa/VVcq9iCVAga/V1yWgC/8pbXTxwJAAoAwG4WAZpwsvZAfHD47zte3JJxfwMuYMgP/xce5041+gsa/cX+rDT6i3v8c270l1LQSX4ObUWjv4u68H/kCABQAAB2tAjwK+dXApwVAeIO4Yz720z41+hPo785NPobctZfo7+4559GfwXC/23/8gMKAMBuFwE+eVYEaO73BJhXx//i4b/3q2wq/McejGv0F7dWEYFYo7/4QJx71l+jv7jHr9HfUDc0/QMUAAAuFAHaA7rjzIwdku7735Jxf6OGf43+gkZ/Gv0t/yON/vr3VM21mqyu4/9z/qUHFAAAHvC1syLAW9tju6Peg1Pj/tZ82VIHxxr9afSXEKg1+ot7/Br9hR1o9Hcx/D/lX3hAAQBgaRHgfSdf+9T73todNC076Nv5cX+9h8Ilw/+Fx6bRX3wg1ugvYk8Fjf40+gtb2ujvnhvCP6AAABBTCPjU+7qDpu7XyVaM++vN2+lN/5qIjxkW/DX6S/pa0YWSnpCl0V/Q6E+jvy056995ymX/gAIAQFoR4FZ74NdNCDja3Li/kBX+a3b8Lx/+U4KLRn9xaxURiDX6iw/EGv2lhX+N/jaha2b7Ng3/AAUAgEFFgPcftb+6WwJubGbcXzPJ8N+kLsOQ4K/RX+Se0uhPoz+N/jT6O3XY/npzG/4P/esNKAAAZHj9U+9/LnQNAs8OsFYeJO7muL/CB8oa/QWN/jT6u/xHGv3F7anctZpt+O/u9+/O/J/4FxtQAAAoUQT49PuP2l/dLQFdb4DjjXb8LxH+i4z7K3zpv0Z/8YFYo7/+z9XoL2j0F8KWN/o7nV7jfn9AAQCgXiHgVvvrzaG7LeDsfsuk+/63btxf1eNljf40+kss6FwKpBr9Ra2VRn9z+6eo+7ena/TXhf8j/zIDCgAA1QsBv/pc++bN7bHks+H0ioD+8B+R3CPD/0TG/VU7ZtboT6M/jf6iv75GfxXWatLBvys+v1mjP2CO3mQJgJkXAbqDsZe7Xz/7+//2ansg+XT7/4vVtYD5jftL/Zgm+2A6tiFbasgLK8J/QvApev96wt/R5F5aHcLgs7vJ3+uYa1XwXv9B4T93rVIa/cWE2dTvdeC+SF6rQrehNAO+1qC1mqTj9tcr7a9b7vMHFAAAJuDrn/nV2+2b2z/7+/9mv317tT22fLJ9ezAkGE+34//Y4T/3Xv8CISv6Xv81f2fxe/0rhqzcIknU56eE/zHPZIeRvtcCBani9/rXWqvc7zXlObSV4b/7d+XVNvTf9q8soAAAMMlCwAeOw72rAn7vrBjQBuNHT4sCicF+WuG/L7qXPqAu0egvM2TlBNLcs/5JwaVWo78wwbXa5JnsEmu1wbP+K7/fTV8hkXvWP/f5Mykn56H/bvfW2X5AAQBgTsWA598oBnS//5nf+9eLcHZVwKPtcej+2f+vufS/4Li/3qCd0fSvevivdtY/5fNHuox97c+z4iX/g7/XZd9vjbWa0Fn/QeG/xln/lD2Vu1YDnj/Fw/9WnvXvGvgdnwf+Qw39AAUAgC3yjec/eNgd5N0rCJwWBX73z7uCwF77a3F+ePrI+e8vWgwK/7Pp+J8aXHLDe6VL/quc9Y8IxJM+67/m8Y9yyX+Ns/4Dvn7x5nVhgmtVoCCVUzxLWquqof7imfvu99968M/bsH/oX0VAAQBg14oCL3zo3hkfB4NZgVajvxk1+ju88ub/6202OQAoAAAg/AeN/iIe/9Y0+gMAFAAA2MHgPyB85wbanWj0V+Osf4m1AgAUAADY5QpAfMjU6C/+8U+u0R8AoAAAAEXCu0Z/82n0BwAoAAAg+C97n0Z/8V97M43+EtcKAFAAAED4f/B9Gv3Ff/2NXCGR+vkAgAIAAIL/xffNsdHf0LP+g8L/VBv9Cf8AgAIAADEFAY3+4h//5Br9xT5+AEABAADhPzn4rwqkGv1VWaulH57y+AEABQAAdjf4Fw3/Gv1tfq2EfwBQAACAiyFRo7/4rz/5Rn+NWgAAoAAAQF8w3PKz/oPC/5wa/aV8rwCAAgAAqgEx79Pob2D4H6nRXyP4A4ACAAAMCv6rAqlGf1XWaumHp1zyL/wDgAIAABQJ/xr9Ta7R38rg3xw0/+m9d/q/1wHf5+C1KtB8smmG7+lmwP6P+l5r3Iayal9cesfRlZ/66rNe1wBQAABgQDEgOnisD3ka/WWE/yKBdq/9tagS/puMfVE0/Kfsqdzwv+nbUFIfPwAKAACQHGg1+ptPo7/YdS4R/gf8rIZOnmia4Xtq5fdba61yrhrI3BcAoAAAwLCAVzP8a/RXvtFfjTPZKYG25/G75H9g+Bf8AVAAAKB0UUCjv8Ihbc3jL3rJ/9zP+qfsiVqX/Nc465/4s3LWHwAFAADGD/8a/c2o0V+l77XQ52/ikv9Rb4+oddY/d60AUAAAgN7godFf+bVK+fwJXfKv0V/8499Uoz/hHwAFAADSw79Gfxr9LQulGv1NstGf4A+AAgAAcdk/4wyrRn8V1kqjP43+nPUHQAEAgPrVgPiQp9Ff2uPX6G/gntDoL//2CAAUAABgSMjS6K/SWmn0N3xPZaxVcvifaqM/4R8ABQAAioV/jf40+uv5WWn0N2Cda60VACgAADCoIKDRn0Z/Gv0N35OZ+yJ5rQBAAQD4/9m7tyQ5svM+4Fmw3oUdGEP5aYgIgc9jihjfZVse0NblUeAKyFnBYFbA4QqICV8kRyiC0Aqmxzae1YwY2ta9tQN4A0xXNap6srLznPOdvNStf7+IRndX5aU6u6sK/++c/BIWD//n3uhvhvU1+ps5/Gv0J/wDoAAAwMLhX6M/jf40+hu+W6M/ABQAALiI4D9D+Nfor3k4jf6WGsnW6C++LwBQAABgbDFAo78J4V+jv1ig1ejPqD8ACgAAHC/8a/Q3IfhP/Vk1+tPoz6g/AAoAACwd/JM541CN/pYY9a8JtBr9afTXLBD+NfoDQAEAgBPM/9Uhqzr8a/Sn0V8z4VjVhHeN/gBAAQCAsRWBRqO/kSHvoCPZcxwrjf7G/01V/l0b9QdAAQCAkw7+VeFfoz+N/poTPFYa/QGgAACA8F8I8Br9afQXCbNzhP9zb/Rn1B8ABQAAziL8a/Sn0V9w/xr9LXCsAEABAIBjFQQ0+psQaDX60+ivMeUfAAUAAE48/Gv01xxm1H+p9WvCv0Z/08K/UX8AFAAAOMfgXxX+NfrT6K85wWOl0R8AKAAAUAjwGv1p9BcJs3OEf6P+AKAAAMCRagEa/Wn0NyXQavQn/AOgAADABYV/jf40+msmHKua8K7RHwAoAABwhOA/U8gKFQ5qgppGfxr9NdOPtSn/ACgAAPBAqwLLhKwpgVSjv/rflUZ/3e/frT+utx//b+Dv4rfXH0/WH8+M+gOgAADAAwz+c4R/jf6mhf8zafR30GMV/ptch/32y/Xnq9WHV9ehZ8Cvfufx+tPz9ccn648X61seTz9WAKAAAMA5hX+N/uL7v4hR/4r1T6/R3+v1x5erD7+6qn0WrL77PzYzBd5sPtpfff/T90WA5rPm/ewA4R8ABQAALjj4zxb+D9zob0pDN43+4vs/rUZ/m8D/6Tr4X8/xzFh993++2xYTXre/+v5PbgsBbX9GgOAPwGl75BAAECoItE1hancqpM0d/gP7qg7/7XAgbdtmdFPDbBhe4lilZg0Ef1dTp/y3beXfxdjw3zbpWQN35/dvgv/Hc4X/gWLAF+uf93vbIoPwD4ACAADnHvyzISseEtsmMGsgNWV/7i7/wcc/y5T/kTMkqsN/28zf5b+iyDL1WLWVBZ3Bu+++uFl/bIL/F0s/Q1ZP/9fN+uPj9ZefC/8AKAAAcMbhv0mE/2DwHhzJXqLLf2rUf2SjwOTIfTCkzjblvzIQt02g831i1L+dcHrDwY5VqCC1Ge3/3lKj/plCwKv1px953QBAAQCA8w3/ewGvcmr3qJHszoptxb6KhYNgSG0LIbt4rGqCe+9nnXXUf+4u/0scq4p9xQpSm9C/Gfl/d4xnzerp29eKAAAoAABw5nWAqY3+aqf8N+M737dzT/k/91H/1M/aVk75jxyrpvJYjbxs5PDf5btjhv9eEeBTLx4AKAAAcD7BX6O/RqO/pjnxRn/dZY8e/jtFgE3vgTdeSABQAADgHKsAsZCo0d+Mx6oQiDX66975+erDq+sTewJtTgW48ToCgAIAAGcQ/qO3afQ3KvzXhm+N/lLH5Hod/l+d2jNo9fTt7WUIvZYAoAAAwJkVAzT629+cRn9HbPTXv+1kQ/bq6dvNaQBXXkMAUAAA4EzCf5MP/5HgmwrvGv3FHr9Gf6n9XK0+vDr1gP251xEAFAAAOPHgr9Hf/c1p9HfkRn/9jf3s1J9Jq6dvNwWKK68pACgAAHBmRYFGo7+a9UcdK43+goWHm9WHV+fSaf9Lrx8AKAAAcCbBX6O/UeG/+lhp9FcxQ+OcLrPnkoAAKAAAcA7hv9HoryYQa/RX9/hjjf6GjvPX5/Is2l4R4MrrCQAKAACcaPDX6C8WSJtGo79FG/2l/qbOLVB/7XUFgFPxGw4BAB3v7gfaykA867n+TXOYc/2XWr+w3dnO9a/Y/5RjlV0/8Lsae6y/vet69d2v353Zc+r6iPu+8ZIGgAIAAKmsdT0qkIbP9a8J/0uNZI8Ns3OE9zZx99RGf80Cx2ro8Y4ochR/1pq/qebdGT6rjhnC/8GLGgBdTgEAYCCQXWqjv7nDv0Z/CzX6S80GObvp9Kunb6+9pgBwKswAAKAbsK7jgTg6Ep5Z/2hT/pca9S88/sWn/J/QqP+98D/2byr3GCi4cQgA6DIDAIA7qyf/+d394KXR3/0w+5Aa/Y0I/9Mb/Qn/CgAAKAAAcADXxUAcvrxfW1i3IiQmL9G3xCXrerfP2uivYsp/bZEidKzmPj1i0Sn/no2zPJcBQAEAgOEwdpMeoW0nTIOfe9Q/GOirL1nXC+9txb6ShYOmmd7oL7j/qVP+2xEzHIrHKjfqX/N3oSBQY/X07TtHAQAFAAByfjkc1EaE7+66Gv2VH79Gf6V9/eDcnkztNx89O9Kur7yUAaAAAEBFcBgaua8MxFOm/DdTpvzXjGT3ftbqKf+5Uf/g459l1P8Qx2qORn+jZ4M8PsPn05Mj7df0fwAUAADIWz35L1d74V2jv9jjn73RX/DxX2yjv8HH9az95p+eWxHgWDMAvm4AQAEAgLL2SqO/ipCq0V/s8Y/9u9gdq/fH6/mZPZmOddrCldcxABQAAAjk/+bPqwOpRn+NRn9zNPorHqtPzuZp9M1Hj49UsLjWABAABQAAoq6qA7FGf7HHr9Hf1GP14oyeRy+O+/wFAAUAAApWH/zX6/eXAwwGYo3+Yo9fo78Jx+pu2cftNx+9PJOn0o+PtN8vvYoBoAAAwIQQodGfRn/B39W0Rn+RQskfn/qTp/3mo+fNcRoA3qyevnUFAAAUAACo8jobiDX6i+1fo79mgdMjnm8D9in77Ej7feOlCwAFAACqrD74bzfr8PVmMLhp9Bfbv0Z/zfynR9z5+ak+d9pvPtqc+3+sAsXPvHoBoAAAwBhf7oe8RqO/yOPX6G+hY7XnyTpovzrB8L/p/P/TI+3+avX07Y2XLQAUAACotvrgTzYzAG40+tPoL3ucm7mOVTj873y2DtzPTuxps5mZ8ORI+9b8DwAFAAAmaNvPNfoL7F+jv2aZ0yOKvtqOuh//qfLNRz9pjnfpv03zv9desABQAABgtNV3/nQTKm7SgU6jP43+muYAU/5THp9CEWB7acKfHvEhfO7VCgAFAADm8KlGfxr9HaHRX9SzYxYBtuH/mE0Jjf4DoAAAwDxW3/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ZJAgFAAKF/SDiLsD/kmsINMTx1kJwWP3AIQUDOjgAYKocQBwJ4c4fk8t30GOTkQpgiHt7hHYD8LjB6IYEoHrDwoIUQR63KQgKuJgDvQxgDkJsO18LDOhrkD8IEEsg3px9ZSMBxAvDy40sFx08DFSAB1xKAtz7yruKlJe7ncL/H528vTyerkUBUBPgHFBUVbiOBhBFACGBubQLGKsxyhQc0vNFFclkYJBD2h9n+EJKAXEk0SCgslpsE8P1ByAvys+A7hLDDlroXIS4IdYE3AIxb8EzBwz5CGGH4hLcXjAJalYUEjCOAGZswwQI8DTFhxDHVEOFYmB0U18IM+pl54xQCCwmQAAn4iACbMYMAftuQGgT3c/C4Ry5VTERRXtXDy21dsJAACXhLgAYsb0mxHgnETADhYpW0CowMSCi8Q9dhrOqjSzygIacG6uhHFhJIEAEYPGHcQm4ghFshiTxCT5FvC7kXkKwYOdPgsk7PgQSh5sEJJIBrHjwHEYaFGZvmaXvwNKyqS3yPdcFCAiYToG4kQAIk4HMCabXFJipzVHDf9rUukWNVFywkQAKxEaABKzZC3E8CdxPAmxR4vLTRXfAkwMx/8K6CizAe1lLodhYScIIArulIVoycMi2sjAAAEABJREFUaZjm+ZIqgVwuyKeGmSrb6+faKvD8w/dYV1lIwKcE4GX1k7a4WOW4iMCojzAs/chCAiRAAiRAAiRwCwHci32pnxFGj/u2N3Sd3vQKgYUEoiOAh53o9nE7CZDA/xPArHMIccH0uDdcf+Hx8pXuhicBZv6jC7DCYPE9gQS2CA8szKaFHAzVta0WKsNUkHvtxs0SjFoIaX1ItyP3EI7RVRYSiJUAbrzx/XpCa+J7BC9AeFl9pJ/xfcLsbbrKQgIkQAIkQAIkEAOBVLoPnvN/6hITmWBSCczES29lBcJCArcSoAHrVhpcD0QC8R0TZiZ6SQ+G5wpi1ZFk+C/9jOSL6XTJQgJuJwDDLG6WYNTCpALwmMFN01EdWH8VzHrJt4AKgiVKAphdE7MEwsNvitbA9wh52HSVhQRIgARIgARIIJ4EIvS4j1XwG4vk7/V1nS8XFQILCYCAFwYsVKOQQMATwIP6UzrK3iowWiHB8CBdh+eKLlhIIGgI4MbpVR3taBWExu7S5XwVeB821SXzuSmEICy4X0ACWuRc26Pjn6ECz1RdsJAACZAACZAACfiBACY46avtwpCF+zCkMIH3s27yZ2HbJGAuAdyQmqsdNSMB/xHAmwzkCmqgXYxRgZfVBF3iM4xWzGOlMFiCngBmRMypFMqqwPuwsy4xoybCDyfq+ucqMPwiqTz/ZhRGgBV4m1bRMSHxOoyZI3Qds15m1yVvoBUCCwmQAAlESYAbScC3BJDiAfdhSGGCnLtI/YDfaN/2wtZIwAUEaMBywUmiij4lgJwsX2iLmPUDs7XB4+oZ/QwPLF2wkAAJeEEgjdappvKdCgy/a3WJv6nZuoQRGCG4usriUgJZVO8BKggnnarL91Vw7dQFCwnYQ4C9kAAJkAAJREkA6R+Q+gG/0bgP4z1XlJi4MVAJ0IAVqGeW47qVwOP64XeVFSqHVL5VSarCQgIk4FsCj2pzMApf1CVCD2fqsosK8mnxTaGCsLHEtSsYrWDcR86N7XpwXRUWEiABEiABEiABcwnAEx5e8ZNUxSdVWEgg4AnQgBXwpzgoBwjjFGbuwEV9oxJArpa3dFlMBft0wUICsRHg/gQQQHgZQg+R6LuJtoN8WjAer9Z1hCHW1iVyacGTS1dZHCKQWvutpNJTZYsKjPu4dnLWI4XBQgIkEHgEkiRJIhEREZIpUybJmTOn3HPPPVKwYEEpVqyYPPTQQ1K+fHl5/PHHpUqVKlKtWjV5+umnpWbNmlKnTh2pX7++NGjQwJL3339fbsinn34qLVq0uEs+/vjjm3Xee+896zi0gbaef/55efbZZ6V69epWP5UrV7b6LVeunJQsWVIeeOAByZ8/v+TNm1eyZs0q6dOnl5QpU0rixInF48FPrPAfCdwggN/yqvphsgom5EG+yrS6zkICAUmABqyAPK2GDMp+NXABb6/dnlWBFwHcavPrOgsJkIDzBJB3rqiqgUTww3SJXFrHdYmbrdd0yTBehWBTSa79fKNyQAW5NN7WJbbpgoUESIAE3EcgNDTUMvZUqFBBXnvtNfnyyy/lzz//lAkTJsiyZctk3759cv36dblw4YKcOHFCDh48KLt27ZItW7bI+vXrZcWKFbJ48WKZM2eOzJgxQ6ZOnSoTJ06UsWPHyqhRo2To0KHSt29f6d27tyXdunWTG/LDDz9I+/bt75Iff/zxZp1ff/3VOg5toK0RI0bI6NGjZfz48VY/06ZNs/qdO3eu/Pvvv7Jy5UrZuHGjbNu2zdL9yJEjcvr0abl48aJcvnzZ0h11Bw4cKN9//700atTIMoYVLVpUUqfG7bD7ziE19gmBh7QV5Kvcq8t3VVhIwF4CNvRGA5YNkNmFXwlk0tY/VcFD8EFdtlDh91ohsJCASwjgZquP6npcBR6T43X5lUpJFRbfEYABsbI2N1YFN7atdEmPVIXAQgIkYBaBpEmTWp5Rjz76qLz00kvSrFkz6dSpk/z999+WsQdGJhh4YNw5fPiwnD9/Xq5evWoZe2bOnCl9+vSRr7/+Wt544w156qmnpESJEpYXk1mjjL82YWFhlvcYvLVeeeUV+eyzz6R79+6WMWz16tVy8uRJy8iF5e7du2Xt2rWycOFCmTJlimWI69Kli8BrrG7duvLYY49Jnjx5BG3GXyMe6UsCPmoLv++/aVu7VLqr5FNhIYGAIMAH/YA4jUE3iIw64hoqSDK8U5c/qOAhOIkuWUiABNxJILGqDY/J6rpso/KvCozSf+uynkpxlVQqLHEjgNxW4DdXD5um8rRKhAoLCZAACdhKIHny5JI9e3YpUqSIFar3zDPPWJ5DHTt2lOHDh1ueUseOHbMMUvCMmj17tgwaNMgyXsGI9fLLL1vhdgjzQ4gdwusyZMggMHjdMhCuKoHw8HDLEytHjhxSuHBhKV26tDzxxBNWKGSTJk0EXmMDBgyQWbNmyfbt2y3mmzdvlsmTJ1vGMPCuXbu2VKxY0QqvzJUrl+D8adMs7iKAdA6NVGVMtoMcpaV0HS+0dMFCAu4kEOJOtal1kBJAEuheOvZ9KuNUkGQ4iS5ZSIAEApMAPCwxbXQ/Hd5ylZMqyGlXS5cweOmCJRoCyXR7N5X9KuBXRpcsJOAFAVYhgYQTQM6m5557Tjp06CDTp0+3wvbOnj0re/bskTVr1lihemPGjLGMJZ988onUqlXL8pRKmzZtwjtnC3EmAIPXvffeK08++aRlVITH27Bhw+Sff/6xwit37twpOH/w6Orfv7+89dZbgvohIXyUjDNsZw7A81ID7XqJCl5o8YWggmBxJwFeddx53oJJazyEvaUDnqWyS6WhSpgKCwmQQPARQOZazCqK6aOP6fBXqgxSeVUlvYoZxVktqmj3k1SQ3+p9XbKQAAmQgE8JeDweKwk6PKGQnBy5oJArav78+VZOqZMnTwpyNo0cOVKaN28ulSpVkoiICJ/qwMacIQCPrldffVV+//13gcfWuXPnrBxdCF1E3jDkCPvggw8sDzvm4nLmHHnRK15oHdV6uFfAPZWuspCAewjQgOWecxVMmsJAhWTPn+ugN6j8rvKYSnIVliAgwCGSgBcEcD14QOu9pNJfBZ5GC3TZQgU3ZPDegsFLPwZ8Qa6LyjrK6SpTVTAbEd+uKggWEiCB+BFATqQsWbJI8eLFpWrVqgJDFYwWSHQOAxWSoCMXFZKTYzY+zNZXtmxZK3cVDRfxY+7GozCrI2ZJRPJ4zNzYoEED6dq1q+Vhd/ToUcvbrl+/ftK0adOb+cgyZ87MmRSdP9nhqkJVFdw3TNQlZiROpEsWEjCeAA1Yxp+ieCno5oOKqfLLVFarfKeC2G1dsJAACZBAjARwM4a3iu21FsIMkT8LrvKv6OdALrgB3aEDRH4r3IDqKgsJkAAJxJ1A/vz5Bd4z48aNsxKB79+/X5YvXy6TJk0SGKoQNvbQQw9JqlS0j8edbvAdASMo8p3Vq1dPOnfufHNGyAMHDlgzKsKwBcMnwxAd/W7AFlBNNYAha40u86iwuJNA0GiNL23QDJYDNZYAPCmaqnZLVf5VuV+FhQRIgAQSSgAzGQ7URs6rrFBBLqg6ukyh4uYCjytcM1fpIDBrI7zNdJWFBEiABGImgITnmN0PSboHDx4sCPvbsWOHXLhwQTZu3Gh5z9SoUYMJu2PGyL0JJJAiRQqBYQuhpxcvXrQSycOjr0+fPvL2228LPLoS2EU8Dg/6Q+5TAltVkLYFL8d0lYUEzCNAA5Z55ySYNMKFsrkOGBfLzrp8UAXhg7pgIQESIAGfEYDBB96d9bTFoSrwzhqhS0wEAYN5El13Q8mgSr6tslEF10zoztmEFAYLCZDA7QSSJUsm8KjCLHII60KeqqVLlwpyFmF2PyTpfvHFFwVhf7lz5xaEgt3eQjw+8RASiAcBJJDPkyePlTfrtddek549ewpyap04cUKQ6L9p06ZSoUIFwUyI8OqKRxc8xHsCsA08ptUnqIxWKavC+wyFwGIOAXxJzdGGmgQLAXzv8BC5SQfcQSWzCgsJkAAJ2EUAXp/Pa2cDVODFhGSmPXXd5JBlGNswkYXpeipGlvgS4HEkkBACCO2rX7++zJgxwzJUwaMKs8ghsTbyVD344IPMPZQQwDzWVgIRERHyzDPPWOGHM2fOFMyEePLkSUHo4WOPPcbvsn/PBp7VntUu5qvMVnHLiz5VlSXQCeDLGehj5PjMIfCQqjJM5ZQKwnh0wUICJEACPiMQ34Zg0IJnE3JJ7dRGxqm8o5JFxckCj9RGqgByAiL8Mamus5AACZCAlVwd+aoGDRokSKyOfFWnTp2Svn37yuOPYx4LQiKBwCOQPHlyK/Rw1qxZVp62FStWyMCBA6Vhw4aCGRIDb8RGjOgR1eKYClIyIHpGV1lIwDkCNGA5xz5YekZi5fI6WHg6wIpfW9fdnn9GhxCoheMigaAmgN/EXEqghkoPld0qePMI4xZmPMT1TDf5vcCg9rT2ggktuuuyqAp00wULCZBAMBEIDQ21HsyRtwoGq+HDh1sJsJFcHbO9vfTSS4LE6pgxMJi4cKwkAI/DYsWKySuvvCK9evWS3bt3y9q1a+WHH36QatWqWTNiMuTQZ9+TZNoSJsVZocsfVXKrsJCAIwR4Q+xr7GzvVgJILIwL3RzdWFcF3gS6YCEBEiABVxDANetR1RRheyt1eU4Fs6Om06W/CmZSRHj1WO0AOa50weJmAkhWXLBgQalSpYogvOu9996TFi1aSLt27ayZ3QYMGGDleUHYF3IUbd68WQ4ePCjHjx+/S7Zt2yZRybJlywQeCRMmTBAk5kYOmR9//FG++eYbq693333XesjDQx0e+DJlws+zm6kGvu5lypSxHsqRBwgP5rNnz7YSrNeqVUtSpkwZ+AA4QhKIB4HChQvLp59+KhMnTpQtW7bIoUOHrGstr3nxgBn1ITBkfay7tqtgqQsWIQJbCdCAZSvuoOmstI50ospelcIqLCRAAiQQCATggfW5DmS/yhqVPio1VXyR4LS4tjNDZZZKNhUWwwjAEFWgQAGpXLmyFa4C4xDCtWA0wuxZ//77r/X2f/v27XLgwAErvOXy5cty5swZWb9+vUydOtUK7/r111+lffv20rJlS4Exq27dulaeF4R9IUfRvffeK3jYSpMmjdwpefPmlaikRIkSgpwwTz31lCAxN2bx+vjjj6VVq1ZWX7/99psVZoOHOoTcwEB2/fp1OX/+vBw7dkz27dtnGcbWrVsnMKLNmzfP0nfkyJGWEQX6wvunTp068sgjj1g6JE6c2LAz5F51cL6RvLp///6C84NQwAULFljfMxqr3Hteqbn3BPxVM23atNa1du/evYKXA2PHjhVcy5AQ3l99Bkm7Hh1nJ5W1Kq+r4LMuWEjA/wRowPI/42DpAReuEjrY/ipzVaqpwHtBFyyBRsDj8VgzFqVOnVoyZMgg2bNnF9wM5MuXT/CAhzdg999/v+Bh7OGHH5bSpUvfFFhD8tMAABAASURBVMx4hFCIO6VcuXI36+AYHAuBt0DRokWtdvHghhwHWbNmtfrFwx0eKukiHmjfMOPHk0g1LKLymsooFeSG6KHLp1Syq+B6qAuvCkIWf9aaS1SQuAZt6yqLXQQQopU+fXprxjYYZ5599llp3Lix5R0FoxMSYZ89e9YyRG3YsEGmTZtmGXVgHIJHFYxG5cuXl5IlSwqufZhNK3PmzILrI2bXsmsc8eknadKkggc8XFNxfS1UqJB13QYHeIw999xzlhEFHmMIVxs6dKjAuAUvMBi/4N2wcuVKGTdunPzyyy/y0UcfSe3atQUz3xUvXlzy5MkjSMTs8cTlT0IC+h8Mf5gdsHr16tKhQwdrtjUYFPv06SOvvvqq4DcPoVFxhMDqJEACMRDAfSJeDjz99NOWJ+PWrVtl7ty51jUL96W4XsdwOHdFTQAX9sK66y+V6SrIlRWmSxYS8CsBGrD8ijdoGof3wSQdLfK1vKpLXrwUghuLx+MR5NGAAQlv2ps1ayY///yzIOcGwhfwIHfkyBG5du2aXLhwQU6ePCmHDx+WPXv2WLPD4IYAD3jIQbBq1SrrTf6iRYtk4cKFN2X+/PmCtu4U3EjcqIdj4AUAwdtoTKeMdvHQhFAKeAugX4TYwLvhypUrlj7YBy+IyZMnW54OnTp1kubNm8tLL71keQ3kzJlTcBPjxnNDnY0mkFq1Q9J3TDu9R9dxI/ewLmMrTbXCTpXGKrxuKgQ7SqJEiQQPMbg+wMvl3LlzcuTIEcH1DcaZ0aNHW9c9eEfBiANjAxIH26Gbm/oICQmRjBkzygMPPCA1atSQDz/8UH766ScZNmyYYOY75GiCNxpC4OCJhjBHhDY2aNDAMmy5aay+0BUveTp37mz9ZuK7Nn78eOv3CS9ofNE+2yABEvCeAO4F8eIU1yzcl+J+FuHc993HHOXeU7ytZkX9NE9luEpyFRYS8BsBGrD8hjYoGs6go+yqclTlSRUWwwjg7To8opD3BA9jyLmC6YfxtnzWrFmCBwzkCMDbXxiCrl69KpjJCAYkvGnHAx48EZBzAx5TeJCDp4Jhw7TUSZIkiZXoFl4QTz75pJVrBgY4vOHGLE14MN21a5fgQQqeA0ePHrUSfuJBAg9W4IEHCsxmg9wxn3zyifU2vFKlSgKGfIC1MEf/H/fcSgA3cgt1A0INkcuqvq4nVkGBoQqfEYLYGRsovieAh5MiRYpYs1XBaIDQOVzvENp38eJFQRgJrg/IMwSPGN9rwBZvJYDzgTBHhDb27t1bYNjCdRjXZLyowEuHP//8U3BO4NEGzy0YyG5tw23r+P59/vnnVigmxokxN23aVOhd5bYzSX2DhQDCuRHujZexMMS//PLLghcewTJ+H43zWW1nlwo8y/FyT1dZSMC3BEJ82xxbCxICETrOhiqIe/5Al/isC5aEEIjrsTDYIHQPb79hZEHowddffy0wUMFYg3h/hL3AcwkPb8i7gpwr9erVs96WI18KQjzuueceK98KQvHc/sDgDUOPxyMw7KVLl84yeMEohwcr8EBIB2azQe6Yjh07CvKRTJ8+XcAQLGH0gkcYHn67detmJUdG/apVqwq81vDmDiGVpocNecOJdRJMwKMtZFHBbIJ9dXlKpZ/KOBV8RgiirrIkhADC/3AdRJgyHjZgrIJXFd6mr1mzxroewmgAIz6ud5kzZxaPB6cmIb3yWF8QwHUYXrEIFcdLhzfeeEPw0gQ5xWDsgYctXizgnCJUs0KFCoKXCSaG+ng8Hsms3y2ETn777bdWrh18/7777jsreT/GGQy/r774XrANEnCSAH5TkA4DodB///23NeMn7gWff/55wd+xx8PfDy/OTzqtA8/yxbqsqUJ7g0Jg8R2BQPpC+Y4KW4qJwGO6c4dKL5WMKiw2EYDBBQ9ovXr1sm6OEfaC0D3kH4GRBT+wX375peVxgPwl2bJlE94w+/bk4BwgPwnCj95//30rOTI8tiZNmiTwWtu0aZMVHoLwShi94I4OYxjy49CDy7fnwoWtwQOrnupdVYUlAQTwgIHQD3jswKiM6yDCj/Gw0bRpU4FXFf/eEgDYkENhqMKLBZxTJMufOXOm9TIBxsmdO3cKEtMjdDFZsmSOagyPMbw0gncfQie/+OILQa4dR5Vi5yRAAj4hAA9dvCAeMWKEwJMS16FSpUr5pO0gaCS/jnGUygYVf019q02zBBsBGrCC7YzHf7zF9NBZKtNU6HGlEPxREFqAmaiQtwkGKfxQwhCCN9F4UMMDWsOGDa2bYxqn/HEGfNMmHrDhKQB3dIQjYoYyhGjiPCJkEw/bCFfEAxgezvAAhDd+OM43GrAVEggcAvAyxTURno/wakFOJeTMg8dORERE4AyUI/GaAPJJvfvuu1byeMzYhwdL5LGBBzJeLsDbDmGLXjcYh4rwtML3EcYq/C7DYwxJoOPQBKuSgEEEqEpcCMCojheW8BLFPTk89+NyfJDWRWKxtTp2pE1AGgVdZSGB+BOgASv+7ILlSHhZfaODhRsovK/CdZ0lgQQQOoHQNYQbvPPOO9aMVngwg4FjxowZ1sxEeONzI2QCs+0lsEse7jABj8cjOI8I2US4E2568ACG8Bg8ACHnAh7EkA8G3gbIwVWzZk3LmwTHwLjp8BDYPQn4nQBCmWF8QKgzPBgxWQO8TJHLDp6PyCuUMmVKv+vBDtxDAIYqhPbAiITvDcK7ke8Mhk54J7dt21ZwLS1WrJg1M2RcR4YXCwgPf/31160ZKOFphe8jfr/hlStxbZD1SYAEXE0AL5CRpw9REXgZidyx33zzjXW/xpxZ0Z7a9LqnqQryYyFPFp8nFQZL/AjQgBU/bsFyFC4wh3SwrVQSqbAkgAAMEK+99prghhreOEgejje4PXr0EHhV4cEMN8oJ6IKHupwAwp6QDwb5XpCDa9SoUYJ8PvDagnELyfb79OljzapIzxOXn2yqf5OAx+MRhNli9j98z2F8gCcNPBiRU+5mRa6QQBwIwBiK/JCtW7cWXEuRvxDhh0uWLBEkk0eIYmzNYRZKfB8RHv7XX39J5cqVYzuE+0mABIKMQJYsWaRVq1bW/drp06cFL6Y9Hk+QUfB6uFm15miVGSq0QygElrgT4Bcn7syC4YiiOsjpKiNUWOJBADfGSAAJ4xTCxxDecOzYMYHxATfUNFTFAyoPsZLtwwiKWRXhXYDwlbVr11pGUeRGa9y4sTz66KPx8jIgXhKwi4DH4xF4IcKLBaGAhw4dElwnn332Webts+skBHE/yF/Ts2dPwfVzx44dAq9neMLCww8vEUqWLCkwViHP1pQpU+T+++8PYlocOgmQQFwIIGcW7v3hPQzv+jp16gi8ROPSRpDULafjPKzSXCVUhYUEvCZAA5bXqIKiImaNaKkjXaVSSSVILig60gQUzDiHhK2YiQ6zACK/EYwLw4YNs97CwLMA4Q38AUsAZB4aJQGErxQuXFhgFIUX388//yyzZ88WfP/gMYA8ajBqYYYvePilTZs2yna4kQT8TQB5g+DNAqMVjAa4TiKPEJKx08vK3/TZflQE8JucO3duefzxxwW5CJFjDd7R8NBCuCDybHk89KIQ/iMBEogzgfTp0wvymw4dOlTwm4fJHTDjNa47cW4scA/Ac2cHHd4/Kg+q8IKrEFhiJ+AbA1bs/bCG+QTg0gnDVTtVlRcQhRBbyZQpkzULHcK6Nm/eLJiJDrMAwrPA4yHC2Phxv/8IeDweQc4W5FGDUWvy5MmCHGvwAoQgPAveBnhT6D8t2DIJiBQtWtRKtI0cIVOnThUYrWAYIBsSMJGAx+MRj8djomrUiQRIwKUEsmfPLt9++60sW7bMmkU8YEKRfXc+kGN5qTbXRoWFBGIlQANWrIgCvgKS6vXSUSKpXjZdskRDoFChQvLZZ58JjAF4m4IHshYtWgi9WqIBxs1GEsD3FYmO4W2AXA34LiN8q3fv3lZeGHhqIUGpkcpTKeMJIAQLOdzGjRsnu3fvltWrV0uNGjVoFDD+zFFBEiABuwmwv+AjgOTv06ZNkw0bNkinTp0E+bOCj0K0I/5S9yxXYbJBhcASPQEasKJnE+h7MPtDNR3kMpWGKpzWVCHcWjBjHMJbWrZsKZgZbu3atfL9998LwrEQdsCH/Ftpcd2NBDBbDr7LCHNt0KCBIC8MPLWQSBuhiHhjCE8t5IBBXjc3jpE6+58AQlnxRrlr166ya9cuwSyaMFrlyJHD/52zh2AmwLGTAAmQgCsJFChQQJo1ayZ4Gf73339bocxJkiQR/pPiymCaSjuVTCosJHAXARqw7kISFBvgH99DRzpRJacKyy0EMAvcmDFj5Pjx44IEw+3atRNs83iA7ZaKXCWBACWA2buQDB45G+CptWrVKjl58qRgFq+PPvpIkM8oQIceZMNK2HDhzffrr79aN+B4o/zBBx8IjFkJa5VHkwAJkAAJkEDwEHj55ZetySTw8hDrwTPyGEfaUveuUsmuwkICtxGgAes2HEHxAW6Z63Sk8LrSBQsSKr700kuCpOuYdQgJXJ955hmCIYHYCQRZjWLFislPP/1kGSwwww7+VpAo/p133hG8TaRXYuB/ITJmzCjwSp0/f74VIvjee+8JPPkCf+QcIQmQAAmQAAn4jwB+S+GNhdQOyF+aLVvQZ3aBB9Z2Jd5FJakKCwlYBGjAsjAExX+Y6eFbHSncMgvq0ojilBKYHQShgF26dJGjR4/KoEGDpHbt2oLkwnwId+qssF+3EPB4PIKZ40qVKiVIFN+jRw8rn8O+fftk8ODBghm8MJkBJjpwy5ioZ/QEkNcKHnkIMcWNNbxSy5YtK9ge/VHcQwIkQAIkQAIkEFcCuXPnFswgvWXLFunevbsVBYKX7XFtJ0DqI+VNEx3LPJWHVBgOoxDcXhKqPw1YCSXojuMjVM2VKl+oBHXBA3WfPn3kyJEjVjL2Jk2aCHP7BPVXgoP3IYHMmTPLiy++KH/99ZcsXLhQMEMnciK1atVKmA/Jh6BtbOrtt98WGCaREw3ryZIls7F3dkUCJEACJEACwUkgadKk0qhRIysP76JFi6Rw4cI3QATjsoQOerHKRyosQU6ABqzA/wLAar1Xhxm0McTwqmrTpo31A4CH6ddee01xsJAACdhBIGfOnPLNN9/Izp07LUMIZjz87bffpGbNmhIREWGHCuwjjgSKFSsmmJUShit4XdHIH0eArE4CJGA4AapHAu4igFy8yEMKQxaeY4I4WuRHPXPwxsqrS5YgJUADVuCe+Iw6tKEqXVSSqwRVQSJhzII1cuRIgQvuV199ZbngJk6cOKg4cLAkYAoB3GxlzZpVMOPhu+++K6NGjbI8tP755x9p3ry5VKxYUWDs8njoHe7EOUuZMqU89dRTMmnSJMvY36BBA8H5ckIX9ukCAlSRBIKAwPXrIlcir8mFS1csOXP+kpw6d1GOnz4vR0+dk0Mnzt4l+4+dln1HT1ly6MSZm/txzA05re3ToSqJAAAQAElEQVScu3hZLl6+Kle1/SBAySH6gEB4eLg8/PDDgkiSZcuWCV4EpkqVygctu66JR1TjzSpvqfDBTiEEW6EBKzDPeFEd1gGVOipBVZCT5dtvv5W9e/fKuHHj5LnnnhNc8IMKAgdLAi4hAIMyDFcdOnQQGLLgIYnw3tatWwvCfV0yjHipacpBHo9HXnjhBctDbsKECVK1alUJDQ01RT3qQQIkQAI+IRB57ZpldNqy96gsWLdLJizaIP2nLZfOw+fKl72nSpNuY+XNjsPlhbYDpVqLXvJok9+kVKNfpMz73aS8rkMe/7inVGr2uzzx6Z9SVetUb/mX3CnPfNFHnm3V15LqLXvf3I9jbkhFbeexpj2kXOPuUlrbRz/Yhvp12gyQ+u2HyIddx1h6dR01XwZOXyGTl2ySJRv2yPYDx+W0GtF8AoWNuJZAsWLFrBeBu3fvtnL4unYg8VccNyq/6+ETVViCjAANWIF3wr/RIc1XCZpzi8SGMFRNnDjRMlx98cUXkiRJEkXAEsAEOLQAJQDvybZt21rhhtu3b5fJkycLcmgVL15c4MUVoMO2fVjwuGrfvr3loTpkyBBJmzat7TqwQxIgARKIC4Hr16/LsdPnZP2uQzJ71XYZNXet/DFhsbQfNFM+7TnRMvq80XGY1P1ukNT+qr/U+Ly3VP7kj/8MRb9aRqeXv/1bGqtx6Ks+0+TnEfMs49DExRtl/tqdsnLbftm+/5gcOXVOzl+6EhfVElRXhyXwyoLH1o6Dx2X9zkOyUI1s0KvvlGWWka3VX1PkvZ9HyQtfD5CKakQr1airNa4qzf8QGM1eVMNbgx+GyrudR8rH3cdZxq8uapwboMavacu2yJrtB+TwyXMSee16gnTlwWYRQIg/fsPXrVsnzZo1E+TNMktDv2tTUXvYqVJZhSVICASNkSMIzmcOHeNUlVYqKVViKe7fnSVLFmnQoIEV7oJQwWrVqglz6rj/vHIEJAAC8ALKkyePYLZQ5NBavny55SWEnExwmy9QoIAkSpQIVSlxIJA/f35BSPXhw4elRYsWki9fvjgczaokQAIk4HsCl65ctbyj4F20atsBmbdmh2Wc6jZqgcBw89aPI+TZVn2k7Ifd5clPe0n974dIs9/Gy3cDZ0jPcYtl+Ow1MmPFVsvog+M37TkiOw+dkIPHz8jJsxesUD0Yv3yvuXMtYjwIQTxx5oIgbHGbGt7W7jgoSzftlTmrdwiMXzBewYjV8o9J8nqHYfLUZ73kkQ9/lafVsPfWj8OltRrFuo2aL6PmrVXmOy0j1y7lBmbXaOhy7uTGsWe83CtUqJB06tRJ1q9fL3Xr1g2256FcimyiSgsV3hgqhOhLYOwJCYxhBP0oCiiB1SpVVAK+wLuqc+fOsn//fivR8AMPPBDwY+YASYAExJrJEDPhIX/Whg0bBEaYjh07SvbsQTtHhddfC3hc9evXT8ANk1rgOur1waxIAiRAAj4icOz0eZmrBqrfxy+Wj7uPt8L1HlHDFELy4F30Rsdh0vTXcZZxqs+UpVbo3Iot+2Tf0dNy5Wqkj7QI3maQc+uAGvZWbNkvk5Zskj5Tlsl3A2Yo87GWkavWV/0tr7WH3usq8FZrp0bCsQvWy37lH7zUbhm54au5c+eWAQMGWC/8nn76acO19al64dpaexXkxkqnS5YAJkADlrtPLs7fezoEhAwG/HReCCEaMWKEZbhq2rSpDpuFBEggmAnAdf6TTz6RXbt2yY4dO6wE5Ph8zz33BDOW28aOROy9evWSbdu2Sb169cTjYZL82wDxAwmQgM8IwCsIYXAL1++Sv/9ZKd8O+McK66v3/WArnA85n5789E/5SA1UMGDNWb3dCtfzmQJsyKcEtuw9KiPnrpW2/abLM636SLnGv1nhiq+1HyIfdR8nnYbOtry3Vm8/YHm5+bRzNpYgArg/wsu+pUuXyiuvvBJMv/3wxlqh8F5RYQlQAjCABOjQAn5YqXSEHVR+VQnY5CUIEXrkkUdk8ODBVqjg888/L2nSpNEhs5AACZDA/xOA+zzeOiIBOTyyNm3aJJhuGrmzHnvsMcmYMWMw3bxZUGDEa9eunezZs0caNmwoGTJksLbzP9cT4ABIwFEC8ILC7HvIQzVn9Q7pP3W5tOk7TV5rP1Qe/6inVG/ZWz78ZYz8NGyOjJ63zgrr27DrsBXOh5A3R5Vn5wkicPHyFUG44rqdh2SunvvBM1ZZ3lsNOwxT41Z3qfP1ACv31uAZK61E+TCAIcQRhs0EdcyD40UAqRgefPBBGThwoMydO1cqVaokmDwnXo256yCk1emjKrdRSa3CEmAEaMBy7wmdpqo3UwnYUqxYMeshdN68efLiiy8ygXPAnmkOjAR8SwAGLVw/kDtr1qxZcujQIcF1pHr16iLi275Maw1G/x9++EE2btwoLVu25HXTtBNEfUjAhQQ27zkivScvlbc6Dbdm56ve8i8rDxWShf88cp6MX7hB1u08KGcvXnbh6KiyrwjsOHDcyr3VaegcK1E+QhCRZB6J9DHT47w1O+Uyw0B9hTtO7cAZYPr06bJ48WLJmTNnnI51aWWEFH6luv+jklyFJYAI0IDlvpNZXlXerfKQSkCWypUry5w5c6yLLJISBuQg3Two6k4CLiRQtmxZGT9+vBw7dsx6EwnvJLyZhLHLhcO5S2WPxyNffvmlbN68WT799FPBm9e7KnEDCZAACURDAInUl2/ZJ/2mLpfPrKTfQ61wMeSneuW7QfLr6AWyYut+uRJ5LZoWuJkEoiZw6txFy7DV9NexUqFpDysh/9s/jZA2faZZXnpIHH8NUzFGfTi3+pAA8gZjxsJhw4YJPLV92LSpTT2oiq1ReVSFJUAI0IDlwIlMQJe19diJKnCN1EXgFHgNlCtXTiZMmCDTpk2T8uXLc4axwDm9HAkJGEMgbdq0gmsNvJOQG2Lt2rXStm1bqVChgqRLl84YPb1VJHny5PLCCy9YecC+/vpryZUL6R+8PZr1SIAEgo0APGD2HjklMFaNW7hB2g2cKa98+7cVAvb2jyPkl5HzZPqyLbJm+0FBuBgMW8HGiOP1HwF8/5CQf/nmfTJ+0QYrTxoSxz/12V/yRa/JlkFr1bb9zI3mv1MgKVKkkNq1a1tRLrgXCoIUA3kU52yVxiqJVRwp7NR3BGjA8h1Lf7fURDsYqpJCJaBKjhw5LI8IxGc/9dRTATU2DoYESMBsAgULFpTWrVvLzJkz5ejRozJ69GgpUKCA2Ur/p12WLFlkzZo1MmTIEGuGxv82c0ECJEACURJALqJpSzfLq+0GC4xVX/edJiPnrpHNe48KHWCiRMaNNhE4euqcTPl3s2XQeqPjcGt2yiea/yHdxyyQ3YdOQAuKjwnAkAVv9MOHD1sGLR83b2JzP6tSI1RYXE6ABizzTyBieHuqml1UAmr6qLx588rw4cNl/fr18tBDARsRqaeNhQRIwC0Enn32WdmwYYM1q+HIkSOlfv36kioV5swwZwRw+4fRavfu3ZInD14smqMbNSEBEjCVgFiTWVQvXVDGt2sgPzaqIQ/el83aJvxHAgYSOH7mgvw1aanUajNAnmj+p7zRcZh0HDLbmhiAnoG+PWFDhw61UrdUq1Yt0K8JSIa6TukVU2FxKQEasMw+cZg5YbSq+LZKwBR4DXz++eeyevVqqVWrluXKGjCD40BIgAQCgkDu3Lnlueeek759+8rBgwcFxixcr/Lly+dYYnSEOH744Yfy77//WmGDYWFhAcHaNYOgoiQQIARSJE0sjz2QV3p+XEvleXn0/rySOJzXkwA5vQE3DHgOHj9zXlZtOyBDZq6SD7uOkUrNfreWw2evscJdT569GHDjtnNAHo/HciaYOHGi/Pnnn3LffffZ2b3dfRXSDmeq1FJhcSEBGrDMPWmZVTUkaw+omLoGDRrI/v375bvvvhPkbtExspAACQQJAbcOM2nSpJYxCx6jW7dutRKlv/LKKxIeDgdZe0b1yCOPyJYtW+SXX36RiIgIezplL44QuHDpipw+f8mSQyfOyL6jp+6SY6fPW/tRj0m1HTlNAdNpiXuzyU/v1ZBZnd9RQ1aegBkXBxLYBC5evmp5YrUfNFNe7zBUEG74XpdRgtxagT1y/4+uYcOGgvygjRs3DmRvLNxIDVeabVRYXEaABiwzT1gpVWuBillxK6pQfIrH45EqVarIkiVLpHfv3vFpgsf8PwH+TwIkYAABeGENHDhQDhw4INOnT5emTZuKv5KgIkRw3Lhx8s8//0iaNGkMGD1VuJPAJX2Qwixa/27aI5P/3SyDZqy0Zmz7pv8/0rzHBPngl9FWvqEGPwyVl7/9W57/qp88/XlvefLTP6Vys9+lwkc95JHG3aX0+92k5Lu/SPkmv0nFj3taUr1lb3m2Vd+7BMfeqFPmv+OwLPvBr9bxj+vxVZr/IdU+6yXPtOpj9fli24FS//vB8man4ZZOzX4bL63/mmKF5Pw+frEMnrlKJi3eKPPX7pK1Ow5aCbyvcsa5O093wH4ODwtVQ9bTMuyrV6VhtVKSPEmigB0rBxZ4BDCL4ZKNewSzG1b+5A9568cR0n3MQtmw+3DgDdaGEeEF3c8//yzLli2TZ555xoYeHeviK+15sEpKFRaXEAgyA5YrzkpJ1RJhgwHxGgwuqL///rtMnTpVSpWCXU5Hx0ICJEACAUAAIX2VKlWSzp07y549e6ycfs8//7zkzp07wW8tEydOLI0aNbJmCapRo4bgcwAgc9UQrlyNtGbC2rbvmGDGtlkrt1lGnk5D58jH3cdJ3e8GSeVPfreMT5hFq1HnUdKq12T5Uff3nrxUxsxfJzP1mEXrd1vHwyi0Ze9R2X3opBw4fkbgRXXy3EU5e+GywAiWUGMRPLEwwxc8uM6cvyQnzlyQIyfPyf6jp60+t+0/Jut3HZaVW/cLdJq9artMWrLJCsmBAavTkNnSuvdUadJtjMDY9swXfSyj2hPN/7TG2vTXcfL93zOl18QlMnbBepmzeocs27xPNuoD4j7t4+yFS646v1Q2agJ5sqSV954tI8Pb1JOXKxWT9KmTR12RW0nAUAInz16QFVv2yV+T/pV67QYLrmW/jJovSzftlVMMNYzTWStevLiVQgEOCPfee2+cjjWncqyavKg1pqjkUmFxAQEasMw6SY+qOv+qZFVxdfF4PNKkSRPLBfXNN9909ViofPQE8MCFmWPwALNkwx6ZvmyLNYvMyLlrLS+EvlOWya9jFsjPI+ZJu4EzpE2fafLZH5Pukrb9plv7UedW6TJ8ruDBauD0FdbD4IzlWwX9rN15UHYcOC6HT56V85euRK8g95CATQRgYEKOrBEjRsiOHTssj1OE/cWn+5w5c1oGse7du0vq1EiFGJ9WeExcCZxSY9I/K7YKDFSvfPu3lGvc3ZoJ68VvBloeVJ/0mCAw8gyesdIy3mzac0SCIe/K8TPnBWOdt2aHjJizRn4bu0hwzYYR752fKLmuIgAAEABJREFURlgz2j3bqo9U+KinlP3wV3nrx+HWNf8fvV4fVENdXM8D65tBIENEcmlW51GZ/MMb8nrVkmqUN0MvauEAAZd3uf/Yaemn96Pvdh4plfSlwye/jZet+mLC5cOyTf3Q0FBp0KCBbNq0ST744APb+rW5ozLa3w6VB1RYDCdAA5Y5J+g1VWWsiutLxYoVrSTDXbp0sTVHjOvBOTAAvKXfuu+oLFi3yzIQ/TlhiXQYPEtaqpGpSbex1kNb/e+HyEv6APf8l/0E4Sx4G1/hox5S5oNfBSErVVv0sh5g3vt5lGWY+qLXZMsYBS+ErvrGq/ekpdJ/2nKBUWv8og2WkQuGrlsFb/Ox/04ZoIYrGLA6D58rCMf59PeJgn4atB8qdb4eIE999pc82uQ3KdWoqzzyYXep+PHv1gPns636ygttB0i97wfLG52GW8d89Os4S78fdHx/6DhHqZFtzqodVqgMvCEuX4l04Aywy0AlULJkSZk3b55gpsDhw4dLzZo1JVGimENyPB6PdOrUSVatWuW3kMRA5e3tuODphETAf/+zUr7uO13wQINrCa4dSArcoudEgYFq896jEnnturfNst5/BHAdXbFlv3XNb6HX6xqf91ajVncrlBEhjDB4tfxzkvSa+K/AAwz5vRD689/hAbtw+8Der1lWxn33unxUu7xEpEji9uFQ/yAnMGvVdsFLCoRXN+85wfJExQvZIMcS6/A9Ho/g2W7BggVSokSJWOu7sIJHdZ6p8q4Ki8EEaMBy/uSEqQqvqHRXcfWr9kyZMlnJ2TGDxYMPPqjDYXGKwIXLVwRvvjftOSLICTBt2RbpN3WZINklwkNqt+l/M0/KS9/8LY27jrEMRD3GLZKhs1YL6s9fu9MKe1m/65D1pmr34ZNy6MQZOa5v4xHygvAaUx7vMEMNplQ+ff6iHDl1zkp4vH3/cdmw67Cs2rrf8tqau2aHZTwbpuPrqeP8buAM+fi3cVaoDPLRlP3wV0HeGLDBQ1arv6ZINzXAYYYb3Ows3bxXNu4+InuPnBK4p/Nmx6lvt7v6zZEjhzXb6qhRowQJ4Nu2bSulS5cWJIa/dSRly5a1PFabNWsmERERt+7iukicGVxT49Phk2cFxqqJizZaeZ5gjK/wcU95o+Mw+WnYHBm3cL0gpATenLh2xLkTHuAVgctXrsqRk+cEIYwIOZy2dIv8NnahIAcXXjYgl1fDDsPk+4EzZfjs1fpCZadeaw8LvHtp3PIKsS2VMqdNKXUrF5dhbepJ3UrFJV2qZLb0y05IwB8EcG1BePXMFdsEuQBx//fDoFnWPTNe7vqjz0BoE95YZcqUERixWrVqJSlTBlzqKCQb7arnqrUKL3IKwcRCA5bzZ6WRqjBQxdV/JI899pg1Q9bnn3/OXC16Mu0uOw6ekGF64/9pz4nyZIteUr7xb4I333W/GySYlaXlH5Pkl5Hz9eFgjZWgd6fWR54Uu/U0vT/ctIANHrImL9kkfaYss4x+cDd/96eR8mq7QVKzdV+p/MkfgoTLMHx93H28lWdh8YY9Vi4bM8dIrUwgAGNW69atZeHChXLw4EGBsQp6dezYUebPny+FChXCR0o8CeCBBHmm8BDyxKd/Wh6aMFZ92WeqledpvRrjYXiPZ/M8zE8E8EJk9fYDMmLuGr3eztIXKmP1WjtY4N0Lzzi8TJihD5n8zfLTCYhjs2lSJJWP6pSXKR3elDoV7o/j0axOAmYSwPUF99G4Z4Yx67sBM6wXtmZq67xWSJvwzTffyOHDh6VIkSLOK+RbDeBc0lab/F2FxUACNGA5e1Iw88FPzqqQsN4zZsxoJS6ePHlyIFrh/wfH4TV4E8ADaurSzZYh6qPu46zZpGCkgudQnTb9BQ9tM1ZslWOnzjmsbfB0j9DDOau3WzPdvP/zKEFo5aNNe1gzjMF42KjLKPn8z8nSbfQCGbdwg6zbeUhwkxQ8hDjS6AikSpXKChc8ffr0TUNWdHW5PWoCeHuOUGCEpOHvDZ48DX4Yahnz4SUZ9VHc6iYCSAyPlwmf9pyg19eellES5/iz3ycKEuVj5sfzFy+7aUgBpWuLlyrIqLb15bUnH5QkicICamwcTHATGDVvrZU2A78teAG85/DJ4AYSzeiTJEkiixcvlj///DMQHRjq6rBnqCRVYTGIgG0GLIPGbIIq4apEY5VWKq79xa9atarlSYDExbiA6VhYEkgAHgQIm1ivhg4kLO8+ZqHlQYWkk8hBBWMIQgHnrt5hzSaFMMHLzN2UQOq+PRwPUzBsbdpzRP7duEdgdOwzeal83XeavNZ+iJRv8pvlHYewzc7D5sro+etk4fpdVsjMwRNnhOfTt+fD9Nbgfu/xIO2C6Zo6q1/ktetWaDDy9eFhoo4a7Z9t3Ue+GzhDEJKGvzd48jirJXv3J4HIa9esiTvgZTd9+Vb5VV8MYObHSp/8IQhB/FV/L5FXC3kdz9Go5c9TcVvbOTJGyIfPPSJ9P3tRKpW4R8LDQm/bzw8k4FYC8NjFbwvuu5Ersdlv42TWyu30zLrjhCZLlkzeeOMN2bVrlzz55JMSEvI/88IdVd348XFVeoNKARUWQwgE1DfMEKbeqIGwwZ+1YpiK6woSEQ8YMEAmTZokefPmdZ3+pimM/E0wWGF2q2otellhE/XV0IGE5X9N+pfx+KadMB/oA8MjHsQH/rNCvu3/j3z4yxgrZKZGy95Srkl3ax1eW8i7Be87H3TJJkjAlQTwAAFPmxot/xLkS4LhFw8TCJu+ft2VQ6LSPiaA7whCEHvr7yXyaiGv42NNe8jrHYZak4ecuXDJxz2yuagI5MuaTn54+ymZ1vEtyZ8jQ1RVuC3uBHiEIQSQ93T2qh3ySY/xUu2zvwQhhqfOXTREOzPUQC5kROT88ccfZijkOy1yaVNLVZjnQSGYUGjAsv8sfKld/qjiylK5cmVZtmyZ1K0Lr0pXDsFxpbfsOyoDp6+wEthidj8kFYbBavDMVXLs9HnH9aMCzhKAwWrj7sMCry3k3Sr9QTfLqAk3djy8Y5ZIhE3hreCVq9ecVZa9k4CPCWAyBjwktOk7zZr9tFyT3yxPmyMMjfYx6cBvbs32g9Ju4Ayp3Ox3y+v1nc4jpeuo+YIch3hxFPgEnBlhiqSJLG+sro2flQI5achy5iywV38SiIy8Jv8fYviXNSkI7t/PX7rizy5d1XbDhg2tSWmQH9lVisesbHLdPVuljgqLwwRowLLvBCBs8EPtrrWK6zyv4B76wQcfyJgxYwIxWZ+eEv+Ui5evCsIZJi3ZJF/2nipPNP9TXv7mb+k8fK7MXrVd9x2TcxeYv8M/9AOjVRi0EFa6ac8RgdcWZolE2FTd7wYJcm7By6DjkNkybsEG+XfTXtl+4LgwfCYwzr0Ro7BBCRjuEUbbbuAMK8cRwjTGL9xgXR/xoGCDCuwigAlEXrsu8HpdptfHvlOWyTs/jRDkKmzx+0QZPW+drNlxUOhJ4dsvQFhoiJQplEsGfP6yfPpSBcmTJa1vO2BrJGAAAdzjY6ZbRFDUbNVXeo5fLJv1Xg3XHAPUc1SFwoULy/Tp0+Xrr7+WFClSOKqLDztPr20NVXlXhTYUheBUIXz7yOPL/ot25zrjVdKkSQUuoV27dhUYsnQMLDEQQFjL6m0HpHnPCfJok98E4QyYonfi4o1y/Aw9rGJAF5C7/DkoeKvAy2DIzFXydb9p0qjzSHnh6wGC8JkX2w6UnuMWybb9x/2pAtsmgXgTgDcqvAyf/PRPK4x25Ny1NCTEmyYPjAsBTKbxz/Kt8u2Af+T1H4ZKpWa/yxsdhsm0ZVsEIYlxaYt1YybwQoX7ZXDrutLomTISGsLHjphpca9bCeD+/g81YL2iLxdf/2GIbN57xK1D8ZneYWFh8uWXX8r+/fslT548PmvXgIZ+Ux3aqbA4RIC/JPaAR8L2H+3pyre9VKtWTdavXy/ly5f3bcPet+aKmpv3HJXfxi603uziYaxhx2Eyc8U2QVJ2VwyASgYcgW37j8kfE5bIi23/36AFw9YHv4wWJI6frg9ph0+cDbgxc0BmE4A34dJNe6VNn2lSs3VfyxsVed7M1praBQuBVdsPSMs/JknlT/6wJtxo//dMwUQckdeuBQsCv40zNMQjbzxVSoa1eVVqPVrUb/2wYRIwgcD6XYel3vdD5JVvB1mzpQb7BCOYrAbpZ1q2bGnC6fGVDh9rQ71Ukqiw+J5AjC3SgBUjngTvxNRST2krsNIihFBX3VFwsYHVfOLEiZI7d253KG2jlqfPX5IVW/fL7/q2BbMDvvLd39Jr4r9Wbg28hbFRFXZFArESQEghQgsXrd8tSBz/mT6kPdXyL6nesrd80WuyDJ+zRr+7e2X/0dOCRKWxNsgKJOAlgchr12W7GlMHTFuhxtSB8m7nkTJ+0QbZe+SUly2wGgnYSwDXy3U7D1nXxUZdRsmTn/ayJtvAS6ndh08K82fF/3zkzBghLV95XP78pLYUvyerhHAG1vjD5JFGE0D4O7ywfh29QPDCps+UZbL70EkbdTarqzRp0ki7du1k5MiRkjNnTrOUi582eK5vqIf+rJJShcVGAjRg+Rf2o9r8BBUkftOFe8qMGTOsuGX3aGyPpvuOnrIe+J9o/oe81Wm4ZcDCDa09vbMXEvAtgUMnzsiUfzcLPA3e+WmkPNOqjxV++NnvE2XO6u1y+Uqkbztka0FFAEb+V9sNkhfaDpQuI+bKjoPHg2r8HGxgEDh59oKMnr/OSguAF1YINxw8cyVDDRNweoup8eoPNWJ1alQjAa34+VA2TwI+IoBrSLdR8+X5r/pJ8x4T5PLV4L23eu6552TDhg1StmxZH9F1vJm3VYMRKiw2EqABy3+wK2jTw1RcVcqUKSM7duyQkiVLukpvfyl7XRtesXWffN1vutRuM0Ce+7Kf9cBPLxUFwxKQBJBXa/ryrfJx9/FS4aMegjeH7/08Sn4ZOU8WrN0p2B+QA+egfEJgz+GT0mnobMGD/js/jpAte4/6pF024j4CgaoxPLA7DZkjFZv9buXPgofF1n3HAnW4fh3Xo/fnkakd35TXq5YUJH73a2dsnAQMIDBz5TZ5/KOe0rjrGIFXvAEq2a4C8ilPnTpVkFs5eXLX+XhExauybpynklGFxQYCNGD5B3I+bba/iqvmD65fv75MmzYt6EMGEfKydd9R+fufFVL7q/7yVqcRMm7Betl58Lggh4ueVxYSCAoCeEuIUK8lG/ZIv6nLpXG3sVKu8W/yRsfh0mPsIpmnBi2EJl68zOmj/fCFcE2T5y9dkcX6HUE4KrytBs9YJfBMZQ5A15xCKhoPAkgEjxkMe09eKi9/+7fA2xD3Dch/w0Tw3gNNmzKZvF+zrPRp8YKUuDcbDVneo2NNlxLAi8AF63bJh2rEev/n0fr7uTvovLJguPrggw9k7NixUqhQIZeeyZtqI2XQI/ppmEpAxEfqOIwuNGD5/vTgi7tZm82u4hZwk/UAABAASURBVIoSEhIif/75p/Tt21dwQXGF0n5QEt5Wizfsllpf9bNmDvxp2FzZdeiEH3pik/YQYC/+IID8L6u27Zc/Jy6RpmrQQnL4xz/+3fLYWrh+F/PD+AO6oW3imjljxTZ5+ove8v7PoyzvVD64G3qyqJZfCeC6uHH3EcF9Q/3vB8sjjbtbKQYuXr7q134DqfECOTPK781qSfu3qkl4WGggDY1jIYEoCeC6gecOGLHqtBkQlDmyKlasKEuXLhVEAEUJyV0bH1V1Z6jQvqIQ/FkI2Ld0I7Q5xMG6hmvmzJkFbpxvvPGGqn5HCZKPm/YcsUIEn7EewkYzuXCQnHcO03cEYLSYs3q7fPjLGHm0aQ9rdrkWv0+UITNXWUbg67B0+K47tuQwgTMXLskvI+dbYYKf9pwgp85edFgjdk8CZhGAtzYmeanS/A/LY7XvlGVy9NQ5s5Q0VJsKxfLJmG9fk5cef4DeWIaeI6rlewLIsVurTT+9XgwTzBTt+x7MbTFp0qQyb9486dy5s4SHIze6ubp6oRmisLZrvQIq7iwu0DrEBTq6RUWw7K/KuiZ51L333ivTp0+XSpUqqdrBVfDA9c/yrYK3HnW/GyQIETxw7ExwQeBoScAPBBBWs2XfUcHfV8chs6XWV/2lZus+8sOgWTJr5TbZtv+Y0CvBD+BtaBJh1Mj3U+WTP6Tf1GWCfFc2dMsuSMC1BHA9hMdq11Hz5dlWfaXlH5Nk9qrtNGbFckYzRqSQT158TH5sVEPuy54+ltrcTQJmEYivNnjZt2rbAflMrxMNfhgiC9btDJrQQkQDNW3aVCZOnCjZs7smiCm6U51Ld4xRKajC4gcCMLr4odmgbLKPjrqGiitKiRIlZPPmzVK4cGFX6OsrJZGT5c8JS6TSJ78LPETguuurttkOCZBA1AT2HT0tw2avlk96TJAX2w6Uis16Suu/psi6nYeiPoBbjSJw5vwl63qJEAfk++EkFkadHirjEgLIezNt2RZp9tt4eeqzv6zr4cHjfHEWxem7uemRIrllwOcvy5vVH5IQD9LM3NzFFRIIaAJrdxySxl3HyivfDpLjp88H9FhvHVzlypVl9+7dgufUW7e7cP0+1fkflcQqLD4mQAOWb4B+oM3UU3FFadiwoZWs3RXK+khJJGVvpQ/MT37aS3qMW+SjVtkMCZBAfAhcvhIpk5ZsktfaD5FKmMmrw1DLQ2vumh1C40h8iPrnGDxct+49RZ5t1cfyqGMkqH84+75Vtmg6AbxMg0dqzdZ95dV2gwUeWkdOnjVdbUf0CwnxyLtPl5b+n78k5e/P44gO7JQEnCIAz+dqavBu+utYWbvjoFNq2Nqvx+ORmTNnSuvWrW3t1w+dZdE2d6gUVWHxIQEasBIO83ltorOK8SVx4sTyzjvvyK+//ipp06Y1Xt+EKoi8PCu37hfMjIUZgibrA/OJM+cT2iyPJwES8CGBU+cuyprtBy0PrY9+HSflm/wmWI6Ys0Y27j4s5y9e8WFvXjYV5NV2HjwhXUbMtZKzT1q8SU6fvxTkRDh8EvAPARjscZ1DjqxnW/WVL3tPlWWb9wpCD/3To3tbzZ8jg3R8p7p8+lIFyRCR3L0DoeYkEEcCkdeuybw1O+XNTsMt7/Wt+47FsQX3VU+VKpV8/fXXMnToUMmQIYP7BvA/jWHEGqsfi6mw+IgADVgJA5lKD/9LJUzF+NKuXTvp0aOHJEmSxHhdE6rgpj1H5JVv/7Yu9lP+3SyIK09omzzeewKsSQLxJQDD89w1O+T7v2dangmPfdTDyhuDvFrxbZPHeUcAucm+GzBD6nw9QAZMW8HrpnfYWIsEfELg8tVImbh4o7zz00h54tM/ZdCMlT5pN5AaCQsNkRcq3C+jv2kgZQsjzUwgjY5jIYGYCcDgDe/1l74ZaHmtx1zb/Xs9Ho/UqVNHFi9eLOnTuzoXXm49G1NVUqiw+IAADVjxh4gv4xY9PLWKr4vP2+vTp4989NFHPm/XtAbxhqJhh2FWaNKOgydMU4/6kAAJxJHAdbU+I2/My9/8LdVa9JL3fh4lf05cIlv3B/4byDiiind1hDMhtPr5r/rJqHlr1XDFYMF4w+SBJOADAvDA+nHoHCvEGjN9Ltm4xwetBk4TicNDpVOjGvLD209JulTJAmdgHAkJeEkAeUWf/ry39J26TK6q8dvLw1xZLU+ePLJixQp5/PHHXan/f0rDjWy7rhdXia5wu5cEaMDyEtQd1ZLq519UMqoYXSIiImTAgAHy2muviccTmAkw4bGxbPM++bDrGEGM+OrtBwRvKYw+MVSOBEggzgSOnDonSzbskR5jF8lLbQfK81/2k26j5su/+nB3VPfFucEgPwAPyTAOPv15H8HkFodPMAdPkH8lOHzDCCDEesaKbdaMya/ry7npy7bIybMXDNPSGXUShYVKpRL3SJ8WL0i5osyN5cxZMK3X4NLnwPEz0nXkfHn1+yGyeP1uwfNQoBLAzIQzZsyQRo0aSViYKwKfojoVMGKN1x0PqLAkgAANWPGD11EPe1rF6BISEiKjRo2SunXrGq1nQpQ7cOyMNPhhqLzz0whZuG5XQprisSRAAi4jsPvwSekzZZk06jJKqrboJa+2GywzV26jB5EX5/H4mQvy0jd/W+GZh05wJjQvkLEKCThGAJ6oa/TlHKbXr96yt/Sa+K9/ptd3bITx7zhLulTS5f2n5cdGNSRReGj8G+KRJOBSAlv3HZX3fxktb/84Qo4HeK7f7t27y++//+7SM2WpnVX/n6DiWiuc6u54oQEr7qegth7SUMXogoTtmMGhQoUKRusZX+X2HjklcKt/oe0A2bTnSHyb4XEkQAIBRADJkJv3mCCPf9xTXlfD9i8j5wm2BdAQEzyUgyfOCmZkfeqzXrLv6KkEt8cGbifATyTgbwKXrlyV38YulBot/5LP/5wka3cc8neXrmj/sQfyyt9fvCIViuVzhb5UkgR8TWDNjoNS68v+0n7QLDkTwJOvIKpo1qxZkiUL8qP7mqIt7WXTXjA74T26ZIkHARqw4gYNMwgM0UMQQqgLM0u2bNmsWOFHH33UTAUToBXChHqOWyQvfTNQ4FaPEJgENMdDSYAEzCLgE23OXrgsuJHrN3W55ZVV66v+8seEJbJi6/6AvqmLCd65i5dl1Ny1Uvfbv2Xykk0Ms44JFveRgAsIHD9zQaYu3SINfhgiH3cfL8iTFezpE3JnTiPt36omjZ9/RNKkNPpW3QXfMKroRgJnLlyS4bNXS/32Q2RWgHqkI8Losccek2nTpskDD7g2Gi+7fr+GqXA2CoUQ10IDlvfEEmnVkSpGM4PnFf6gCxYsqKoGVpmxfKsVJoQHUcyWFVij89Vo2A4JkMCdBHYdOiEwfL/VabjlnfXZ75Nk+/7jd1YL2M97Dp8U5Az7buAMQU6dgB0oB0YCQUpgzurt8l6XUVKl+R+yUg31QYrBGnZYaIjUf+JBGd6mntyTLZ21jf+RQLARwO/+Jz0myIttB8oJNXYH4vgLFy4sc+bMkVy5XGsDgmMMcmIF4unx65iMNsb4deTRNR799kG6y+gskeHh4YKwwUAzXsE9HnHdLf6YpKeAhQRIgAQSRmD68i0CL86nv+hjeS6MW7A+IJOfwlj1Tf9/LC80JHtNGDUeTQIkYDoBhA299eMIvb79LX//s1IuXL5iusp+0y918iTy16cvSONa5SRxONPN+A00GzaawPYDx6XWV/0EKRWQS89oZeOhXKpUqWTjxo3y6quvxuPoWw5xbrWIdr1KJZMKi5cEaMCKHRSm7ntbq9VUMbZkzJhRlixZImXKlDFWx7gqdvjkWek8fK7lHr98yz4mZo4rQNYnARKIlsC169flwLHTAs+Fqcu2CN7aR1vZhTvmr90pr7UfImPmrxOED7pwCFSZBEggHgTwkIqkzj8NmyMvfD1Ahs5aLUi/EI+mXH9IssThUr9KCen47lOC8ELXD8jgAVA1cwmcPn9JkFKh1lf9rVBjXCPM1TbumiVJkkT69u0rn376qXg8eGyPexsOH3G/9t9XJa0KixcEaMCKHVJJrdJTxVhWoaGhMn78eClWrJiqGRhl4+7DltvrwOkrAmNAHAUJkICRBMoUyiW/fPCsW2967mKKBM/NfhsvTbqNFUx2cVcFbiABEjCRgF90OnDsjHQYPMtKv9B/2nK/9OGGRssWzi0DPn9ZStyL3Mlu0Jg6koDvCew+fNIKNW7bb7rvG3e4xZCQEPnhhx9k6NChgudih9WJT/dP6kEjVFi8IGCsUcYL3e2oklo7+UvF2OLxeGTq1KlSqlQpY3WMi2KYFQsPX/XaDQ7aZMtx4cW6JEAC8SfwePF88v1b1dR4Ff82TDpy6tLNVujQ7FXbTVLLJl3YDQmQQEwEfh4xT55t1Vd6jFskmOgiprqBuC9JojDp+XEtafNaFUmRFGltA3GUHBMJxE5g3MIN8vxX/WRWAN4r1K5dW0aOHCkILYydhHE1HlONYMRKokuWGAjQgBUDHN31iwpiU3VhXkmZMqVMmDBBKlasaJ5ycdTo8pVImfrvZivkBQ9f1+N4PKuTAAkkkECQHV6+aB7p+E71gHiQwWxkHYfMltZ/TREkbg2yU8nhkgAJeEkALwn/nLDECi0cNmt1wCZ3jg6HvvOVGmUKSq/mL0jh3Jn05YUrw42iGx63k4DXBHYfOimf/DZevh3wjxw5dc7r49xQ8ZlnnpFJkyZJhgwZ3KDurTrigvS8bvhShYn7FEJ0hQas6MiIPK676qkYW9q3by/VqlUzVj9vFbukxquPuo+Vz3tNlpNnL3p7mHH1qBAJkIA7CJTMn11+eu9pdygbi5bbDxyTOm0GyJCZqyTy2vVYanM3CZAACYggx+gPg2dZsxYOn7Mm6JDky5pW+n72otSpgNQzQTd8DpgEbhIYPW+dVGvRS5Zt3ndzWyCslC1bVnbt2iVZsmRx43BaqtKtVViiIWCSASsaFR3ZXFh7nagCS6guzCsdOnSQRo0amadYHDS6rs9a05dtkdpf9ZPFG/bE4UhWJQESIIH4ESisb93bB0DY4KUrV+XnkfOlYYdhcurchfjB4FEkQAJBT6D93zOtWcoG/rNCLl+NDCoezV98TDq//7QgvDCoBs7BksAdBD74ZbR81WeqEzMy36GJ7z4mTZpU5syZIyVKlPBdo/a19Il29aYKSxQEaMC6G0pS3dRNxcj4UySme+edd+Sjjz4Sj8dY+5rii7mcOHtBOg2dLZ/9MUkOHD8Tc2XuJQESIAEfEHggX1b5q3kdiUiBy7wPGnSoCSRibd5jgvSfuiwoc9k4hJ3dkkDAEth16KR0HjZX3uw0XOat3Rk03py4i0Y4+ai2r0nRvK701BCRgP1acmA2EriixusJizZKzdb9ZOmmvTb27N+u7rnnHhk9erQbJzpLpmT+UKmhwnIHARqw7gCiH9uoVFAxstSoUUN69OghYWHuDY2F50CD9kMTulnIAAAQAElEQVStkBfhPxIgARKwgUD2DKmle9PnJDTU3T97Ow4el/rfD5YF63bZQI1dkEAQEOAQbxJYv/OQNO02Vqq2+FN2HTpxc3ugr2SISC69P60jL1cqFuhD5fhIIEYCh06ckXc7jxTk1Yyxoot25siRQ1asWCEIK3SR2jdUHaMrgTFTmw7EV8Xdd/K+ovC/dnLr6jsqRpannnpK+vfvb6Ru3io1dNZqeaL5n4JEot4ew3okQAIkkBACqZMnkW6Na0ri8NCENOPosVf17Wjn4XPlxbYDjfO6chQMOycBEvA5gRNnLsgr3w6SZr+Nl50Hg8eQ1eT5cvLDW09JqmRGBmH4/DyzQRKIjgCe1+q1Gyyb9hyJrorrto8fP17q1q3rNr1hqxmpStNFVCHcKIByYz3YlxEKYIZKahXjSrZs2eS3334TzDxonHJeKHTmwiX5qs806TB4lpy7eNmLI1iFBIKGAAfqRwIZ06SQv1u9LPDA8mM3fm36yMmz0rjbWBk4fYVcY6J2v7Jm4yRAAv9PAN7ys1dtlzpf95dfRy+Qg0GQ7iEsNEQqPXiPdGtSU+7L7roZzP7/xPF/EvABgevXr8uG3YflrU7DZcz8daIffdCqs02kSZNGevbsKbVq1ZKQEFeZQLIruRUqWOqCxVVnz8+nC4nS8vi5j3g1HxERIZs2bZKcOXPG63inDzp04qw89dlfMmHRBj+pwmZJgARI4G4CoSEe6fze05IpTcq7d7pkC7wfqrfsLUs2cqILl5wyqkkCAUUAD669Jy+VWl/1l5Fz18r1gBpd1IMplCuj9PnsBSldyJ333VGPiltJIO4Ezl+6It/0/0fe6TxCYNSOewtmHZE8eXIZPny4vPjii2YpFrs2mbTKYBWk7tNFcJf/N2AFNwOM/lH972sV4wpyXfXt21fwB2eccl4ohFkGX/9hqFzQC6AX1VmFBEiABHxG4Cc1XuXP4d636H//s0Je7zBUruEJ0mdU2BAJkAAJxJ0AHl7bDZwhCCuCZ1bcW3DXEYnCQqXrhzXlkxceFXhmuUt7aksCXhCIQ5Xlm/dZf/uBkuC9V69e8uGHH8aBgBFVH1Et+qgEfaEBSwQMftRvArL968Ks8uOPP8ozzzxjllJeaIMbnaGzVllhg4dPnvXiCFYhARIgAd8QSBweJq1erSSPFEFaQ9+0aWcrCLNGvqsuw+fJmfOX7OyafZEACZBAjAQ27j4smAUVs0hv2Xs0xrpu34nJvl+qWEx+bFRD0qS8e/Zat4+P+pNAXAhsP3BcPuo+TkbMWSMXL1+Ny6HG1U2aNKl06NBB6tev77aJ0V5VmM1V3Dubmyqf0ALjTULbcPvx7XUAJVWMK3Xq1JHGjRsbp1dsCsFZ4Ou+06XD4NkB4W4a23i5nwRIwCwCdR67X2qWK2yWUl5qcyUyUhp3HfP/+a5wMfXyOFYjARcSoMouJQCvUHjYv/zt39JlxDyXjsJ7tfEyZFL7NyRHBiPT5Ho/ENYkgQQSQETN93/PtIzYkZHXEtias4cnSZJEEOVUr149ZxWJW++w3XTQQ55WCdoCCEE7eB14CZVmKsaVMmXKyMCBA43TKzaFLl2JlPe6jJKpSzfHVpX7SYAESMDnBJ4vX0Ter1nG5+3a0eCB42fk1e8Gy6ptB7zsjtVIgARIwFkCA6Ytl+e/7CeTl2xyVhE/944wwt4tXpCnyxT0c09sngTMJ7Bw/S558Zu/Zeu+Y+YrG4uGPXr0kJYtW8ZSy7jdCCV80jitbFIomA1Y4cr4exXjGGTOnFl69+4t4eFQUTV0Sdlx4LjU/qqf/Ltpj0s0pppBT4AAAopA0byZpfHz5SQ8LNR141q0frfU0uvntv3uvxl0HXwqTAIkkCACuw+flFZ/TRGEFWLiiQQ1ZvDBESmSyud1K8prT5aUJIncdY9uMFaq5lICOw8el1e+/VsmLd4kbp4hOVGiRNKmTRt599133RROmEq/Nj1VsqkEXTHOeGPjGXhP+3pCxbgCd8b8+fMbp1dUCt3YBgt8ve8HCzwIbmzjkgRIgATsIpAnc1rp/ekLkiJpIru69Fk/ExZtlA9+GS2Xr0T6rE02RAIkQAJ2E0BYYe02/a0QaLv7tqs/vCD58Lmy8sPb1SQESbLs6pj9kICBBBBO3Lr3FPluwAwDtfNeJRixfvvtNysnlvdHOV4zl2qAkKcIXdpanO4sWA1Y4QreyNDBb775RipVqqTquafMXLlN3u08wvUJ/dxDnJqSAAncSgBvxb/Xh4lbt7lhPfLadflt3CL5/m933/i5gTV1JAESsI8AJqF4td0gWbIxcD3ykRer/+cvSYbUye0Dy54ChUDAjWPswvXSsOMwOXDstKvH1r17d7fNTohJ6HopdPeFHqjS8S3BaMBC1v4BCiyHilGlWrVq0qpVKwkNdc93EDkPMBvNybMXjWJJZUiABIKDAN6Af/16FbknazpXDRgz+HQbNV96TVhC47+rzhyVJQES8IbAxt1HrJyoMGYdOXnOm0PiUMeMqvlzZJCRbetLiXuDMorHjJNALYwgcP36dVm97YC8/eMIWbV1vxE6xUeJxIkTS/v27aVmzZoSEuIaM8nzOtavVYKmuObM+PCMlNW2XlAxqqRLl06GDBlilE6xKTNs1mor50Fs9bifBEiABPxFoGXdx+WRwrn91bzf2v2i12TpP22539pnwyQQIwHuJAGbCAycvkJebDtAtuw7alOP9naTNHG4/N6sljxZ6j57O2ZvJGAgAaSSebfzSFd7XyZLlkxGjRolTz75pIGEo1XpM93zkEpQlGAzYCXRs9pVxbgyYMAASZkypXF6RaUQrOx48Pp55PyodnMbCZAACdhC4JlHCslz5YrY0tedncT38+nzl+T9n0fJnNU74tsEjyMBEiABVxHAde+VbwdJi98nyaETZ12lu7fKflm/snz43COC2Qq9PYb1SCAQCVyJvGbd5/wycp4gR5ZbxwjHkhdffNEt6iN8a7YqW1wl4EtIwI/w9gE214/3qxhTPB6PvP/++66x8uJCNEDfpv08Yp5cvHzFGI5UxHUEqDAJJIgAQjY+e6lCgtqw++Cjp85Jq16TZfGGPYIXAXb3z/5IgARIwCkCuOb9s3yLvNZ+iMxYsS3gJq1IHB4mrz35oDR74VFXTibi1PeC/QYmgevXRfpNXa73PFPk/MXLrhwkHEuQE6tMmTJu0R+OOn1U2UwqAV2CzYDVyLSzWaJECenWrZt4PJ44quZM9Z7jFguMV870zl5JgARI4P8JfP36E5JIHxj+/5M7/n//59GyYN0udyhLLUmABEjADwRgyP+05wT5qPtYuRSAM6/Weex+6dakph/IsUkScB+BqUs3S/XPe8vx0+fdp7xqnDZtWlmwYIHgeV0/GlBiVQGOOgNjreXyCsFiwIJ1qJ+eqywqxpQUKVJIr16YOMAYlaJVBJb03pOXSv9py6Ktwx0kQAIk4G8CyZIkkn6fvShZ0roj5Bo8Dh4/Iy98PUC27T+GjxQSIAESCHoC8ESt9WU/mbh4Y8B5pBbJnVlGfF1P8mZJG/Tn2TgAVMh2AmfOX5LXOwyVFVvcm9x9zJgxcv/9sA3Zji8+HT6uB/2iErB2noAdmJ60W0tJ/VBPxajy008/yQMPPGCUTtEpM3reOvl19IKAc/mObrzcTgIkYB4BvIl47YkHpVBu93hHw3j12R+TZPuB4+YBpUYkQAIkEEcCvqx+8MQZ+bL3VGk3cKYg+bMv23a6rVyZ0kj3ps/JA/myOq0K+ycBxwnsO3paPukx3rUpFLJnzy5Dhw6VTJlccf8J+86HetIxO6EuAq9ggIE3qrtH9OXdm5zdUqxYMXnjjTecVcLL3kfMWSvfDfzHy9qsRgIkQAL+IVC9TEF546lS/mncD63Cc/W9LqNk7Y6DfmidTbqUANUmARK4g8CoeWul7neDZOfBE3fscffH9KmTy69NakrerOncPRBqTwI+IHDq3EUruTvCCn3QnO1N5M+fXzZt2iSpU6e2ve94djhAj8uuEnAlGAxYL+hZq65iTIEVd+bMmRISYj7+acu2yM8j5hrDjoqQAAkEJwE8CDR5vpyIuGP8mGmrVpt+svvwSXcoTC1JgARIwEECp/Xh9oW2A+S7ATPknEuTPkeFL0miMBn4xcvytL6AiWo/t5FAsBFo03e6dB+z0JXDhvFq2LBhkjRpUjfon1iVHKwScCUk4EZ0+4A8+rGlCpa6MKN88sknEhERYYYyMWjx78Y90vKPSXL+EmcbjAGT+3ZRYxJwGYFUyZNIr+a1JU1KV9wwyLHT562wmN2HaLxy2VeN6pIACThI4Nq16wJvrIYdhsm6nYcEXqwOquOzrsNDQ+TL+lWk/hMP+qxNNkQCbiVw5Wqk9J70r3z/90xXGqurVKki/fr1c4Ujin5HHlHprBKmEjAl0A1YDfRMFVPxaUlIY9WrV5cmTZokpAlbjt175JQ0+XWsLX2xExIgARKIiUDDaqUkW3rXuGxLs+7jZdnmvTENiftIgARIgASiIYAJL15rP0RGzl0TTQ33bfboq/TGzz8iLV95XLDuvhFQYxLwHYHr2tSIOWsEOUKvu8RSrSrfLLVr15a+ffve/Gz4SlPVr7xKwJRANmBhxsGuJp0pj8cjHTt2NEmlKHWB63bjrmOYsD1KOtxIAiRgJ4FnyhaSlysa9R4i2uGfvXBJ3uo0XNbuZM6raCFxBwmQAAl4SaD9oFnSVF+mYhYzLw8xvlqtR4vKtw2rSuLwMON19bGCbI4E7iKwcN0uadRllFyJjLxrn+kbXn31VWnRooXpat7Q7w9dSa8SECWQDVgv6BlKrmJECQ0Nle7du0vBggWN0Cc6JY6fuSD12g1m3pboAHE7CZCAbQQyRKSQ954tI6Eh+uratl7j19H5i5ctd/gVW/fHrwEeRQIkQAIxEgi+nfDMmLdmpzz9RR+Zt3an4HMgUHiy1H3S4Z2nJGni8EAYDsdAAgkisHTTXnn1u8GC3KEJasiBg9u1aycvv/yyAz3Huct8ekQXlYAogWrAguHqW5POUNmyZeXdd981SaUodfmm/3Qar6Ikw40kQAJ2EsDb6cGtXxEkb7ez3/j21br3VJny7+b4Hs7j7CDAPkiABFxJAN6tTbuNlR8Gz3al/lEp/UiR3DKiTT1JniRRVLu5jQSCigDChpH7zm3eliEhIfLHH39IxowZ3XC+YGkz25PGS4qBasD6RsefQsWIkihRIvn555+N0CUmJToPnytzV++IqQr3kQAJBDEBO4f+erWSkjp5Eju7jFdfkdeuybf9/5G5a3jtjBdAHkQCJEACXhJAzpzXfxgqewJkdteMaVJItyY1JUME3rt7CYHVSCBACRw6cUbqtx8iB4+fcdUIkydPLhs3bpQCBQqYrjfsPngL4AprW0wwMZCY9rtxXzJV+iUVY0rz5s2lePHixuhzpyJIpDdjxTYZOmv1nbv42bcE2BoJkIAXqzRcOgAAEABJREFUBB4qkENer1rKi5rOVxkyc5WMnr9OMHuW89pQAxIgARIIXAIIIVyz46C80XF4wLw0KJons/z8wbOSITWNWIH7zeXIvCUA43SdrwfI+l2HvT3EiHpp0qSRPn36SIYMGYzQJwYloOB7Mex3xS6XGbC8YorE7Ujg7lVlOyo1btzYjm7i3cdGvUh82nOCXLnqvgR68R40DyQBEjCWwOd1K7oi79X4hRvkp2FzjeVIxUiABEggEAkcP3NePvp1nPw4dE5A5MW6L3t6mfB9Q8mSLlUgni6OiQTiRODCpSvyZqdhgrDC/z/QHf8//PDDMnjwYDco+5Uqeb+Ka0ugGbAK6Zl4XcWIgsTtkydPNjou9sDxM9Li94lG8KISJEACwU0gLDREOr/3tGTPkNp4EBvU8P/TsDnG60kFSYAESCBQCQyasVLe/3m0HDjmrpCjqM5HSIhHfmv6nBTM5Yfonqg65DYSMJjA5SuR1t+224xYFSpUkL59+0p4uPETNHQy+PTHqlqgGbDe0BEbM11VpUqV5Mknn1SVzCxwxW7TZ5rsP3baTAWpFQmQQFARqFziXil/fx7jx7x571FBstHT5y8ZrysVJAESSDgBtmAugSUb98hbPw6XlVv3u94bCy9vOr1bQ+7Nlt5c4NSMBGwicPTUOXm13WBZs/2gTT0mvJuQkBCpX7++vPnmmwlvzL8tPK7Nl1dxZQkkA1YmPQNNVIwoHo9HOnfubIQu0Snxy8j5smzz3uh2czsJkAAJ2EYgdfIk8sWrFW3rL74dnbt4WRp3HSNXIhlyHQeGrEoCJEACfiOApM9vdhouY+at81sfdjWcKU0KGdT6FUFYoV19sh8SMJUA0tvAQL1x9xFTVYxSr+7duwscWaLcacbGMFVjpor5IQ+q5J0lkAxYiOcMvXOATn3+4osvpFAhRDQ6pUHM/c5fu1P6T1secyXuJQESMIRA4KvRpkEVSZrYeJdrK+8K3goG/hnhCEmABEjAXQTaDZopX/WZ6npPLFD/5cNnBROaYJ1CAsFM4GrkNWnSbYwgdYObOPTu3VvSpk1rssqwm9QzWcHodAsUA1YiHeCzKkaUxIkTG+06uP/oaWvadyNg2aUE+yEBEjCWQOUH75VHiuQ2Vj8odvlqpLTt948s37IPHykkQAIkQAKGEcBssBMWbZT63w+R3YdPGqZd3NRJnzq5tH39SebEihs21g5QAsdOn5fXOwyV1dsOuGaEOXLkkAULFki6dOlM1rmVKme0lU31u6t4bcC660izNrRWdbKqGFG6dOkiuXLlMkKXqJT4qu9UOXLqXFS7uI0ESIAEbCWQM2OEtH+rmoR4jElfGOX4Jy7eKGMXuD88JcrBcSMJkAAJBBCBDbsPy8vfDJQ1O9yTOycq/OlTJ5P+LV+iESsqONxmCwGTOoEn1judR8qOgydMUitGXfLnzy/t27ePsY7DO5GCCUYsh9WIW/eBYMDKrkP+VMWIUqRIEXnnnXeM0CUqJX4bu1BWbXWP9TqqMXAbCZBAYBCAyeqjOubnkJy9art0GjI7MKBzFCRAAiQQBAQuXYmUD34eLX9N/lfgmeXQkH3SbZf3n5HSBXP6pC02QgJuJoCcWI1/GS2HTpx1zTDeeOMNQWohgxV+SXVDTixduKMEggGrpqJGCKEunC8ff/yxeDx4LHNelzs1wAwtvSbqD/n163fu4mcSIAESsJ3A8+WLSvmiZs86ePjkWekweJZcvHzVdj7skARIgARIIP4Ezl28LN1HL5SfR84TrMe/JWePTJcqmbRt+IQUzg1nCWd1Ye8k4DSBA8fPyIttB8pOl3hieTweadmypZQvX95pdNH1n0V3dFIx04Chit1Z3G7AQvKxL+8clFOfy5UrJ6+//rpT3cfY7zU1Wn3dd1qMdbiTBEiABOwk8FaNh+zsLs59nb1wSWp/1d9Vb/ruGiQ3kAAJkECQExg4fYU07jbW1RTSpkwmfT97keGErj6LVN5XBHB/1qjzSMHSV236s53kyZPLnDlzJG/evP7sJiFtN9GDXePm6XYD1gcKO4OKEaVt27ZG6BGVEj8MmiV7jpyKahe3kQAJxECAu3xPICw0RLo1rinpUyf3feM+bBHXzfOXrviwRTZFAiRAAiTgBIFVW/dLnTYDZPv+405077M+O7/3tDyQDw4TPmuSDZGAKwkgn/M7P42US1fc4yHfs2dPCQszNlqvjlu+CG43YL1qCugSJUoY6xq4dudBGb9wg1Oo2C8JkAAJ3EagXNE8UrqQ2S96Bv6zQiYt2XSb3vxAAiRAAiTgXgI7Dh6XdzuPlMUbdrt2EOn1xc93b1SVXJnSuHYMVJwEfEVg054j8mq7wXLizAVfNenXdipXrixt2rTxax8JaLyZHptaxRfFr2242YCVS8k8qOJ4CQ8Pl+nTpxtpUT1x9oK8/sNQV1mnHT+hVIAESMBvBBKHh0qrVyv6rX1fNHxSr5u/jVnoi6bYBgmQAAmQgEEEjp85L427jpEZK7YZpFXcVMmcNqUMb1NPsqV3xbNm3AbH2v8R4MJbAjsOHJcve0/1trrj9Zo3by7Zs2MOOsdVuVOBzLqhsYrxxa0GLOS+Gq10jUg2VqVKFUmTxsw3IX2nLJPrzNmuXxUWEiABEwg0e+ExiUiR1ARVotQBSdtf/GYgk7ZHSYcbSYAESMAlBGJQM/LadWnRc4J01xcVbr1F9ugTUNcPn6UnVgznmbuCh8DC9btcY8RKlCiRLFu2TDJmzGjiCXrBRKXu1MmtBqyiOpBiKo4XxLGaOjXmiq37ZdA/KxxnRAVIgARIAASyZUglT5a6D6tGytXIa9Jt1AI5duq8kfpRKRKwkwD7IoFAJgDD1V+T/pW2fafL5auRrhxqzkwR0vHd6pIudTJX6k+lScCXBCYu3ihdR82XKy74e4bxqlGjRr4cvq/aKqwNlVYxurjVgPWSKVRfeOEFKVu2rCnq3KbHj0PnCN4y3baRH0iABEjAAQLhYaHSt8WLkjxJIgd6965LeKziBsi72rHWYgUSIAESIAHDCYxbuN5K7n7+ojsn7MibJa2M+aaBpElprmez4V8BqhdABHAfN3r+OleMCLmwkEPbMGU9qs8IFaNtREYrp/CiKul047sqRpQmTTDrpBGq3KZEr4lLBIntbtvIDyTgKgJUNpAIVC9dUEwOHdxx8IT0n7YskJBzLCRAAiRAAl4Q2Hf0lLzz0wjZc+SkF7XNq5IkUZj82OhpSZkssXnKUSMSsJlA52FzZcScNTb3Gr/uunTpEr8D/XtUVm2+hIqxxY0GrPeVphFZCx999FEpWbKkqmNW2brvqPw2dpFcZ/Irs04MtSGBICWQMU0K+aBmWWNHj8ku3v5xuJy9cNlYHakYCZAACZCA/whs2H1YPvh5tGzbf8x/nfix5fvzZpbv36wm4aFufLTzIxg2HXQEEBL8y8j5snr7AePHXq5cOalVq5Zv9fRNay/7phn/tOLGq5wRZxkzD44dO1ZCQsxD2HP8Yv98W9gqCZAACcSDQNNa5SUiRZJ4HGnPIXA5P3Hmgj2dsRcSIAESIAEjCew7elpebDtQ1u44aKR+sSlVulBO+eOT2hIaYt6zSWy6m7SfurifwLmLl6Vhh2Gy8+Bxowfj8Xhk+PDhkj59etP0RIIuY1063XaFK6RnF6ILZwu8r1KnNsIR7DYQ05dtkVkrt9+2jR9IgARIwCkC2TOklvL353aq+1j7nbp0swz6Z2Ws9ViBBEiABEjAKwKur9S461iZvGSTK8dRJE9mafFyBUEiG1cOgEqTgA8JfNJjghw5dc6HLfqnqQYNGvin4fi3iqR6b8T/cP8e6SYDFnT9VXGEqTheTMx9df36dek16V/B0nFAVIAESCDoCSRNHC5dG9eUpInCjWSBN3SYdTDy2jUj9aNSwUqA4yYBEnCSwOnzF+W7gTNkyr+bxY2/D8+XLyIfPP+IkwjZNwkYQWDnwRPyxZ+T5Wqk2fd5rVq1kmzZshnB7BYlXrhl3ahVGIWMUigGZfLpvgoqjpeHH35Ynn76acf1uFOBobNWy5a9R+/czM8kQAIk4AiB8kXzSI4MDniqejHaa2rwf6vTcNl/7LQXtVmFBEiABEggmAhcuHRFvug1WUbNXevKYb/2xIPyXLkirtSdSpOALwks37JPPvp1nNEOHojq+vbbb305bF+09ZA2EqpiXHGTAauyKfSaN29uiio39dh75JR0GTHv5meukEBCCPBYEkgogdTJk0jT2uUS2ozfjh87f71spsHfb3zZMAmQAAkEAoGOQ+bIzyPdeX/9+asVpdrD+QPhNHAMJJAgAgvX75K/Ji1NUBv+PrhatWoSGmqUvQhhhO38Pe74tO8WAxbOJpKJxWeMPj0GFtKKFSvG1qbt+wfPXClXrkba3i87JAESIIGoCLxd42HJGJEiql2Ob9t16IR0Hj7XcT2oAAmQAAmQgNkEEEI4YNoK6Tpqvly8fNVsZe/QDnmwWr9aSUoXynnHHn4kgeAj0GPcQpm4aKM/B56gtjNlyiTfffddgtrww8EfaZspVYwqbjFgwfuqqAnkunbtKmnSpDFBlZs67DhwXAbPWHXzM1dIgARIwEkCISEeqV66oJMqxNj393/PFOS/irESd5IACZAACZCAEkBuWcxW22WE+158JAoPk3ZvVpNkic3MRal4bylcJQH/Ebh+XaT94Jly5vwl/3WSwJZbtGgh2bNnT2ArPj0cF477fdqiDxpziwHrTR+MNcFN5MqVS+rWrZvgdnzdwK9jFvq6SbZHAiRAAvEiAONVtw9rSoqkieJ1vL8PGr9wg6zYst/f3bB9EiABErCfAHv0K4Hhs9fI570m+7UPfzSeKlliGdX2NcluaE5Kf4yZbZJAVATOX7witdv0l4PHz0S124httWrVMkKPW5R48pZ1I1bdYMBC+GA5E2hVqVJFQkLMQrbv6GlZtH6XCXioAwmQAAlIsXxZ5aGCOYwksefwSfm633RXziplJNAAVIpDIgESIIGYCEz9d7M0+2280V4cUemfLnUyadPgCUmTEmltoqrBbSQQHASOnT4vHYfMNjYkuEmTJpIkSRKTTsarqky4ijHFLGtM1Fie182ZVRwvzZo1c1yHWxXALFrv/jTC2D/AW3XlOgmQQFAQkHeeLm3sQOGtilAQYxWkYiRAAiRAAsYTmL1qu3z2x0SjZzWLCmKxfFmk3RtVo9rFbSQQVATwN/zTsDlGjjlPnjximBdWHgX1qIoxxXQDVpiS6qTieKlZs6YUKFDAcT1uVWDJht1ywGAXyFt15bq3BFiPBNxLoHrpAvLgfdmMHMCoeevkn+VbjdSNSpEACZAACbiLwOINe6Rx17GuM2KVzJ9djVhPSngYAlzcxZzakoAvCYxftEEmqPiyTV+11aBBA1815at2XvZVQ75ox3QDFrIAx23qDF9QiaKNd955J4qtzm26du26/DVpqXMKsGcSIAESuMkJrbYAABAASURBVINA3crF79hixscLl67o9fJf1z1omEGPWpAACZAACURFYOH6XdKoyyg5de5iVLuN3ObxeOSJUvnlpYoPGKkflSKBeBGIx0GXr0TKV32myZrtB+NxtH8PeeihhyR16tT+7SRurT8Yt+r+rW26Aau8f4fvXevIe1W+vBGq3FR4zpodsnzLvpufuUICJEACThKo/OC9cl/2DE6qEG3fLf+cJAeOnY52P3eQAAmQAAmQQHwILN20Vz7uPk6Q1iM+xzt1TJPny8mTasi60T+XJBCsBBAOfCUy0qjhp0qVSr799luTdCqkyiAyThfOF9MNWEa4PXXt2lWSJ0/u/Nm6RYNB/6y45RNXSYAESMA5AulSJZMv61VyToEYel6+eZ/MW7MzhhrcRQIkQAIJJsAGgpjAqm0H5IOfx7jOiPXpS49JvqzpgvjMcegkIHLoxFn5pt9041Ag+itdOmP+PhMpoA9UjCgmG7CQCfh+pyllzJhRGjVq5LQat/W/8+AJWa0/lrdt5AcSIAEScIgAvK+SJcFvm0MKRNPtxctX5eeR86LZy81mEaA2JEACJOBeAks27pZ3fhrpqnDC1MmTyF+f1pHsGYwKVXLvl4Cau5bA1KVbZMG6XUbpHx4eLiVKlDBJp09UGSO8sEw2YL2lkBwviEH1eDyO63FDAcyg1bjrGLkSee3GJi5JgARIQMQhBkkTh8sHNcs61HvM3fabukzW7TwUcyXuJQESIAESIAEfEFixZZ+0+B2zE/qgMZuaSK4vnzq+W11CDHrWsWno7IYEbhK4qs/VeL4+dvr8zW0mrGASORP0+E8HzNKU9791RxcmG7CMeCJ64403HD1Bd3a+cut+2c9cLndi8clnNkICJBB3Ao2eLi0wYsX9SP8egcTtw+es8W8nbJ0ESIAESIAEbiGAnFif9Bh/yxbzV+/Nll7av1XNfEWpIQn4mcDf081K0fPyyy+blsaogJ9PgVfN+9KA5VWHXlbKo/XuU3G05MqVS2rUqOGoDnd2PmTm6js38TMJkAAJOEIgUVioIHzQkc5j6BRv0vAW/Lhhb9JiUJm7SIAESIAEAoTA7FXb5bM/Jsn5i5ddM6LHS9wjr1crKaEhpj4augZlsCkaUOMd+M8K2bzniDFjSpMmjdSuXdsYfVSRx1QcL6Zepb5RMo7r9t5770lYmBGhnopDZMeB4zJ9+RZrnf+RAAmQgNME3q9ZVjKmSeG0Gnf1v2zLXuNyGdylJDeQAAmQAAkELIHpy7ZIxyFzvBifGVWQLOX9Z8tK2SK5zFCIWpCAAwTwArT72EUO9Bx9l4YZsKpHr6l9exw3EkUx1DS6rY6K4+WJJ55wXIdbFeg7ddmtH7lOAiRAAo4RQNLXlyoWc6z/6DrGzcfPw5m4PTo+3E4CAUeAAyIBQwmMW7hevun/j6HaRa3W169VkSJ5Mke9k1tJIAgILNu815qZ0JShFi5c2BRVoAci5O7FipNiogGriAJxfDqrPHnySJEiUEW1MaAgafui9bsN0IQqkAAJkIBI9dIFJTQE72zNojF45krZvPeoWUoZrg3VIwESIAES8A+BsfPXya+jF8jlK5H+6cDHraZKnkS+ql9ZUiR1/FHMxyNjcyTgHQHkUP3sj4kSGWnGhGlIaQS7hHfa+70WbvwdT5hnogGrkt/Re9FBt27djAofRFK5o6fOeaE5q5AACdhMIOi6S603uK9XLWnkuIfMWGWkXlSKBEiABEgg+Ahc1yH3nrxUhs52Tw7bPFnSSr+WL0l4qImPiQqUhQT8TGDN9oOydf8xP/fiXfMhISHSsmVL7yrbU6uSPd1E34tpVyZY9V6NXl179mTJkkWqVq1qT2de9HLy7AX5Y8JiL2q6tQr1JgEScBOBd55+WMJCTfv5EPlh0Cw5cPyMm1BSVxIgARIggSAg0G3UfOk3dblrRpozY4S8V7Osa/SloiTgawKTlmzydZPxbq9evXqSIoUxOWfzxHsgtx0Y/w+mPYGU1qHkU3G0lCxZUkLU2umoErd0vnTzPrl4+eotW7hKAiRAAs4QCA8LlQrF8jnTeQy9bt13TIa56A13DEPhLhIgARIggQAjgPyMPcctkhkrtsn16/DLMn+A9aqUkBqlC5qvaLBqyHH7lcCouWsFTiR+7cTLxpMkSSL33Yf0U14e4N9qubX5UBXHimkGrLqOkbilY8Oy/cuIOWtu0Y6rJEACJOAcgbeqPyQZI4x5C3QTBEI0bn7gCgmQAAmQAAnEQsDu3ZeuXJVPe06QBet22d11vPv79KXHJHkS5sOKN0Ae6FoC5y5ellHz1hqjf6FChUzRJaUqAqcjXThTTDNglXEGw/96TZMmjdSqVet/Gxxe27j7sGA2BIfVYPckQAIkIJnSpJD6TzxoHIkF63bKtGWbjdOLCpFAgBPg8EiABOJBoPVfU2TxBndMzJRMjVfD27wqGVInj8dIeQgJuJvAnFU7jBnAE088YYwuqsjrKo4VkwxYSZVCARVHywsvvCDJk5tzkR4+Z41cu+YOV2NHTxw7JwES8DuBx4vfY2Tuq78mLXXpddLvp4wdkAAJkAAJGEbg9PlL0rbfdNl/9LRhmkWtToaIFNK0dnlBCoGoa3ArCQQmgS37jgr+Xk0YXZUqVSQ01NHIvVsxvKAfwlQcKSYZsOopgWQqjhaTvK8AYvGGPVhQSIAEoiLAbbYRCA0NEYQP2tahlx1t2nNEVm7d72VtViMBEiABEiAB5wkcOnFWnvuynxw9dc55ZbzQ4MlS98nbNR72oiarkEDgEEAO6h5jFxkxoMyZM0uxYsXEkH8II8zulC6mGLAw++CnTkG40a/H45HixYvf+Oj4ctaq7XLwuH/fzjg+SCpAAiTgCgKvVCwmqZMnMUpX5Cdo3HWMUTpRGRIgARIgARLwhkDktWvS7Lfxcub8JW+qO17npccfkGL3ZHVcDypAAnYSGD1/rZy/eNnOLqPtq2rVqtHui8sOH9UNegNWTgWZT8XRUrNmTUmfPr2jOtzo/MrVSOkwaJa4ZKKSG2pzSQIkEKAEnnq4gHEjm7dmpxw7fd44vagQCZAACZAACXhDYN3OQ/JFr8kCY5Y39Z2skzRxuPza5DnJlj61k2qY0Dd1CCICl69EyvYDx40YcdmyZY3Q4z8l8vy3tH1higdWQdtHHkWH3333XRRbndm0bf8xOXzyrDOds1cSIAESuIVAkTyZ5d7sZhj3b6h1Xa373UbPv/GRSxIgARIgAdcQoKK3Eliwbpd83H28vrQ2P+dt4vBQaV2v0q3qc50EAp7Aym0HjBhjrly5jNDjPyVK/re0fWGKAauK7SO/o8OcOXNKwYJG2NEszRaud8fsJJay/I8ESCBgCSQOD5MO7zxl3Pj6TFkqB46dMU4vKkQCthBgJyRAAgFFYP7andJ78lJXjKlk/uzSpFY5V+hKJUnAFwSmLNnki2YS3EaOHDkS3IYPG3jYh23FqSkTDFjQoWactPZD5fvvv98PrcavyauR12TsgvXxO5hHkQAJkIAPCdyfN4tkjEjhwxYT3hRmZh0zP2HXyIRrwRZIgARIgARIwHcEfhu7UCYs2uC7Bv3YUp3H7pfi92bzYw9smgTMIbBx92HBxAtOa5QqVSp54IEHnFbjRv9QxJHkuDAe3VDCqSWypud1qvMb/daoUePGquPLJRv3yJ7DJx3XgwqQQAwEuCtICNR6tIhxIx0ya5XsPXLKOL2oEAmQAAmQAAnEl8D16yLtBs6Ug8fN9y5OkihM/mhWS7KmSxXf4fI4EnANAf3TlPlrdhqh78svv2yEHqoEjFeOeACZYMB6XgE4WsLDw6VWrVo26xB9d+MXuuPtS/Qj4B4SIIFAIHBPtnRSoZjj82vchvLoqXPSbdSC27bxAwmQAAmQAAkEAoFLV67KS98MFOTCdcN4WtevLGGhJjxOuoEWdXQzgcUbfZHeJ+EEDDJgYTCl8J/dYsIVp4zdg76zv8qVKxsz+yAsvGu2m5Eo7k5O/EwCJBBcBF6pVNy4G9NZK7cLbvCD60xwtCRAAiRAAsFC4OyFy/Jl76ly/Mx544dcKn92effp0vbpyZ5IwCECOw6aMRMh8nanS5fOIQp3dRu0Hlj33IXC5g0vvviizT1G392qrfvlgAtch6MfAfeQAAkECoFHCuc2aiiRkdekx7hFRulEZUiABEjATQSoqzsIbNpzRFr/NdUVyr5apQRDCV1xpqhkQgjsO3I6IYf79NjMmTP7tL0ENObIg4LTHlhIpZ81AdB8cmixYsV80o4vGukyYp4vmmEbJEACJJAgArghTZc6WYLa8PXBfacsk5NnL/i6WbZHAnEhwLokQAIkYAuBfzfukR8GzZJrSI5lS4/x6wQhhP1bviSZ06aMXwM8igRcQADe/4s3mBFGmCVLFlOIZXJCEacNWG/poENVHCtJkiSRe+5x3AnMGj9mN1i746C1zv9IgARIwCkCKZMllvee8Vd0d/xGhfv3CYs3xu9gHkUCJEACJEACLiMAw9Ww2atlwiLzf/tSp0giH9Qsa1zaAZedcqprOIHxhswSmidPHlNIZXRCEScNWB4dcCMVR8sLL7wgyZMnd1SHG51v2Xv0xiqXJBA9Ae4hAT8TKJo3syQKd/Tdwl0jxE3DrkMn7trODSRAAiRAAiQQyATa9psmq7aZnx+36kP5pX6VBwP5VHBsQU5g2tItEnkNGaudBWFQ9BgMWLY/MDhpwMqppz69iu3l1g4/+eSTWz86uj59+RZH+2fnJEACJAACL1UwJ6wa+pw6d1E6DpmNVQoJkAAJkAAJBBUBeCC3/muKnL1wyfhxv/pEccnCUELjz1MwKuiLMV+NvCaHT5zxRVMJaqN48eIJOt6HB8N4VdaH7XnVlJMGLMfj9hA/WrRoUa9A+bvS+YtXZOaKbf7uhu2TAAmQQIwE7sueXsoUyRVjHbt3Ltm4R85fvGx3t+yPBEiABEiABIwgsP/YaXmt/VDBCx2HFPKq21TJksifzWsLUhF4dQArkYDLCBw5dc5xjWG/CA2F7chxVaBARfxnpzhpwHrYzoFG1Vf+/Pmj2uzItlmrtsk5PqA5wp6dkgAJ/I/Aq5WLC+K7/7fF+bW+U5Y6rwQ1IAESIIEEEeDBJJAwAgij7zJ8bsIaseHoTGlSyisVzfLktmHY7CJICBw+cdbxkaZIkUKyZ8/uuB7/KVD6v6VtixDberq7o2p3b7J3yyOPPGJvhzH0Nmvl9hj2chcJkAAJ2EOgZH5MDmtPX970MnPlNtm4+4g3VVkn0AlwfCRAAiQQ5ATGL9wgPcctMp5Cg6ol5dH7jUk0bTwvKugeApv2mHFPWqBAAVOgPWS3Ik4ZsFLpQG231mmft5Vnn332ts9Ofti6jwncneTPvkkgGAjENsYnSt4nGdOkiK2arfuHzlpta3/sjARIgARIgARMJYD00f2nLZfV281O6h4eFipNapWTJInCTEVJvUggXgTW7zpci+oEAAAQAElEQVQcr+N8fZBBkWRpdWy2Pjw4ZcAqpwN19IqWMWNGKVWqlKrhfDl9/pLsOXLKeUWoQWwEuJ8EApZAWGiItK5Xyajxnb1wWVZs2WeUTlSGBEiABEiABJwkcPHyVWnYYZjsP3raSTVi7TtXpjTStXFN8ZiWlyBWzVmBBKInsHmvGR5Y9913X/RK2r8nnZ1d2mzAujm0CjfXHFp54oknHOr57m57T/pXrmOKkbt3cQsJkAAJ2EKgcO5MkjRxuC19edMJrolNfx0rmPHFm/qsQwIkQAIkQALBROCrvlPl8tVIo4dc/J6sUrnEvUbrSOX8TSCw2j9x5oJAnB5VrlxGTbgELyzbkDhlwHI8s1+lSmZ4GuCHZ8ScNbadcHZEAiRAAlERQPhgVNud2rb9wHFZuXW/U92zXxIgARIgARIwg0A0WqzYsl86Dp4dzV5zNn/6UgXJnDalOQpRExJIIIHtB44lsIWEH54uXbqEN+K7FoLCgJXbd7zi11KhQoXid6CPj9p96IScv3TFx62yORIgARLwngA8r55/tIj3B9hQc8aKrTb0wi5IgASCgQDHSAKBSmD0vLWycP0uo4eXJmVS+aJuRaN1pHIkEBcC2/Yfj0t1v9RNm9ZWm1FsY0gfWwVf7nfCAyuRDiCniqMlX758jvZ/o/ONhsxkcEMfLkmABIKPQO1Hi0p4aKgxAz938bIMmcnk7cacEBGqQgIkQAIkYCABJHX/uPt42WBIYunoEJUqkEOqPWzMrGnRqcntJOAVgR0HnDdgpU6d2itdbaqUw6Z+rG6cMGDV0J4TqzhW7r//fjHF7W7BWrPfmjh2ktgxCQQUAbMHU6GYGQb9G5RGzVsnJ89euPGRSxIgARIgARIggWgIXLkaKW37TTciL080KgomimnboIogsXt0dbidBNxC4NCJM46rSgOWvaeggb3d3d3be++9d/dGB7YgSfH8tTsd6NmFXVJlEiABvxBIFBYqhXJl9Evb8W10ypJN8T2Ux5EACZAACZBA0BHYsu+oIKm7yQP3eDzyUe1yJqtI3UjAKwKnz1/yqp4/KyVNmlQiIiL82UVc2s4el8pe142mot0eWElVD0en/wsPD5eXX35Z1XC+LN+yTxAq47wm1IAESCBYCTR/8TEJVyOWKePfuu+Y4EbcFH2oBwmQAAmQAAm4gcDi9Xuk39RlRqtarmgeeaVScaN1DCTlOBb/EDhjgAELIytSxJj8tQFtwEJ8pKPhgzly5JBUqVLhnDsu9L5y/BRQARIIagJpUiSVmuUKG8Mg8tp1+ab/dLkaec0YnagICZAACZBA0BJw1cAjr12TX0bOl9XbDxitd70qJSRV8iRG60jlSCAmAqYYsIoWLRqTmnbuC2gDlq2Di+qs5cqVK6rNjmxbu/OQI/2yUxIgARIAgYK5MorH48GqEbLjwDFZx+uiEeeCSpCAbwiwFRIgAbsJtPxjslyJjLS7W6/7yxCRXP5qXkdCQsy5//BaeVYkASVw+vxF/d/5YpABK4vSCFOxpdgdQnifLaOKoZPChc3xNthz6GQMmnIXCZAACfiXgGkzAs1ZvcO/A3Zj69SZBEiABEiABOJAAAmm2/SZFocj7K+aO3MaqVoqv/0ds0cS8AGBi5evGpEG6L77HDet3KAJa3S2Gx/8vbTbgPWQvwcUW/vly5ePrYot+/ccOSVHT52zpS92QgLBTIBjj5pARIokUrG4ObMPXrpyVUbMWRu1stxKAiRAAiRAAiTgNYHpy7bK1KWbva7vRMWP6pSXTGlSONE1+ySBBBPYc9h5R5TcuXMneBw+bCCrD9uKsSm7DVilY9TGhp2mGLCGz14t120Yrw+6YBMkQAIBSOCphwtK4nDbvH1jJTht6RbBW+NYK7ICCZAACZAACZBAjASQD+vzPyfLtv3HYqzn5E7k4fysbkUnVWDfJBBvArsMiKTyY2qk+HDJEJ+D4nOMnQastKqgo35u9957r2TJghBN1cTBcv36dZm0ZJODGrBrEiCBYCfw2AN5jUIwcfFGo/ShMiRAAiRAAiTgdgJf95kmCHcydRylC+SQhwvmNFW9BOjFQwOdwK5DJxwfYlhYmCRNmlQM+ZfOLj3sNGCV0kGFqjhWTPG+OnLynBw/fd4xDuyYBEgguAnA8yp/DttelMQK+9zFy0zeHislViABEiCBICLAofqEwPrdh+WnYXN90pY/GgkPC5Wf3qsh6VMn90fzbJME/EbABAMWBpcsWTIsTJD0dilhpwGL4YP/ndX9x07/t8YFCZAACdhP4MXH75cUSRPZ33E0PXYfs9CIZJjRqMfNJOBKAlSaBEiABEBg1Ly1sn7XYawaKXip9nLFYkbqRqVIIDoCyGcd3T47tydPbozxNyANWA/YeTKj6gshhFFtt3ubyfHodrNgfyRAAvYSSJIoTBpWK2VvpzH0duLMBRk5Z00MNRzbxY5JgARIgARIwPUEkLqkUeeRsu+ouS/QX6lUTB4qkMP1rDmA4CFw9ORZIwZLDyz/ngbHA5yzZbNtdscYSS7dvDfG/dxJAoFBgKMwkcC92dJLiqSJjVFtzY6DciXymjH6UBESIAESIAESCDQCCNXvPmaBILm7iWNDKOGHzz0iHo/HRPWoEwncReCYvoC9bsCMbAblwEpzFyQ/bbAzhNC2qRWjYuXxeMQYA9ZGLw1YUQ2E20iABEggAQTKFsmVgKN9fyiTt/ueKVskARIgARIggTsJTPl3swyZuerOzcZ8Lpgro9SrUsIYfagICcREIFJfvl6+ejWmKvHbF8ejEic25qW0bcm47DJgJdFz4WjG4Mcff1zCw8NVDWfLtn3H5MTZC84qwd5JgASCkkBoiEeeKVPImLEfOnFW5qzebow+VIQESIAESIAEAplA78lL5aTBzyHv1ywrebOkTdAp4MEkYBeBS1ci7eoq2n4SJTImpy3sPdHq6csddhmwyqvSYSqOlWeeecaxvm/teOW2A7d+5DoJkAAJ2EagdKGckiltStv6i62jsQvWyWUDfvxj05P7SYAESCCICHCoAUwAeSff+WmknL942chR4kXbW9UflhAPQwmNPEFU6jYCly7TA+sWILZZ0uwyYFW9ZXCOrD733HOO9Htnp2t20IB1JxN+JgESsIdA1VL57enIy17mrt7pZU1WIwE3EaCuJEACJGAuAUwmNXr+OmMVrFLyXoEYqyAVI4H/CFy5Sg+s/1BgkRj/2SFBYcBKkyaN5MyZ0w6esfax98ipWOuwAgmQAAn4gwDyS/ij3fi0ibfAW/cdjfpQbiUBEiABEiABEvAbge5jFsmKLfv81n5CG367xsNCJ6yEUuTx/iZgwiREBuXAsi1Xkx0GrKT65Smo4ljJmtXR/PG3jRs5X27bwA8k4AcCbJIE7iSQMSKF5MgYcedmxz53GTFPLhvw5soxAOyYBEiABEiABBwicPHyFek4ZLZEXjNgGrUoGOTKlEY+4KyEUZDhJpMIXI103gMrefLkpiAJqBDCLErV0UDmeBiwVGXfl2v6I3H4xFnfN8wWSYAESCAWAm/VeEhCQ0JiqWXP7pNnL8qERRvs6Yy9kAAJkAAJkAAJ3EVg896j0mX43Lu2m7LhtScelPuypzdFHeoR+ATiPMKrV6/F+RhfH5AiRQpfNxnf9gIqhDBTfCn46rh7773XV00lqJ25a3bomw7nv+gJGgQPJgEScB2BFEkTSfXSjjrC3sZs4+7Dt33mBxIgARIgARIgAfsJDJ6xUlb7bIIp3+v/3jNlfN8oWyQBHxG4YoAHlkEhhAHlgeV4/N7999/vo69pwpqZtnRLwhrg0SRAAiQQDwL5sqaTRGGh8TjSP4f8s3yrfxpmqyRAAiTgZgLUnQRsJoAAwk7D5sj5S1ds7tm77h4pmluqPZTfu8qsRQI2E7ga6bxjSni4bamnYqMbUAasQrGN1t/7TTBg4Qdi9urt/h4q2ycBEiCBuwiUKpDjrm1ObcCMLRMXM3zQKf6B3i/HRwIkQAIkEDcC63cekl9HL4jbQTbWfuOpUjb2xq5IwHsC167jCd/7+v6omSiRbXaj2NS3zZJmR0KUIrGN1p/7PR6PFCniqArW8E6cOS8XDH27YSnI/0iABAKWQLWHCng7Nr/Xm7Boo1y64nzSS78PlB2QAAmQAAmQgEsIIC/lvqOnjNQ2d+a08uFzjxipG5UKbgLIb+00AYMMWLaFethhwHL0ySlPnjySMmVKp79bcvTUecd1oAJ2EGAfJGAWgSJ5MkuuTBHGKDVjBcMHjTkZVIQESIAESIAElMDZC5fl3Z9GytkLl/STeeW1Jx+UvFnSmqcYNQpqAvTAuu30B4wBC7MP5r9taLF98PF+E8IHMaSjp85hQSEBEiABWwk89bCjl+C7xrphFxO43wWFG0iABEiABEjAYQIHjp+RsQvMDfF/vSpDCR3+ivive5e2fN2AEEKDcmDZ4RhlfVP83VEe7cW2KRW1r7tK0aJF79rmxIY9h0860S37JAESCHICRfJkMYbAjOXb5MTZC8boQ0VIgARIgARIIBAI+GoMv41dKOt2HvJVcz5t58lS98kjRXL7tE02RgIJIcAQwtvo+duudLMzf3fkaPggRlmokOM55KGGbNx9xFryPxIgARKwiwBmHsydOY1d3cXYD9yscWMcYyXuJAESIAFnCLBXEiABJYB8vZ2Hz9U180pIiEferv6QeYpRo6AlgHtbpwcfFhbmtAo3+g+YEELHDVhZs2a9AdXR5YbdZr7NcBQKOycBEvArgaoP5ZdkiW2bFCTGsSA57I6Dx2Osw51uJkDdSYAESIAEAoHAyq37ZfKSTUYOpXCezFKhWD4jdaNSJOAEARPCGP8bt78do/7rRsTfHTluwMqYMePNwTq1cunKVdl58IRT3bNfEiABNxDwsY4ej0der1rSx63Gv7kNu+iFGn96PJIESIAESIAE7CPQtv902XPEzFkJv3n9CckQkdw+GOyJBKIh4PF4otlj32aDDFgYdCL852/xtwEru78HEFv76dKli62K3/fvOnRSrkZe83s/wd4Bx08CJPA/ApnTppQcGSP+t8HhtenLtjisAbsnARIgARIgARLwhsDlK5HSe9K/YkCO6rvUTZo4XGo+Uviu7dxAAsFIwDADli25z281YPnjnKf3R6PethkSEiImGLC2HzjmrcqsRwIkQAI+IZAnixm5rzCY85euyKyV27BKIQESIAESIAEScAGBsQvWy6xVZv52v13jYcmUJoULKBqvIhVMAAEDHLDUyHw9ASPw+aEB4YHlqAGrRIkSAiOWz09NHBvcvp95X+KIjNVJgAQSSOCRwubM1DNp8UYxIdFlApHycBIgARIgARK4g0Bgf+w+ZqGRA/R4PNKkVjkjdaNSJGAnAcM8sCLtGLu/PbDS2jGI6PooXbp0dLts3b7rEPNf2QqcnZFAkBMIDQkxKsnpnNU7gvyMcPgkQALREuAOEiABYwnsOHBcuo6aKXp+RAAAEABJREFUb5qXh8WrXNE8gnQJ1gf+RwIOEPCIx4Feb+/SMAPW1du1888nfxqwEAOZ2j9qe9dqmTJlvKvo51rHTp/3cw9sngRIgAT+R6Bo3sxGudZv3Xf0f8pxzecE2CAJkAAJkAAJ+ItA3ynLZNMe8yZiSZY4XH7/uJaEeJw3IviLPds1m0BIiPPfPRqwfPsdKebb5uLemikGrJNnL8RdeR5BAiRgF4GA66di8XzGjGnjnsNy+OQ5Y/ShIiRAAiRAAiRAAnEj8PNIeGHF7Rg7amdNn0pKF85lR1fsgwTuIhBqgAHr6lVbnJ7uGns0G1wfQlg8moHZsjlJkiSSJ08eW/qKrZMTZwLdgBUbAe4nARKwk0DRPFns7C7Gvv6cgFmMjEowGaO+3EkCJEACJEACJHA7gX837pEx89fdvtGQT+/UeFjCw0IN0YZqBBOB0BB/BrN5R/Ly5cveVfR5rSgbtMWa5k/qjhqwTJh9EKf18pVIOX3uIlYpJEACJGALgdyZzZiB8Mz5S8LZB2055eyEBEiABEiABPxKoM+UpX5tP76NF86dSZ4pUyi+hzt3HHt2PYHQUH+aUrzDc/GiMXYGvK2GeKd4Amr5k7qjBqy0adMmAIvvDl2365DYciZ9pzJbIgEScDGBkvmzS8pkSEHo/CC27T/mvBLUgARIgARIICAJcFD2Eth75JR0HDLb3k697O3Fxx/wsiarkYDvCIQakH/NMAOW7+DG0JK/DFhot0gM/fp9V0REhN/78KaDDWrA8qYe65AACZCALwjUrezou4PbhrB8y77bPvMDCZCAUQSoDAmQAAnEicCQmauMTOieN2taefaRwnEaCyuTQEIJ0APrNoK2+ezA0HRbzz76kFLbSariWEmd2tEJEG+Oe93OQzfXuUICJEAC/iSQLEm4lC9qRu4/jHPq0s1YBLBwaCRAAiRAAiQQXAR6jltk5IBb16skaVMmM1I3KhWYBMIMyIF16dIlU+Bes0sRfxmwHHd/ypQpk10MY+xn/c7DMe7nThIIagIcvE8J5MpoRu4rDGr3oZOybf9xrFJIgARIgARIgAQChMDcNTtk4uKNRo6meukCRupFpQKTQJgBkwcYZMCyJYE7vkkBa8DKlcv5KVWvXL0me4+eBGe/CRsmARIggRsE7smW/saq48tZq7bJ9eu2eRM7Pl4qQAIkQAIkQALBQAA/7b0nL5Vr18z7jW/wZEmJSOFoEFAwfAU4xv8IhIf5y5TyXwfRLG7dfOHChVs/Orl+xa7O/UXdcQ+s3Llz28Uw2n5On7+oD3DR7uYOEiABEvApgbJFnDfc3xjQko17bqxySQIkQAIkQAIkEEAEdhw4Ln2nLjNuRKlTJJGG1UrFphf3k4BPCIQb4IF1+fJln4zFB4243gMrlQ8gJKgJEzywTp8zZlrLBLHkwSRAAuYTgBtzmUI5jVF0x4ETxuhCRUiABEiABHxJgG2RgEiPcYtkz2HzIk0qP3iPeDweniIS8DuB8NBQv/cRWwcGhRC63gPL8UQsOXM6/yB3+rwxSdVi++5zPwmQgMsJlLgnq6RImtiIUeCG9vDJs0boQiVIwEgCVIoESIAEXE4gMvKaYFZC04aRMSKFvPt0adPUoj4BSCDcgBBCgzywXG/AyuLkdzQkJERy5MjhpApW3+cuGuPSZ+nD/0iABAKXQLn7nQ+bvkG339Tl4u/8Vzf64pIESIAESIAESMAZAoNnrpJNe44403kMvb7xVCnJnDZlDDW4iwQSTiA8jB5Yt1B0fQhh1lsGY/tq9uzZJdQAl75TDCG0/dyzQ68JsGKAESiUM5MRI7p4+apMWmLm7ERGAKISJEACJEACJBBABLqOmm/kaJ56mDMSGnliAkSpcLU1mGDAogeW775QjhqwsmXL5ruRRNtS7DsOnzgTeyXWIAESIAEfEMieIbUPWkl4E3uPnBQYsRLeElsgARIgARIgARIwncDSTXtl7Y5DxqlZ74kSkjZlMuP0okJuJvA/3dOnTiYmZFpjDqz/nZOErjkaQpg5c+aE6u+T4w8eZw4Yn4BkIyRAAjESSJ86uUBirGTTzp0HmbzdJtTshgRIgARIgAQcJ3A18pq89eNwuXDJixQ4NmqbMmlieav6Qzb2yK6CiUCGiBRGDJceWL47DY56YGXKZEYoDZMY++4LxZZIgASiJ1D7saLR77R5z4J1u2zukd2RAAmQQPAQ4EhJwEQCV65GytSlm41T7fHi+SQ0xGOcXlTI/QRMeXFskAeWbcm/Q/zw9cFVwlEPrCxZHO3+JtJD9MC6yYIrJEAC/iEQ4vHIM2UL+afxOLYaee260IAVR2isbjcB9kcCJEACJOAHAj3HL5azFy75oeX4NwkjwwfPPWJEqFf8R8EjTSSQMU1yI9Q6f/68EXqoEhdVbCn+MGClUc2TqDhWTPHAOnSSObAc+xKwYxIIEgK4OcOU0fYNN/qeNu4+LEdPnYu+AveQAAmQAAmQAAkEJIHDJ85K70lLjRtbvSolJEu6VMbpRYXcTSBDajNCCC9etM1uFNsJs00RfxiwHA0fBNkMGTJg4ahcunxVTp617Tw6OlZ2HkcCrE4CPiSQzZDk7RjS3NU7sKCQAAmQAAmQAAkEIYGJSzYJvLFNG3rlB+8xTSXq43ICGdOYYcCiB5ZvvkgZfdNM9K3EtidlypSxVfH7/mNnzsv169f93g87IAESCG4C92ZLZwyA1dsPGKMLFSEBEiABEiABErCXwJGTZ6Xz8Ln6DGRvv7H1VrdyCUmRNFFs1bjfYAKmqZbVAK++CxcuyOXLtqWeiu0UXIitgq/2+8MDy/GnqRQpnLeIHj9t2zn01XeB7ZAACbiQwMMFcxmj9Z7DJ43RhYqQAAmQAAmQAAncJGDbyuAZK2XXoRO29edNR+lSJZMXKjzgTVXWIQGvCGRL73xY6r59+7zS1aZKp2zqR2jA8hPp42eMSajmpxGyWRIgAacJhIWGyIP3ZXNaDat/XPMO65tX6wP/IwESIIGAI8ABkQAJeEtg6KxV3la1rV7Vh/Lb1hc7CmwCoSEeSatGUadHuXfvXqdVuLV/295iB6QBK1myZLfCdGT95Fl6YDkCnp2SQBARKJInszEu8eMWbjAy70UQfR3MHyo1JAESIAESCAoCI+asla37jho11rxZ0krZwrmN0onKuJNAkkThEuLxOK68YR5YNGAl5BuRNGnShBzuk2PhjeCThtgICZAACfxH4M7FQ/lz3LnJsc/DZ612rG92TAIkQAIkQAIkYA6ByGvXpPuYheYo9J8mnd6tLonCQ//7xAUJxI9A0sTh8TvQx0ft2rXLxy0mqDkasBKCzwQD1rFTDCFMyDn007FslgQCikDB3I7PmWHxPHrqnBw4fsZa538kQAIkQAIkQAIk8O+mvYL7A5NIJFLj1UMFzHn5ZxIb6uI9AVMMWFu3bvVeaf/XtC3xXRxDCL0aueMZzUwwYDGE0KvvCiuRAAkkgEDWtI5fbi3t9x6xLW+j1R//IwESIAESIAESMJvAhUtXpNVfUwTeWCZpWrdScfF4nA//MolJzLpw750EkiYKu3OTI5+3b9/uSL/RdHo8mu0+3+wPA5aj8XuhoaGSJEkSn4OKa4NnLxgzpWVcVWd9EiABlxDInC6lEZpu23/MCD2oBAmQAAmQAAkYRyCIFVq6aa9s3H3EKAKlCuSQkvmzG6UTlXEXgWRJEhmhsGEeWIfsguIPA5ajGdSzZMliF7sY+7l45WqM+7mTBEiABBJCoHCuTJLckB/QxRv2JGQoPJYESIAEYiTAnSRAAu4lMOiflcYpDy8s45SiQq4hYML9d2RkpBw8eNAkZq42YDnqgZUtWzYjTuRlGrCMOA9UggQClcBTpQsYMbTIa9dl+ZZ9RuhCJaIlwB0kQAIkQAIk4AiBKUs3ydqdtj3bejXG4vdmlZRJE3tVl5VI4E4CqZI5/905d+6cwIh1p24Ofb6m/do27WjAeWCZY8CK1PPIQgIkEBgEzBtFtYfNMGBt2XtUmPPPvO8HNSIBEiABEiABEwhcvy7Sc+wiE1S5qQM8aJrWLnfzM1dIIC4EMkSkiEt1v9Q9e/asX9qNZ6NI4H4lnsfG+TB/GLAcNUlmzZo1zhD8ccAlemDdjpWfSIAEfEYgQ0RyMeHtDwa0dBPDB8GBQgIkQAIkQAIkEDWBFVv3yZFT56Le6dDWp8sUksxpzcgl6hACdhtPArgPj+ehPjsMHlg+ayzhDUXtYpnwdqNswR8GLEezmpmSA+vyVXpgRfmN40YSIIEEE8icxpwbrlXbDiR4PGyABEiABEiABEggcAlcvHxVvuw9VZB2wJRRhoR4pHShnKaoE6Ue3GgmgYwGeGCdOXPGJDg0YCXkbGTIkCEhh/vs2MtXaMDyGUw2RAIkcBuB7BlT3/bZyQ97j55ysnv2TQIkQAIkQALREeB2gwj8u3GPbN1nW5ocr0Zer0oJr+qxEgncSiBjRPJbPzqyfvr0aUf6jabTw9Fs98vmgPPASpMmjV9AxbVRhhDGlRjrkwAJeEugWD4zJquAvvuPGvUDCpUoJEACPiPAhkiABEjAdwRGzVvru8Z80FKuTGmkUol7fNASmwgmAlnSpXJ8uIYZsOiBlZBvhCkGLHpgJeQs8lgSIIGYCNyfL3NMu23bt27nITl38bJt/bmyIypNAiRAAiRAAiRgERgzf73sPWKW5/bz5YtYuvE/EvCGQKLwUEmXKpk3Vf1a5/BhW52eYhuLrcrQAyu20xHP/ZeuXo3nkTyMBEjgVgJcv51A0sThck/W9LdvdOjTpCUbHeqZ3ZIACZAACZAACbiNwJWrkfL7hMVGqV383mySKCzUKJ2ojLkEkIfW4/E4ruDevXsd1+EWBVxtwArTgYSrOFZM8MBC+OC1a9cdY3BHx/xIAiQQQASK5sksBvxuyvXr12Xa0i0BRJZDIQESIAESIAES8DeBhWt3ydXIa/7uxuv2Ybxq06CK1/VZMbgJZElnxkRKsRiw7D5JrjZgOZ6AKiIiwu4Tdld/Z88zpOYuKNxAAiTgEwJF1IDlk4YS2MjxMxfk2OnzCWyFh5MACZAACZAACQQTgRNnL8ivoxcYNeQnSt4nmdPeapgwSj0qYxCBzGmdz38FHIYZsGyNC/Z1CGFaAHVSjDBgXbzkJAL2TQIkEMAECubKaMToDh5n8nYjTgSVIAESIAETCVAnEoiBQP9py+XoqXMx1LB/V7F7strfKXt0HYGsBiRwB7Q9e/ZgYYrQgBXfM5EoUSLxeJyPST3LpMbxPYU8jgRIIBYCmSJSxFLDnt17j9CAZQ9p9hKsBDhuEiABEghkAvPW7DRqeC9WeMAofaiMmQQypzXkPtysHFhn7DxbAeWBFR7uaPqtm+ftHEMIb7LgCgmQgG8JZExjxg/nmu0HfDsw37fGFkmABEiABEiABAwlMGD6crl8NdIY7YrmzSzIM2qMQlTESAJpUzo/A+HRo0fl9O906/YAABAASURBVGmjXiS72gPL0ScreGCZ8E0/yxBCE04DdUgwATZgGoFkicMlXarkRqi1ahsNWEacCCpBAiRAAiRAAi4ksPPgCZn672ajNH/pcXphGXVCDFQmVfIkjmu1Y8cOx3W4QwFbrWm+9sBKesdgbP0YGmrGFKhnLvyXA8vW0bMzEiCBQCfwePF8YkCUtFy8fFW27Dsa6Lg5PhIgARIgARIgAT8SGD1/nR9bj3vTDzAPVtyhBdkRqZIljnnENuw1zICFGQhtNX7QgOWHL9m5C1f80CqbJAESCHYCFYvfYwSC9bsOydXIa0boQiVIgARIgARIgATcSWDdzkOy78jt0UdOjiRz2pRSoVheJ1Vg34YTMMEDa+fOnSZRst0KTQOWH07/WXpg+YEqmySB4Cbg8XikTOFcRkBYs/2gEXpQCRIgARIggbsIcAMJuIbAlauR0uqvKUbp+2X9KhIS4vykYEZBoTIWgRC9F09JDyyLxS3/0YB1C4w4r4aE+NoeF2cVrANMSkhoKcT/SIAEXE8gXapkkijMjDDpDbvhLex6pBwACURDgJtJgARIgATsIrBmx0HZceC4Xd3F2g9CxArkzBhrPVYIPgL35kgvMGI5PfL9+/c7rcKt/a+/9YMd6762+CS1Q+no+jAlBxbeJkSnI7eTAAmQQHwIwIAVn+P8ccyBY7HkavRHp2yTBEiABEiABEggIAnMXrXdqHE9en8eo/ShMmYQKJQzkxGKnDx50gg9/lNi7X9L2xY0YPkB9ZWrzA3jB6xB1SQHSwJ3Ekif2ozZB6HX4RNnsaCQAAmQAAmQAAmQQIIJ9J+2XCKvXU9wO75q4LlyRYyYNMdX42E7viFQNG9m3zSUwFZOnDiRwBZ8evgyn7bmRWMBZcC6JYTQi6H7r8qVyEj/Nc6WSYAEgpJArsxpjBj3hUtX5PiZ80boQiVIgARIgARIgATcT+DUuYsycu4aYwYCr3d6YRlzOrxVxO/1HsiX1e99eNPB8ePGhNwiJMP2h4KAMmAZE0J4hQYsb/74WIcESMB7AgVzZPC+sh9rLtm4x6i3pH4cKpsmARIgARIggSAi4OxQJy7a6KwCd/Re7aECd2zhx2AmgDy0OTNGOI7g+vXrYpAByxFLWkAZsEzxwLp8lQYsx/+6qQAJBBgBUxKKmpanIsBOM4dDAiTgZgLUnQRIIN4E1u86JGfOX4r38b4+sEgeM8LFfD0uthc/AqlTJDUirHTPnj1y4cKF+A3C90c5EssYUAYsUzywrjKE0Pd/HmyRBIKYQLLE4ZIzkwFvffQczF2zQ/9nIQH/EGCrJEACJEACwUkAObC+7jfdmMFnSpNSShXIYYw+VMRZAhHJkzirwH+9L168+L81IxYBYcAKdRKlx+NxsvubfXMWwpsouEICJOADAvdmTy+hIV69b/BBb9E3cersRTlxxpi3PtEryj0kQAIkQAIkQAKuIzBr5TY5ePyMEXrjsfKj2uUlJMSM50sjoASxEhEpzDBgLVq0yKSzcMwJZZx/IvLhqBET6sPm4t3UZc5CGG92zh9IDUjAPAL5Dcl/dfQUZx8079tBjUiABEiABEggcAgs37LPmMHcpy8Qs6dPbYw+VMQ5AhEpkzrX+S09G2bA2nmLarat+t6AZZvq5nYUApO9uepRMxIgAZcRuCdbeiM0PnrK9olGjBg3lSABEiABEiABErCHwOAZK+3pyMteHsiXxcuaQVwtCIaeK1Max0d57do1WbFiheN63KLAtlvWbVulAcsPqGm/8gNUNkkCQUwgS7qURox+/7FTRuhBJUiABEiABEggkAhwLP8jsH7XYVmxdf//Nji8VqXkvQ5rwO5NIJA3S1rH1Th58qRJCdzBgwYsUEiImBJCyFjphJxFHksCJHAngbQpk925yZHPm/cedaRfdkoCJEACsRDgbhIggQAiMHzOGmNGU6ZQbkltSAJvY6AEoSL5sqZzfNTHjx93XIc7FKAB6w4grv3o8TDZn2tPHhUnAQMJpDUk7n4LDVgGfjt8pRLbIQESIAESIAEzCKzZdsAMRVQLPNY9WfI+XWMJVgJhYaGSM6PzIYSHDx826RRcVmX2qNheGELoB+Qe8fihVTZJAiRgNAE/KRcaEiIRKZxPHHnt+nXZtt+RyUb8RJbNkgAJkAAJkAAJmEhg/7HTsnTzXmNUK39/HmN0oSL2E8iVMbWEhzlvNjly5Ij9g4++R3hfXY1+t//2OH8m/Dc2x1oOCaEBKz7weQwJkMDdBPLnzKA/mqF377B5y/6jp+XsBbxssbljdkcCJEACJEACJBB0BNr2m27MmO/J5nz4mDEwglCRvFnMOP/bt283if4GXygTnzZowIoPtViOCYGvaSx1uJsESIAEvCFQKn92b6r5vc6Wfcx/5XfI7IAESIAESIAESMAigBdn2w+YkfMnfUQKuT+vkbMRWqz4n38J5DPEgLlhg2M2o6gAb4xqox3bAsqAZUwSdzpg2fHdZR8kEBQEHiqQw4hxMv+VEaeBSpAACZAACfiUABszmcDyLfuMUA+Pdu8+U9oIXaiE/QRyZ3I+/xVGvX79eixMkU1OKUIDlh/Ih4QEFFY/EGKTJEAC3hDweDxS/N5s3lT1ex3mv/I7YnZAAu4kQK1JgARIwE8Exi0w54EdLxTTGJCT1E+o2WwMBNKlTh7DXvt2GeaBtd++kd/ek68tLZG3N2/vp8hIR7u/OdhE4c7nq7mpDFdIgARcSwDTNicKM+N6cuzUeddyNF1x6kcCJEACJEACJHA3gfW7DsvmPeYkrs6ZKeJuJbkl4AmkS5nM8TEePHhQjh83I6T2PxiO5RbxtQHrwn8DcmRhigErSXiYI+NnpyQQpAQCdtgwYJkyuGNnaMAy5VxQDxIgARIgARKIiUCSRGGSLlUyyZEhtRTImUGK3ZNVShfKKRWK5ZXqpQtK3crF5Z2nH5aP6pSXL16tJO3erCpd3n9Gfm3ynPz1aR3prTKo1Ssy9KtXZcy3r90lI9vWl8Gt68qAz1+26vZqXsc69sdGNeSbhk9KK22z2QuPSqNnyshrTzwoz5cvIpUfvFfK359HHi6Y09IHeuXKlEYypUkhqZIlkahe2CE9zPjF5uT9KZgzo/Bf8BFIq39LTo/aMO8r4AgYA9ZFjMYpMcaAlTjcKQTx7JeHkQAJmEggIkUSY9Q6fpoGLGNOBhUhARIgARIgASUQFhoimCHvmbKF5NOXHhMYkub+3Ejm/fKeTOnwpoz65jXLyPTnJ7WlW+Oa0undGvJ1gyryUe3y8lb1h6VupeLyXLnC8kTJ+6Rc0dxqXMphJSsvmjeL3Js9veTNklaypU99l+TMGGH1W0CNY6j7QL4s1rGPPZBXqj2UX2pqmy9XLCZvPFVKPnz+Efm8bkVp/1Y16fze02roqinQB8avEV/XkwnfN5QZP70tC7q9L3O6vCt9P3tR2rxWRRpWKyWPF8snR06e05GaUcrfn9cMRaiFbQQyRqSQFEkT2dZfdB2tXbs2ul3x3J7gwwLGgEUPLP0u4K2HLlhIgARIIEEEIgzJtXDw2Gk5d/FygsbCg0mABEiABEiABOJOAJ5UZQrnkoZVS8m3DZ+0DECDW78ik9q/IXPUWDW4dV35sn5leaHCAwJDUlIXv0hPliSRFM6dSWqUKSjvPVtGOr5bXb5/s1rcofnpiOL3ZpWUSRP/f+v8PygIlCmc04hxrl692gg9/lNiqy4dc1wK0c59WWjAUpqJGUKoFFhIgAQSSiBrulQJbcInxy/f6lieRp/oz0ZIgARIgATMI0CNbieQXI038Hgqo8aq+k+UkE6NasjE9g1lcoc3peuHz8p7NctI1YfyC0Lw7smWXjJEJI8y7O72VvnJlwQQ5ohQTF+2ybbMJoC/NxM03L17twlq3NBh3o0VJ5a+NmA5ZokDPFNCCGnAwtmgkAAJJJRArsxpEtqET45fSQOWTziyERLwMQE2RwIk4HICicND5YlS90n3Js/JzJ/esXJOwVjV+PlyUuGBvJIxIoV4XD7GQFMfebwCbUwcT/QEShfKFf1OG/ccOnTIxt5i7WpurDX8WMHXBixHPbCuXr3qR1TeN500cZj3lVmTBEiABKIhkDuTGQasVdsPRKOh2zebqz9C0dOnSi5IcFs0T2Z5qEAOKaM3Ucgv8njxfFaOEeQZqfLgvYJtkNIFc0qJe7NZeUmypE0pKZMlNneA1IwESIAEgpAAkqojgToSpo9qW19mdW4k7d6oKg8VzCEhIZ4gJOK+IeN32X1aU+P4EEiVPImkMuReyjAD1uz48PTVMQFlwDLFAytJonBfnR+2QwJmE6B2fiVgggfW1chrsn3/cb+OMxgaT6Rv2dOnTi55sqSVB/JltWZieq58EWsWKMwA1fn9p6X/5y/J5B/ekIXd3rcS8E7u8IYgwW3vFi9I96bPSdfGzwpmeOr4TnXBLE+Q79+qZm3D9m5NasrvzWpZM0ONa/e69TZ/aY/GMrXjmzLwi5cFD0xIpPtm9YfkSX3jD6NY/hwZJFOalAL9hP9IgARIgAR8SgCzCZe4L5t1rR/6ZV0rqToSqCNheo6MERIe5utHMZ+qz8aiIGBKeocoVOMmHxNInyqZj1uMX3MXL16Uo0cdy5l+p9KYVWHbnRvt/Ozrq6ajHliRkZF2sou2rySJwqLdd+cOfiYBEiCBqAggF0YGNXhEtc/ObafOXpTr16/b2WVA9JUhIrk89XABayYlGJMWdH3fMk4N++pV6dW8tjUT0xd1K1qzQGEGqPJF80jBnBklvZ7z8LBQnzJImzKZ5FdDFR6Ynlej2btPl5bv9I0/jGIwbE34/nWZ/8t71sxPmDHqPq3rUwXYGAmQAAkEGQHM0tflg2fknx/flt8/rmVd6/NmTRdkFAJzuGlSJpWs6VMF5uA4qtsIpNN7sts2+OhDXJtZtGiRmBJppro7HsvoawMWc2DpWcWDpy5YSIAESCDeBPBmNt4H+/DAk+ccfS/hw5H4vinMloSQvfpPPCjt3qyqhqk6+na9vszu8q41O1Tb15+wZlJCOJ/ve/dtix6PRwrnziSNnikjf3/xsuUBBmPbzx8+a22DtxbzO/qWOVsjARIIHAII/ytVIId83eAJGdm2viXliuQOnAGaNRLHtalaKr/jOlAB/xPIboihcvr06f4frPc9BJwBy9EnnStXrniP3o81UxkSK+vHIbJpEiABPxPIniG1n3vwrvlT5xx9L+Gdkn6uFaLGnQwRyeWBfFnk2bKFBSF/g1q/IjPwZr1ZLWn8/CPyRMn7rP05MkRIILzEgCcxwh0fKZxL4JUFby2EInZ45ympUbqg5S2WLHG4n8mzeRIgAf8QYKu+IIDfBuRDqvPY/VaY9m9Nn5PqpQsIvK980T7bMJdA5QfvMVc5auYzAvlzZvRZWwlpaNq0aQk53NfHHvR1g3FtLySuB8RS33EDlgnudamSJYkFE3eTAAmQQMwETHnrc+Kso5cFjwYVAAAQAElEQVT1mCH5eS/C7pq98KhM6fCm5VHVq3kdaV2/kiDk795s6SUs1Nc/oX4eUAKbh2GuYvF7pE2DKla+rqkd3xLwSZsyaQJbduHhVJkESCCoCWRLn9rKTYg8hS1eriD4TQhqIEE2+PuyZ5BkSfgSJ9BPO1I7OD3Gy5cvy5IlS5xW49b+N976wYl1X999n3JiELf2eeLEiVs/OrKOGQsc6ZidkgAJBAyBbBkijBjLnsMn/aKHaY3Cc7bqQ/nlq9cqS7/PXpQZP71jvVF/uWIxQb4L0/Q1QR94aYHPxPZvyJAv6woSxN+bPb0JqlEHEiABEvA5gbCwUEEeQUysMbzNq1Iyf3af98EG3UMgXark7lGWmsaZAP7eTTBMHzhwIM66+/mANX5uP9bmfW3Actx6dPy487NlJVeLvIcz4cb65WOFBBHgwQFOIENqM2Y+2XXQ8cu6X850+tTJ5UF9+HjzqYes5OUwWH3b8El5ukwhKZQ7k8Cg5ZeOA7BReKLly5rOerAb1OoV+aNZLXlSjYEZ06QIwNFySCRAAsFGICJFUmtSjmH/GeqL5sksvp5sI9iYBsJ40xkyQ10gsDRxDPmypDVihuaDBx2P2Lvz9Ky6c4PdnwPOgOW9B5b/UHs8HgkLDfVfB2yZBEgg4AmkNCQUeeehwPHAwgMHclXByDL5hzek50fPy7vPlJbCarAK+C+UjQMsfm82+U6NgRO/b2h5ZSFPjI3dsysSIAES8BkBeFzh9wKTcpgyuYrPBseGEkQgjRo2E9QAD3aAgPddFjAk/9X+/fu9V9r/NZFwPOBCCB1/VW+CBxa+O+FhvrYNolUKCZBAsBAwxQNo1yHHL+vxPuVwhC2aN7N88uJjlpfVP53etmYLZJhbvJHG+UA8/M3q8q50fv9pgWErzg3wABIgARKwmUBoiEdqPVpUhn71qrR85XF9Kc17+pungCs3CWRJm/LmOlcCj0DBXBmNGNSaNY5H7N3KAcpcu3WDE+u+viKf1kFcV3GsmOCBhcGH0wMLGCgkQALxJGBCLj3MQHjaZbMQRqRIIqUK5JAPn3tExnzXQHp/+oK89PgDlpcVE67G88uYwMMwW2H5onksj7cf3n5KMJtjaIivbz8SqCQPJwGbCLAbcwmEhYZIifuyCXJcwXCVN0ta8XjwKsRcnamZcwSypE/lXOfs2e8ETJlNdMWKFX4faxw6WB2Hun6r6us7SBiv4FrmN4Vja9gUD6wwemDFdqq4nwRIIAYCKZMljmGvPbv2H8M7CXv6Smgv2fRGst2bVa0ZAzGV+WtPPihZ0/HmMqFcfXl8SIhHKpW4RzCb41+f1olvbglfqsS2SIAESMAikDRxuPzYqIb8/nEtKZQrk7WN/5FATARSJ08S027uczmBjBFmJOmnAevuL5KvDVjo4TL+c0rogeUUefZLAiTgKwLpUyeXRGH+yqPnvZYHjpprwMJLccwA9U3DJ2TE1/Vk1DevCfJbhYb442fNe2as6R2BwrkzyT8/vi1fvFpRmAjXO2asRQIk4HsC+K1tWK3U/7F3FuBxHEkbrl0xWiwZZGZmih1wmJnxkoMk/13wkrsLXJILXODCzE7McWJ2zMzMKINsMVnM9HcrkiMLF2ama3Y/P9Oa2Znuqq/fWUu7Nd3VNPe1++m8/p21dwCLLksg0E/9g0aXhcugY5Eh6heiycjIoNOnTzOgcVZC3NkjhQd6fNJXGsDiMgLL19tT4W2FaxAAATMTkCu6cdCfxGwElvyiIZNq3nvZMBG0uo++ePImunJkb+oUHUpWGdHiAA0abCbg5+1FN47rT9NfvJuuGd2H5AgImxujIjMCkAMC5iPQKzaSPvjrdfTo9WMoLMjffB2AYqUEvDz0+BqttEtwXkugU0woBfh6175St9u9ezdVV8sJbuo0NPDMIqO8Hv/zlAawMjMzG3BW81J+MFfjGV5BAATMTqB7+3AWXeAyhdDDaqGrRYBjwX8fpMnP3UGP33QecclNoNmNcmNDoUF+9PIDl9LEf9xGcvShG6NA10EABAwiIIPnP/7rdhrZO9Ygj3DjagTKKipdrUvoTy2BCYO71R6p3W3btk2tgMbeUxqfMv6MHgEspTmw4uPjjafYhEeMwGoCCk6BgI4EXMk0lwBWRk6BMqwyme4Fg7rQOw9fTb+++RC9IgIcYSLQoUwQHOtOQI48nPnSPfT4zePIxwujmHUHDgcg4IYEZG7Ejx+7vmb6sodVj69BbgjVTbtcVKJ0zIabUjem2xcyCWDJEVjG9NgmL/JLQbpNNXWupMdvbqX/m7nME/X18dL51mluHgZBAASYEOjeLoKFkryiUkN1WK0W6hwTSvdcMoRmvnwPvfvItXSR+BCBHEmG3galzuTiBfdeOlTc+2uoS9swpVrgHARAwHUIWC0WGtazPX3zzC00pm8n1+kYeqKMQGq2/D6vzD0c60RADkLp2ylKJ+v2mU1ISLCvgf217WmxXFRmMezQ5QJYiYmJLOaKYgqheItjAwEQcIiAHIniUEONGxUYGMDq0SGCvv37LfTzy/fSE7eMp9jIEI17A3NmIjC6b8ea6aIj+2B6j5nuG7SCAFcCd148mL586maKYpCYmSsj6LKPQHLNQjf2tUFt/gQixe8Ii8XCQmhSUhILHbUiFtbule+sOigo1sGmzSZlorOioiKb6+tVMTgAK1PoxRZ2QcCVCfj7eJG3l/oVCCXjfJ0DWMH+vvSHK4bT9BfvqglWDOjaVrpFAYEaAnIa4aeP30j/uusi8vbk8X+iRhh+gAAIaEdAZ0sWi4Xe+OMV9MTN43T2BPPuRiAhI8fduuwW/Y0ODWTRz9LSUkpNTWWhRYiQmeQXiD2LTY8AVqHqnnEIYIViNRPVbwP4BwFTEuC0LHNesfZTCD2sVurbKbpmlNX8Nx6g/7thLHVvH0EeVj3+HJnyLQDR9QjIZ6A3nz+gZqWwyDYB9a7gsI4A9iAAAk0TaBcRXPNw5LLhPclikb9Nmq6HsyDgCIGsPPUDJhzRjTYtE+gUHdpyBYOurly5ksrLlaYWr9/TbPGCTTRNj28Myv83FxYqj6ERl+iteLNhAwEQMBEBDsv2SlxydZ3CYm1TGsovE1Oev5Pkyk8yzxWTvsruojAnIFcKk8n8ZY405lIhDwRAgAGBtuHBNOW5O6lXbCQDNZDgigTkrB9X7Je792lg1xgWCObMmcNCR60IFqsP1mohlwxgcRiB1TYsqI4x9iDg4gTQPS0J+PvyWADiWFKWJt2SD72vGdOHJv7zdpr76gPEZYVFTToHI4YSkO8lmcPmoiHdDPULZyAAAuYiIPNIypyKclEIcymHWjMRsFgwqs9M98tWrYO6tbO1qm71ZHB0/vz5utl3wHCyA210a6JHAEsOMdNNsC2GOYzAahsWbIvU3+rgJwiAAAjUEvD34RHAOpXm3K/yGBHEv+WCAbTwvw/Sy/dfSv07RxM+69XeZOwcJiBXpHxFvJ8mDO1OHlZ8eXAYJBqCgIsSkKM1pz5/J0UxyWPjopjRLUHAig81goJrbWHB/tQhso0xnWrBS1ZWFqWksBr0dKwFuYZf0iOAlWF4Lxo4zMvLa3DG+JdtwzECy3jq8AgC5ifg7+vNohPxqWcc0uHr7UnP3H4BzX3tfvrnnRcRVnxyCCMatUBA/h95+89X0ZWjerdQC5dAAATcjcDg7u3o08dvIA8PPb7euBtN/v1VrdBqxUMU1fdAa/8DmSwmxGz1QYl5h/zBpejxGz5Tdeeys50bOaCFfj8fL2oT6KuFKdgAARBwIwJtAv1Y9DY+1b7fo6FBfjUBqzmv3k+3XzSIPKxWFv2ACNcl8PzdE+jey4a6bgfRMxDQl4BLWe/XOZreefhqslgQVHCpG8u4M1a81xjfHcekDerW1rGGGrdKSEjQ2KLT5hDAchphKwaSk3lM00QerFZuFC6DAAg0IhDRxr/RORUnTqXZtjx017Zh9NjN59GSt/9IcspgBFaKU3G73NKnl6cHPXrdGLr+vH6KAqZuiR2dBgF2BAZ0iaHvnrmVQpk8AGIHCIJ0IYAAli5YlRrt3i5cqf8657t376475LCXq+Md4CCkToMej8iVT9g8ffp0Xf+U7tsiD5ZS/nAOAmYkEBkcwEJ2azmwgvx86O2/XE0zXrqH7rt0GDn0QY5FTyHCzARkEOvFey+mi4cisbuZ7yO0g4CjBORDk08ew7RBR/mhneMELFaM9nOcHs+W0WE8UgBt2rSJE6DtQky5KGw2PQJYyqNHXAJYMUz+E7B5t0GI5gRg0PUIRISoD2AVl5ZTeUVlk3DlVMF/33sJzXr1PpowpBvh41uTmHDSYAIvivfkZcN7GuwV7kAABFQS8PbyoI//dj0F+PHIHamSBXwbT8CKKYTGQ9fRo7ydHGZPyRUIN2/erGNP7TbNKpom1esRwJKTNqulcVXFjgCWrhLbRQTrah/GQQAEXI9AWJD6HFhFIoDVkGx78fvsz9eMosVvPkTXndcXUzUaAsJrpQRk3sln77iQesVGKtUB5yAAAsYQkEGrr566mXp0iDDGoYt4kQ+ncgtLKPVMPsmR1seSMulAfBrtikuirYcTaOOBU7Ru70lavfs4Ld95jJZuP0rzNx1qVJbtiKu5vnLXMVqz5wRt2B9PWw6dph1HE2nviRQ6eCqNpO3T6TmUlp1P2QXFVFRSTpVVSr8ianoX8QBPU5xGGmvSV/8uMSQ/SzR50cCTR44coTNnHFtISSeZO3Wy67BZPQJYBUKNfdl/RQMtt1OnTmlpzmFbbTGF0GF2aAgC7koghEEOj8KSsrP4PawWevDKEfTLK/eRDGBhdaezaHDAjEBIoC9Nef5OaheOh0fMbg3kgIDmBP5wxQiSXzg1N+wiBnMKi2nroQSasnwXvfLDMrr79Wl0wRNf0Ji/fkoXP/0VXfPc93TzS5Pojlen0v1vzqA/vfsLPfrBbHrs47n05Gfz6e9fLKR/fvUrPffN4pr20sbvZRn96+tFNdef/fJXevrzBfT4J/Po/z6cQ395bxY9+PZMuu+/M2ps3/TvH+nqf31Pl/79azr/ic9p1KMf0+XPflNT54VvF9PnczfRvI0HaffxZJKBNTPhr6p2nWCcmbjrpfXKkb31Mm2XXWbTB6V2HoEVqaS26BHAkqaVTiNMT0+nkpISqUNpaROAVQiV3gA4BwETEggLUp/Evag2gHXXxUNo5sv30qPXjyFPD73+XJjwJkEyawJv/PEK8vf1Yq0R4tycALrvFIHbLxpE9106lNz5X2VlVc3Iqdnr9tNb01fXBJ7u/e90uu75iXT+45/TJU9/TY9+OJve/3ldzeipIwkZVP/hlEp2WXlFNaO0Fm87St8u2kb/+XE5/fGdn2sCa2P/9ild+szXdMOLP9QE3R5+fxY9++VCeventTRtxe6a0V7xqUrHSZxF50qjyc52yk0PLBYLXTq8B4veM5s+KJkkyh+cil7fSJQGWhrIbQAAEABJREFUsKqqqigxUT1rBLA4vdWhBQT4E5BBokB/H+VCZZ6rmS/dQ0/dOp46RoUo1wMBINCQQEuv5aiMF+65uKUquAYCIGBSAnKE5Z+uHklWq/tM4JIjkw6dSic5be+9mevoD2/9RDLQc/+bM+j1KStp5uq9NVP/ZJ3krDxqKg2AWW53WXklZecXU2JGLsmg2/YjibRy13GatnI3vTtzbc1orxe+W8yiO1UuNB2SBVCFIsKD/dmkxjh69KhCEo1c54ozaaKw2qw6qVEawJJ94jCNEAEseSdQQAAEbCUQEuhnVFL0FiVFhwZRl7ZhLdbBRRDgTEAmdL/5/AGcJUIbCICAnQT8fb1p+r/vJvm30s6mpqsuAznzNx6kO16dQpc8/RXJ0VVy2t7UFbto38lUl8olZe/Nke8De9voUb+qukoPs7CpgACH5O113U5IkOnE614p388XCppe1UlcULW5bAArLi5OFdOzfoMDfMlicZ8nRGc77hYH6CQIaE+AQwJ37XsFiyCghsA/7riQBnSNUeMcXkEABDQn8Mh1o8nfxzWnB8spgat3H6eXvl9Kt/9nCl301Jf0yo/L6VhSFiHT0rlvpUBf9SPVpSJMIZQUXKN0iGrDoiNlZWUsZpHVgzGz3jGbQ70CWK2HDnVGwGH4nZenFdNvdL7PMA8CrkRATt1zpf6gLy0TKC4tp5Qz+XQ0MZN2xSXT+n3xtHDzYZq4ZAd98PO6mrwgz3yxkP7y3i81uUDkk/gbX/yBrn/hh5o8JzLXiUzCe+drU+kPb88kmSvkH1/9Sm9NW01fL9xCs9buo1XiC9HOuCQ6kZxFMu9IRaX7PDGWU4yev/tiCgn0bflG4CoIgAB7AuMGdKY7Jgxmr9MegTkFJbT54Cl6Y+pKuuDJL2oSpy/ccpiOi9/XpeUV9phyq7pcchxiCqEDbzumTQZ1bcdC2dKlS6m0tJSFFiGiXJRlorDb9ApgKc+uFx8fzwK2zMXBQghEgAAIsCcQ5I8v2uxvkhMCjyRk0ORlO0kGpS579hsa//jndO1z39NdIgD1p3d/pic+nUcvTVxKn8zeQJOX76pZmUkGoHYcTarJBSKfxCdk5FJSZi7JPCeynErLpjgRANt3IoVkrpAVO4/RzDV76cv5W8SXolU1vv787i90m3iiL1d+GvvXT0n6mr5yD6XnFDjRG3M07d4+nP515wRziIVKEACBZgk8ect4cpU5DQXFpfTmtNV0yd+/or9+NFc8bNhPJWW2BayaBeRGFwJ8vVn0tqrKfR4IsQCuo4hhvTroaN1205MnT7a9sv41U4SLYlHYbXoFsHJU9zQrK0u1hBr/AzF9oYYDfoAACLROIMiPx4ey1pWiRnME5JeQrYcT6Ntft9Ykm33grZ/o2ucn1iTcvfv1afTBL+trRkWdyStqzoSu56uqq2tGe/3vpzV01T+/q1n16Z43povA2TJavPUI5RexefKnGYfxA7vQiN6xmtmDIVMTgHiTEbBYLPTKA5dSp+hQkyk/V66cbiZ/x/75vV/oin98Sz+LBw3n1sArWwlwCWDJe2qrZtTjSyAyJIA6R4coF1heXk4LFixQrqOegMR6x6wO9QpgZavu5ZkzZ1RLqPGPEVg1GPADBEDABgKBfjzyOtggFVUEARnskaOq5MpQchnzu16bSuMf/4we/WA2fT5vc81y3/tPplJKVh7JhLyiCbtNrm51+HQ6Ldx8iF74bklN3pX/+3AOyeTBJ1LOUGWjJ8zsutCqIG8vD3r/0WspUnxIbbUyKoAACLAiMLBrW7p6dB9WmuwRI3/HLtl2lG57ZXLN79idR5Mw2soegE3U5TItvLySXW7rJmjhVGsEhvZoTxaL+vGdSUlJVFhY2JpcI6/zmM7WRI/1CmApjx5xCWD17BDpVkv9NvEewykQAIH6BFo4DvJHAKsFPCwuFRaX0U+r99Yk2Z3w1Jc1uankylAzxTmZy6raBbLtbjl0uiZ5sPzCdevLk2umJrKA74QIX29P+sMVI5ywgKYgAAIqCDx203kq3GriU+Y0vPKf39Lz3y4mOd1bE6MwQhFtAlhQ4PpgigUcE4kY1pPH9MHTp09zo7aJm6A6PXoFsOQILJn4q86P4Xs5hbCawTcJGdANCfAzvP+u7BB9AwFXJRCIKYTsbm1Cek5N3qonP51PN730I13896/o7emra5LsukCsqlXep0X/5YiyW16eRB/P3kAZJs6bdfP5/em8/p1a7TMqgAAI8CBw+0WDaFC3tjzE2KFCjsqVI3Jf+WEZ29G3dnSHXdUIBLDY3RMzC+rSNoyF/MOHD7PQUU/E2nrHyg/rC9ArgCXHVO6r78joY5nBPz4+3mi3TfoLDUJi5ibB4CQIgMA5BJDE/RwcSl7IlfpkMnS5it+9/51ON/77x5q8Vev2naTTaTnkTqv41d0AmTcrPjWbfliyg259ZTJNXLKdUs/k1102zd7DaqW/XDvaNHohFATcmYDVaiEZwDITAznt+pkvF5IclStH5MrfnWbSbxatHKaDywdYpRWmSrxvlttruM524UGG+2zK4fr165s6reqcHIx0QJXz1vzqFcCSfrfIHyrL5s2bVbo/6zskyP/sMQ5AAARAoDkCft5ezV3CeR0JyMG6Mi/JQ+/MpMuf/YYefn9WzSp+h06l6+jVnKYLisvok9kbaxLTf794u+k60bdTNF0zxrz5dEwHHIJBwEECd188hDpGhTjYWo9mLduUSdnltOtVu463XBFXnSYQEax+CqFMJ1BVJcNYTncHBhQS8PfxoqiQQIUKfne9bt2631+oP5LRNDkgSb2SJhToGcBSHj3iEsCKCEYAq4n3Hk6BAAg0IODt5dHgDF7qRSA7v5imrthNf/1wDl3xj29Irgy153iKXu5czq6cov/Z3E0kp8lsPnjaVP177q4J1C482FSaXUIsOgECNhKICQuiR68fY2NttdWy8gprFu54c9pqtULcxLuH1UKBDPKFnhH33U2Qu3Q35QIRFov6BO4nT56kU6dOcWLNKprWEIyeASzlI7C2bFEuoYZ35xhzL/1b0wn8AAEQ0J2AtycCWHpBls9JkzLzaMXOY/T3LxbQlf/6jt6buZY2HzpNctqgXn61tMvNlgxiyWkyf/toDr0lvrwVFJdyk9ikHhkovnZs3yav4SQIgIB6AleM7EVezP8eyr8pa/acoOue/4G2Hk5QD81NFPh6e5H6cANRZl6RmxB37W5ex+SzwJo1a0h+pmJEew8jLY2k6BnAOiK8KU3kvm3bNqpksMRp17bhAgU2EAABxQTYu5dfrNmLNKHAIwkZdP+bM+j6FybSP776lVbvPkEVFWxHRpuOsPwiN3PNXrrs2W8oMSPXFPofumoEcUkEbApgEAkCBhHw8fKgh67kv2Lop7M30tOfL6DScj55kEICfKl/lxi6fERPunPCYHrkujH07B0X0nN3T6gpckXHey4dSvJL++Bu7Sgk0HyLTPn5eBn0TmzZDR58tczHDFeD/X2oT6coFlJXr17NQkc9EayH1lvrCdXj8IweRm21WVVVRZmZmbZW161eVyarGzjfQVgAARDQk4CPl6ee5t3GtnyKtSsuiV6euIxuePEHuvv1aXQwPs1t+q+qo2XllTWBwmkrWT+4q8FjtVjobzeeV3OMHyAAAnwI3H/5MOISpGiKSmFJmXgQsogmLdvZ1GVdz3l4WGmACFDddfEQ+s8fLqPPn7yJZvz7blr01kO04eNHafm7f6aJ/7iNXn/oCnr6tvNJBupvu3Ag3TS+f02577Jh9MTN4+jf911C3zxzCy3/359o3YeP0PzXH6hp98Yfr6RbLxhIbcOCiOs/mbOIg7Y0Ey5kwoEbJw3tI9qwkXP06FE2WoSQKlHqBbDEK2abSwewJOuMjAy5U1pio0LYD4VWCgjOQQAEagh4M58yUSOS6Q+52tPp9Bz6Ze0+kqsH/undX2jB5kNklhFBTLHaLSu3sIQ++HkdfbdoG5WU8RmZ0FRHzh/YheQT2Kau4RwIgIAaApcN76XGsQ1e5e+3//y4nFbsjKNK8ZDchiZOVZGjRIf36kAPXDGcPnv8Rtrw0aP0vQhQPXXreLpqVG8aIa51axdOkW0CyNEHYDJY2DY8uGbk1mXDe9A/7ryQ5r72QI2f68f2Y5cvUOp1CqpGjRPsGW2skU+Y0ZZAx+gQbQ06YS0+Pt6J1po3XSMssp4jq3cAK0sAULpxCGB5iicmZlpJRekNg3MQcGMC3l4ebtx7x7t+PDmL/vy/X+imf/9I/526ig6fVv/gwvHemL+l/GInE7y/MWUl684E+fvQC/dezFojxIGAOxEY0r0dNZU3lguDpz5fIIJXx3SVY7FYaHTfjjTl+Ttp8VsP0RdP3kR/vWEsjewTS57i+4SuzmuNW62WmpFeL953Mc1+9T56/OZxxOUBm7+vd61KtbuEjBy1AuDdaQJDe7R32oYWBmSsIiWF1SJCk7Xol542XD6AlZqaqic/m21jGqHNqFARBNyWgIdV71/JroNW5p/4euEWuuv1aTVTBHcfT3adzrlIT37dcpie+XIh695cNKQ7dYp2+YVWWN8DiAMBSUAGZ16+/1J5yK4Ul5bT3z6eS3t1+jsj+37BoK707iPX0OI3H6JPHruBesVGsuDgYbXSvZcOpWkv3kUXDu6qXBOXKYSJ6ebI96j8hjEWMKpPRxbqJk6cyEJHrYhKsZ8lCutN729LJ1T3/vDhw6ol1Pjv0i6sZo8fIAACINAcAfkhtrlrOE81UzYOxKfROzPW1OS2+nL+FjqakEEVlXK6vp6EYNtRAqt2Had/fb2IikqUrunSrHyLuCITHosdNhAAAYUEenaIoPaRfHLS1KEor6ikj2ZvoE0HTlF1dd1ZbfZhQf50/di+9OO/7qgJXskgVngbf22Ma2xFBvpf/cPldOmwHmSxyN+cGjuw0ZwcOWtjVd2qyZQFqciBpRtfIwy3Cw+mDgx+38icrT/++CMx+iefBucw0tOkFL0DWAeb9GrgyQMHDhjorXlXXWMQwGqeDq64PAF00CYCHla9fyXbJINlpVNp2XTHq1NrkoTPWLWH5BNxlkIhqhGBZTvi6N2Zaxud53Li/suHs04azYUTdICAngQuHNxNT/MO2/564VaauXqvw+2bayhXAlz6zh/pxfsuIRm8a64ep/My/9R//3QlDerWVpmsmNBAZb7rHMvPHzKIVfcae/MRGNk7loXo7Oxs2r9/PwsttSJO1+5Z7/T+tqQ8gHXwoHIJNW+AsGDnnqjUGMEPEAABlyYgVxhy6Q7a2Tk5smrysp10z+vT6OaXJtHJlDN2WkB1LgTmbjhAn8/bxEXOOTp8vDzozgmDzzmHFyAAAsYR8PSw0rVj+xrn0EZP+0+m0fRVu22sbVu1UX1iaeoLd9WsBGhbC361/nHHheRhVTMKKyYsWDkQGcBSLgICnCIwrFcHp9pr1fjkyZMtmlJw8agCn5ZDT+gAABAASURBVHa71DuAdUgo0njArbBox3bs2DEqKyuzo4U+VeUwYX0swyoIgICrEJAf4l2lL87043RaDv2wZAdd/uw39MEv6+lwQoYz5lyqrcVioUA/b4oODSKZ7FiuQNWjQwT16RhVU3q0j6g5L4fGR4UEUoCoa7Go+aJBDf5NWrqT1u1j92GtRuWEITxHf9SIww8QcHEC4wZ0IbmSHqdupmTl0cPv/6LZ9Oc2Ab705C3j6dPHbzTNiKvm7of8m3P+IDX5sGLCgpqT1dR5Xc4VlfKcEq9LZ13UqPz8xKFrR44c4SCjvobV9V9wPbbqLCxb2FeaVr+8vJzi4uKEDLVbOEZgqb0B8A4CJiCg6okmFzSFJWX07++X0s0vT6KPZ2+g3MISLtKU6ZBBzaE929OTt46nGf++h7Z89lda/f7DtPC/f6CfX75XnLubpomn+ZOeu4NkkYl25fk5r95Pv775IK0RdTd+/ChNfv4OeuWBS+mW8wdQp6gQJf0pq6ikJz+dT3GJmUr8t+S0V2wUcfhi1JJGXAMB4wkY4/Hq0b2NcWSHl0/mbKSSsgo7WjRfVT5D+PaZW+nuS4Y0X8lkV8b176xEMYff04XF6gdGKIHvQk5jGeS/kjhXr14td5zKSk5imtNibe6ChucPamjLIVMc8mAF+vkQglgO3T40AgG3ISCDFW7T2XodTcjIFYGrJXTd8xNJrlwnk1rWu+xWh5EhAXTXxUPo48euJxmEWvvhI/TVUzfT3eJct3ZhZJXfhOwk4uXpQb1FgObq0X3on3ddRL/85z5a/9GjNPs/99OXT91EL9xzMV02vCeFBhkz1f31KStJBrPs7Iau1SXW//7xSpJ7TR3BGAiAQKsEuKy4Vyd03saDtHS7Ng+/O4oHBnNffYC4jPio66Oze6P+XjTUGRMW2PCU4a/zi0sN9wmH2hEY0r0dye/l2ll03NLy5csdb6x9Szl9MFF7s9pbdIsAFoc8WPJD8YhesdrfQVgEARBwCQIyMOFhNeJXMh9ccgVBGcy48cUfRODqSJMjrvio1U+JtwgwDe/VgV576PKaoNVTt46nMX071ayQI6/p4dnX25Nio9rQsJ4d6IZx/eiNP15Bi996iH781+30wBXDSX7AC/b30cM17T+ZSp/O2aiLbWeMDugaQ+0j+K2C5kyf0BYEuBOQq9u1ZTAtrI6TzL343aJtpMWDFDlt8D9/uIzaRQTXmXeZfVVVleF9CQn0ZRF4yC9CAMvwm6+hw1svHKihNcdNHT9+nJjlwDLF6CtJ3IhvS8pHYB06JFNxye6qLaP6dlQrAN7dkQD6bBICvj5eJlHqvMysvKKa1QTven0azV6333mDJrbgL+77xH/cTl88eRNdMaIX+Xh5KuuNnMLat1M0/fWGsfT132+hle/9hd7681W6BHXkSpLp2QXK+tqc44EKV9dqThPOg4ArE/jzNaPIYuGRp09yllMHEzNy5aHT5albz6f+XWKctsPRQEJ6juGyYqNCDffZlMP0HH5/u5rSiXONCcgR6ZcO69n4goIzy5YtU+C1RZdrWrzK6KIRASzlyzGmpqY6gVy7pqP7YASWdjRhCQRci4Cft7rAhVEk07Lz6flvl9BN//6RDsSnGeWWpR+LxUKPXDealv/vz9QzNoKlRinq4qHd6ZdX7qXJz91BD101gkID/eRpp4sc5fCHt3+iAma5RG4c19/pvsEACICAbQQC/bxJ/o6xrbb+teRKt1OX79LEkRzB6sqLQ2w9bPxMI1X5Gxu+IZKz8hqewmuTEJAL3IiPXzao1b/K2rVr9Xdinwdt5k3b59Oh2kYEsJQvH5WWxuOLUmRIIMk/1g7dKTQCARBwaQIeHkb8OlaDUD7N/mLeZrrmuYm0ZNsRksna1Sjh4VXmOnvtwctFQGgkeXt58BDVggpP8d7s3TFKBNzG0Kz/3Ed/unoUybwuLTSx6VJadkHN+8GmygZVklMnu7YNN8gb3ICAexOIjQoh+fuFC4W5Gw5SVbU2i6f/9abzyM/HNUdWn8krom1HElq+bTpc7RgdooNV+00mZyKAZT81Hi06MXkPSRoMVyCMl7rMUIz4xqR8uSEuASz5hggL8pc7FBAAARA4h4AHl0dC56hy7oUcZfPZ3E1080uT6Jtft2qSU8Q5RepbWywW+uSxG+jyETyGsNtLJMjfh/5y7aiaQNZj4guave0b1n9v5jp2uc+uO69PQ5l4DQKGE3AHh90YBYszcgppygptRl9ZrRa6bkxfl72FP63ZS/Lvu9Ed7BDJI4CVeibf6K7Dn0YEBndvr5El582cOHHCeSPaWZD5PLK0M6evJSMCWOn6dqF167m5ucRlGiFWImz9fqEGCLgjAauHEb+OjSP7w9IdNVMFZTLcSgXJXo3rqX2erh/bl2TCdvta8ax932XDaO5rD9AVI3s5LLC0vIJkzhmHDTTf0OErg7u1c7gtGoIACNhOYGz/TrZX1rmmlg9ZAny9WY0s0xrdyp3HtDZpk73QQF+b6uldKQVTCPVGrJv9sf14/M7ZsmUL5eTk6NZPBwx/60AbZU2M+MZUJHqndEiaXElkxYoVQob6LSIkQL0IKAABEGBHwFM8seUlyn41MlC1+eBpuv0/U+jjWRsIeSLOZShXUPrrjeede9Lkr9pHBJOcDvnKA5eRHJ3lSHdW7z5ORSVljjTVpU3XduEkV2nUxTiMggAI1BDwsFppVB8eixvJ7wmbDpyq0aXFDxWjk7TQbYsNOc3yRMoZW6pqXkeu6qi5UTsN5haWUB5WIbSTGo/q7cKDqWvbMBZiPv/8cxY6akVUiv0UUUyzGRHAkjCUL8vIJdM/p+HS8sag6EgApkHADgIeVqN+Hdshyo6q8gP7ox/Mob9+NIeOJ5tmFLIdPXS+6u0XDSIZxHLeEj8LV4/uTYvfeojahgXZLS47v5jenLba7nZ6NZArQ143tp9e5mEXBEBAEOjePpw4BCSEFFolguhaPnApLi2nU2nZ0rRLlYycAnp10nJlfQoOUD8CS8Xqi8qAu5jj8/p3ZtGj8vJymjx5MgsttSKSxV55znKhwebNqG9MDv22s7kXNlTkEsDq0SHCBrWoAgIg4G4ELCYdgZVfXErvzFhDE57+inYcTXS322ZXf4f17GBXfbNV9vHypG+euZVkInR7tS/aepjVF76HrhpOHib9P2kve9QHARUEhvbgkYtGPnx5Z4b2q4HJUcgquOrp88v5W/Q036rtNgymEJ5OZzXtq1VmZqygl+YRvXl8Bjt+/DhVVspBT3r11G67J+1uobiBUQEsOQJLm2U9HASWnJxMMheWg801a4YAlmYoYQgEXIqAhSym6k95RSVt2B9P97w+jWas2sNqChhXkDGh9o9O4tqX5nRFhwbSaw9dQXLfXJ2mzsuFv9buOdHUJSXnwoMDqG14sBLfcAoC7kBgYLe2LLp5MuUMyZFFWotZLX6fJWXmam3WFnu61Fm+4xjN2XBAF9u2GA0P9ic/by9bqupaByOwdMWrq/HO0TymD8bFxenaTweM73egjdImRgWw0kQvlYesOaxGKOffBvn7CBzYQAAEQOB3AhW8nsb8LqyJIzk94snP5tPjn8yjJCwn3QShpk+5y+9+Gbya+dI9JBMZN02i6bM/Lt3JaqXKTtGhTQvFWRcngO4ZQUB+HjbCT2s+dsQltVbF4etzNxx0uC2nhjK/5VvTVimV1L9LjFL/dc5PZyj/OlsnBXs7CFgtFoqNamNHC/2qrl+/Xj/jjllW+5/bAc1GBbCkNBnEkntlhUMAS3a+T8couUMBARAAgbMEKiqrzh5zPSirqKSJS7bTTS/9SDJZO1edXHVVyWFGXMVpqUvY8vf1prsvGSKObN+yC4pp9np1T/gbKh3ZO7bhKbwGARDQiEBEGx6LGi3bflSjHjU2M3n5Ttpy6HTjCyY6kyN+L8uFWeTvZ5WyB3blMWIvJ79YJQb4dpDAlaN6k5enh4OttW22ZMkSbQ06Z61CNJcz5cTOPJtbBbDkNEIOt6ZXbCQHGdAAAiDAiEB5xe8BLEayzkqR0yz+/sVC+mT2RsrIKTx7Hge2E8h3s5WL7rtsGLWLCLYdkKi5aOsR8ZPHdv7ALmSxmGtqLw9yUAECLRPwFl8k5ZSwlmvpfzU9p4D2nkjVzVFZeSW9+9NaKiot182HnoZLyipI5geLT1WfkH5oTx450+QqhHoyh23tCci/4nIRHe0t229RxiL27t1rf0P9WmwTptUsKyocO7oZGcBKcVSkVu327+cxxbM3RmBpdUubs4PzIGA6AuWMpxCu3xdPd78xjTbujzcdV06C5ZNsTnr01uLr7Um3XTjQLjeHT6cTl4FqsVEh1FEUuzqAyiAAAq0SGNyjHXl6GPkVpGlJq3YdF79vqpu+qNHZEyln6IE3Z5AZRlk37PLrU1bSkm3qHypYrRbq1zm6oTwlr3MLS5X4hVPHCYQE+lHfTlGOG9Cw5dKlS3X/nWOn3CV21mdRvZm/Hrpo26eLVTuMcol4RoUG2qEaVUEABNyBQEUFqxVJapBn5RXRs18upCc+nUfySXLNSfxwmIAMzjjc2KQNh3S376m5zK/249IdbHrLZdUiNkAgBAQ0IDC6T0cNrDhvYsfRJOeN2GBBBrFenbSczDKNvKy8gl6auIyWbtNveqUN2M5WCRUBCCuT0bDZ+UVndbnegWv2SD6M4tKzFStWcJFSp2Nz3YGZ9kYGsJSPl9uzZw+LexMR7M9CB0SAAAjwISBX9eOiRj6PPngqjR56ZyatFE+ouegyuw53ZCkTutt73779dSvJqSv2ttOj/tAe9gXg9NAAmyDgagSGdG/Hokun0zVOyN1CrxZuPkyvTVrBfiRWQXEZvTV9DS3cfIhk8vYWumTYpdAgP8N8teQoJSuPzd+mlnTi2rkE+nTik7rn4EF2CzscO5eWOV65VQDr1KlTlJOTo/zOcElcqRwEBIAACJwlUCKeeJ59ofhg5c5jdN9/Z1BiRq5iJa7lfuvhBDqenOVanWqlNzKZeytVGl2W+WJOMOGEKYSNbo+uJ2Dc9QnIkTT9Osew6GhSprF/4+ZtPEgPvv0T6xHNf/1oNs3dwGcxDflGCQ3i8eDfqBF7ss8o2hE4f2BX7Yw5aSkuLs5JC5o2LxHWTJkbxMgAVoKApDxJ2M6dO4UMtZufjxd1bRuuVgS8gwAIsCIg8/5wyJHx9cKt9Py3i1mxcSUxk5fv0rM77GxXVcnxfPbL2h+fZn8jHVq0i2ijg1WYBAH3JdAm0JdkTiPVBA4nZJCcsmy0joOn0mtGN3N7mLH3RApd/8IPtP8kj9+99e9LJJMVK3fEGTPltH7fcewcgSA/HxrCZCT1woULKT8/37kOadv6W2GOX/4SIaq1zcgAlvwUqzwPFocAlrwp4wZ0kjsUEAABVgTUiuEwjfBkShb7KQ5q75Jz3tfvO0mFJWXOGTFR6/xixxLertrFY1R7sL+PeOAFrihVAAAQAElEQVQUZiLikAoCvAkE+/uyELhih7rfMYdOp9Nf3vuFlm6PozLF+S/l544p4sHKI+/PJqNHpNn6RugSE2prVV3r7TQoZ5qunXAz46P7diS56imHbn/wwQccZNRpkHGZr+pemG1vZABLslGeB4tNAKt/F8nD9Qp6BAIg4DCB8soqh9tq1TDQj8eXC636w81Odn4x/evrRdxk6aZH5gxxxPj2o4mUWyhHtzvSWts2lw7vqa1BWAMBNyYQ6OfNoverdx9XqiOnoISe+2YRPfbxXCosVvNQIyOnkK57fiK9//M6KmWUxqDhjenSTv2sFZmXkWuAryEvvP6dwLgBPL5v5+bm0vLly38Xpv4oU0jYK4o2m8FW3C6AlZiYaDDipt0N6BpDXp4eTV/EWRAAAbckIJ+Equ54kD+PLxeqOejpf+OBU7RDBGj09MHF9uZDpx2SIqfUqv6CWSf8cgSw6lBgDwJOEwj083HahrMGZLAmPi3bWTOatN9+JJGuf/EHem/mOsopKNbEZmtGZMDs1Ukr6NZXJlFGbmFr1ZVf79pW/SjYbJ3vjXLILiqgG4Pgp0TLLPeVlKQ2gi8VOFGMDmCdckKrJk1TUlI0seOsERm8CgvikZTQ2b6gPQiAgDYE5IdqbSw5boXDlwvH1Zun5dvT17AZYaQXNTlVcv6Ggw6b33aYxwOnjtEhFOSv/ku3wyDREAQYEdDp/5JdPZQjYatllNyuVvpVloGrqSt20S0vT6Yfl+6g+NRsqtJB38nUM/Tl/C102bPf1CRqlysO6tcrbSz7eHlSewa5CHPyjQkuakMNViQBLw8rcVmIZd8+5VmUJJL6ZX/9F2Y7NjqAlaoaEJcAluQQ0QYBLMkBBQRA4DcCZeXqcynKhJe/qcFPPQnIBL7vzlyrpwvltict2+nU0/1TTEZISJAxoUFy58IFXQMBYwiEBfkZ46gFLzKA1cJlZZdkIOujWRtEIGsS/d+Hc+jQqXRNtBxPyqI//e9nulUEyL5euIX1dMGGHe4cE0oeVkvD04a/xggsw5E77XD8wK7k7+vltB0tDCxaxC51xFIt+qXKhtEBLOXDnwoLC+ngQcefCGt5oyJDArQ0B1sgAAImJ1BWUaG8B0GYQujYPXCglUwivGTbUQda8m8ig7HznBh9JXuYmJkrdyxKTBgCWCxuBESYnkAogwCWo4tLGAl/2+EEuu/NGXTtc9/T3z6eS1/O30w7jia1Os1Q5mraczyZJi7ZTk98Op+uf2Ei3fHaVNp1LNlI+Zr56tpWff4r2ZnUM6xWj5OSUFohcN/lw1qpYczlsrIyWrZsmTHObPNSKaqtEMW0m9EBrCxBShaxU7ctWLBAnfN6nrnMy60nCYcgoIwAHBPJL/2qOWAKoXF3QE4ZfeG7xbTnuPJnO5p2WuZye+bLhZSeU+CU3fyiUjp4Ks0pG1o17tEhQitTsAMCbk0gJFD9CCz5u8UMN0FOc0wRgZNNB07R1wu3kly58JK/f02y3PXaNPrze7/Q45/Mo//7cDbdL4JdV/7zOxr32Gf00Ds/0yezN9L6fScpKTOPpB0z9Lcpjd3aqc9/JXWdSDkjdygmISBHevbvHM1C7fr16yknJ4eFlloRW8Xe1G9oowNYcsnGJQKa0m3hwoVK/dc579tJ0/9YdWaxBwEQMCmBUg5TCJHrx9B3j0xz8sSn81wqH9ay7XG0YX+8JhwXbDqsiR1njQzu3s5ZE2gPAiAgCHAIYDkbXBfdULrJqYZHEzNo59Gkmt+1Ww4l0IH4NMpw8qGB0k4147xTdGgzV4w9fTJF+fgLYztscm+dYngEPiVGneMO0oW9ZbG9DbjVNzqAJfv/q/yhsmzevJnkcD6VGqTvfkwiw1ILCgiAgHoCZeUMphAyWCFK/Z0wVoEcDfDoB7OpuLTcWMc6eJOBqzenrdLM8oqdcSxGDwzoEkNWi/o8LJqBhSEQUEQgmMFDkiwTrLyn6Pawc6v/lFPbunwiJdu2iqjFgsCgbm1Z6JAitm7dKnecyiZOYhzRoiKAtUQIrRJF2SaDV6mpyvPJU0SbAIoKCST8AwEQAAFJoKxCTkuXR+pKIIMvF+p6r87zkYQMuv0/U0hOF1GnwjnPJ5Kz6NVJK6hIw0BcVl4RcUieGyT+X3Rty+eJrnN3Cq1BQEMCdpry81afVDm7oMRO1aiuigCHAFZBUalLjm5TdU+N8HvBoK5GuGnVh5y+e+TIkVbrGVzB9MlXVQSwMsVNUj7vkstqhP26YBqheD9gAwEQEASKS9WPwOLwdFygcMstOSuPHnl/lilHYp1IOUO3iQBcpg4jG7gkzx2o0xNdt3yzo9NuS8DPR30AK7cQASyzvAFDg/yVSz2Rqvxrq3IGZhIgB4jIUdMcNG/bto0yMjI4SKnTIOMwp+temHWvIoAlWSkf/pScnCx1KC+YRqj8FkAACLAhkF+s/kO1j5cneXt6sGFigxCXqpKYkUt3vjaV4pLkZwxzdG3d3pMkp0DqpTYli8fqTwO78pmSoBdr2AUBvQn4+njq7aJV+3LadquVUEE5ATnyNcjPW7mO48nIf6X8Jtgh4KLB3eyorW/Vt99+W18H9lv/QDSROcnFzrybqgCW8ujR/v37Wdy1bu14LA/LAgZEKCIAt1wI5BeXspCClQjV3gYZxJIrTC3fwSP/U3M05GqDCzcdoue/W0J6jLyq88tlJcIOkW3qJGEPAiDgIAH5kMTBppo1K2WQb1KzzriwIbl4hsWiPvegHGHswphdrmuj+3Zk0aeCggKaM2cOCy21IuQ0j69rj029UxXAOqGa2s6dO7WT4IQl5MByAh6agoCLESgo5BHAkk89XQyt6boj8yb88+tF9PrklSy1S32vCW0v/bCMikrKdNW4+5jyZ141/YtEzsoaDvgBAs4Q8LCqD0iUlJl/wQxn7oFZ2o7o1YGFVPlQiYUQiLCJgGH5KltRI3NfVVaqz21bT6acOphe77VpD1UFsJRHj+ScVA53LTIkgIMMaAABEGBAIK8IASwGt4GVhDkbDtBtr0ymPcdT2OjadPBUTb6rhZsPGaLp8OkM4rBCp/x7bWUwGsAQ6HACAjoRsFjUB7DKyll9qdSJNH+zrSkc2oNHACs7v7g1qbjOhEB4sD+1iwhmoWbPnj0sdNQTEVfv2NSHbhvASkpKIllU373QQD9qE+CrWgb8gwAIMCBQoPNIFlu7GOTnY2tV1DOAgJy+8Jf3fqGPZq1XukrhqbRsem3SCvrbR3PpZIpxSW3ldJ9DIohlAOoWXXh7ehCnpblbFIuL7kDAlH30sKr66vE7rqpq06eA+b0zLnrkJX7f9oyNYNG77PwiFjogonUCd18yhDys6n/HSKULFy6UO05lHScxzmhRdYdlSFL544+tW7c6w06TthaLhcYN6KKJLRgBARAwN4H8IvVJ3CXBIH8EsCQHTqWisop+XLqTrn3ue5q+Uv4JNU5dWUUlfTx7Q81IMDkizDjPv3vac0KPEWi/27f16IJBXW2tinogAAJNELCQpYmzOAUC5xIICfQlLiNeswswAuvcu8PzlYeHle6YMJiFuPLycmIYwFrAAo4GIlQFsGQSsb0a6HfKBJdphBcOxgdip24kGoOAixBgM4XQ1hFYLsLdbN34309r6IYXf6C3p6+mpMw83eQfS8qiVyetoOuem0g/LNlBlVXqRi0cPJmmWz/tMXwho9WN7NGNuiDAhUA5g5wwGIDF5d3QvA45Q6X5q8ZdScsuoKIS5EwzjrjjnjpHh5IcKe24Be1aLlmyhEpLeaQFqe3VSbHfJ4pLbKoCWBKe8jxY+/bxuI+j+3QkDyueSMk3hbsV9BcE6hMoQA6s+jhw3AIBmVT2p9V76ZaXJ9FLE5fRxgPxJD9oOxNikiOtjiVl0pz1B+jh92fRHa9OobkbDlBmXmELSoy5lHxGv0CdPT2QKxFilU57iKEuCJxLQI4mPfeM8a+8PFR+/TG+v2b0GBrkz0L2zqNJLHRAROsEesVGtl7JoBrz5s0zyJPNbuR8xiqbazOvqPI3+A4N2DhlgkMOLNkBPx8vCgtGMnfJAgUE3JlAfrG+q7nZyjYQUwhtRaW8XnlFJclk6o99PI+u/td3dOOLP9D3i7dTSpZtAR8ZtNq4/xTJFQ8vfPILEbSaSq9NXkHbjyQq71t9ARniKXj91yqPo7D4ikr88G1yAvJ3luou+Hh7qpYA/60QCAvya6WGMZe3H+X1t9CYXrP30qRATlP8d+xQHuZoyGhpwxNmfq0ygHVMNTguASzJAR+IJQUUEHBvAnIEljMjaLSiF4wAllYoDbcjR2Z9OmcjXfv8RLrgiS9q9ne+NpXuf3MGPfTOz/SA2N/1+jS6+aVJdMnfv6Zxj31Gj30yl5bviCPOK3Nl5RdRIZNFDiIQwDL8fQ2HrkOAQwDL28vdA1j830+dY8JYiNyBABaL+9CaCDkYZGy/Tq1VM+S6zH915MgRQ3zZ4YSdIDu0N6qqMoCV3EiNwScyMzMpKyvLYK9Nu4sKDWz6As6CAAi4DYGKqioqZvAlHVOkXOMtJwM+ciRWXGImHYhPoz3Hk2m/2B9NyCC5omBOQTFVKcxrZQ9lqXPzgdP2NNGtbsfIEN1sw7BJCECmwwSKStXnE/L3QQDL4RtoUMNO0aEGeWreTUlZBcmHQs3XwBUuBMb07UQyiMVBz7Rp06iwUH3qhXosssWxzIEldq6xqQxgKZ9UXCW+LHJZIaBnBx5LxbrG2xq9AAHzEsgvVp/00cfLw7wAodwUBBwRuWrPcUeaad6mX5dozW3CIAi4C4GiUvVT5YP8fd0Ft2n72TlGfQALqw+a5+0zYUg3NmJff/11NlpqhXwl9uqfHAgRWm0qA1i5ohPKo4GzZ88WMtRv/TvHqBcBBSAAAsoJ5BfZ9OFeV53enghg6QoYxh0isGF/PFUxWD6sbycEsBy6gWgEAoJAIYMV3YIwTV7cCb6b1Wqh2Kg2ygXmFZYo1wABthHo0Z7HQJDExEQ6evSobaKNqSUTt39sjCvjvKgMYMlUL8pT9C9btowqKiqMI96MJ/lEV/7CbuYyTmtOAAZBgCeBQgZPp70QwOL55nBzVflFpZSdX6ycQpeYMPL39VauAwJAwIwEihhMk0eeR97vnLZhQeTDIE9ZTgECWLzfKb+pC/LzodhoHlP7Dx48+JsoPj9l7gXls960xuF4AEsbJXO0MeO4FTlHNS0tzXEDGrUM9vclDvO9NeoOzIAACDhIoIjBSoQIYDl489BMdwIZOQW6+2jNgXzY1KN9eGvVcB0EQKAJArkMRrWEBfk3oQynuBDoGKV++qBkIfNEyj1KPQIMD++YMIi4zBxYuXIlN0Iulby9Dq7qANYGIUR5whcuqxEO7NpW4MAGAiDgzgQKGTyd5vJBwJ3fB+h70wTSs3kkRu0VG9m0QJwFARBokQCHoEB4m4AWNep5EbZbJ9AhUv30QalSLnYi9yh8CXh5Q2RCewAAEABJREFUWOnOCUPYCJw1axYbLbVCVtTuXWqnOoAlE4qlqCaakJCgWkKN//5IDFvDAT9AwJ0JcAhgYQSWO78Deff9WHImC4E9OiCApehGwK3JCWTnq5+WFeiHKcCc30axCGBxvj2stHWMDqXgAB8Wmvbu3UtxcXEstNSKkOma5tYeu9ROdQBLwkyWP1SWPXv2qHR/1nfHKB7zd88KwgEIgIDhBHgEsDj8aTAcvZs4NHc3D8SnsuhAu/AgFjogAgTMRiC3SH0euwBfL7Nhcyu9bSOCWfT3dHoOCx0Q0TyBHh14JG+XCn/55Re541T2CzGsMsoLPZpsHL6lxGvSEyeMbN261YnW2jWNDsUHYu1owhII6ERAZ7OFDFZowhRCnW8yzDtMYP9J9TkrpfjwYExBkhxQQMBeAsUM/sbJvLP26kZ94wi08fc1zlkLnk6nIYDVAh4Wly4Z2p2FDilizZo1csepzOYkRkstHAJYu7TskCO2tm/fTlVVcpVJR1pr1yYyJIA8PTjcEu361JQlnAMBEGieQCGDHFiYQtj8/cEVtQSy8oqIQyL38DZIAq32nQDvZiXA4W8cAli83z3BAeoDWPJvDYf3Ku87pVadnAo8pl8ntSJqvcs4AsMVCNfWymOx01IEh2jJNi075IitrKwsFnNWfbw8aWA3JHJ35B6iDQi4CgGsQugqdxL90IvAkYQMvUzbbDck0I/8fDANyWZgqAgCtQQ4BAW45MypRYJdAwJB/upzGp1Oy26gSvlLCGhA4IJBXUl+d25wWsnLVatWUUaG+s8mDTp/qMFrl3nJIYC1Q9CsEEXptmnTJqX+65xfMrRH3SH2IAACbkigsLRMea8xhVD5LYCAFggcSVSfyN0i9I3q01H8xAYCIGAPAXUBrN9Vyi+9USGBv5/AESsCHAJYpzB9kNV7oikx5w/s2tRpJedefvllJX5bcLpXXOORNFQI0XrjEMAqEJ1SHiHcvHmzkKF+u2hwN7JY5Edj9VqgAARAwHgCpWXK4/mEKYTG33d4tJ3AsaQs2yvrWHNMXx5TF3Ts4rmm8QoENCBQUKz+IY3sRt9O0XKHwoyAHNkqi2pZSOCu+g607r9nbGTrlQyokZaWRuvXrzfAk10u3hG11edHEiL02DgEsGS/lE8jPHqUR5L+yJAACglUP/db3hQUEAAB4wmUVar/eyNz8clifO9d2yN6pw0BDjmwZE/G9MMILMkBBQTsISADWJUM8s727Rxlj2zUNYhAj/YRxOExfmImErgbdMsdchMVEkixkW0caqt1I4a5r+RSr5O17icne1YmYraq1pGQkKBawln/8j/l2Rc4AAEQqCPgFvvy8koW/QwJ9GOhAyJAoCGBzNzChqeUvG4XHkwBvt5KfMMpCJiVQHV1NR1JyFQuv19njMBSfhOaENC9fXgTZ40/lVdYarxTeLSZwP/dMNbmunpXXLlypd4u7LV/0N4GZqvPJYB1TDW4pKQkqqhQP3VHcogJC5I7HQpMggAIcCdQXskjgBXMIIkq93sFfWoIyNWhxHdgNc4beA0PxmqEDZDgJQi0SuDw6fRW6+hdYWDXtmS1chjro3dPzWW/R4cIFoLzixDAYnEjmhAR4OdNV47q1cQV40/JgPzPP/9svOOWPW4/97LrveISwEpSjba4uJg2btyoWkaNfy5zemvE4AcIgIChBMoreASw/DGyxND7Dme2EyguLaeEdB7TO0KDMFLR9juHmiDwG4FDp9J/O1D4U+ZZCsVIY4V3oGnXvTrwyGtUUFwvgNW0VJxVRKB7u3CyMskXvXfvXjp8+LAiEs26nd3sFRe5wCWAlciB508//cRBBg3sEsNCB0SAAAgYT4BDbhDZa0yNkhRQuBLYcCCehbTQIIzAYnEjIII1gYbi9hxPbnhKyevwNgFK/MJp8wS6iuBE81eNu5LPZLEB43psHk/DenZgI5ZL7KAeEDk/e3W91y55yCWAJVci3KOa8OzZs6mKQWLJfl2iycOKYc2q3w/wDwIqCFRUVqtw28infDrd6CROgAATApsOnGahJDbKkCSyLPoKESCgFYGTqdnEYbRxBKYAa3VLNbHj4+VBgX7q8wpWVlZRIUZgaXJPtTYiB15dPqKn1mYdtrdmzRqH2+rUcL6w6/LDB7kEsARrUj78KTk5mbKysqQWpSXY35c6x4Qp1QDnIAACaghgBJYe3GHT1QhsPXyaqhgkwuralkfCYVe7v+iPaxOQeWNyCkqUd7IDk1XMlINgIoBL6oJT6TlUWcXjYSKTW8NGRo/2kdSNySg9CWX//v1yx6nIABYnPbpo4RTAmqlLD+00ymU1wkHd2tqpHNVBQEcCMG0YgQrx5M8wZy04CvD1auEqLoGAWgLy/0lOfrFaEcJ717ah4ic2EAABewnkFKj//9srNspe2aivIwF/Hx6fO44nqR/MoCNmU5vmNPpq2rRplJuby40nu4iaHoA4BbDiRAeVZ2U9fVqfaQmib3ZtAxHAsosXKoOAqxCQQ9c59MUfSdw53AZoaIFAdoH6L8BytLRVzmloQScugQAINCbA4f9vr1geCcMb03HPM1w+d5xKy3bPG2CCXg/t2Z6FSply6LXXXmtVi8EV0oS/k6K4/MYpgCVhK0/mvnv3bqlDeYmNDFGuAQJAAASMJ1DBIA+f7DWXJ6FSCwoINEUgm8EILLnYQXRoYFPycA4EQKAFAmln8lu4asylHu3DydOD21chY/rO0Yu/T6P8V0pknk5XPp5CSb+5O5XPinq0j2Ah89SpU3Tw4EEWWuqJeE8cV4ji8hu339rKA1gbN25kcdNjwoJY6IAIEAABYwmwGYHF5IOksfThzUwEMnLk+i/qFXdpi5yV6u8CFDRNgO/Zo4lysSy1+jxE8GpgV6TsUHsXfvcewCR1wcnUM7+LwhEbArdfOIh8vT1Z6NmzR/nacw05yKSCXzQ86aqvuQWw9qkGvW3bNqqoUB+8jGgTQFx+kau+J/APAu5EQOb24dBfDisBceAADXwJnEw1YJqHDd3vgkTuNlBCFRA4l8DRJPUBLKlocHcEsCQHDsWfSeqCRIzA4vB2OEeDHCn5hyuHn3NO5Yu5c+eqdN+U78PiZJ4obrFxC2BtUk09JyeHDh06pFoGeVgtdMGgbsp1QAAIgICxBCq5TCHU6IOksfTgzZ0IHE/mkWi3GxK5u9PbDn3ViEBcQoZGlpwz069zjHMG0FozAsEBvprZctRQWXkl5ReXOdoc7XQi0Ck6lMKDA3Sybp/ZyspKmjmTxdpz9YXvrP/C1Y+5BbA2cwC+aZPyOFoNBk4rLdQIwg8VBODTzQhUMFmFEDmw3OyNZ8LunkjmMc0jKhRT/k349oFkxQTyikopgcFIF6TsUPxGqOc+hEEAq7AUwat6t4TNYf8uMWy0yNFXhYWFbPTUCplWu3eLHbcAVoqgHi+Khpv9prZs2WJ/Ix1ajOrTkbw9PXSwDJMgAAJcCVRWVrOQFuDHI5kqCxgQwZJAUlYulZSpn/IfEqh+1ADLGwRRINAKgX0nU1upof9lBLD0Z2yrBw6/S0tKy22Vi3oGErB/UId+4mbNmqWfcccsy1+kqx1ras5W3AJYkqLy4U9Hjx6VOpQXOd83CqsbKb8PEAACRhLAKoRG0oYvMxOoqqqmU2nq82BxmPZi5vsI7e5LYD+DAFabAF9qH9HGfW9Ccz1XcD4k0E+B13NdFjN4KHKuIrySeaFH9o5lA2L79u1stNQK+Vns1T/NEyKM2hDAaoJ0QkJCE2fVnMKTITXc4RUEVBGorq6m0nL1f4cCkANL1VsAfu0gwCEPlvwCbIdkVHUTAuhm6wQ4BKClyitG9pQ7FMUEOPwuLUUAS/G7oLH7q0f3bnxS0Zn4+Hg6fvy4Iu/Nul3U7BUXvcAxgCWz6CvFnZycTFzmtnaODlXKAs5BAASMJ1BUon4Iuz+T5ayNpw+PTAjYJINDHiy5clYAAr423S9UAoH6BNKzeeSRuWZ0H7JYLPWl4VgBgTYMpmOXMHiAqAA9a5dj+3Vio++VV16higr1D5kbANnb4LXLv+QYwFI+/Km8vJzmz5/P4uYP6t6OhQ6IAAEQMI5AkSZJRJ3T6+vt5ZwBtAYBAwgkZOQY4KVlF/Jrb59OUS1XwlUQAIFGBNJzChqdU3EiNiqEwoP9VbiGz3oEQgLUTyEsKVP/ALEeEhwKAj06RIqf6re8vDyaOHGieiHnKtglXiaK4lYbxwAWi5swdepUFm+Ewd3bstDhliLQaRBQRKCsokqR59/denlgAYnfaeCIK4HcwhIW0vp1jmahAyJAwEwECkvKiMM0YMmsA/JgSQxKS6Cfj1L/0jmmEEoKfMrVo/tQsL/694Uksncvy4FOL0ht7lZ0DWA5CFM+jtntYFvNmi1ZsoRKS0s1s+eoobZhwRQdGuRoc7QDARAwIYFyBsOT5WwKi0WOLTEhQEh2GwJcAlj9O8e4DXN0FAS0JLByJ498Mj06RGjZLdhygIA/g9QF+UXqv/s5gI5VE63EyMXMHrlutFbmnLazcuVKp21obCBL2HO7/Feiz8QxgCV1/SR/qCxlZWWUlJSkUsJZ3xiFdRYFDkDALQiUMxiBJUFbEcCSGFAYE8gtYDICqwtGYDF+m0AaYwIrdsWxUDe6b0cWOojILXXIYIW3p/qR33JUoFveAIad7hgVQjFhfAZxTJo0iRul/UJQtShut3ENYE3ncCdOnz7NQQYNRh4sFvcBIkDAKAJlFZVGuWrRj9WKEVgtAsJF5QRyi3gEsCJDAsnHy1M5DwiQBFDMROB4UhblMfh/PLxXB/JkEEAx073TUqu/j7eW5hy2VchgER2HxbtYw4Hd+KTR2bRpEx07dowb4eXcBBmlh2sA66QAIIfFiZ267dChQ+qc1/PcOSas3iscggAIuDqBci4BLIzAcvW3WtP9M9HZ0rIKSsuWmQfUipah3uAAX7Ui4B0ETEhADh9IzsxXrjzA15sGdsFUYFU3wp/B9EHZ9+JSJHGXHDiUq0b15iCjRsO0adNq9ox+yGS5MxnpMVQK1wCWhKB8NcINGzZIHcpLTFigcg0QAAIgYDsBZ2sigOUsQbR3JwL7T6ay6G6bAB6JZlnAgAgQsINAUmauHbX1qzq6X0f9jMNyiwT8fLxavG7UxcKSMqNcwU8LBNqFB9PQHu1bqGHsJS4xgXq93imOj4jilhvnAFa86juybt061RJq/MeEBpGXew1rruk3foCAuxLgMoXQgimE7voWNFW/9zEJYAX7YwSWqd44EMuGwM64RBZaBnbhM2WJBRADRQQwmUJYhBFYBt715l1dO6ZP8xcNvpKXl0cHDx402Gur7pTnC29Vof0VbG7BOYC13eZe6FRR5sCSRSfzNpuVwavz+nWyuT4qggAImJtAOZsk7ubmCPXuQWD/CR4jsAL9MALLPd5x6KXWBLYd5hHA6hwTqnXXYM9GAn5MphAWlZp5BJaNsE1QbRSjReaBPPYAABAASURBVBXeeustKinhkW+z3q3jMcqmniAjDzkHsNYbCaI5X+vXs5BBVzOKRDfHCudBAAS0IVBVJae2a2PLGSsWi8zs44wFtAUB/QkcOJVGMo+O/p5a9hAW7NdyBVwFARBoksCJlDOUlVfY5DUjT0a0CaDu7cONdAlftQS8PHh8JS1CEvfaO6JuZxWfPXt2iFQnoJ5nGbiSAax6p7gcHuAiRIUOHr8tmu75NnG6VBSlG5cA1th+nYjD8rJKbwacg4CbEKiq5vB13E1go5umJyBzxhUWq39qHsNouW9VNxV+QcBRAlxGYT1wxXBHu4B2ThDwZBLAkn9PnOgGmmpA4P7Lh5Gvt6cGlpw3sWfPHqqsrHTekLYWJgpz6le+ECJUbZwDWEUCikxQJnbqtsOHD6tzXs+zj5cnRYcimXs9JDgEARAAAVcjgP44SKCgWPnzLpL5Kh2Uj2Yg4PYEdhxNYsHg0qE9iEtCcRZADBLhwSSAVclkBLxB2Nm5kd9377+cTxB51apV3BhVCEEvi+LWG+cAlrwxypcB5JADS4KQpW14sNyhgAAINEvANS5UVvEYgWWxYAqha7yjXL8X+UXqA1j4G+367zP0UD8CJ1Ky9DNuh2UZSOkUjVxYdiDTpKqHlcdX0koEsDS5n44akVN4A/28HW2uebuJEydqbtNJg8dE+1OiuPXG47dF87dgS/OXjLmSmJhIZWXqpybI3nbvECF3+hZYBwEQUE6gGlMIld8DCDAXgXwOI7DCMEraXO8aqOVEICE9l42cXrE88u+wAWKAEA8rj6+klZU8HiAagJyli9GMkrdv2rSJjhw5wo2TPrERbr1sRQ+P3xbNi4xv/pIxV0pLS2np0qXGOGvFy9Ae7VupgcsgAAKuQIBL/Arjr1zh3eQefeAwhTAqJJCsVvyvcY93HHqpNYEz+UV0NDFDa7MO2Rs/sItD7dDIcQIeTH53Vjg4AsvxnqNlHQEPq5WuGd2n7qXy/ZQpU5RraELAtCbOud0p7gGs0xzuCJc38DAEsDi8HaABBHQnUFXNYxVCwndx3e81HGhDICtXps3UxpajVrw8PSg8yN/R5mgHAu5MoKbvU5bvrtmr/jF+QBfkwTL4JnAJYGEElsE3vp67IT3aUWxUSL0zag/XrVunVkBj7+niFI9RNUKIyo17AEs+iklUCUj6njdvHotphEH+PtSjfYSUhAICIODCBPiMwEIEy4XfZi7VteQzPBbkiQkPUsQVbkHA/ASW74ijkjKZo1htX2Qw5ZKh3dWKcDPvViuPr6RsHiC62f2X3eU0+io9PZ24LOQm2dSWH8Qec1wFBB6/LYSQZjZ5k2Y2c82w00VFRZSUxGN1lKE9MY3QsBsPRyCgiAByYCkAD5emJpCSlcdCf0wYAlgsbgREmJJAaXkFJWXyyIV1waCupmRoVtGVlTxGnntYuX81Nusdbl33gK4xrVcyqMarr77KYvBKg+4uavDabV+a4X/pNA53Jz4+noMMGtIdASwWNwIiGhHACe0IeFh5/GquJvkMQbt+wRII6EWASwArqg0Suet1j2HXPQjEp2az6GgPLJxk6H0or6w01F9zzjw9eHz+ak6fq55vH9GGuKz+mZ+fT5988gkx/LeHoSYlkszwv3SHIKN8bsC+ffuEDF03m4y3i8DTXZtAoRIImJiAB5MPUFymMpr4VkK6QQRSzxQY5KllN+FtkAOrZUK4CgItE9h08FTLFQy62jY8mDrHhBrkDW7KK6pYQPD29GChw91E/OOOC9h0edeuXUZqsdXXdFHxjCjYBAEzBLDkb7QEoVXptnbtWqX+65y3DQuuO8QeBEDARQl4MFmNB1MZXfQN5oLdysorpCoGEdfwYASwXPDthS4ZSGDjgVNUVaV+9K/VYqE/XjXSwJ67t6sKh6cQasvNy9MMX4217bNqa1EhgTS2f2fVMs76X7BgwdljJgdyeOKLTLSwkGGW/6XKVyNcvXo1ixsWGuRHMcixweJeQAQI6EXAw8rjVzODeIBeiGHXxQjILz85BcXKexXk76tcAwSAgF0EmFVOzy6gI4lyDSf1wq4Y2YsC/LzVC3EDBVymEHphBJbh77a+naIN99mcQ/ng9rvvvmvusqrzx4XjY6JgqyXA41tSrZgWdsrnfGZlZdH+/ftbkGjcpatH9zHOGTyBAAgYToDPFEL1T8ENhw+HpiWQmVOoRHt9p/4+XvVf4hgEQMABAit38vmu1r1duAM9QBN7CVRUyEEm9rbSvr6nB6YQak+1ZYvXjOndcgUDr86ZM4fkd34DXdriapstldypjlkCWOs43JQ1a9ZwkEFXjepFFgsLKRABAiCgAwFPK4//4PJJlA7da2gSr0FAEwIZueoDWH4IYGlyL2HEvQnsPpbMBsCoPh3ZaHFlIciB5cp3t/m+RYYE0LgBXZqvYPCV6dNlqimDnbbujqWo1mXrV8MsASwZOVI+FGDdOhZxtJpVGoIDME1Bv/8WZrMMva5GwMplCqGrgUV/XJpAJoMAFkZgufRbDJ0ziMCJFD65iq8dg1kPRtz2UiYjsAJ8MWXUiPtd5+O6MX3J04NPOGLLli110rjss4SQhaJgq0eAzzumnqgmDuXyQjubOK/NKRutnDhxwsaa+ldri2Tu+kOGBxBQRIDLH3OMwFL0BoBbhwhwCGBhBJZDtw6NQOAcArmFJbTpAJ/VCIf36nCOPrzQnkBhSan2Rh2w6I8AlgPUHG9y3gCFydsbyN64cSMlJChfN66BKpokTigfxCM0sNrMEsCS0OQoLLlXVuLj45X5bui4Y1RIw1N4DQIg4CIEPLmMwMKfTBd5R7lHNzhMIfT3RQ4s93i3oZd6E/jm123E5U/QlSN76d1dU9rXUnRRcbmW5hy2FYik/Q6zs7dhgAgW9ugQYW8zXerLB7bPPPMMVVVV6WLfCaMYfdUEPDMFsNY3od/QUxkZGXTqFI8nQoO7tzO073AGAiBgHAEfb0/jnLXgqQrLELZAB5e4ETiTp34VQj8fTD/h9r5grAfSWiCw53gyZecVtVDDuEsDu7Y1zpmbeiosLWPRc6w6adxt+MMVw8nPm8dDH/n9Xo7AMq73NnvabXNNN6popgAWi8jRDz/8wOLtMaI3hjOzuBEQAQI6EPDlEsDi9yRKB9owaV4C5yovYvAFyMvDSkH+PucKwysQAAGHCHDJhdUxOoTahQc71Ac0so1ASWk5VTL4zBHoi4cQtt0x52rJkW53TBjsnBENWzPMfSV7N1v8yBQFWwMCCGA1ANLay8mTJ5McZthaPb2vd4kJo8iQAL3dwD4IgIACAoYFsFrom/w9V1nFZQJHC0JxCQRqCRSLL0C1h0p3+NusFD+cuxCB7UcTWfTGw2qlR68fw0KLq4qQnzYKS9RPI5TT2lyVMad+9Y6NIg6fdeuYTJokU03VvWKxrxQqXhAFWxMEzBTAkln4jzbRB0NPxcXFUVaWlGKo2yadDe+JUVhNgjHwJFyBgB4EfLw89TBrl83Scvm3064mqAwCSglwec9GtglUygHOQcBVCCzfEcemK1eM7EXBAb5s9LiikMJi9dMIfZlMaXPF+1u/TxcN6Vb/pdLjpKQkWriQXaqpYwLKQVGwNUFAdQCrCUktnmIxf49LMvdhWBWlxTcLLoKAWQn4MphCWFJWYVZ80O2mBErK1D+9l+ijQhDAkhxQQMBZAvGp2XT4dLqzZjRr37dTlGa2YKgxgcISDgEs9Q8QG5NxrTP+Pl501ajebDr11VdfsdFST8iGesc4bEDAbAGsKUK/HGUqduq248ePq3Nez7OcRljvJQ5BAARchIAvgxFYJeU8ggEuckvRDQMIcAm6Rob4G9BbuAAB9yCweOsRNh29ZFgPJlpcU0Z+cYnyjvn5IICl902Qoxk55YpcvHix3l12xP6PjjRylzZmC2DJRO4Zqm8Ol1UK2kUgoaTq9wL8g4AeBHwYDGEvKcUILD3uLWzqR6C0nMd7NgJTCPW7yVpZhh3TENgZl8xG6zWj+5CfD49V09hA0VBITr76AJYvg89fGiJlaerS4XwCwWVlZbR7925unGTKpDXcRHHSY7YAlmQXL3+oLGvW8HhPRQT7U3QopiqofC/ANwhoTcBqtZDForVV++2VMAkG2K8cLYwgwNEHlxFYUZhCyPHtAU0mJXAiJYu4LNDg6WGla8f0NSlJ/rKzC4qVi0QAS99bIP8P9ekYra8TO6w/++yzJINYdjQxouq3Rjgxsw8zBrCUz9/bt28fZWQoHwgmvuRaWM0hNvN/BGgHAYMJNOvOw8rj13IpkxXdmgWFCyDQgEBpWQVVVSvPMkCRIQENlOElCICAowRkYHr6Sj4jJCYM5ZN82lGmXNvlMAhg+THIQcr1/mih686LB1Ogn7cWppy2kZubS5999pnTdnQwsEIHmy5lksc3JfuQKk9qVlVVRatXr7ZPtU61rz+vn06WuZuFPhBwTQLy6RSHnhWLYAAHHdAAArYSkMGr7Hz1T/ARwLL1jqEeCNhG4OuFW6missq2yjrX6tspWjxA1tmJm5rn8PvbF1NEdXv3eXt60P9dP1Y3+/Ya3rlzJ5Xzy/cq59Hutbcv7lP/t56aMYDFInK0cuXK3wgq/tkhsg2FBvkpVgH3IAACWhHgE8BCEnet7insGEcg7Uy+cc6a8RQe7I8vuM2wwWkQcIRAWUUlHU/OcqSp5m38RYDjnkuHaW4XBokwAsuAd4FCF306RRGXz7gSw6xZs+SOW/mnEIQP4AJCS5sZA1gHRYeUz987cOCAkMFjaxeOZO487gRUgIDzBLj8cc8vKnW+M7AAAgYTOMNgCoqH1UpeHh6EfyAAAtoR2HM8RTtjTliSTf909UhCriRJQttSWFKmrUEHrHl5elCQv48DLdGkNQIXDOYz/bagoICmTp3ammSjr+cJhyznNApdrDYzBrBkgou1qimePHlStYSz/jtGh5w9xgEIgIC5CXgx+eKbVyhHMZubJdS7HwEu71tPTzN+vDLk/QInIOAQgcVbjzjUTo9GchRWr9hIPUy7tU2Z74wDgM7RoRxkuJQGDw8r3Ty+P5s+zZgxg86cOcNGT60QmewPo69qYbS0M+snLOUBrJSUFEpNTW2JrWHXhvXsYJgvOAIBENCXAJcRWAUMnoTqS9qs1qG7JQI5BTwCr55MAtEtscI1EDATgf3xqXQyhc8XzkuGdTcTPlNo5bLaZCcEsDR/v8jVOwN8eSRvl5376aef5I5bmcdNEFc9Zg1g7VcNtLKykiZPnqxaRo3/4Qhg1XDADxCwiQDzSlxGbmAKIfM3CuQ1SSC3UH0SdynMSzxtlnsUEAABbQhUVVXT/E2HtDGmgZVrx/Rhs5qaBt1hYaKwVP0UQgmicwxGYEkOWpbLh/fQ0pxTtkpLS2n79u1O2dChsXz6NkUHuy5p0qwBrHgOd+Pbb7/lIINkIve2BubBYtFpiAABFyXAZeQGAlgu+gZz8W7lMpnQJwNHAAAQAElEQVT6yuX/sYvfbnTPzQhsPZzApseBfj509eg+bPS4gpCiEh6zpzpiBJambyeLhahflxhNbTpj7PPPP+c4fXC+6BOPqV1CSFMbp3NmDWAlCoiFoijdDh8+TJmZmUo11Dkf2Tu27hB7EAABExPgMnIjv0g+DDIxSEh3SwK5TKYQeiEHllu+/9BpfQmcSM6i7HweoyxlTy8ZimmEkoNWpYhJ6oIu+ozA0gqT6ez8+ZpRJPPGcRBeVFREr7zyCgcpDTVMb3gCr5snYNYAlhxjOrv5bhl3hUsy96E92hvXaXgCARDQjYAnk6lHeUXy16xu3YRhENCFAJ8RWGb9eKXLbYFRENCAAFFZRSV9OX+zJra0MNK7YxQF+WHFOi1YShtFpeVUXS3X6pKv1JX2EW3IYrGoE+BCnmXeqwcuH86mR7t376acnBw2emqFyDf9ttpj7GwgYOZPWCzm7x07dswGzPpX6RwTor8TeAABENCdgCeT5M/5xaW69xUOQEBrAjkFPEZneDH5f3wOX7wAARcg8PPafVTA5O+Tn48XPXzdaBegyqMLFZVVlJVXpFyMt5cHyXurXIgLCOjbOZq8PD3Y9GT+fDlTj42cOiGrxQGf+dFCDPfNzAGsdQJuvihKt1WrVin1X+dcPi2oO8YeBEDAvAR8xAcnDurzMYWw0W3ACf4E8op4BF49mYyk5H/HoBAE7Cdw6HS6/Y10anHT+P4UEuink3X3M3sqLZtFpwMZrZjHAoiDIi4f0dPBlto3Kykpoe+++057w85ZlKOvnnDOhPu1NnMAq1LcrnhRlG4rV65kMdxV/vHs1i5cKQs4B4FWCOCyDQS4PKniEgiwARmqgMBZAiVlPJIAc1lN9CwYHICACxFYvfsEm97Iv9mDurVlo8fsQk6l8ZjeFejvbXaUyvWHBPrSFSN6KddRJ+CXX36h9HQ+we9aXcfFfq8o2OwgYOYAluym8r9gx48fp1OnTkktBpSWXdx8fv+WK+AqCIAAewI+Xp7KNcph/KVlFcp1QAAI2EugtFw+27K3lfb1rRazf7zSngksgoBWBOZtPEiVlVVamXPazo3j8PnbaYi1Bk6mnKk9UruTq0yqVWB+7zec1498vdV/pq0jOWXKlLpDTnsbkvpxkstDi9k/YW3kgFGOwuKg48qRfcjDavZbyoEkNICAOgIc8i7IRLnqCMAzCDhOoIRJ4BV/ih2/h2gJAq0RKC4tp0Vbj7RWzbDrY/p1ou6YBaEJ72NJWZrYOceIAy8CfX0caIUm9QlcOKR7/ZdKj6uqqmjbNpZ50j9XCsakzs0e7VjJgfvq1as5yKAgf2+KDgtkoQUiQAAEHCMQ5Kd+2HpZOUZfOXb30Eo1AbmCVVWVTCmhVokVK1ipvQHwrikBjsYWb+MTwPKwWui2iwZxxGQ6TceSM1loltPfWAgxqYjwNv7Us30EG/Wff/45ZWbyeG/VgyKnDrIYjFNPkykOzR7A2iEo54qidDtyhM8f0Q6RbZSygHMQAAHnCAT6q3/qhxFYzt1DtFZLoJLBMuwWyzlLsKsFAu8g4IIE9p9MZdWrUX1iWekxq5js/GIqYzAVPCYsyKwIWeh+5rYLSK7myEFMWVkZPf300xykNNSA0VcNidj42uwBLPmYVfkygCdPnrQRt/7V+nWK1t8JPIAACOhGIIDByjccPjyeCxivQMB2AlVV6nPjWK0IYNl+x1ATBOwnUFBcRpOX7bK/oU4t2oW3ofMHdtXJunuZLShWv5osAliOv+eiQgNpwlA+0wfl1MHSUvXvqSaIrmniHE7ZQMDsASzZReUBrIyMDIqLi5NalJeRfToq1wABDAlAkmkIBPkxGIGFKYSmeb9AaGMCVZhC2BgKzoCACxL4csFmKmay8qgcdPnPuy4kb08PFyRtbJcKSsqMddiEt3bhGIHVBBabTg3t3p6s8j+ETbX1r/TLL7/o78R+D3L61lH7m6GFJOAKASw5f1T2RdfSmvHvvvuutSqGXB/aoz1xGbJpSIfhBARcjEAghxxYFTxWcnOxW4vuGESgksMILEYf3g3CDjcgYDgBmcz9yOkMw/025zAqJJB6xkY2dxnnbSTAYQRW+8gQG9WiWkMCnFbFl9MHv/rqq4YSbX6tY8WHhW182BYQHNlcIYDFYv7exIkTqYrBh2aZSHJ4zw6OvBfQBgRAgAGBIOTAYnAXIMHMBBikwCJMITTzOwjazURg+c5jrORePqInKz2KxTjkXk4Pdaihho1iQoNIfqfS0KRbmOrTKYoGd2/Hpq9ygElhYSEbPbVCTok9pg8KCI5urhDAShSdzxZF6ZaamkpJSUlKNdQ5H4VphHUosAcB0xFoE+CrXDNyYCm/BRDgDAEG6acsFgYinGGItkwIQEZrBBZuPkSFDKac1em84bx+FBrkV/cSewcI5BWWONBK2yZenlaKCgnU1qgbWLtp/ACyWPj8/ZsxYwZH6nLlQZnHm6M2U2hyhQCWHH43jQPtEydOcJBBvTtGstABESAAAvYT4PDBtxQ5sOy/cWjBhoCFLL9rwREIgIBLE8gvKqVFW2U6GR7d9PPxojsuGsxDjElVpGbns1DeLiKYhQ4ziRjZm88sIDkzauvWrRzxfctRlJk0uUIAS/Jm8UbYuXOn1KK8dIhoo1wDBIAACDhGICTQz7GGGraqH8DS0CxMgYD7EMCzVfe51+ipcgLLd/BYSKkOxIWDsRphHQtH9kkZeY4007xNe3yfsovp2H6dqF04n6Df888/T0VFRcTs3yGhB9MHBQRnNlcJYMnIUY4zILRou3z5ci3MOG0jMjSQwjB82WmOGhmAGRCwmYCftxf5eHnaXF+virmFpXqZhl0Q0J0Ah/FX1RwScelOGg5AgAeBg/FpJEdi8VBD1LVtGPXvEsNFjul0JGdxCWDxCcZwv4lenh70z7suIouFw19gopycHHr33Xc5YvtGiKoQBZsTBEwQwLK5dydtrqlTxRUrVlBFhfr3pFX88rh2bF+degmzIAACehEIYRJ4zilg98RKL+Sw64oEGHx+rnJFrugTCDAlUFRaTp/MkWlleAi0WCz0zl+uZvNlngcV21UkZebaXlnHmu3CMaPFVrw92kdoPPrKVs9N19u2bRuVl5c3fVHt2WVq3buGd1cKYCkfP1xaWkrr1q1j8c64aXx/FjogAgRAwHYCoYHqE7hLtdn56hOoSh0oIGBaAhiBZdpbB+HmJDBn/QHKyuPz8CUyJID6dIxSB9PEnlOy8onDKNaQIB6fycxwKycM7cZKplx9kJWg38QcF7vDomBzkoArBbA2OMlCk+ZLly7VxI6zRuS87fBgf2fNoD0IgICBBDjkv5LdzSkoljsUEAABBwlUIYDlIDk+zaDEXAQqq6po97FkVqKvGNmTlR6ziJF5ODMZBCOD/RHAsuU9E+DrTTecx2fgRGJiIs2aNcsW6UbWkZkxnxYOWQ4LE7pMtblSAGsFB/JyyCIHHVJD+0gMfZUcUEDALATaMEjgLlkhgCUpoDhJQFlzq1X9HEL5SVUZADgGATclMGvdPlY9v+3CQRTk58NKk1nEJGeqz4MV6OdtFlxKdV4zpg+FMJlBIEF88sknVFZWJg85FRldn8tJkJm1uFIAS2b1T1J9M44fl6MDVav4zX+PduG/HeAnCICAKQicO4VQnWQEsNSxh2fnCXhY1X+04TD9xXmSsAAC5iKw7UgiHUnIYCPa08NK918+jI0eMwnhkAcLI7Bse8dcNpzXSMPFixfbJtzYWpuNdefa3tR/ytOOr8yZqnwZwISEBDpz5ox2vXLC0sg+HZ1o7QJN0QUQMBmBEDYjsJADy2RvHcitR8DDqv6jDWYQ1rshOAQBgwhUVVXTzNV7DfJmm5uLhvDKDWSbavW1WIzA8vchq0X9iF71d6N5BWHBftS7Y2TzFQy+EhcXRwcOHDDYq03uJtpUC5VsItDipzybLPCqpDyAVVlZSZMmTWJBZUy/TlgBhcWdgAgQsI1ABJO8ddnIgWXbDUMtdgTkdw0Pq/ovHDIfDzs4EAQCbkBg25EEVr3sFB1KY8XncVaiTCCGwwgsLw8rtYsINgEtbSXaY+3Z2y8kHy9Pe5roWvfBBx+kiooKXX04YPy0aLNAFGwaEXC1ANYRjbg4ZeaLL75wqr1Wjf19vGhwt7ZamYMdEAABnQkEMxiBJZOnFpcix6TOtxrmdSLg6+2lk2X7zFZWykHh9rVBbRAAAecJJGfl09q9J5035LiFRi1fuu9S8vXm8yW/kUCGJ87k81hMpk/HKIZ0eEiKCQuiCUO78xAjVBw7dozWr18vjthtn7BTZHJBrhbAOiHuh/LcqYcPH6b09HQhRf0mR2GpVwEFIAACthAI8FX/5Rujr2y5U6jDlYAfkwBWBQJYTrxF0BQEHCcg88+9MWUllZZXOm5E45bhbfxpYFc8ULYHa35RqT3Vdavbi9H0ON066aDhEb06sJpiuXLlSgd7onuzRbp7cDMHrhbAyhL3b48oyrcTJ2QsTbkM6t8lRr0IKAABELCJgL+Pt0319KyUlVukp3nYNoKAG/vw81EfBJb4EcCSFFBAQA2BzNxCOnyax4PkOgI3nz+g7hB7GwiwCWDF8snvZAM2Q6vcefFgQ/215kyuPthaHQXX5XBQlkm5FLDQzKWrBbAkGBbz9/bv3y+1KC+xUSHKNUAACJiNgCq9ctqvKt91fuUH/7pj7EHAbAQ4/B+SzJADS1JAAQF1BBZuPqTOeROeLxjUlXp2iGjiCk41RSCviMdiMr1io5qS5/bnRvftKN7PfIJ7y5Yto3379nG7L3JW2D1ClNyLHTatCLhiAGuqgKM8gcuKFSuEDPVbdGgghRufGFp9x6EABExIwN9X/QgsBLBM+MaB5LMEQoL8zh6rPMAILJX04RsEiBZsPkwZuYVsUHh6WOnuS4aw0cNdSEFxGXH41h8m/qb4IH9Zo7fLLcxGFH755ZeNNDI4cUxo2CiKu2yG9dMVA1j5gp7M9i926rYlS5aoc17Ps9VioRvH9693BocgAAJcCXAYPcLpAz/X+wRdfAmEMlgIQdJBEndJAQUE1BEoK6+gqSt2qxPQhOdxA7o0cRanmiJQKu5fZg6PAGSwn09TEnU4Zx6TQ3t2YCV27dq1rPTUimEpqlabqXeuGMCSN+S4/KGyZGdn0/bt21VKOOv75vEDWCXZOysMByAAAmcJiFgz+TNI4s7lA+NZMDgAATsIcBlxjBFYdtw0VAUBrQg0sLN+r0w/0+CkwpdtAnzpsZvOU6jAXK4PJ/DIYxbojwBW/XfOn64eScGMmHz00UeUkZFRXyKX4w+5CHE1Ha4awNrG4UYtXbqUgwyKDAkQJZCFFogAARBomkB4cAB5WNX/Ss4p5LF0ddOUcBYEWiYQGsRjCmG5SVchbJkuroKAuQjEp52hPceTWYm+99Kh4jN5ACtNXMUcPs0jKBHEKFij+l7JwNVDV41ULeOs//z8pRSqvQAAEABJREFUfHruuefOvmZ0sEJoYZeUS2hyiU39tyV9MLKIHG3YsEGf3jlgNTaqjQOt0AQEQMAoAh2jQ4xy1aKfohLlKQRb1Mf8IuQpJsAlgCWnLylGAfcg4PYEqquJ/vHVIqqSB0xoWCwWOq9fZyZqeMs4koAAFrc7NLBbW5L53Ljo2rp1KxUW8phq2oAJi0XlGmhymZeuGsDaLO5QnihKt2PHZO42pRLOOu/XOfrsMQ5AgC8B91XWNSaMReeLSspY6IAIEHCEQFiQvyPNNG9TWl6puU0YBAEQsJ+AXJjkYHya/Q11bPHgVSPIy9NDRw+uYfrwaR5TCMOZ/F3hcFdvvWAgBxlnNXz//fdnj5kdIHm7jjfEVQNY8hvYGh252WQ6Pj6e5NBGmyprVakZO2P7dWrmCk6DAAhwINC9fQQHGVRYihFYLG4ERDhEgEMAS472KKtAAMuhG4hGIKADgYWbD+tg1XGT7cKD6bqxfRw34CYtU8/kUzmD36XtIoLdhHjL3ezeLpzGMho9mJCQQDNnzmxZtJqr04RbY+cuC4futLlqAEveQ+XTCMvKymjKlClSi/IytEd78vPxUq4DAkAABJom0LMDjwBWEaYQNn2DcNYUBKJD1ed7zCkooWpGU5ZMceMgEgR0JPDz2n10Jr9IRw/2m77+vH72N3LDFvlFpYb0uiUn7UXAsaXr7nLt3suGksXCp7cff/wxye/afBTVKKkQP/8iCjYdCbhyAGuvjtxsNi3/c9lcWceKFouFxvTtpKMHmAYBEHCGQNd2TKYQlsoBrM70BG1BQA0Bq/g7F95GfXJkOWVJDQF4BQFlBFg7lgHlH5bsYKWxZ4dI6t85hpUmjmLyi9UHsNoigFXz1hjRu2PNnsuPX3/9lYuU+jrkL5r8+idwrD0BVw5gHdcel/0WDx48SGlpPObej+7L6xeP/TTRAgRck4AcHRnop36Z5srKKipCDizXfJO5Qa98vT3Jw6r+8bBjASw3uEHoIggoJLBmzwniNDBSJsJ+7aHLydvLQyEV/q5ZjMDCFEK6YVx/igpR/4Co7h27Y8cOOnToUN1LTvvZnMS4qhZXDmAliZvGInLEJZl7DyZTlMR9wQYCIFCPAIfglZRzKj2HKquq5aH5ChS7PQEZCOYAISuP11QlDkygAQRUE0jMyKVVu1k82z6LokNkG+rfBaOwzgJp4iCPwRTCyJBAt066Lx8OPXfXRU3cHXWn7rzzTqqqqlInoGnPcvrgZ01fwlktCbhyAEty+lL+UF127dqlWkKN/1jxh7LmAD9AoAkCOKWOQKCftzrn9TwfS8qq9wqHIGAuAr7eXiwEZ+QUsNABESAAAucSeGPKSipmtlDJ3ZcMOVckXp1DIJvJAwGZeP8cYW70YkiP9mRlMLq5Dvnu3bspLi6u7iWn/TdCDKYPCgh6b64ewPpOADQqPCtcNb0tWbKk6QsGnw0J9KNesZEGe4U7EACB1ggEMZg+KDXGJWbIHQoImJKAn48nC90JGbksdEAECIDAuQRyCoppz3Fei4NdMLArDeiKUVjn3qnfXyVn5f3+QuGRO69EeMv5AxSSb+x6zpw5jU+qO1Pf84z6L3CsHwFXD2CdEuhSRVG6LVu2jMrLy5VqqHN++0WD6g6xBwEQYEKAywisuKRMJkQgAwTsJ+DHZARWEgJY9t88tAABgwj8vHa/QZ5sd/PHq0baXtnlarbcoSQmAaz2bpoHq2vbcLpgUNeWb5KBV+X36ffff99Ajza7ktMHt9hcGxWdIuDqASwJ55j8obKUlpbSqlWrVEo46/vS4T3I2xMJI88CwQEIMCAgR0cykEFxiQhgcbgP0OAYAT9fHlMIEzJyHOsAWoGAIwTQxi4C6/aepIOnWKTIPatbTtFqE+B79jUOfieQnMlkBJabrkR4z6W8prh+9tlnlJfH4z3x+7u05ugJ8bNYFGwGEHCHANZOAzi26mLx4sWt1jGignxC7c7DYI1gDB8gYC+B6NBAe5toXr+isorSkbtHc64waBwBR6fiaqmwqqqaMnORxF1LprAFAloSqKyqosnLeOSmreuXv48X/fu+S8hqsdSdwr6WQBKTAFZMWHCtIvfZybxXo/p0ZNXh6dOns9JTK0ZGxJG8vRaGETt3CGCxiBxt377diPtpk4+O0aE21UMlEAABYwjIlYiM8dS8F7lUtYNLjDdvFFdAwEACkW0CDPTWtKui0nKqxn+kpuHgLAgwIbDpoMwwwkRMrQw5Tatru7DaV9jVEUjPySf5gK3utap9sL+PKtfK/F47pi9xeMBaByArK4u2bdtW95LTfoMQUy0KNoMIuEMAa61gqXxJoOPH+SzdO7pPrECCjQ8BKHF3ArFRIcoR5BeXKtcAASDgDIGYsCBnmmvSltsKZ5p0CkZAwMUIyAc2b01fza5XN43vz06TakHyeUBatvKvcRTAZLVoo+6HzM365C3jjHJnk5+7776bKisrbaprcKUPDfbn9u5cI4DV8m2U81HXtFxF/6spKSl07JjydFw1HR3XvwuGKdeQwA8Q4EEgNlJ9AKuwuIwHDKgAAQcJRDMIYBWV4v+Rg7cPzUDAUAIzV++l1DP5hvpszdlN4wdQRwYPtFrTafR1DvcpwNfb6G4r9Teke3sKZLJCtgQRFxdHjVb1lxfUl61CwlpRsBlIwB0CWBLnIvlDZZFTCj799FOVEs76ljmwMEz5LA4cgIBSAr7enhQZon7qUwFGYCl9H8C58wSiQtTnksMILOfvIyyAgFEE1u+LN8qVTX48Paz0l2tH21RXi0pmsZGWrT7Q6G4BrNsuHMjq7bF06VJWeuqJweirejCMOnSXANYeo4C25GfixIkkl/9sqY5R18YP6GKUK/gBARBogQCH6YNSXm5hidyhgIBpCbRlMAILU3FN+/ZxRDjamJzA94u3UWl5BatejOnXifx8vFhpUi2GwwisQDeaQjigSwyN6ssneXtFRQW99957qt+GzfnnNxe5OaUudN5dAlhxHO5ZTk4OnT59moMUGtqzPQsdEAEC7k6Ay3SBxIxcd78V6L/hBLRz6O3pQeEMkrjL3Dra9QqWQAAE9CQgcyvNXn9ATxd225bJwp+76yKyWLAiYR08DgEsfxFU9PJ0j6/Nd148mFWqmWnTptGJEyfq3g6c9j8IMcmiYDOYgHv8TySSy1seNZhtk+7kHN4mLxh8slMUViI0GDncgUCTBGIj2zR53qaTGlZKQABLQ5owZTSB9uL/kYdV/Re+jNxCo7sOfyAAAk4QWLDpkBOt9Wl65aje1DkGn9Pr6GblFdUdKttbLBaKdZPvTqP68Bl9JW/4N998I3fcilz56GFuotxFj7sEsOT9/Fj+UF3Wr1+vWkKNf5nsNoLB0+oaMQp/wDUIqCYQyyRh6+m0bNUo4B8EHCbA5f9Rcmaew31AQxAAAeMJxCVm0s64JOMdt+Lx+rF9W6nhPpcLmCwy07VtmMtD/8u1o6hNgC+bfmZkZNC2bdvY6KknZLM4Ru4NAUHF5mwAS4VmR33+KBqWi6J0W7RokVL/dc7lk+qbzx9Q9xJ7EAABRQS4BJIxAkvRGwBuNSHAZSQjh6kumgCFERBwEwKVVVX04ndL2eXCuvXCgdQuPNhN7kLL3SwskYNdWq5jxNVu7cKNcKPMR2iQHz145Uhb/BtSRy6A9vDDD1NxcbEh/ux0IuMKdjZBda0IuFMASz4WVb7cyM6dOyktTc5o1OoWOm7nzgmDMcfecXxoCQKaEODwpEuunJaJqU+a3E8YUUOASy65lCz1q2WpuQPwCgLmJSBXudt7IsXADrTuysfLk/58zajWK7pBjcIS5eMPaih3ig6p2bvqj2E9O5Ac4MClfydPnqRZs2ZxkVNfR6Z4MVEUbIoIuFMASyJmkcx9wYIFUovyIlfUwNMd5bcBAtycQDCDodoJ6TlufhfQfbMTiAoJZNGFlDPyWRkLKa4tAr0DAY0J/Lh0p8YWnTc3bkBn8vbycN6QyS0UlZSx6EGHyBAWOvQQITNI3n/ZMD1MO2yTy/flJjrwnjhXJQo2RQTcLYDFIgHV0qVLFd3uxm6RJLIxE5wBASMJcBiBdTodKxAaec85+HI1DW0C1efsKBRfsrLzWU51cLXbjf6AgOYENh04RduPJmpu1xmDIYF+9MxtF5BFRhecMWTytkVMRmBxmaqux+0cP7Ar9ekUpYdph2yWlpbSRx995FBbAxrNN8AHXLRAwN0CWItbYGHYpYMHDxrmqzVHQ3q0b60KroMACDQmoMkZq/hUGuTvo4ktZ4wkZCCBuzP80FY9gVDxRU+1CiyEoPoOwD8IOEfghyXbnTOgQ+sbx/enWBce+WMLsuKyciorr7Slqq515Oc1L0/XHBF3x4RBurKz1/iMGTPo+PHj9jYzor5ctnS/EY7go3kC7hbA2itQKF9q5NixY1RSwmPhgvMHdhFIVGzwCQIg0DM2kmQQSzWJBIzAUn0L4N9JAmHB/k5acL75qTRMxXWeIiyAgDoCu4+lUFZeoToBzXi+dmyfZq64z+lT6TwetPl5e7kcdPkAaGDXGFb9+v7771npqRUjpw3eWXuMnUMEtGnkbgEsGb5XPn9PBq+mTp2qzR100krXtmHUPgKrnDiJEc1BwCEC/TpHO9RO60ZI4K41UdgzkkB4mwAK8PU20mWTvk4jl1yTXHASBMxCQC5o8vLEZVRVVc1K8h0XDaaoUB55/lSBOZXKJIDloziApfENsFgs9MK9E8iXUWAuNTWVtmzZonFPNTF3QFjZIwo2xQTcLYAlcS+RP1SX996T+d9Uq/jN//gBGIX1Gwn8BAFjCXAJYOUVlRrbcXgDAQ0JjOjVQUNrjpviMkLA8R6gJQi4PoHWerjp4Gk6npzVWjVDr/uJoMnD14421Cc3Z1xGuPqLe8GNjTN6OkaF0AWDujljQvO2DzzwABUXs8wnidxXmt9txwy6YwDriGOotG114MABkhFmba06Zm1E71jHGqIVCICAUwR6dIhwqr1WjXMLeUxp1qo/sONeBLgEsLLzWH7g1vrNAHsg4PIEflnHL8XNBYO6ko+Xp8uzb66DXEa4ymBicxrNeP7SYT1YyT5y5AgtWcJirElDLvKD8icNT+K1GgLuGMA6IVBXiKJ8O3r0qHINUgBWIpQUUEDAWAIWC1Hn6FBjnTbjLQ8BrGbI6HEaNrUmMKIXj4cwCARrfWdhDwTUEJizfj+dSuMxZa2OQJsAX3rh3otZ5M2s02TkPvVMnpHumvXlSgGsQD9vuv0iXsnb586d2yx7xRdkUq4UxRrgvpaAOwaw5G/A5bX9V7rbunWrUv91zuXqJt5errmqRl0fsXchAi7SFV8vL+LwQUjm+sjHFEIXeVe5Xzdk7qt2TPI45hRgBJb7vQPRY1ckUFFZRV8t4JeD58qRvahru3BXRN5qn1Ky8lutY0QFDp/btOrnbRcOotAgP63MOW2noqKC3nzzTaft6GTgR9otJJYAABAASURBVJ3swqwDBNwxgCUxfSR/qC4LFixQIqGhU6vVQrecP6DhabwGARDQkUCAePKlo3mbTcclZVJVNa+EtTaLR0W3JxAREsCCgfw/dCYfASwWNwMiQEADAjIXVmk5iwkb5/Tm9gsHnvPaXV6k5xQQh48qrpQD67LhPVm9fT799FPKzuY18rEW0Emx3yWKqTdXEu+uAazF4ibKkVhip27bsGEDnTlzRp2Aep5vu2iQ2w5LrocBhyBgGAE5csQwZy04OpbEK1ltC1JxCQQaEYhswyOAdeR0BpVXyIWOG0nECRAAARMSkFPr/ztlFYugSX18153Xj3oyyZ9ZX5fex3JUnOKAYk0X5bS7mgOT/xjcvR11axfGqheTJ09mpadWTJXY/1EUrHYkIHDZ3DWAJYcbxKm+CXKo5OLFMpamWglRh4g2FBUaqF4IFICAmxDg8hTvRAoCWG7ylnPJbrYLD2bRr82HTrPQAREgwJeA+ZQt2HyITqfzGhHiYbXQ/90w1nwwNVBcUlaugRXnTAT5+zhngEFrDw8rvf/otWSxWBio+U1CfHw87dix47cXvH4eFnJWioKNEQF3DWDJW7BH/lBdFi1apFrCWf9dYnhF4s8KwwEIuCABH29PFr06kcJjFCgLGBBhOgJ9O0Wz0LzViAAWi55CBAi4F4H5Gw+y6/DQnu2pbVgQO116CyopUz+l0xUCWEO6tyNO/aisrKQbbriBqjnMEW38Jp7d+BTOqCbgzgEsFpGj/fv5LNU7TPxBVP2GhH8QcBcCvkwCWPGpvJ4u63n/Ydv1CPTpFKW8U5VV1bT3RKpyHRAAAiCgPYHpq/ZQWnaB9oadsOjn7UX//dOV5OnhXl/jOASwgv3MPwLrjgmDnXj3ad90z549JIv2lp22KP/jf+q0FRjQnIB7/eY7F99C8VJ5woqjR48KGTy2i4Z04yEEKrgSgC4NCfiKD6AamnPYVHKm8nSADmtHQ/cmIL+89Y6NVA5Brj7IITeLchAQAAIuSEAGTTiuSNi/SwzJ4oLIm+0SiymEAb7N6jPDBfnQ58JBXVlJnTZtGis99cR8J45TRMHGjIA7B7DkckEGz2ltfPeLioro559/bnxBwZmO0aHUpS2mESpAD5duSCCIwSqE8kt3ZZXMT+mGNwBdNj2BAV1jSObyUN2RrNxC1RLgHwRAQEcCa/ecYLlIw0NXjdCx1/xMl1eo/7wSZPIRWPddNozVjU1NTaUvv/ySlaZ6YqbUO3biEE21JuDOASzJUo7Cknul5b333lPqv865RRxwi8oLSdhAwCUJcMg/UFyqPp+ES95cdMoQAoO7tTPET2tO0hHAag0RroOAqQlkFxTT29PXELcUPWP6dqJxAzqbmq1N4msrlVWo/8zC4bNbLQ67d/6+3jSqT6zd7fRs8P7771N+fr6eLhy1fUw03CUKNoYE3D2AtZ3DPdm0aRNlZmZykELDe3VgoQMiQMDVCfj5eCnvYmm5+hV9lEOAANMS6Nc5hoX2k1gIgcV9gIjmCeCK8wRmr9/PbkVC2as/XDFc7tyilFUoz/xCwSZehfDvt50v9POaAjlr1iyu7927hDB8SBYQOG7uHsBik4CKSy6sTtGhHN+n0AQCLkfA38dbeZ/KytV/GFQOAQJMSyAmLNAo7S36ORCf1uJ1XAQBEHANAnPWH2DXERnIH9i1LTtdeggqZzCFMNCkAaz2EW3omjF99LgtDtucNm0aHT9+3OH2OjaUK6xt09E+TDtJwN0DWBmC3w5RlG87d+5UrkEKiA4NpA6RbeQhCgiAgI4E/BmMwCqvNCqfhI4gYdptCUSHBbHo+8FTCGCxuBEQAQI6E/hp9V5KzuK18IlczOKtP19FHD5T6IyfSsvUTyGUK0Dq3U897F84uCtZLRY9TDtkU04bfOSRR6ia27zc33oz+7cdfnIlYOUqzEBdLBJQLViwwMAuN+/KYrHQvZcObb4CrqghAK8uR8DfV/0UwnIGw/Fd7saiQ4YQaBceTKGBfob4asmJzI2DlTxbIoRrIOA6BOTCJ1/M28yuQ5EhATSqb0d2urQWVFhSprVJu+35eHnY3UZ1A08PKz105UjVMs7xv2HDBsrNzT3nHJMXctrgu0y0QEYzBNwmgNVM/+XpX8QP5UsIrVmzhnJycoQU9dtVo3uTj5eneiFQAAIuTIDD/zGMwHLhN5iLd+2Gcf1Y9PAApg+yuA8QAQJGEdiwP55KGIwEatjfv914Hnl7mi+40rAfLb0uYBDAslgs5GUyznJgQnCAT0toDb/27rvGxIgc6NhHog3LyJrQha2WAAJYRKWChfIJuCUlJbRo0SIhRf0mh8fGRoWoFwIFIODCBDzEEzHV3avEFELVtwD+HSAgp0FcPaq3Ay21b7LvRKr2RmERBECALYHcwhJ6bdIKqmI29amj+Nx+18WDtebGyl5JqRwco16S2UZhXcXk72XdnVu/fj0tX7687iW3/TRugqCnMQEEsH5jcvC3ndqf8+bNUyugnvdu7cLqvcIhCICA1gTkkG6tbdprj9sHcHv1o757EggP9icu+a8On053z5uAXttIANVckcDibUfoRPIZdl27cfwAdpq0FMQl7YG3p3lmqZw/sAt1acvrO93bb7+t5dtCS1unhDEeSamFEGzNE0AA6zc2i3/bqf154ACf1U3OH9hVLQx4BwEXJ+BpVf/rt6qq2sUpo3umJ9BEB9pFBDdxVs2p1DP5ahzDKwiAgFICP63eo9R/U87bi9+ND183uqlLLnGurLKSRT/MMgIrwNeb/n3fpSyY1YkoLCyktWvX1r3ktJerGt0sBOGDsYDAfVP/DYoHIRnAUj4u9dixYyT/Y3NAMrZfJ/L28uAgBRpAwCUJeBo0hbAleBiB1RIdXONKoGvbcBbS5OpJCGCxuBUQAQKGE5i74QDFJWYa7rc1h3+8aiS1j2jTWjVTXq+okDEG9dK9TZIneGTvWAoJ9FUPrFaB/Jv5t7/9jWvy9n1C5g5RsJmAAAJYv90kuQb2tt8O1f0sLi6mSZMmqRNQz3OQvw8N69mh3hm3PUTHQUAXAhaLRRe79hnFgyb7eKE2BwLyAQsHHUcSMojDqlgcWEADCLgbgcqqavps3iaW3b5hXF+WupwVVcZk5WSzPOC///LhziLXtP3Jkyfp+++/19SmhsamaGgLpnQmYEAAS+ceaGeeRQKqd955h2SEWrtuOW7pAkwjdBweWoJAKwQqq9Q/SZTJsFuRicsgwIqAp6cHjewTy0LT4q1HWOiACBAAATUEth9JpPScAjXOW/B654Qh7PIetSDX5kvlTEZgcVhFujVoFw3uRv27RLdWTcfrjU3PnDmz8UkeZ+RqLF/wkAIVthBAAOt3Slt+P1R3dOLECUpISFAnoJ7nPp2i6r3CIQiAgJYEKsXTWy3tOWLLYuEwCswR5WjjrgSGdG9HMq+H6v7LB03Ldh5TLQP+QQAEFBIoLi2nf361iCr0WNHXiX75envSX64Z5YQFnk3LKytYCDNDDqw7JgxiwapORF5eHn3wwQd1L7ntPxSCkNBSQDDLhgDW73fq6O+Hao8OHz6sVkCt984xobVH2IEACGhNoJLBCCyLBQEsre8r7OlLYHz/zvo6sNF6Zl4RpSGBu4201FSDVxAwgsDeEyl0IF4O4DDCm+0+zh/Ulfx9vW1vYIKaXEZgWRkswtPS7QoL9qch3du3VMXwa5988gmlpvL7f1IL4pfaPXYmIYAA1u83KkUcsogcrVq1SkhRv8mn3BeIP4DqlUABCLgegcpK9fmnPKwIYLneO0uzHrE01JvJyODkzFyWfCAKBEDAeALf/Ko8jW6jTnt7etCXT95EHBaMaSTOwRNVDB78SemcPzp5WK308d+uJyszkVOnTpXoOJafhCgMpxYQzLQhgPX73ZLfJlmMbZwzZw6bPFj3XTbsd0I4AgEQsINAy1XLKytbrmDAVU8PDwO8wAUIaEegUzSPkcHHk89o1ylYAgEQMDWBTQdO0Zo9J9j1QaYCGdqD10gcZyBZrfja2hq/vp2jqFdsZGvVDL2+dOlSOnjwoKE+bXQmE9g9IurKGIDYYTMLAfwmOPdOfS1eloqidJNTCGVRKqLW+aBubSk0yK/2lcE7uAMBFyZQUlauvHdeHvgToPwmQIDNBPp0jKLwYH+b6+tZcethHrkq9ewjbIMACNhO4PvF222vbGDNv1w72kBv+rqyskl7wHf0+u0X8cp9VVpaSjfeeCObgRkN3qGbxGs8jRIQWG02iMG3l3MhyWXBWCwrJEdhnStN3auubcPUOYdnEHBRAkUl6gNYnghguei7yzW79eBVI1h0rKq6muTqYyzEQAQIgAALAodOpdPGA6dYaKkvQj6IvnZM3/qnTHvMJYDFJo7W4E727RRNlwztQQ1OK325evVqKioqUqqhBefvtXANlxgTQACr8c3Z2/iU8We45MGSPXel4ceyPyggwIFAMYMRWN5emELI4b0ADa0TkDkZL2SSk/FoQgblFBS3Lho1QAAEzEjAIc1yYZbnv11M+cXKJ3I00n/3JUOIa9ClkdgWTlitPEY+VVXxnHH2wBXDWOU8qxYPez744IMW7qjSS1uE98WiYDMhAQSwGt+0XxufMv7MkSMsBoLVdPySYT1q9vgBAiCgHYGSMvXLQft4eWrXIVgCAR0JyFVxLRYeX142MBxloSN6B0yjCQi4J4H8olJat/cku853bx9O15/Xj50uewVxCWDJYKW92vWu7+lhpbH9Ouvtxi77a9eupcWL2caI3rSrM6jMigACWI1vhwxgKX98kpiYSEePHm2sTsGZrm3DqQumESogD5euTKBAfNBV3T9fbwSwVN+DJv3jZCMC/TpHNzqn6sTuY8mqXMMvCIAAcwKfzd1ERaXqUwQ0xPTM7RdQdGhQw9Omem1l8hCjopLXCCz5aOd/D19D3D7T/e9//+P6/pLf89dwFQddrRNAAKsxI7k29qrGp409U1VVRe+9x2Nqrvx7cfGQbsYCgDcQcIKAGZrmFpYol+nj7aVcAwSAgC0ELmU0EvhUWrYtklEHBEDADQmknsmnyct2suu5HHF93dg+7HTZI4jNCKxKmTLZHuX61u3WPoLGDeisrxM7raelpdGaNWxjRH8X3cEfcgHBrBsCWE3fudlNnzb27Ndff01y9QZjvdZ4a/RjeK/YRudwAgRAwHEChQye0MpVCGVuIcd7gZYgoD+BqJBAGtKjvf6ObPAgpwilZOXZUBNVQAAE3JXA3A0HWHb9z9eMoujQQJbabBHl5eFhSzXd63CbQnjdWH5J+u+8807Kz8/X/V444CBRtPlEFGyNCZjmDAJYTd+q3U2fNvasHIXFJRcWphAae+/hzfUJlDJI4i4py9xCco8CAlwJXD6iJxtp01ftoWpes0fYsIEQEACB3wikZRfQ+z+v++0Fo58Wi4Ueu2kcI0X2SQnw87avgU61S8uby2Gqk8MWzMZGhdBy1tPxAAAQAElEQVRN4/u3UMP4S/v27SNOi5E1IDC/wWu8NCEBBLCavmkygzqL305797JYFJHCg/1pYNe2TdPCWRAAAbsJcEjiLkV3igmVOxQQYEtgTN9OLLRVVlXTL2v3sdACESDgkgRcqFNTlu+i0+k57Ho0fmAX047C4jJivIRRAOv+y4exy331ww8/sHvf1wqSuTt45OepFYSdYwQQwGqam8yDtbDpS8aeXbiQhYyaTv/xqpE1e/wAARBwnkBxKYsYOXWORgDL+bsJC3oS6NY+XE/zNtuWUwczcwttrq+iInyCAAjwITBrHb+At7+PF33x1E3EJSG6PXfL35dH3s4SJp/fJLsJg3nlKJa5rz744AMpjWOZLEQdEwWbyQkggNX8DWSxvOavv/5KxcXFzas08Mrovh2pTYCvgR7hCgRcl0BhSRmLznVvF8FCBxMRkMGMwNj+nWpGAHOQdTLlDAcZ0AACIGASAjNX76NjSVns1MZGhtCoPrHsdLUmKMCHxxTCEiYpIF66/1IKZva97D//+Q9VVla2ditVXf9OlWP41ZYAAljN89wsLmWIonTLy8ujpUuXKtVQ51yu/oFcWHU0sG+aAM7aSqCISQCrd6dIWyWjHggYSkCOEPi/68ca6rMlZxsPnmrpMq6BAAiAwDkEZK6krxbIrxPnnGbx4s/XjiYvTx5J0W0F4ufDZAQWgymEnaJD6doxvFaVLCsro7lz59p6O42ud1g43C4KNhcggABWyzdRvtlbrqH11SbszZo1q4mzak4N7tZWjWN4BQEXI8BlBJZc4c3Hy9PF6KI7rkCgbXgw9YrlE2Bdteu4K2BFH0AABAwksG5fPBUU8xhxXb/bA7rE0A3n9at/iv2xN4OAW3FpOVVVqV/J49qxvIJX8s3z3//+l5KSkuQhtyJv2HVCVLkoPDeososAAlgt49rY8mVjru7evdsYRzZ4uXhoDxtqoQoIgEBrBMoqKim3UOaTbK2m/teD/X30dwIPIGAngT6douxsoV/1PcdTCPmv9OMLyyDgqgTKxd/6P737M8k9tz7eefFgbpJa1NPSiLEWG2p4kUMwsn1EG7r9wkEa9sp5U4mJifTGG284b0gfC1uF2ThRsLkIAQSwWr6RLMZBHj16lPLz81tWatBV+YWifUSwQd7gBgRcm8CxpEwWHURuOxa3ASIaELhsOJ8HJqt3Y/RVg9uDl65FAL3RkUBcYiZtO5KoowfHTHeMCqE/XDHcscYKWvl4qZ/ymF9cqqDn57qU94zLdMo6ZXPmzCE5hbDuNbP958z0QI6TBBDAahngJnE5TRSlW0lJCX399ddKNdR3jlFY9WngGAQcJ3DwVLrjjTVsGRLkp6E1mAIB5wm0CfCjixitrrT7WHIrncJlEAABEGiewKdzWEzqaCTw/24YSx0i2zQ6z/GEv6/6JO75ReoDWBOG8Fp5sLy8nF566SWObxmpSY68+kEeoLgOAQSwWr+Xs1uvon+Nd955hyoqKvR3ZIOHkb1jbaiFKiAAAq0ROBjPI4AV2SagNan6X4cHEKhH4Kbx/chisdQ7o+6wsqqaTmAFQnU3AJ5BwAUIHEnIoBmr97Lsye0X8ZqO1hwkfwZJ3FUHsF5muPLg22+/TWfOsF2l99Xm3k84b14CCGC1fu+WtF5F/xqpqal08uRJ/R3Z4KFruzAbaqGK0QTgz3wEDp5KZSG6cwz+T7O4ERBxlsC4AV3OHqs+WLD5IHFZdEE1C/gHARBwnMDM1Xuoqlrmk3bchh4tb7twIKsFM5rrox+DEVh5Repyl8qVB69htvJgtXg/T5o0qblbpvp8oRCwSBRsLkYAAazfb2hzRwebu2D0+QMHDhjtskl/ctWy7u3Dm7yGkyAAArYTSMrMY5HYtUeHCNtFoyYI6EzAarVQ746ROnuxzbz8qvn53M22VUYtEAABEGiBQHxqNk1bwWdhpjqpHlYr/e2m8+pest1zGIF1Jq9IGR+OKw9OnTqVjhw5ooxJK46fEddbSzYrqmAzGwEEsFq/Y3LYU0br1fSvMW/ePP2d2Ojhz1ePsrEmqoEACLREIKdA3dO8Ol19OkbVHWIPAsoJ/OWaUeTj5alchxSQkJ6D1QclCBQQAAFNCHwyZyMlZ+VpYktLI0N7tCe5UJP9No1p4eXhQX7e6v8uZCkKYMVGhbBbeTArK4seffRRY94A9nuJF02+EgWbCxJAAKv1m1ouqrBYvWD+/PlUWqo+eaDgQRcN6UaBfj7yEAUEQMAJAtkFxU601qZpZEgARbTx18YYrICAEwQCfL3pvsuGOWFB26aHT6draxDWQKAhAbx2KwLlFZU0Zz2PGRX1wXt7etC7j1xDHEY51ddVd9w2IohFXsTsfDWf2R66cgRxW3lw0aJFlJfHLxhb+56ZJfaVomBzQQIIYNl2U98R1apEUbplZmbSqlWrlGqoc26xWKhL29C6l9iDAAg4SCA7X91w9PqS+3SMrv8SxyCghIAcAeAlvkjZ41zPusu2ywWM9PQA2yAAAu5G4PvF2ykpM5ddt6NCAolT/sH6gDpF8fjOkadgFUKr1VIzcKA+Dw7HL7/8MgcZTWmQg09ea+oCzrkGAQSwbLuPBaLaUVGUb7NmyYCychk1AgZ3a1ezxw8QAAHHCaRly18vjrfXoGWNif5dEMCqAYEfSglcPrynUv/1nZ8RweUNB07VP4VjEAABEHCagEx8/fGsjU7b0cOAzIUlR8LqYdsZm13ahjnTXLO2xaVlmtmyxZDFQvS/h68hbvfkyy+/pOPHj9vSBRV15MCTbBWO4dMYAghg2c55j+1V9au5fft2/YzbafnSYT3sbOGq1dEvEHCcwImUM4431rBlz9goDa3BFAjYTyA4wJeuGNnL/oY6tVi6/SiVlVfoZB1mQQAE3JnA+v0nWebCahsWRA9cMZzdrZGjczmIKigxNoDVs0MknT+wC4eun6NBBrDOOcHrxWRecqBGawI8Alha90ofe/P1MWuf1YMHD1JVlfLZjDWi+3aOpg6RbWqO8QMEQMAxAkcTWKwRQW3DAh3rAFqBgEYEbjivH6scH2v2yDVcNOoczIAACIBAPQIlZRX0x3d+psoqudZpvQsMDuXvYgYyzpHQtxOPh2wFxcYGsG67cOA5HDi82LBhA+3atct5KfpYkN/XD+ljGla5EEAAy/Y7sUBUVb5cmEzi/tVXfBZVuHwEn+ke4v5gAwHTETh8OoM4fHyNDg0yHTsIdi0CE4Z2Y9OhavGfMi6RR3CZDRQIAQEQ0JRAek4BbTro+DRlTcXUMxYa5Edv/ulKktPX6p1WdijzIrYND1bmv75jIwNYMmh31aje9d0rP5ZJ22+88UblOpoRIDPKP9jMNZx2IQIIYNl+M2W2xaW2V9ev5jvvvEOVlTwWVhjRO1a/jsIyCLgBgbyiEkrKkL9e1HY2yN+HerSPUCsC3t2WgAyg9uoQyab/i7cdoZwC5c+s2PBwUSHoFggoJ/DV/M1UVsHjM319GJcM60FcFncJFp9PrEyiaYXFpfUx6Xr80FUjSQbvdHVip/GlS5dSRgbbhztypbNMO7uE6iYkgACWfTftZ/uq61P7xIkTdOoUjyc23dqF69NJWAUBNyJw6HQ6i97eOL4fCx0QYRYC2ul8/p4JbD6oV1VX0zvTV2vXOVgCARAAgWYIHDyVTjPX7G3mqtrTD141Qq2AWu9yRFjtodLdmbwiw4KNMmn72H6dlPa3Kecvv/xyU6e5nHubixDo0JcAAlj28WXzF2b//v32KdepdmigH3H8BatTd2EWBLQlUGvtYHxa7ZHanUyg7WHFnwW1d8H9vLeLCKYxffl8UD+WlEl5RcY9ZXe/O44egwAI1Ccwc9VeEnHz+qdYHF8wsAtdOFj91O4Q8V2DA5D9Bn1W87Ba6bMnbmTzUKeO/XfffUcHDhyoe8ltL1P9bOImCnr0IYBvKvZxPSqqF4iifPv111+Va6gT8KdrRimbJ1+nAXsQMDOBY8lZLOQH+/tSVGgACy0Q4T4ERvaOZfU3ZNvhRPeBj56CAAgoJ5CYmUtfzt+sXEdDARaLhR66Uv0orPBg/4bSlLzedzLFEL+DurWlfp2jDfFlj5PPPvvMnupG1/1QOKwWBZsbEEAAy76bXCyqfyOK8u2nn34ST2t4/D8d0CWGItrgS6/yNwUEmJZA2pl8NtpjI0PYaIEQ9yBw54TBrDo6Zz2PEc6soEAMCICArgS++XUrnU7L0dWHI8b7dIqiixSPwurSNswR6Zq32X8iVXObTRn8w5XDmzqt5Tm7bW3YsIF27NhhdzuDGsinwKsN8gU3DAgggGX/TXhHNKkQRemWnZ1Nq1atUqqhvnPkwqpPA8cgYB+B1GwWAztrRA/q3q5mjx8gYASBMf06Eae/HzuOJtLJ1Gwjug4fIAACpiWgj/CpK3bpY9hJq688cJnSB9UcFviQQwaMyFcqp2yO7tPRyTumbXO58uBNN92krVHtrMnv5JcKc3IvdtjcgQACWPbf5WTRJF4U5dvPP7PIKV/DAXmwajDgBwg4RKCopIwOM0nkPq5/Z4f6gEYg4AiBm8b3d6SZbm3mrD+gm20YrkcAhyAAAo0IzFq/nw4YlGepkfMWTvj7etGVo3q1UEPfSz1jI/V1YIP1wuIyKhDFhqpOVbn/smFksVicsqF1Y7nyYHo6j8WGmujbFnGOZ+RXCMOmDwEEsBzjymJ+webNfObLXz6ip2Mk0QoEQKCGwOJtMsVezaHSH/06R1NYEI98E0pBMHfuKvKG9WjPqiu7j8lnVKwkQQwIgICbEKiqqqZP5mxg2dtHrx9DbQJ8DdcmE7hHhwYa7rehw+yCooanNH8tU7IM6BqjuV1nDb788svOmtCzvcx9pad92GZIAAEsx27KfMeaadvq8OHDVFhYqK1RB62FBwfQ8F4dHGyNZiBgOAF2DhduOkRVTJYhunhod3Z8IMj1CMgvRMEKvhA1R3LD/lOUms0nH11zOnEeBEDAdQnsPpZCe44bkyzcHopeHh70xC3j7WmiSV2Zg0sTQ04ayc6XaZCdNNJC80A/H3rv0WtbqKHm0jfffMN55cGNgspsUbC5GQEEsBy74TKApXyN7eLiYvriiy8c64HTrRobuGw4RmE1poIzIGAbgeyCYsrI4ZELa2z/TraJRi0QcJBAaKAf3X85n0S1FZVV9O5Pa4hJDNlBqmgGAiBgdgLlFZX09y8WUGFJGbuuXDioK4UF+RmqS45KMtRhM86ycouauaLN6fEDO1OowWxtUf7JJ5/YUk1VnbeFY+S+EhCM23h4QgDLsfuQIZqtFkX59sorr1BVVZVyHVIAlz8yUgsKCJiRQFJmHgvZnJJqswACEZoTGNqzA3lY+eT5OJFyhk6n81sBTHPwMAgCIMCegBzts3bPCXY6g/x96JPHbiAjf3P3YpD/St6IU2kaLe4hjTUoFouF/nrDeQ3Oqn85f/582rNnj3ohTSuQEcXFTV/C6fzkMgAAEABJREFUWVcngACW43d4luNNtWuZn59PR44c0c6gE5Y6xYSS/OPmhAk0BQG3JnAkQcbG1SOICQuizuL/s3olUOCqBO67bCirrq3Zc5yVHogBARBomoC7nP149kbKL1Y+2aMRbplQfYiBuQujGOS/khCOJ2fJnS7lwSuHE4c8X/U7l5WVRffdd1/9U5yO5ciNq4Ugfv9BhChs+hNAAMtxxtsdb6pty507d2pr0EFr3p4edM8lvL6UONgVNAMBJQS2HkpQ4rehU6t4GvjwtWMansZrENCEwMg+sSQXC9DEmAZGSsoqaNY6FmuzaNCbVk2gAgiAgAkIpOcU0LcLt7JU+serR5KH1ZivkFwCO4d1esDo4WGla8f0ZXef5eirnJwcdrpqBclVB1nMhKrVg53BBIz57WNwpwxyd1D4qRZF+TZrFovBYDUc7r98GHmJQFbNC/wAARCwi8Cmg6eovLLSrjZ6Vb5kWHclKw7p1R/t7MKSswTumjDEWROatl+y7Qhl5PBYEEXTjsEYCICAqQnM23SIZV6+kb1j6bLhPXRn2zYsiMKC/HX305qD4tJyik8901o1h64/dOUI6hDZxqG2ejWSqWleeOEFvcxrYZdPAmgtegMbdhNAAMtuZGcblIijr0VRvi1evJiys/Wbm21PBz3Fk4SubcPsaYK67kYA/W2WgEwkvfnA6WavG32hR4cIo13Cn4sT8PHyoEHd27Lq5a9beEzDZwUFYkAABJQTyCssoae/mC+CWCyel5/D424DZlxcw2Rk0sFTaeIenNN9TV7IwNVDV43QxJaWRt5++21KSkrS0qSWtvYKY5NEwebGBBDAcu7my9UPDB8u0VByUVERyaGeDc+rej2wG68vJ6o4wC8IOEJgw/54R5rp0mb8gC662IVR9yXw1xvPoyA/HzYA5BdE+eWEjSAIAQEQAIF6BNbuOUkH4tPqneFx2Cs2ks4fqN9nBIuF6KpRvVh09uCpdF103Diuv2FTMW3tgBx99f3339taXUW9t4RTt8x9JfqNrZYAAli1IBzcyayvLIZLzJ4928EuaN/s8uE9tTcKiyDgJgS4JHKXuK8/r5/4cCU+RcoXKCDgJIHIkEC6c8JgJ61o2/yDX9aTnB6irVVYAwEQAAHtCHy7aJt2xjSyJANM/3vkGgrU6YFEaKA/xUaFaKS2xozDPw6f1j6AJUdf3XfZMIc16dXw888/p6NHj+pl3lm7ctDIfGeNoL35CSCA5fw93Oe8Cect7NvHQkZNRwZ2bctuPneNMPwAARMQiE/NpupqHtMFAv286VIEpE3wrjGHxHH9O7ESmplbSAs3H2alCWJAgC8BKFNFYP2+eFq1Sz4zV6Wgab9ywZcJQ7o1fdHJszLA46QJzZqnZOVrZqvO0N9uPI9kELDuNYd9cnIyPfPMMxykNKfhdnFB+5shjGIzFwEEsJy/XwucN+G8hZMnT5Iszlty3oLVaqFLh/Vw3hAsgIAbEpDLZq/ec4JNzy8fwWMIPxsgEOIQAbm4hxE5U+wRt+NoElVWydW47WnlRF00BQEQAAEHCMiHWt8xHIUlu/LHq0aSv6+3PNS0dG8frqk9Z4ylntE2ZtI2PJjG9uP1QEfymTFjBhUXF8tDjuWAEPWLKNhAgBDAcv5NMF2YUP4JWM5ZfvXVV4UUHtvovvx+MfMgAxUg0DqBrxdsab2SQTUGdIk2yFPrblDDvAQuHd6DOseEsurAz2v2stIDMSAAAiDQHIFDp9Np1W5+o7DaRQTTPZdov7LsGCbfI4pKyykjt6C522L3eavFQl8+eRP5+XjZ3VbPBvn5+cR85cHv9Ow/bJuLAAJYzt8vGZZf5LwZ5y1MnTqVcnNznTekgYUe4smJxYLcORqg1NIEbJmEwNHETErP0e4DkzPdDgn0o1svGOiMCbQFAbrxvH6sKOyMS6Ldx1NYaYIYEAABEGiJwEsTl5Kc+txSHRXXrh7dR1O33p4eNLJPrKY2HTW2bHscaZnVQfZLBv0c1aNXOxm8kouC6WXfSbsycvulkzbQ3IUIIIBl181stvLPzV4x8EJpaSkdOCBHWBrotBlXwQG+dMmw7s1cxWkQAIHWCBxPzmqtimHX/3rjWHZPCw3rPBw5TSAmLIj6dYlx2o6WBmas2iO+lPDINadlv2ALBEDAdQkUlZTToi1H2HWwfUQw3X7hIM10jegdSwE6TEt0ROCiLdrlSfT0sNKfrx7liAxd2xQWFtJPP/2kqw8njb8p2heKomiDW24EEMDS5o5s18aM81ZWrVrlvBGNLDxx8ziNLMEMCLgfAZm0lUuv5QfJ3h2juMiBDpMR+O+friT5RJ2T7G2HEzjJgRYQAAEQsInAZ3M3UW4hvzxFz9xxAbURD6+b7ISdJy8c3NXOFvpULymroO1HEzUzfs3oPjSwW1vN7Gll6JFHHqHU1FStzGltRz5pmqW1UdgzNwEEsLS5f3K9URbDJeQ0Qm265LyV6NAg6hgV4rwhWAABNySwdHscVVTIFYN5dP66MdpOEeDRK6jQm4BMxDuA2egr+QUwr6hU767DPghoRgCGQKCOQHllJX3w8/q6l6z24wd20URPr9hITew4ayQpQ9u0LHfpkCvM2T7KmTuTJ0921oye7e8Wxs+Igg0EzhKwnj3CgTMEykTjj0RRvh08eJB27dqlXEedgL6dkQC6jgX2IGAPgez8Itp48JQ9TXSte+XIXiSngunqBMZdjsAlPFakPcs1O7+YJi5mM2j6rC4cgAAIgICtBGQyd465sO4WARo5Tc7WfjRVT47W7RTNY8GP0xk5TUl06NztEwZR17ZhDrXVs9Gnn37KeTr9ftH3aaJgA4FzCCCAdQ4Op168JVpXiKJ84xRJv3RYT+U8IAAEzEpg0VY5uJODeiJPTw+699KhPMRAhSkI+Hh5snvPyOTtVVpm5DXFnYBIEAABVyJQUFxGj7w/m13goUf7CLpgkHPT/64a3ZtN/qtdccmavG3kw79nbrtAE1taGjl06BB9/vnnWprU2tYXWhuEPdcgYHWNbrDohZyPcIiDkvXr+QwtHtOvI4UF+XPAolYDvIOAAwQOn053oJV+Tc7r31k/47DscgTuvWwoySAWp45NWrqTkxxoAQEQAAGHCJxMPUNbGebyu2l8f4f6IxtZrRb641Uj5SGLsuXQaU103HLBAE3saG3kueee09qklvb2CGPfioINBBoRME0Aq5Fynie2cZAlpxEWFRVxkFKTuPey4T1YaIEIEDAbgcSMXDqamMlGdofINnTZcIyqZHNDmAu5lNn0wS2HEmh/PNtEtczvJuSBAAhwI/DVgi1UzihXpuQzsGtbh5O5t49owyZVQVp2AWmxGnTnmFC66+IhEg2rEh8fT0uXLmWlqYGYN8TrElGwgUAjAghgNULi1ImfnWqtUeOCggL65ptvNLLmvBmtkjo6rwQWQMBcBKqrq+nNaatYiX71wcvIz9uLlSaI4UdArrTUrV04K2HTVvLJD8kKDMSAAAiYksCe4yk0b+PBlrQbfs3Px4ueveNCh/xySd4uxa/be1LunC6P3zSu5mG+04Y0NFBVVUUTJkwgLoMdmuhaiTg3XxRsINAkAQSwmsTi8MmVoiWLOT9vvPEGlZeXCznqt54deKwmop4EFICA/QT2ig+oyVl59jfUqYWH1Uoj+8TqZB1mXYGATML734euYNWV4tJy2n0shZUmiDEDAWgEAd4EZqzey06gnHnRLjzYbl1Xj+5jdxu9Gmw57Pz0QZmMfmRvfp+Xli9fTidPntQLnbN2K4WBy0QpFgUbCDRJAAGsJrE4fFLmwfrF4dYaNkxLS6O4uDgNLTpuKjTIj8YNQO4cxwmipbsTkEEsTgzuv3wYeVjx54PTPeGkpV/nGIoOC/pNEpOf781cRwXF8k80E0GQAQIgAAIaEDiRnEXcRmFZLBayN2dmZEggje3XUQMi2pg4mXLGKUM+3p703qPXkNw7ZUjjxnJwwyuvvKKxVU3NbRXW1omCDQSaJYBvIM2icfjCPIdbatxw+3Y+S4U/dcv5GvcO5kDAPQjIXs7ZcEDu2BSZ42LCkG5s9EAILwI3jO/HSlDqmXyavX4/K00QAwIgAAJaEfjPj8spO5/XgJU/Xj2SLBaLzV28dkwfNg/GysorKSE9x2btTVWUI6/kCKymrqk89+OPP9LGjRtVSmjN9/utVcB1EEAAS/v3wD7tTTpmcfr06Y411KFVx+gQkgmgdTDdmklcBwHTE9gZl0RHEjJY9ePOiwez0gMxPAjID+zckrdrlcuEB2GoAAEQAIHGBBZtPdL4pMIz4cH+dNuFA21WYO+ILZsNO1Bxxuo9VFlV7UDL35rIafQy99Vvr3j9/PDDD3kJOlfNavFytijYQKBFAjYEsFpsj4uNCSSJU5tFUb4tW7aMUlP5rLjUr3O0ciYQAAJmJFAlPkj9spZNbLwGoZwmNqBLTM0xfoBAHYG7RGBTfnive616X1peQVNX7FItA/5BAARAQFcC3y3aRtkFvEZhXTe2r019DvL3IS4J3Csqq2jKcuf+Ztxz6VCSqw/a1HkDK8nRV/v22fpZ0kBhv7v6rzisEAUbCLRIAAGsFvE4fPE5h1tq2LCiQnxwnzpVQ4vOmbp8RC/nDKA1CLgxga2HE1j13sNqoc+fvIl8vDxZ6YIYtQTGDeiiVkAD74u3HqGEjNwGZ/ESBEAABHQmYLD5HBG8+mrBFoO9tuxOBqX6dopquZK4+vC1o8nXm8dniUTx9yIzt1Cocny79QLbR5457sW+lunp6XT//ffb18jY2nKVlRXGuoQ3sxJAAEufOyeHQLIY+vTrr7/q00MHrI7p25EiQwIcaIkmIAACSZl5tPmg86viaElSfuC8cFBXLU3ClokJ3HL+AIoODWTVg7kbDrLSAzG2E0BNEAAB+wis2X2Cqh2f+WafMxtrv/Pw1S0Gp0IC/eim8f1ttKZ/tcOn051y8vIDl7L8rvPDDz841S+dG8sVViYIH3IFQrHDBgItE0AAq2U+jl6Vfz5YrGu7Z88eqqzk8fvAy9ODrsAoLEffU2jn5gSqxafS1yevoPIKHv+f627Hn64ZRX4+XnUvsedDwFAlgX4+9MQt4w312ZozmYT34Km01qrhOgiAAAi4BIH0nAKatGwHq75EhwbRiN6xzWoa0DWG5PeDZisYfGHV7uMOe+zdMYquGd3H4fZ6NUxJSaH//lfOztPLg9N21wgLh0XBBgI2EUAAyyZMDlVa5FArjRtlZmbSnDlzNLbquDlu00sc7wlauj4Bfj1MOZNPh5x8Oqh1r2Seh/suG6q1WdgzGYGB4kuIHJHHSfY/vvqVKiqrOEmCFhAAARDQlcBHszbwW5HwqpHN9pnT6CuZM3HNnhPNam3twkNXjWitipLrL7zwAmVnZyvxbaPT122sh2ogUEMAAawaDLr8mCGsskhE969//YuqqhR8iBcAGm49O0SQ1WJpeBqvQQAEbCSYsuEAABAASURBVCSwcDO/h1Q3nNefPD3w58TGW+iS1W65YACrfh1NzKCjiZmsNEEMCIAACBhBYO1ex4Mweujr1zmarhjZq5Hp7u0jaGy/To3OqzqxeOtRhx96TBjSjTimVMjNzaXZs2erQmqL359FpXWiYHMVAgb0A9849IMsk9Gt0s+87Zbj4uLo+HHHh8Ta7qn1mnKlEVtXJWndGmqAgPsRmL/pEGXkOJdgVGtqMrfdC/dcTFYrgtNaszWDva5tw2j8AF650JZtjzMDOmgEARAAAc0JTF2x2+FAjOZiag3KFWprD8/ubrtwIHlY+XwVXbnr2Flt9h48eOVIsli0+Qxkr+/m6svFvG677Tbuo6/eFfpl6h2xwwYCthHg81vDNr1mqzWVi+CdO3dykUKP3zwOo7DY3A0IMRuBsvIK+mHpdnayrxnTh3rHtr7aEDvhEOQ0gXsuGSo+uDttRjMDxaXlNGXFLs3swRAIgICpCLi92OPJWbR270lWHPp2iqaRfc7NhcVp9JWE5WiKhqtG9abeHSOlCVZly5YttHTpUlaaGoiRy2ZubnAOL0GgVQIIYLWKyKkKbDIpTp3KJpZGchRW13ZhToFFYxBwZwLcPpjW3YsnbhmH4HQdDDfaN/xSorrrE5dsp7JyXosdqGZin3/UBgEQMDuBWev2sevCW3++iuSqg1LYzecPoJiwIHnIosjcV2fyiuzWEh0aSM/dPcHudkY0ePnll41w46gPmZTrWkcbo517E0AAS9/7L5PVZOjrwjbrixYtovR055aGtc2TbbUGdWtnW0XUAgEQaEQgOTOP5m082Oi86hNDe7Qn+aFUtQ7l/t1IwCXDerD6EiLRr9jJY8q81IICAiAAAioI7D2RSnlFpSpcN+szyM+HLh3WneSqtU8yWrW2qqqaPpm9sVndLV24cVx/4raAidQrBy4sX75cHnItc4UwFt+RhQ5sJiOAAJa+N6xcmH9DFOVbeXk5TZ8+XbmOOgFyulHdMfYg0JAAXrdO4LVJK6iwpKz1igbXeOCKYQZ7hDtVBDw8rPTSfZeoct+k321HEik+9UyT13ASBEAABNyFQJH4fPDezLXsuvvXG8+jsf07sQr6nE7PoZMO/N3oGBVCD7WwwqJK+G+//bZK9635louc/bO1SrgOAs0RQACrOTLanf9SmMoXxcitSV8LFixo8ryKk/07R1OP9hEqXMMnCLgEgarqatqwP55dX6JDg+j9R69llZiVHSQXEdSnYxT5+Xix6U1peQW99D3rfB9sWEEICICA6xP4dfNhSsrMY9XRAF9vevHei1lp2no4wSE9T916Pqv8j3Wd+Pbbb2nfPn5TSOv0if0roqSJgk1bAm5jDQEs/W91sXBxQBTl2549e6iykkdeEIvFQhiFpfwtAQEmJ/DDkh1UXsHj/3R9lOMHdiFuyVnr68OxNgQuGtxNG0MaWdl3MpXScwo0sgYzIAACIGBuAvJB16rd/KZU+3nzefAhGc1ev7/2Rtu+69clhkb37Wh7A4NqpqSk0COPPEJVVVUGebTbjZzX+oPdrdAABOoRQACrHgwdD1fraNtm0+np6TRv3jyb6+tdcUSvDnq7gH0QcGkCRxIy6NctMtUev27++75LyNvLg58wKNKEgJw+eMv5AzSxpZWR2evs/xKilW/YAQEQICJAYEfg+0XbxMNrtsEM5bx2xSVTXGKmXTr8fbzo66dvJk8Pfl+jp0yZQjJtjF0dMrbyM8KdY0PeRENsICAJ8PufJ1W5XvmRS5eeffZZ8YeMx4iNLu3CKaJNABc00AECpiQwc80+lrpDg/zoX3ddxFIbRDlP4LoxfSnAz9t5QxpZkMvGr9x5TCNr6szAMwiAAAhoSSC3sIQmr9ilpUmXsjV3g/0PPuQMEm9Pfg/ojh8/Tq+++irn+3NYiPtUFGwg4BQBBLCcwmdz40Oi5nZRlG/Hjh0jWZQLEQK8xJOLR64bLY6wgQAIOEpAjsJyNH+Doz5tbXf5iF40rGd7W6trUQ82DCJw+YieBnmyzc3UFbupvBKjDGyjhVogAALuRGDxliPu1F2b+1pdXU0745Jtri8rRocG0sNMv7u8+OKLlJfHK+eZZFavfC6O8YdaQMDmHAEEsJzjZ09rNqOwtm7dao9uXetef14/Cvb30dUHjNtDAHXNRkB+AHv8k3lUXFrOTrp8QvnlUzdTVEggO20Q5DgBq8VC/bvEOG5Ah5Yb9/Nb0ECHbsIkCIAACNhNIC4pk7YcOm13O1dvsGxHHKWesW+drSduGS++t/iyQ5OdnU2//PILO131BMnBHB/Ve41DEHCYAAJYDqNrpmHzpzc2f8nYKz/8wCt3Xu+OUcYCgDcQcDECMpH7csbTp/5++/ksV+pxsbeBYd358zUjydfb0zB/rTmatW4fZeQWtlYN10EABEDAbQk8/+0SKiguc9v+N+x4SVkFvT19TcPTLb5uH9GGxvXv3GIdFRdLSkpo/PjxVFbG+v4+p4KNYT7hyFACCGAZh/ugcMViXOeqVavo5MmTQg6P7UJmK1nxoAIVIGAfga8XbmH74XTCkO509yVD7OsQarMkEODrTfdeNpyNtqLScvrg5/Vs9EAICIAACHAkkFNQzHoUltHMDsSnkmRiq19fby/68K/XkZ+Pl61NDKu3ZMkSOnDggGH+HHB0QrRZKgo2ENCEAAJYmmC0yUixqPW+KMo3ubQqp1FY147pw3IlD+U3CgJAwA4CyZl59OOyHXa0MLbqX64dTUGYLmwsdB289e4YST5efJLX7j+ZSjKIpUNXYRIEzEQAWkGgVQLyQVerldykwoJNMp+47Z09r38n6hwTansDg2rKNBJPP/20Qd4cciNXDpMr+hQ51BqNQKAJAghgNQFFx1MygCUDWTq6sM300qV8AuHyaQa3hMC2UUQtEOBFYMHGQ1TJNJG1n7cXTX/xbgoP9ucFDWrsInDx0B521de78qx1+zVyATMgAAIg4NoEjiVl0dwNckKIa/eztd6lZOXT0u1HW6t29npwgC89dev5Z19zOnj99ddJrj7ISVMDLcvEayRgExCwaUcAASztWNpiKVdUYjHGc9++fVRQUCDk8NguHcZrRSseVKACBOwjkJ5TQK9PWUlV1dX2NdSitg025Oo9f7vpPPLywJ8eG3CxqxLo501XjerFRtfp9BxatesYGz0QAgIgAALcCUxftZu7RN31TV2xi0rLK2z288h1o0l+frG5gUEVi4uL6euvvzbIm0NuZFKu/zjUEo1AoAUC+BbRAhydLq3Rya5dZmXw6pNPPrGrjZ6V+3WO1tO8KWxDJAhoQWDexoN0NCFDC1O62LhmdB968KoRutiGUX0JXD6iFwX6+ejrxA7rU5bvosoqnsFaO7qBqiAAAiBgGIG4xExa6eaB/9W7j9vMW84SuXZMX5vrG1nxr3/9K50+zXpw0w+CxyZRsIGApgRcKYClKRgdjX2vo227TL/11lsko/d2NdKpcmiQH105qrdO1mEWBNyLwFcLtrDu8N0XD6VB3dqy1ghxjQlcMrR745MKz2w/kqjQO1yDAAiAgDkJvPLDcsrOZ5HRxHCAP6/ZRyln8m3y6+PlSd89eyurVXfrhO/Zs4e+/57NV8o6WQ33HzU8ocNrmHRDAghgGX/T5RTC7ca7bewxJyeH1aoVj914Hnl58kkO3JgYzoCAOQis3XuSlu+IYyvW39eLvnjqJuraNoytRgg7l4D8IN+7Y9S5JxW+OhifRnIKoUIJcA0CIAACpiRQWFJGK3bWTb82ZRccEp1fVErv/7zO5rbnD+xCPdpH2FzfqIoycfsbb7xBcm+UTwf8TBRtkKRSQMCmPQEEsLRnaotFNiHzVatW2aLXkDqRIQH4QmsIaThxBwJfzuc9CsvLw4PeffRaknt3uB9m7+MdEwaxWkXy5R+Wcf/wbvZbDv22EkA9EDAhgY9mrafi0nITKndc8vajiTbnvpKfTZ6940LHnenYct68efTTTz/p6MFp08nCwh9EwQYCuhBAAEsXrK0a3dBqDYMqfPPNN6y+BIzq09GgnsMNCLg2gfjUM/ThL+tZdzI2sg29/fBVrDVCHJHMAfLglfrlLbOX8cmUM3RCFHvboT4IgAAIgMBvBIpE8OqjWWy+jvwmSsefcnGbbxZutdnD47eMI5nexOYGBlb8z3/Y50X/0kAccOWGBBDAUnPTDwm3LLIsHz16lNauXSvk8NiuG9uXPKx4W/K4G1BhEgJNypSprSct28k6obsUPn5AF3r2jgvI2wvThyUPjqVXbCQF+HqzkbblcAIbLRACAiAAAmYlsHT7UcotLDGrfLt0L9pyhI7YuMBNRJsAuoppXl6Z92rnzp129d3gynJu6v8M9gl3bkYAkQI1N1wuK/qqGteNvX777beNTyo60zkmlIb1bG+wd7gDAdcl8Mmcjew7d9uFg+imcf3Z63RXgRcO6sqq6zNX72WlB2JAAARAwIwEZPDqyU/nm1G63ZpnrNpjUxurxUJf//1mCvbns+JunfCEhAR68MEH615y3f9DCCsSBRsI6EZAmwCWbvJc2vDXond5oijfNm/erFxDfQHXju1b/yWOQQAEnCCw8cApsvWDmxNunG76+M3j6ObxA5y2AwPaEvD19qRrxvD5nbz1cAKdSsvWtpOwBgIgAAJuSmDviRRy9RVdZf9sHX114eBuFBsZwvLd8OGHH/LS1VjNSXFqsSjYQEBXAghg6Yq3ReNyzO7eFmsYdPH48eO0fz+fhSIGdWtrUM/hBgTcg8APS3eQXH2Hc2/lCqQy58Tovh3Jwlmom2m7ZFgPCgn0ZdPreRsPstECISAAAiDgDAEubT+ds9Hm5OZcNNuqQyaqf+G7JVRZVdVqk2B/X3rspvNaraeigpw2+NFHH6lwbavPYlHxOlGKRMEGAroSQABLV7ytGl/aag0DKlSJX+qPPfaYAZ5sc9EuPJgGdImxrTJqgQAItEogPbuA/u/D2awWbGhKtL+PF33y2A00AEHspvAoOXfFyF5K/DbndM8xubhRc1dx3s0IoLsgAAIaENh3MpWmr7Rtip0G7gw1sf1oEmXmFtrk8283jaUOkW1sqmt0pWeeeYbKy1mvGrlSMOEzGkKIwea6BBDAUntvJwr3laIo31avXk1ybrVyIbUC/nX3RWSxYBxGLQ7sQMBpAgdPpdOKnTK3ptOmdDfwv4evpuG9OujuBw5aJiBzgfTpGNVyJQOvbjl0mlJFMNZAl3AFAiAAAm5B4KfVe6iysvVRSmaCUSH68/Fs21ZajA4NpMuG92TZvVWrVtH69etZaqsVVSr2z4iCDQQMIYAAliGYm3Uil1Ja1uxVAy9UV1fTli1bDPTYsqueHSKpYxTPOegtK8dVtyJgss6+M2MNpZ7JZ686LMifXnvwCurdMZK9VlcWeOP5/alNgC+LLlZWVdO7M9eyH0XIAhZEgAAIgICdBNLEw4FXflxO8netnU3ZVp8hgnL15ZN0AAAQAElEQVQnkrNa1efr/dvob06r7daJPnPmDN18881UVibX/6o7y27/nlB0SBRsIGAIAQSwDMHcopOJLV418OLUqVMN9Pabq5Z+Du3RvqXLuAYCIGAngay8Inpt0go7W6mpHtHGnyY/dyeCWGrwk6eHlZ6+5XxF3hu7lYnbTySfaXwBZ0AABEAABDQh8OuWw7TvRIomtjgY+Xn1PptkXDCoC3VpG2ZTXaMrye9m2dnsFy753Ggu8GduAs6qRwDLWYLOt9/uvAltLPz666+UlJSkjTENrNx6wQANrMAECIBAfQLbjybS7PUH6p9iffzR366nkb1jWWt0RXG9YyPJ28uDTde2HUlkowVCQAAEQMBVCfzvp7VUXsEiu4lTiL9btI0SM3JatREe7E9P3crnYU19wXKRrRdffLH+qbpjTvv/E2LkjCKxwwYCxhBAAMsYzi15OSEu7hJF+VZaWkqTJk1SrqNOQE/xBQorEtbRwB4EtCEgc0K8MWUFHUvK1MagzlZqphM+dDn17RStsyeYr09gdN9O9V8qPa6qrqa565EbVulNgHMQcCkC6ExzBA6fTqeJS3Y0d9kU55Oz8ujzeZuo2ga1f73xPJJBLBuqGl7lueeeo5ycHMP92uFQ/mH+zI76qAoCmhCwamIFRpwhIH+/PuGMAS3bLliwQEtzTtu65fyBTtuAARAAgXMJiHgAvTRxGcn9uVd4vpJBrB//dTsN64nE7kbdoRvH9zPKVat+9h5PoaOJ5gi4ttoZV6mAfoAACLgsgSnLd5F82GXWDsoVFW35fCMDV1eO7MWym4mJiTRr1iyW2uqJ+l+9YxyCgGEEEMAyDHWLjtaKqyyGX+7evZsKC21bblZo1n0b2K2t7j7gAATckcCRhAx6e/pqU3X93UeuoZvPd42pxZzBj+3XiaJDg9hInLPBPFNe2UCDEBAAARBwkEBBcSnd/+YMKimrcNCCuma7jyXTz2v2tipAJmz/4Z+31+R7bLWywRXy8/Np7NixVFHBmr9MqDrFYDRwBwI1BBDAqsHA4sdWDipk8Or111/nIKVGQ/uIYBrSo13NMX6AQD0CONSAwNyNB2m7iXILBfp509O3nU83jx9AXp588jNpcCtYmbh6VG9WeuQXElaCIAYEQAAEXJyAfMi1dPtR0/Xys7mbqMyGHF5Xj+5NMWF8HtTUBz19+nRKSGAxrqG+rIbHr4gTrCNsQh82FyWAABafGzvdWCnNe3vzzTepoKCg+QoGX/n3fZcY7BHuQMA9CJSVV9DD788imS/CLD32FoGrf919Ef3hiuFmkWw6nf278hn5ejA+jRIzck3HEIJBAARAwOwE3pq2irLzi03TjR1HE2lnXOuLUUW2CWCbuD0vL4+efPJJ7sw3C4HrRMFmOgKuIRgBLD73USafSuMgp7q6mrZt28ZBSo2G2MgQ6tI2jPAPBEBAHwIvfb+USkUwSx/r+lj909Uj6fWHriCLxaKPAze1OrBrDLUL5/FUWv4ten3KSje9E+g2CIAACKglUFpeSS//sEytCBu9Z+UV0dOfL7Sp9r/unuD41EGbPDhe6fHHH2eVyqWJnmSJc9eKgg0ElBFAAEsZ+kaOS8QZNnOJf/nlFyGHzzaydywfMVACAi5GYNexZPrfDJmKzzwds1gsdPmInjT5uTuoQ2Qb8whnrNRisdATt5zPJiiYkJ5LchoLY2SQBgIgYCcBVDcXgY0HTtG8DQfZi/bx8qC2Njx8GSG+T8g8jxw7FB8fTz///DNHafU1ye+qWFWlPhEcG04AASzDkbfocF6LVw28+O2331JJiYypGei0BVe3XoDVCFvAg0sg4DSBOev308b9p5y2Y7SBXrGRNO2Fu6hH+wijXbucP/nhX47A4tKx3ceTuUjhpANaQAAEQMAwAnIk7H8mLafjyXLgjWFu7XYU6OdDU5+/i6JDA5ttGxrkR589fiPL0Vfl5eU1ids5pXBpAqR8EzzbxHmcAgFDCSCAZSjuVp3tEjXKRFG+yeDVDz/8oFxHnYDOMaE0pm+nupfYgwAIaEygWth7+osFdCA+VRyZa/Pz8aKvnr6ZbrlggA2jh8zVNyPVDujCJ/eV7Pcva/fJHQoIgAAIgIBiAm9OW0UVlVWKVbTs3mIheuUPl5HMldlUzQcuHy4+IzR1Rf25qVOnUkpKinohLSt4QlwuFQUbCCglgACWUvyNnOeJMx+KwmKbOXMmCx11Im4Y16/uEHuVBODbZQmUV1TSi98tpbRsPos42Ao7yN+H/nnnRfTEzeMoJNDX1maoV4+AXJWp3kulh4dOpYtgKou0kEo5wDkIgAAIcCCwKy6Zvlm4lYOUFjUM79mhZrXihpWGdG9Hd04Y3PA0i9dpaWn0r3/9i4WWFkQcF9fmiIINBJQTQABLwS1oxeVz4jqLuXucErkLJjRY/PGRexQQAAH9CJxOz6F/fv2rfg50tnz3JUPo+3/cTt5eHjp7ci3zUSGBxCkvyC/r9rsWYPQGBEAABExOYNKynZRXxH8Azk3nD6DzB3Y5h/ZTt55PVqvlnHNcXvz973/nPvqqXLAaJ4r5nm4K0Vw26NCOAAJY2rHUylKFMLRbFOVbXl4evfvuu8p11AkID/ana8b0qXuJPQiAgE4E9p9MFUGsReynCzTX/djINrTs7T/R9edh1GZzjBqe5zbCdQ/yXzW8RXgNAiAAAkoJlJZX0F2vTaWcAiXP2W3uuwxTvfOXq6kup+O9lw6lXh0jbW5vZMW4uDiaM2eOkS4d8TVLNEoVBRsIsCCAABaL29BIBJvhD6+88goVFRU1EqjqhJwe5OPlqco9/IKAWxCoriZaviOOpq9iEUt3iHmAnze9eO/F9NzdE6hNAKYUtgZxVJ+OrVUx7HpCRi6dSss2zB8cgYB7EEAvQcB5Aqln8um7RVtJJnd33pp+Fjw8rPTyA5fRqD6x9PjN48gqE2Tp584hyzJh+xVXXEFy75ABYxrlCDfs5zcKjUZsfsJJO1H6inKeKFeIcqsoD4vyb1E+FmWyKDIiuVjsV4myWZRNomwUZbUoy0SR3/Mnib1MGyTb/Z84vkmUC0UZJEqsKNKX2GFrigACWE1RUX/uKyFBfIUUPxVv+fn5tHv3bsUqfncfEuhHPWN5PkX5XSWOQMA1CHzw83qavf6AqTtz0/j+tOx/f6J+naNN3Q+9xffswGcVx/d+WktVVSz+BJ6LHa9AAARAAARo6ordtHDzYfYkOkaF0KeP38hW59y5c+nEiRNs9dUKkwGWk7XH7raTw/gfE52eLYpMyilHdCSJY/nBeL3YLxLlJ1E+F+UVUf4qyt2iXC/K5aLIgNQosR8tyhhRLhDlElGuFOUeUaRt2e4TcfyLKDLgJb90nxbH+aJsF+UlUYaKgq0eAQSw6sFgdCj/k8zlomf2bPn/losaokuGducjBkpAwMUJfPTLetp1LFmTXqoyIp+8fvnUzfT8PRPIUzyVVaWDq9/bLxpEfj5eLORl5hbS+v3xLLRABAiAAAiAQNMEPp69gbILipu+iLOtEkhOTqannnqq1XqKK+QK/1NFceVNjoq4WnRQBpLkd+9t4lgGkOQ82f3iWI6SukHso0QxcpOJXIcJhy+LskOUQlH2ivKzKI+J0lMUt90QwOJ76+UQRBbqJk6cyGp463Vj+1KArzcLNgaLgDsQMJxAfnEpPfL+LDqSkGG4by0d+np70o3j+tPc1+4nOV3OYpFZMrT0YE5bXiKg9+CVI9iIPxCfxn5qChtYEAICIAACighk5RXRn//3MxWIzwiKJJja7T//+U9KT0/n3AeZuP1mITBLFFfYgkUnZCLlCWL/uCjTRJHD3+RNWCCO5Uiz68R+uChyCp+P2HPa/IWYAaLIeyKDakfE8S5RnhFFju4KEXu32dwsgGWq+7qFi9rMzEyaNk3+P+ehKMjfh64e3ZuHGKgAATcgUFFZRf/34RzKLTT/09bo0CD69PEb6L9/kqkL3ODmtdLFzjFhJBfIaKWaYZeXbj9qmC84AgEQAAEQcJzAydTsmumEjltwz5YpKSk0ffp07p2XU+RWcBfZgj75lLKfuP4yEcmRVHI02UHxWvbpA7G/Q5Quoph5GyzEvy2KzK8lp0q8KY4DRHH5DQEsvrdYzrGVSd5YKJwxYwYLHXUiLh3u1iMn6zBgDwKGEcgpKKa/vDebSsrkQqmGudXN0SVDe9CiNx+kuy4eQh5W+TlHN1esDQ/s1paNvuz8YlqzRz4QZSMJQkAABEAABFog8N2ibbR0e1wLNXCpPoGcnBwaNWoUlZfLAU71r7A6luKeZqWoeTGB4pJMqC6n1X0njleKIhO05Ym9DFzJHFIykCVeuvQmk77/Q/QwUZQlotwnCrdRZEKSNhsCWNpw1MOKzGD7d2GYxbfF7du3s5pG2LdTFIUGyf+rghA2EAABQwgcS8qku1+fRjJPkSEOdXYSGRJIT906nr555lYa1L2dCGS535/ES4f10Jmy7eZ/3XrYZQKktvcaNd2BAPoIAq5KQI7Qlrky5ZRCV+2jlv2aPHkyJSQkaGlSD1sfCqNyeprYsdh8hQo5rU/mhLpKHD8hyiRRDoiSI8p6UaTmP4j9RaL0EkUGtsTO7TY5lfAy0esfRNkhyv2ihIviUpv7fVo31+07JOTKOa5ip3bLzc2ld955R62Iet59vDzFF8/z653BIQiAgBEETqVl0z+/XuRSeYoGdImhb/9+C7355yvZJDM34l7KqYPDe3UwwpVNPtbsbnb0lU3tUQkEQAAEQMB4AqnZ+XTHq1PwAKIV9CZJ3C57IYNBcq+qyHxPMrH6e0KAXJVPJjCXidXlqnwLxbn3RZGr+PUVe5nsXOywNUFAjjybKM5nivJ/orjMhgAW/1sph0KyUCkDWHLoKwsxQsTlI3pSVKi7BtgFAGwgYDMBbSvuPpZMj30816WCWJLQRYO70a9vPkgv338pRYcFyVMuXS4fIR9S8uiifIp/JDGDhxioAAEQAAEQsIuAnAL+8awNdrVxt8qPPvoo96mDcvbPA+K+yGloYqfb1l5YvlCUP4vyP1HmiCJHUcmpfzLYIgNWC8S5J0UZJAriFQKCk9snor0csSaZ81h2WghydMMbwlFyxrX7RriqEkX5VlxcTHIqoXIhtQKsFgsN79m+9pXOO5gHARA4h8Cmg6fp0Q/nUH5R6Tnnzf4iyM+HrhnTh2b8+27641UjWSU415rt2H6dtDbpsL0Zq3ZTYXGZw+3REARAAARAQC2BGav30Ox1Mu2QWh0cva9du5Z+/fVXjtLqa5IjnOTUs/rnbDmW8QQ5okAm1ZRJiuVKfpeIhreJItPhfCz2MiAl3xxF4lgGyFaJ/ZeiPC3K9aLIPFbyqZrLTXcTfeOyyRFrkvlyIWisKKbd5BvOEPFw4jCBvaLlOlFYbNMYrUYogdxywUC5QwEBEFBAYNvhBHrx+yVULZ/ZKfCvp8tAX296+LrRtOTtP9KDV44gfFg82wAAEABJREFUi8X1Er13b8/jc2JlZRV9NneznrcTtkEABEAABAwg8P4v66iwBA8j6qPOysqiiy66iPvoKylZJjyX+4ZFTtOTwakR4sKNovxNFLn63Wyxlyv7ySWq88WxXAnviNhvE2WZKDNEkfln/ir2ckqgnNKGBMYChuJN5uCRwyU/EzpMORoLASxx50ywfctFo1yNMD09nYsckrlrBjFaRYsNGAgBAYMIrN8XT098Ok8EsVwwilXL8NHrx9Cv/32Qnr97AsW4yNTC/l1i/p+9s4Czovri+HnbTXd3dyiNdHcKCEhJi4ogKhiUiAi2GIAgCoiAlNJSIqIgSnd3d+zyP2f+osQu+2Lizrwfn3t25s3ce8/vfu9j970zNyhFksh/WmjtYffRM3TjlhL7lVgLAt5BAARAwOYErl6/Rc1fm0KnzsssMJs3Rif57777LsXFKTGZ5lEtkg9xsrbUHs4k602d4ONZNulIiUhKcGo9v/6e7T22/myN2PKxhbAh2Y9Ad5Ysi/XX56OtEgJY9ugumReshNIrV67QhAkTlNAiIlwuFzWriFFYwgJmNgH4u0tgzd/7qeuY7+n8ZXkId/eqs46pkkZS4woFaebr7ej5FhWpUPa0FBwkDyXt2c6OtUqSKmPKNu6Wz8X25AjVIAACIAAC9xM4ef4yvfvdKrp5O/b+G374SpZeGTVKBisp33j5SCBT+LKzUtnxLzUfk7HJguqIFzAIh6YC3K4ZbAPZbLP4K96Q3Fs2SPtYowz144P1adYsGTGqgw6dqiiZB+tg6YQS1YCA1wQ27jpCvd//gWQxbq8rsUHB0OAgal2lKE14sQVNH9yGSuVVZxc/d/FFhYdQpSLyGdXdEsbmm79uu7EOUDsIgAAIgICpBBZt2EkfzF5rqk8VnT377LN2mDqoIjpoMo9AKLsawbaUzfih+ezE14QAlq8EzSvfjV0pMf5006ZNdPz4cZajRkqVNIrqPpZXDTFQAQJ+TGDbgRPUcdR0unzNWQu7J9SlmVInpQ/7NtZGZT3XvAJl5tcJ5VXpera0yZWRs/vIadp+UJ1p6cqAgRAQAAEQsDmB71f+Rav/kmfwNm+Il/K/+OILWrdO//UdvZSDYiCQGAFZ4+wvzlSCTemEAJbS3XOfONn6cud9Vyx6cePGDerTp49Sa94816IihYUEWUQEbkEABO4S2HbgJDUdMoX2HD1z95Kjj7IbapY0yejJqsVoxmtttYCWBNTlmqoNL5AtjTLSfly/Q6m/JcqAgRAQAAGjCKBekwhcv3mbnvtoHu08dMokj+q42bNnD3Xt2pViYzGNUp1egRI3CGTjPOvZmrEpmxDAUrZr4hW2Mt6rFlycMWMGHTlyxALP8btMEhlGBbKq86UsfpW4CgL+QeDMxSvU4a3ptPeYfwSx7vZqYEAAPZYvE73esYY2Kmv6kLZUKo96UwyfKJrzrmTLj7/vwvpXlneCxwJQAARAAATcIxB35w49/8l8uuVn62G99tprdli43b1ORC5/IyDxIVkXSxbqV7LtIlBJYRAVLwHZ7jLeG1ZcXL58uRVuE/TZoKysQ5fgbdwAARAwkcC1G7eo6zvf05Lfd5noVS1X2dMlp4/7NaEf3+pEHz3bmDrXKU3Z+BpZKDOGg/2Fs6ezUMF/rmPj7tBePxmp91+rcQYCIAAC/kXg2JmL9PIXP/pNo7/99luaOnWq37QXDXUsgTe5ZcPYAtmUSghgKdUdiYr5k3P8zKZE+vTTT5Wa+lGzVG5KlyJaCTYQYSwB1G4PArIr4cDPFpK/L9KdMkkklc6biZ5p8Li28PvXL7emTnVK0WP5MlOGlEkoKNC8P8WPsY7gIPP8PeqduuDXbXTl+s1HZcE9EAABEAABBxBYvmkPfbXod4rjBxcOaE6CTbh58yZh9FWCeHDDXgRCWe4gNhmJpVQQS41PsUwGyW0CH7udM+GMutxZs2YNrV8v02R1qc7nSuRLYNtqxX2uBxWAAAjoSyAiLFjfCm1cm8vlojyZUlH3BmXow76NaM7Q9rR0dFca0r4aFc2Znlwul6GtK1Mgi6H1e1L5xz+s8yQ78oIACIAACNiUwJ07RO99v4Z+3X7Qpi1wT3a3bt1ox44d7mVGLhAwl4C33kZwwdfYlEkIYCnTFW4LWet2ThMyfvSRUrMaqUx+db6cmYAfLkBAaQISVH6NAzOVimRXWqfV4iLDQ6h+mfz0+QvNaNk7XWna4Db0AQe3XmhZieo8lpdkQfiAAH0CWznSp7C6uZr/w6cu0Mlzl7Vz/AABEAABEPAPAkMmLrbxJi+P7qPVq1fTxIkTH50Jd0HAngReYNnt2ZRICGAp0Q0eiTjEuX9gUyKtWLGC4uLilNAiIjKnSUql8maSUxgIgICFBAJcLupQswTV48CMnFsoxVauoyNCSYJMj+fLTK2eKEJv/LMg/Or3etCMIW1pdPd61KdJOWpYrgA9nj8zFcyWVsufPkUMJY0Kp9DghHdjdblclClVUiV47MbaV0r0A0SAgKkE4MzvCZy9eJVe4yDWTYct6n716lXq319mWvl9FwOAMwmEcbMmstVgszwhgGV5F3gloDOXUiJqdPDgQZozZw7LUScN71SL9BqtoE6roAQE7EWgY62S9EyDMoR/+hAICQrUFoCvXCQ7PVWjBL3arip90KcRTRzQQhux9cOwDrRkdBda834PzeaP6KjthDh5UCv6+Nkm9A4Hvsb1bEAxkaGkwr9f/j6gggzbaYBgEAABELA7gW0HT1Lv9+YotY6ur0yHDh1K69ZhWryvHFFeeQIyiCa71SoDrBYA/14ROMWl/mRTIvXs2ZNu3LihhBYRkSw6nApkSSOnMBAAAQsIyHS4jrVLWeA5UZd+kUFGYaVJFq1NPcyXOTWVypuRZBpn2YJqTLGOi7tDK/7c4xd9gUaCAAiAAAg8TOD3nYdp2orND9+w4ZXTp0/T+PHjbagckkHAYwLyFHQGl9JnXQuuyJsU4E0hlFGCwHwlVLCIY8eO0aZNm/hMnVSzdB51xDhKCRoDAo8m8ESxHNqC5GEhCU9le3QNuOt0An/uPUpnLl51ejPRPhAAARAAgUcQGDdzNf2+68gjcqh/S6YO1qhRg86cOaO+WCgEAX0IFOdqvmALYbMkIYBlNnb9/L3PVd1hUyJNnz5dCR13RTSvWIhiIiRIfPcKjiAAAkYTKJYrA43qWtdoN6jf5gSW/YHRVzbvQsgHARAAAZ8J3LodS29MWuxzPVZWMHPmTNq4caOVEuDbDgScp7EjN6kxmyUJASxLsOvi9CTXokzU6PPPPycZQsualEiBgQH0VI2SSmiBCBDwBwKyU97ILrXJZemgYn8gbf82bj940v6NQAtAAARAAAR8JnDk9EXq+s5MunHr9iPrUvHmvn37qF+/fipKgyYQMIPAB+wkB5vpCQEs05Hr6nCSrrX5UNnFixfps88+86EG/YtWLmr5GnP6Nwo1goCCBGTXvCmDWlGKmAgF1UGSagQOnbqgmiToAQGnE0D7QEBZAn/sOkJz125VVl9Cwvr27YupgwnBwXV/IJCSG/kOm+kJASzTkevqcK2utflY2XfffedjDfoWz5o2GZXKk1HfSlEbCIDAfQRkqu4n/ZpQeGjwfdfxAgTiI3Do1Hk6feFKfLcUvwZ5IAACIAACRhH4cM4vdOHKdaOq173e5cuX09y5c3WvFxWCgM0INGC95dhMTQhgmYpbd2fyGHu47rV6WeFff/1F27dv97K0McVe71iDQoIDjakctYKAnxOQ/1sfc/BKdv5MFAUygAAT+HbZn/yTKGlUOJUpkIXaVS9OQ56qRmN7NqDxzzelyS+1om9ffZJmDGlL0wa30c6/4mtyb1yvBjSkfTV6unYpbVfFNMmitLrwAwRAAARAwF4EXC4XPVE0B73Bn9Pld/2iUZ0pSWSYLRqxf/9+atBAvrfbQi5EgoCRBGThkAXsIB2baSnANE9wZBSBN7hiCWTxwdp069Yt6tq1K8XFxVkr5B7vqZNGUYGsae+5Yt9TKAcBlQhIAGLSgJaUJ1MqlWRBi+IECmRNowWmFr/dhd7v3ZD6Ni1P9cvmp/KFslLxXBkoX5bUlDNDSsqWLjnJ1FQ5z8/X5F65glmpfpn81KNhGXqnez2aP+JpWjDyaXqtfXWq93g+/l2fxjZfgBTvJsgDARAAAd0JJIkKo9J5M9ELLSvR8jFd6e1n6lKdx/Jqv+uDgwJ192dEhXfu3KHhw4fT5cuXjagedYKAHQnEsOg2bKYlfwpgmQbVZEc32N96NiXSqlWraMeOHUpouSuiAX85unuOIwiAgD4EXu9Qg3JllOnv+tSHWvyDwN0vK/zwXZcGp+aHFPXK5KPXOlSnSQNb0tJ3utKHfRtpwSxdHKASEAABEAABnwjIEgN9mpSjpaO70kfPNqZWTxShqHB77hQuy6WotuavT53j/MJooTkEhrGbFGymJASwTMFsuJOJhnvwwMG8efM8yG181polc1PGVEmMdwQPIOAnBEZ0rk3lCmbxk9aimXYj8Fi+zDRxQAuaN7wjjepWhyoWzma3JkAvCIAACChCwDsZIcFB1LRiIfrshaa06O3O9FSNEt5VpFipFStWKKYIcswk4HK5KHfu3FS/fn3q1asXjRw5kiZPnkzz588neW/88ssvtGHDBvr777+1ZXVkaZ2tW7fS5s2b6c8//6Q1a9bQTz/9RDNnzqRx48ZRly5d6LHHHqOoqCiy+b8Q1v8WmykJASxTMBvuZAZ7OMSmRPrwww/p+nV1FmKUdXpaVymqBBuIAAE7EwjlD6T9W1Wi6iVz2bkZ0O4HBFwuF6VNHk1ViuWkMT3qa9MNO9QsoU1V8YPmo4kqEYAWEPAjAjIqtkmFQvT96+3opSefoGI5M1B4iHM2eZHvOB9//DFlyJDBj3rVv5oaGBhI6dKloxIlSlDDhg3plVdeoenTp5Os9Xzjxg1tptEPP/xA77//Pg0YMIDatm1LderUoUqVKtHjjz+ulStQoADlyZNHs3z58lGhQoWocOHCVLZsWapRowY1adKE+vTpQ+PHj6d169bRuXPnaO3atTR48GDtfvr06cmG/+qz5gg2wxMCWIYjNsXBLfbyIZsS6cCBA9p/dCXE/COiYpHs/5zhAAIg4C2BttWLU8vKRbwtjnIg4BUBPQrJgu+9GpfT1t+a8VpbBLL0gIo6QAAEQOAeArKmoaxNOKjNE9oDhHtuOer0mWeeocOHD9PTTz/tqHb5c2MiIyOpWbNmNG3aNC2YdPToUW0k1ezZs+nNN9+k5s2bU8GCBSk42JhgbFBQEJUpU4Zef/11bYTWoUOHtF0uc+TIQTb6l5q1DmEzPCGAZThi0xwsNM2TG44mTpzoRi7zsqTjJ/GNKxQ0zyE8gYA6BHRR0qlOKepW7zFd6kIlIGAlgWxpk9PUV57U1sySKS6hwUFWyoFvEAABELAtgeiIUJL1rX4a1VnbVdYle+uFvSAAABAASURBVJLZtjWeCf/iiy9o06ZN1Lt3b4qIiPCsMHJbQiA8PFwbBfXcc8/RN998QzLlT4JF58+fpxkzZlCLFi0oOjraEm33Og0ICKB69eppo71+/fVX6tChA4WEhNybRdXzfizM8OGJCGAxZYekLdyObWxKJPnPdvLkSSW03BXxfPOKFO3VopF3a8ARBPyPgMvl0qYMdqpTmgIC/OiTqf91tV+1OJDfywWyptGmuEwZ1IqqlchFwTbZBcuvOgqNBQEQUJKALMxenX9vfvtqG219qxQx/hnAKVKkCL333nvamkc9e/YkGTETEICv11a/aWNiYihv3rxUtWpV6tq1qzZVb+PGjXThwgVtHap33nmHWrVqpU35y5gxI8kIKKs1x+dfpjOWLl2aJkyYQKtXr6YKFSrEl02lazJErYbRgsz5H2Z0K1C/EIjlHx3YlEhXr16lbt26KaHlroiwkCAqntvwoPBddziCgCMIyILYsmh7CL7cO6I/0YiHCWRLl5xGdqlNS0Z3wc6aD+PBFRAAARC4j0CqpJH01UutaAT/3pTp2ffd9NMX2bJlow8++IB2795NK1asoKJFi/opiXuabeKpjJqS9ao++eQT2r9/vxao2rZtGy1ZsoQ+/fRTbbF06ROjpgCa0dRSpUrRypUradKkSaqPxjI8AIAAlhnvOPN8rGdX29mUSHPmzKE9e/YooeWuiPYO2QXlbntwBAEjCTyePzMN71zTSBeG1P3iiy9qi2rKhxhDHKBSRxKIDAvRdi8c+nRNigq3xVB9R/YDGgUCIPB/Aqr9lAfBz7eoSNOHtKVsaZOpJk8ZPTJKRnaikwDK1KlTqWXLlhQaGqqMPrsKSZUqFT3xxBPalE0JSslufrKz34kTJ0imAM6ePVsbPJElSxa7NtEt3U899ZS24LssDu9WAfMzlWaXJdkMSwhgGYbWsooXWOb5Acd37tzRthV94LKlLwvnSEfypdxSEXAOAjYgkCl1Uhr8VDWKiQizgdr/JL766qv09ttv09dff0358+enQYMGaYF0+X30Xy6cgUD8BGQ9rFql89DCkZ1IjkGB+JgUPylbXIVIEAABnQjkzJCSxvVqSK2rFMVyHG4wlalfMoWtdevW9O2339LFixe1NZY6deqkrcEku9y5XFiW4V6USZIkoezZs5NMmZNd/WQmz5gxY2jx4sUki6rL0jTLli3TpmzKtEDZzU929kudOjUF+Nm0TdkhceHChSS7Hd7LUJFzeWN3MlILPpkZSdeausew2ztsSqRRo0aRal8c21QrrgQbiAABVQmkSRZNM19vR6mTRqkqMV5d8kRu6NCh/967du0ajRgxgnLmzEm9evWimzdv/nsPJ+4Q8N88sr6LjMQa1a2u/0JAy0EABECACZTMk5G+GtiSSmAZDqbhXZIFuGWXu88//1xbg0kCMgcPHqQ33niDJAjjXa32LZU+fXqSKX/ymU1GUp07d04bRSUzd2Qd5fnz55NMB+zXrx9Vq1aNJOBn39Yao1xGmv3999/aWl/GePCp1so+lU6kMAJYiQCy4e0jrHkqmxLpyJEjNHHiRCW03BVRJEc6ionAUN67PHA0kIANq5aFWN/tWZ8CbPZkUBa47N69e4LEP/roI8qQIQO1a9dOG5GVYEbcAIF7CFQsnI2+f+MpKpYz/T1XcQoCIAACzicgI1BfbFWJPn62CYUEBzq/wSa3UBYPl1HjMg1O1g7eu3evFtyS3fAGDx6sTT0sXry4ErviJYZGRpxJUEpGBtWvX5+eeeYZGj58OE2ePJlkpNDatWtpy5YtJN8Lpa1ylCl/L7/8MslIqqRJkybmAvcTICBL9igY4MvBctOyGZIQwDIEq+WVTrBcwT0Cvvzyy3teeXZqRO6I0GAa1KYKuVwywtEID6gTBOxJQKZPjexah3JnTGmrBsiHPRlOnthoz9OnT9OUKVNI1g3o3Lkz/fLLLxiVZauetkZs5tRJ6YO+jah+2fzWCIBXEAABEDCZQFR4KL3drS61qFyEPy+b7NwP3YWHh5MsBF+2bFmSkVqvv/66NvXw999/16Yfnjp1iuRcgj6yWLwEvmSKneSV6XZVqlTRpiZKAKlQoULa55zcuXNrU/IyZcpEEiyLz2TKnpjklWUXZFfFkiVLanVVrlyZatWqRY0aNSKZCikPCV955RUaN26ctkyDjJwSTRKMun79uhackrW/fvjhB/r444/ppZde0tYjlTrKlCmjLesgQS5pqx92sWFNlr6Th7SGOfCu4mAu1o/Nq5RYIQSwEiNkz/trWfZtNiXSunXrtN0glBDzj4hqJXKRfCn55yUOIOD3BIICA2jSwJa2G2mya9cukgUtb992/1ferVu36IsvvtA+oMnQffkd5fdvAAB4JAEJ7g55qhrJunB2G534yIbhJgiAAAg8QCB5TAQtGNGRKhTO9sAdvLSKQMqUKUlGY8m0u549e2pTD2WKnTzAk+l2S5cu1UZvSQBp8+bNtHXrVtqxY4c24lymKh46dIjiM5myJyZ5ZYTUpk2b6LffftPqWr58uTZ6atasWSSL0UuQ5M0336Q+ffrQk08+qY2cEk0SlAoKCrIKDfwyAQkySjCTT1VKEsAy5I2BAJZK3ayflmtcVS82JZJ8sWzevLlya2HJAr1KAIIIELCYgAxGfKlNFcqZIYXFSjxzv2bNGipWrBjJkz/PSv6XWz60lS9fnuSJpQxllw96/93FGQjcT6BB2fz09jN1KSJMHi7efw+vQAAEnELAf9uRJU0y+qRfE/4dF+K/ENByELAhAZlhIOtiKSRdPihlN0IPAlhGUFWjzvEs4zibEkl2kJCREkqI+UdE6ypFKFl0+D+vcAAB/yXwbNMK1JC/mNuJwMaNG7Vh9leuXPFZdmxsLMlCmLJeg0wvlGH5stON7Brkc+WowHEEKhXJTmO618daio/qWdwDARCwHYG0yaNpbM/6lD1dcttph2AQ8HcCoaGh1L59e9Uw5DJCEAJYRlBVo07ZiXClGlL+r0IWmfv/mRo/ZX7/UzVKqCEGKkDAIgKtOJDbploxi7x751ZGddarV4+OH9c/Ri+Li44fP56qVq1KMixehsvLNe+Uel8KJdUmILtyzRvekZJEhqktFOpAAARAwA0CqZJE0uw321Om1EndyI0sIAACKhKQxf9luqlC2h4zQgsCWEZQVafOcepIIXrnnXfo8uXLKkmiKsVyKqUHYnQjgIrcIFD38bz0fItKbuRUJ8v+/fspZ86cdPToUcNFyegu+TAguxc+8cQTNHr0aDpx4oThfuHAHgQiwkLovd4NKXl0hD0EQyUIgAAIxENAfoeN69WAZC3MeG7jEgiAgE0IyG6QskaZQnLLGqEFASwjqKpTpyzm7uUoLP0bIV/8ZMFB/Wv2vsYMKWOoUfkC3leAkiBgUwIVCmWjV9pWJTvtxSkjrtq0aUMHDhwwlfr58+dpxYoV1L9/f8qcOTM1bdqUZOHUXbt2kUw/NFUMnClFoEDWNDSmRz2K5GCWUsIgBgRAAATcIBAYEEBvPl2DcmdK5UZuZAEBEFCdQL169XyQqHvRUlyj7gu5I4DFVB2exqjUPllgTiU9ouXlNlVJphPKOQwE/IFA0qhwGtapJgUHBdqqubLLytq1Epe3TvbNmzfp+++/pxYtWlDu3Lkpe/bs2o6Gviwkb11r4FkPAgWzpaVpg9uQ7FSoR32oAwRAAATMICAPsN7qWpsey5fZDHf+4QOtBAGLCRQpUoRiYmIsVvGvexGi+3QnBLD+5evYk9XcsltsSiRZKHn1apGkhBxNhOzAVq5gVu0cP0DA6QSyp0tBM19vZ6sdhmQx9SpVqtCvv/6qXPfIroWdO3emVKlSkWwn3bFjR5L1/mT6oXJiIcgwArL48SvtqlKA/EExzAsqBgHnE0ALzSPQsHwBqlw0h3kO4QkEQMBwAgEBAfTiiy8a7scDBwU9yOtWVgSw3MJk60xnWP0INiWSTLfp0KED3bhxQwk9d0W0r1nCdqNR7mrHEQTcJSBfskd0qWWrhadlZNPzzz9Py5cvd7eZluST9f1kZ8SJEyeSjBSTgFbNmjXp3XffpZ9//pkOHTqE6Ybk7H+1S+ehPk3LWd1I+AcBEACBRAkUzJqWXrDZGpiJNgoZQAAENALyMFUCWdoL638U0FsCAlh6E1WzviEs6yybEmnPnj20YcMGJbTcFZE7Y0qq81jeuy9xBAFHEhj9TF3KkT6FrdrWq1cv+vzzz03UrI+ra9eu0aJFi+i5556jypUra2tnpUmThrp3707r1q2juLg4fRyhFqUItKlaHNNxlOoRiAEBEIiPwOCnqlJYiO5L08TnCtdAAARMJpA+fXpSaDfCHHo3HwEsvYmqW98ylaSNHz9eJTmalmYVC2lH/PCRAIorR0AWmB7/fFPKmzm1ctoSEiQBnoEDB9JXX32VUBbbXT9z5gzJRhZlypShpEmTUr58+ahatWrUo0cP+vLLL0lGcMmIM9s1DIL/JSAzCMf2rE/5s6T59xpOQAAEQEAVAi6Xi15uW5Wy2+xhlir8oAME7EIgdWplPvMn15sZAlh6E9WhPoOq+JDrvcOmRJo6dSrt2rVLCS13ReTNnIqK5cpw9yWOIOAIArJQe58m5ai4zd7bn376Kb311lt065YyS/jp+n64dOkSbd++nZYuXUoff/wxderUSVtDKzo6mgoUKEBPPvkkvfHGGyS/K5csWaIFt/bv309nz56l27dv66oFlelLQP7PvdahOiWLDte3YtQGAiAAAj4SKJUnIzUur/uMHh9VoTgIgIDeBJLyg1K96/SyPlnI3cui8RdDACt+Lk68uoIbZe32XSzgbpIvYMOHD7/7Uomjy+Wi93o1oBCb7cymBDyIUJZAv2blqanNRhfKqCsZlaQsVAOFye/GrVu30jfffENDhgyhNm3aUPXq1bXgVrZs2ShFihQUEhJCOXLkoAYNGlCvXr1o1KhRNG3aNPrll19IpmifO3cOUxQN7CN3qs6eLjkNevIJd7IiDwiAAAiYQoA/5tKA1pVN8WWBE7gEARC4h0BoaOg9ryw91f1pHgJYlvan6c7fM93jIxz++OOPyi1qHB4aTI/nz/II1bgFAvYh0L5GCX7SWtA+glnpypUrqU+fPnyGlBCBO3fu0N69e2nu3Ln04Ycf0oABA6hVq1ZUtmxZypkzJyVPnpwCAwO1aYoJ1YHrxhMoXygbVS+Ry3hH8AACuhBAJU4n0LnuY5QlTTKnNxPtAwEQYAIKLeIexnJ0TQhg6YpT+cpkFNZ1VVQeP36c3nzzTVXk/KtDdiQMDMB/jX+B4MSWBGqWyk29m5Sz1e6aa9eupSpVqtCFCxdsyVw10bKeluz8qpoux+p5oGEylXBY51r4wvgAF7wEARAwn0AEP6BtWsFeD7S8pXTl+k26HYuNUrzlh3LOIOByuVRpSIjeQvAtXW+iatd3kuUpNW/v9ddfJwlksS5lUpGxabhkAAAQAElEQVQc6ahy0ezK6IEQEPCUQKm8mWhYp1qeFrM0/8GDB6lGjRrKjcq0FIqPztu1a6eNxPKxGhT3gUAAf4Ds1aisDzWgKAiAAAj4TuDltlUpZZJI3ytSuIZzl67RW98spyrPj6dGr06ii1eUeWavMDVIcyqBq1evqtI03SNpCGCp0rXm6RjFrk6wKZNmz56tjJa7Qp6sWvTuqZ2O0AoClCl1Ug5e1bQVCVmzSXbju3Lliq10qyy2WbNm9N57Ss0aVxmXodoqF81BDcvlN9QHKgcBEACBhAjkSJ+CapTKndBt214/ffEKfbfyL3rh43nUePBXVKP/ZzTj57/4QVgcHT97idqPnEZrt+y3bfsgHAR8IXDx4kVfiutZFgEsPWk+XJdfXLnBrVzMpkx6++23SaEoscalYLZ0VChbWu0cP0DALgQyc/BqykutKHl0hF0k05EjR6hYsWLK7UpqG4DxCM2SJQuNGzeOwsN1XzczHm+4lBgBF39061irFIUGByWWFfdBAARAQHcCzSoVIv41pHu9Zld46eoN+mvvcZq6bCN1Hv0d1RnwJY2cupxW/LmXDp08Tw9utX7o1AV64ZP59OXC3+jSNfn6Y7Zi+LMHAWeqVGg5Dt3n82IEljPfs4m1anRiGcy8L4sRf/7552a6TNRXYICLPuzbyFbrByXaKGRwNIGQ4EAa17shRYbrPtXcMG6xsbHUqFEjOnDggGE+/K3iFClS0Pbt2yl9+vT+1nSl25sxVRJ6sVUlpTVCHAiAgPMIpE0eTc0qFja2YQbXvvXACXr+43lU7YXPqOOo6TRm+iratPsoxd15MGT1sJCbt2Lpozm/UJuh39CR01hf82FCuOJEArLZz9GjR1Vp2k29hSCApTdRe9T3J8ucw6ZMmjBhgjJa7gqJCAuhcgWz3n2JIwgoTWBsz/qUib8kKy3yAXESvNqwYcMDV/HSWwJBQUE0ceJECgvTfcMXbyV5XO7I6Yv00287acrijTR58R8095dtJF9ebjtgQd4G5QpQ7owpPWaCAs4ngBaCgFEEnq5VkmQUqFH1G1FvbNwdWr5pD/X/ZD41eGUiPTViGv38516KjfN+IMfRMxep1ZtTaejkpXTxKtbGMqLfUKc6BBYsWEC3bt1SRRACWKr0hAN0fKhSGzZv3kyrV69WSZKmpVPtUhiFpZHAD1UJhIUE0/DOtal03syqSnxIl0wZfuqpp2jevHkP3cMF7wmMGTOG6tWr530FFpU8ee4yzfh5M7UeOpUa8peVl7/4kcbOXEXjZq6m1yct1r68VH1+PMl1+VIja5s8INUWL2UKTwcbfpm0BVyIBAEQeIhAYEAAlSuU7aHrql44duaStqZV89e+0oJX8vv+KD/U0EvvtRu3aPaaLdR22Le0cP0Ounk7Vq+qUQ8IKEVg0qRJKunRfYFbjMBSqXvN1bKS3SnzCCKOn6rIFy+FosWMhyhfltRU7/G82jl+gICKBDryF+IaJXP5KM3c4sOGDaPJkyeb69Th3po0aUK9e/e2XSslcFV30AR665sVtOvw6QT1X7l+UxuZJU/k63H+HmNn0TF+op5gAUVv1CiZm4PNmRRVB1kgAAJOIlCXP7+mSRZliyZ9OHstNXhlgram1cGTxk71k9FYr375k7bo+85H/N2xBTiIBIEHCFy6dIlmzJjxwFVLX17W2zsCWHoTtU99spphG5XkymJzK1asUEmSpqV5ZTfWDtBy4gcImEugY61S1JEDWOZ69c3b66+/TiNHjvStEpS+j0D58uVp2rRp911T/cWBE+eo41vT6e1pP5Os1eCp3vXbD2m7TsnUkq8W/U5XOcDlaR1W5X+qRgmrXMMvCICAnxCQTSP6NCmvdGvld/+3y/+kOgO/pAk/buC/BebKvXztJj014lvqNuZ7WvP3Afaf+Jpa5iqENxDwnMDff//teSFjS5zVu3plAlh6Nwz1uUXge861h02ZJDsSymgsZQSxkFwZU1HlItn5DAkE1CAg61lULJydOtctRQEBMjFJDV2PUiH/r7/99lsaMWIEyfmj8uKe+wQyZ85MX331Fcn6V+6Xsjbnys37qNPb39Ff+47ze8H7LwyyLpasj/Xe92uo+etf07xfttEtG6yVVSxXBtutV2ftOwbeQQAEPCWQJ1MqShql7nqI+4+fo97vzaHR/BDj5PnLnjZPt/zyd+T3nYep7wdzqPu7s2jln3tJphrq5gAVPZKAnW7KlFN3Ng6wuk3Lly+3WsKD/nc/eMHX1whg+UrQ/uUliKVMKxYvXkyLFi1SRo8IkfDAqGfqUpSNdncT3TDnEiicPT2N6VGP5AmrXVq5ZMkSat26Nd24IYM/7aJafZ1Tp06lbNnss8bJgl+30wsfz6Pzl6/pCvfEuUv02qTFVH/QBDp9QfflFnTVGhIUSO/3aUQul/x10bVqVAYCIOBfBBJsbeViORK8Z/WNX7cdpGavTaZ1fLRay73+N3Ag6zn++1Sp3yc0c+Vf5MYmh/cWx7kDCZzk4Oq05X9StzEzqdd7sylA8b/bMqpx3LhxqvXETr0FIYClN1H71fcOS77EpkwaPXq0MlruCpFfWDVL5bn7EkcQsIxA/iypaVS3Opb598axBKYleOVNWZSJn0BgYCB9/vnnVLZs2fgzKHj1iwXrafCERWTkE0wJXrUd/g3NX7dNQQL/ScqYKgnJGov/XcGZNQTgFQScRyAwwEV1Sqv5mXXyoj/oeQ4SqUw9Lu4OjZi6nGoN+Jxe/HQBrdt6kINZd1SWDG0+EjjFD76Wb9pD73+/hvp+8IO2qYxsHiPTW2WpgyxpktGY7vV99GJ8cVm8/eTJk8Y78szDZs+yJ54bAazEGTk9xwlu4MdsyiTZjXDnTt2DtT63r3Pd0hQTqe5wbJ8biAqUJ5AsOpzefLoWpYiJUF7rXYF79+6lp59+ms6ePXv3Eo46EGjTpg116tTJ+lE8brZl/Lxf6eMf1rmZ27dspy9cpaFTltH0FZvplsK7TNVW9Aumb/RRGgRAwGoCpfNmppRJIq2WcZ//WA4Kfb/yb/pwzlq6fvP2ffdUfXHm4lVatnG3NvKm8eCvaOJPv9O2Aydto19VrlbpkvegPOTacegUrfl7P329ZCMN/GwhycYwtQd8oe18OWnR79o92VTmwpXrFBwUSM0rFab+LSvZYibOhAkTrMKbkN8rfGM7m64JASxdcdq2sikqKZcpRrVq1aK4uDiVZFEq/jDQhYNYSomCGNsTcLcBUeEhNOuN9pQlTVJ3i1ie78iRI5Q7d246fPiw5VqcJKBo0aI0ceJE2zTpm2WbSAJYZgqWwNWob1fQV/xh1Ey/nvhqwR+KoyNCPSmCvCAAAiCQKIFaCgbHZW2p4VOXkaw5lWgDFMxw+NQF+mDWGmo34luq3v8zGjdzNZ3TeSq8gs22vaQDJ86TfAaR9dYqPvsx1eJAVZth32ijrN79bhUt+X0XHT97KcF29mxUlga0rqwFshLMpMiN/fv3kwwCUUTOXRmb+ET3iDUCWEwVibYyg8VsyqR9+/bRmjVr3NFjap4aJXNTcGCgqT7hDATkCdDwzrVs8fTnbm+dOnWKGjRoQLGxsXcv4agDgdDQUG3HQZfLpUNtxlcxa/Xf9M70lcY7SsDDp3N/5S8daxO4a+3lwMAAalutmLUi4B0EQMBxBPJmTqVUmzbvOUZvTF6ilCZfxMgi75MX/0G1ORgia3m98Ml8mr16C8k0NF/qRVnPCcTF3aEjpy/Q6r/204SFG+ilzxdS59HfabsUV+j7MTUd8pX2GeSXrQfohgcj/2SN2fd6NyS7/I2WwR81atRQbvAH9+jPbLqnACLd60SF9iMg3zA7sOxrbMqkd999V7k55zJ166U2Tyi/iJ8ynQghuhB4pW1VKlsgqy51mVGJ/CFt2bIl/fHHH2a48xsf0dHRtHTpUm1Umx0aLetJjJy6wlKpst7WlCV/0A9rtir390TAlC1on//XohcGAiCgNoGwkCCSNfZUURkbF0cjv1lOl646bwOX27FxJLsprti0h4ZOWUp1X/qSnhz6jTY66+c/99LuI6fp8rWbqnTFAzrs8VIWJZdNX/YdO0t/7DpCS3/fTV8u/I1enfATtR3+LcmoqoavTKJnP/xBm566eMMu2rT7KB06eZ4k0OhNK/NkSkXfv9GOP3dn8aa4JWVko6Rdu3ZZ4jsRp78mct+r2xiB5RU2RxY6yq0yZ4ESduROmjVrlpKjsBqUzU/Z06dwpwnIAwI+E+jduBzVfTyvz/WYVcHt27epYsWKpOA2vmYhMMxP//79qVy5cobVr2fF8oFzyIRFJF9e9KzXm7rkS4Y8/ZcPv96UN7JMnoypKDIsxEgXqBsEQMAIAorWWbt0XpLRI6rIGzNjFe08fFoVOYbqkNFAOw+fIhmdJQvVt3pzKlXu9wm1fONrmvDjBpIgjKECbF657PooUzUX/76L3p+1hrq8M5PK9PqQqr3wGTV/fQp15dcDPltAH835hRb+uoO2Hzyp+3pkZQpkocmDWlGaZNG2oSlBvr59+6qqd48RwhDAMoKqfescp5r0kSNHqiZJ02OXIaWaWPywLYFG5QtQ+5olbKW/T58+tH79eltptoPYbt260UsvvWQHqdoT6aavTaarN24ppfeVL3/SphqoJCogwEUDW1dWSZJpWuAIBEBAfwJtqqszLXkXB65kMw39W2mvGvccPUMfzl6rBWFkWluTwV9pwZhBny/U1oeUdZj2Hj1Ltxy65IKMhDp48rw2gmr+r9tp/Pxf6bVJi6nP+3Oo41vTqemQyVSj/2dUttcH1OjVSfTSZwtp0k+/08ZdR0xbM02Cvs83r0ijutWx3SybIUOG0J49hsSJfP2Pdo0rMERYAFeMBAJ3Cczhk9/YlEnLli0jWQ9LGUH/CKn7eD4qnivDP69wAAH9CVQonI2/2D6hf8UG1vjqq6/Sxx9/bKAH/6w6b968NGzYMAoKCroXgJLnssPPK1/+SBcuX1dO36nzV2jYlGXK6apVOi/FRIYppwuCQAAE7EVAlrnImiaZMqK/XrqRZHSIMoIUEHJvMGfRhl0kG5zITngt3phCZXp+SDINsduY7+nNyUu0e3PWbKGVm/fR7zsP09YDJ2jvsbN09MxFOnfpmjZFTkYYG9ks6b+bt27Txas3SP6+i2+ZNrnj0Cn6a+8xTdfqv/fTj+t30JQlG0kWRn+FHxZ1GzNTC0xVevYTujdoJyOzx8/9leb9so3WbjlAf+07TgdOnKOz3J5bsdZs3iVTbkd0qU2tqxal8JBgI3HqXveJEydo/PjxuterU4UTuR5DPgwigMVkke4jMPS+Vxa/uHbtGlWvXl25Relk/eQejcpYTAfufSOgbmnZmWxox5oUFGifX9FTp06loUOV+vWhbgd7oCxNmjT0999/U4oU9pi2PGD8Qtp+8JQHLTQ36/rth+j7VX+b6zQRb/L3JGd6e/RvIk3BbRAAoA53wwAAEABJREFUAQsJpEsRY6H3+13L6CsJUtx/Fa8SI3Di3GUtKDRnzVYtgPXm5KX03EdzSYJaT42YRi1en0INXp6o7YQogaHHe35AZXt9SPUHTSDZXa/H2Fkk0xdf/uJHGv71Mnrv+zXadDyZkhefvT3tZy3fkImL6cVPF1CPcbO0UVGt35yqjYp6TOrv/RFVee5TbQc/8d3stcmar46jZmi6nv3gB5Kg1djvVtHXHMSSYNbvO49ogakr128m1mRL72dKlZQmv9SKKvJDY0uFeOH81q1bVKpUKZIglhfFjS5yhx28yWZIss+3I0Oaj0rjISC7BVyM5/rDl0y6IsMif/5ZZJnk0E03BbOmtdUCf242C9ksJpA5dVKa+fpTFBlun3Vxvv/+e2rXrp3F5JznPjg4mCZNmkSBNtj5VJ7QvvDJPNq8V5ZTVLsvRn27Qrm1SErny6Q2NKgDARBQnkCmVEmU0SjrQCkjxuFCbt6OpWNnL9GOQ6dIHtLIAvI//bZTe1jz1aLftel4MiUvPpu2/E8t3/x122jZxt20ftshbVTUriOntVFRcXESh3AewMAAF3VvWIZmvNaW5KGxHVv46aef0qFDh8yX7p7HXZztGJshCQEsQ7DautILrL4rmzXjONlxfEnWwoqLU0qSNjpmROfalARTP+LrMlzzgkCy6HB6vWMNSs5HL4pbUuRnDi63b99euVGSlsDQ2eno0aOpZs2aOteqf3Xy8Va+rKzYtJdkEVb9Pehbo0y5+GLhb0pprV4iF7lcLn0bitpAAAT8ikDhHOmVaK9MO/tth7JfrC1nBAHWEsiaNhl92LcxdapdSvsuZ60a77zLWrMDBgzwrrA5pQxdkggBLHM60W5eprHgnWzKpEWLFtHcuXOV0XNXiIySqcZfPO6+xhEEfCEgAdFC2dL6UoWpZWWKb7Nmzejy5cum+vUHZ02aNKHevXvboqk/rNlKH/+g1Ca2iXKTKQ7rth1INJ9ZGbKkSUbZ0yUn/AMBEEiUADIkQKBoznQJ3DH38qq/9tOp81fMdQpvIOAGgRolc9N3r7WjknkyupFb3Szy4Pjq1avqCiSaSAb+QwDLQLg2r3qyavrffvtt1SRpero3KEOpkkZq5/gBAt4QCA4KpGGdalKJ3PbZGEA2V8iVKxedPn3amyajzCMI1KhRg6ZPn26LETm7j5yhcTNXP6I16t76cqGhDwg9bnj5Qlk9LuNdAZQCARBwGoHQ4CDKltb6ILiMvhpr078JTntPoD3/EYgKD6HRz9SjoU/X/O+iDc9u3rxJdevWpe3bt6usXgbBrDBSIAJYRtK1d93vs/zjbMqkdevW0dq1a5XRc1dI0qgweqb+43df4ggCHhGQSUNtqhWjmqXy2CJgIY2ToNVTTz1FR44ckZf+Zwa2uGjRovT111/bYt2rQycvUMdR0+niVUM2mTGQ8v+r/mvvcdp9RJ0AbLGc9glg/58gfoIACKhCIEf6FEpMh5K1mA6eOKcKFujwcwKBAQFUuWgOmje8Ix+zU0CAfOq2L5T33nuPFixYoHoDPmGBt9kMSwhgGYbW9hVf4hYMY1MmxcbGkoxMuH5dvS9LtUrnoYjQYGVYqS4E+v4j0KRCIerVqOx/F2xw1rJlS1q92p6jblTGGxAQQHPmzKGUKVOqLFPTFht3h/p/Oo+u3bilvbbjj9uxcdTn/R9IRgyooD99yhgVZEADCICADQnkyZxKCdX7jyN4pURHQIRGYGyvBjT6mboUFR6qvbbzj2nTplH//v3t0ISFRotEAMtowsbUb1atc9iRrM/LBzXSlStXaN68eWqIuUeFDN2e8GILkuM9l3EKAo8kUDRneurdpNwj86h088aNG9SiRQtavny5SrIcoSVTpky0c+dOypw5sy3a8/IXP9LuI2dsofVRIk+ev0zbDp58VBbT7qVPEWObUZimQYEjEAABtwjkyahGAOvPPervROsWUGSyLQEZY9WsUmH68a1OVCa/PT5TJQZ7165dsi5qYtlUuL+URcgUQj4YlxDAMo6tE2o+xI14h02p9Nprr5GKC9flyJCCKhbOphQriFGXQJ5MqeiTfk34qVCIuiLvUSa7gI4YMYJmzJihzIiVe+TZ+jRdunQ0efJkypEjh/LtiIu7Q1OW/EFL/9itvFZ3BS77Y4+7WQ3NFxYSRPmzpjbUByoHARBwJoG0yaOUaNj67fLVQQkp8YjAJScTkMCVTKUd17shDWxdmVImccb6xLLeVYkSJejUqVOqd59MkerIIuPYDE0IYBmK1xGVy1jFEyq1ZMuWLTR27FiVJP2r5YWWlZRYg+BfQThRkoAMZf6gTyNbvVdGjx5Nr7/+upI87S5KdlmtVKmSLZrx245DNPa71Y4KYs5c9RfF3VFjsHGVojlt8T6ASD8lgGYrSyAmMsxybTIte+t+pb4yWM4EAswj0LpqUZo2uA2VLZDFPKcGe5KZR7J8zqVLsrKPwc58r/5XrsKUCDYCWEwaKVEC0xPNYXKGzz//XMkvUCliIqhv0/Im04A7OxFwuVz0fp+GlCw63DayZ82aRW+++aZt9NpFaLZs2bSdZAoWLGgLyXuOnqFXJyyyhVZPRF66eoOWbzRnFFZiusoVyppYFtwHARAAgYcIxERYH8D6e/9xkvURHxKHCyBgEAGXy0WVimSnr19uTc81r2iQF2uqvX37NlWvXp0OHTpkjQDPvY7xvIh3JRDA8o6bv5UayQ2+wKZM2rdvHw0ePFjJIFadx/JSchsFJ5TpVD8QEhEWQu/1akCFsqW1TWtXrFhBTZs2pcuXL6ug2TEaSpYsSQsXLqQ8efLYok03b8XSaxMX09mLV22h11ORyxQJYOVIl5xCggM9lY/8IAACfk4gJtL6Rap3HlJnV1c/fzv4RfNluuDQp2vSO93rkSzL4aRGy3TBsmXL0i+//GKXZv3MQn9gMyUhgGUKZts7kRUZlVsLa+jQobRnzx7l4CaJDNPWNnK5XMppI4IkKwl0qVuaythoaLMEiuvUqaNkoNjKfvTV9+OPP06rVq2yTfBKdunrMW6WMoud+8o/vvK7j6jxxcvlcvEDkIj4JOIaCIAACCRIQIURWLuPnklQH26AgF4EAgMCqGejsvTNq09SzVK59apWmXri4uKocePG9NtvvymjyQ0hb7iRR7csCGB5itJ/83+tYtM//PBDFWVR9vQpqHKR7EpqgyhrCHSsXYraVCtmjXMvvMp8+1q1atG1a9e8KI0i8REICQmhUaNG0erVqyksLCy+LEpem7JkI23aLc8xlJSni6gjpy+QrN+iS2U+VpIxVRIfa0BxEAABfyKQNCpciTU1T5y1xTo9/vTWcFxbG5TLr61z1bFWSQrgBz6mNdAkR7GxsVSzZk1as2aNSR51cbOKa1nNZlpCAMs01LZ3tJdb8DGbUumDDz6gzZs3K6Xprph+zSqQjMa6+xpH/yXwWP7M1IkDWHb5YytDl0uXLk07dxq+E65fvClcLhcVLlyYli5dSv3796fAQPtMEVv91z76YNZax/fT9Zu36fcdh5VoZ9Y0yZTQAREgAAL2IKBK0FvWE0yIGK6DgLcEggIDqHTeTPRh38Y0uF01yprWmX8jjx8/TuXKlaMlS5Z4i8qKcrLEUFN2fJPNtIQAlmmoHeGoB7dCqT08ZYG7l156iWWpl9KnjKE+TcqpJwyKTCWQL3Nq+rBPIwoLCTLVry/Onn76aZJte32pA2X/I9CrVy/6888/qXx5e23wcDs2jl6ftIRi4wzfEfk/WBaeLd2420Lv/7nOli75fy9wBgL/J4CfIJAggUyKjNpEACvBLsINLwlEhoXQpAEt6aNnG9Nj+TJ5WYv6xWS2Q5UqVejXX2UjP/X13qNwNp+bHhtAAIupI3lEYKZHuU3IvHz5ctqyZYsJnjx3Ub1EblLlyZjn6lHCVwKZUiWlt7rV8bUaU8t36dKF5s2bZ6pPJzoLCAigJk2a0KZNm+i9996zXRPPXbpGzV+bQucuO2UKaeJdsHbLgcQzmZAjZZJIE7zABQiAgFMIqPI588oNUwdhOKX70I54CMiDnJFdatOS0V0oT+ZU8eRwzqWTJ0+SrI26bds2uzVKFr0baIVoBLCsoG5vnyNYvgwX5IMaSaLW9erVU3KXtIiwYPqwbyOS3efUoAUVZhGQEVfDOtek9ClizHLpkx8ZzTh69Gj68ssv468HV90iIIErGQI+Y8YMmjlzJhUpUsStciplkpFXH8xeS4dOnVdJluFajp+9RDdvxxruJzEHwUH2mWKaWFtwHwRAwHgCaZOr8Tnj2o1bxjcWHhxNQIKxvRqXpckvtaJqJXKR0/8ebtiwQdvQR9XlcBJ5s0nw6ngieQy5jQCWIVgdXelBbt3bbEql/fv304IFC5TSdFdMhpRJqHqJXHT3NY7OJyDz9ScOaEn5s6SxTWMl2CLrM8nuJ7YRrZjQPHny0O7du7VF2mX0lWLy3JbzxYLfaM4aNUe1ut0ILzOqMAVGdn30Uj6KgQAI+CGBpFFqbAqCAJYfvvl0bPKA1pVp9pvtqUPNkrZadsNbBLJQe5kyZej8+fPeVmFlOdnZZ5JVAuwUwLKKEfw+TGAKX7rDplSSL98XLig1OOxfPn2blKPMaZL++xonzibwbNMKlDNDCts0ctasWdS5c2fb6FVJaFRUFPXs2VMLWskTtGzZsqkkz2MtG3cdoa+X/OFxOacUuHnrtuVNuaXAKDDLIUAACICA2wRiIq0PYMnoVRm967ZoZAQBJpAmWTRJ4Grx212oeaXCfOWh5LgL8pDq/fffp7p165LMfrBhA0+z5lJslg25RACL6SN5TEAWCnnT41IGFzh48CC9+aZysrRWy4eLF1tW0s7xw9kE2tUoTq2qFLFNI2WnwR49eig5BVdViKGhoVS8eHHt982ePXtIdkOVaYMhISGqSnZL1/7j56jHuNl01Y+ngdxWYMF6+SLoVochEwiAAAgwgaSPDGBxBhPSBT9aL9EEnI53kT1dcnqmweM0Y0gbLXCVLDrc8W2WBsqyN6+//jr16dOHVB10IToTsY/5vozA4oM1CQEsa7g7wesQboQEsvigTvriiy9I1SlQj+fPQpWKZCf8cy6B/FlSU69G9tl58tChQ5QvXz6SrXud2yv6tqxv37505MgR+v333+mVV16h1KlT6+vAotri7tyhAeMXkL+P/omNtX5wsb/3gUX/BRJ2izsgoDgBeUhqtcRzl69bLQH+bUBA1rQa06M+TR/SljrXKe13awQ3atSIJIBlg65KSOJGvjGYzdKEAJal+G3v3LK5rwmRk3nENWrUoNhY6xfijU/j8M61KHPqpPHdwjWbEyiULS199nwzCgxw2aIlZ8+e1XbJUzXgqwrEXLly0csvv0wrV66kixcv0tixYylFCvtMD3WX46DPf6Q9R2VDGXdLuJ/PTjll8wWr9WIEltU9AP8gYC8CUeHWj/69ocD0a3v1mn+prVw0OwEHdwgAABAASURBVH3QpxGtGNONKha291IL3vTcli1bqHDhwrRo0SJviqtSRp7wPa2CGASwVOgF+2oYzdKPsCmVli5dqn3ZVErUP2JCg4O0IbMBNgly/CMbh0QIyK4pwzg4GRoSlEhOr27rXkjm3Ldp04Zk9xPdK7d5hcmTJ6fy5cvToEGD6I8//iCZYjl06FCqUKECRUdH27x1D8uPjYujCT/+Rkv/2PXwTT+8EhYSbHmrMQLL8i6AABCwFYHAAOu/zt28peaDY1t1pMPEpk8ZQw3K5qdvX21Do5+pR4/nz0x2+ZysZ1fMnz+fnnjiCfrrr7/0rNbsum6yww5sm9gsT9b/xrMcAQT4QOASl32VTbk0YMCAezSpdVqjZG5qWK6AWqKgxicCo7rVpfQpYnyqw6zCsnhko0aN6McffzTLpfJ+goODqUGDBrRs2TI6c+YMrVq1ioYNG0bFihVTXruvAlf9tZ8+nP0L3ZHnar5W5oDyEWHWB7Bu3o5zAEk0AQRAwCwCAS6XWa4S9HMLm08kyMbfbkjgSkZbzRnagQY/Vc1Wmxrp2VfyeVumC9avX59OnTqlZ9VW1LWAnX7FpkRyL4ClhFSIUJTAD6xLAll8UCf99ttvNHr0aHUEPaCkS53SFGaT0ToPSMfLewiEhwbTx882ptwZU95zVe3TN954g+RpkNoqjVWXKlUqevLJJ2nKlCnaKCsJWs2ZM0d7QmasZ7Vq/2PXEXpj0mK1RFmoJm/m1BQSFGihgv+7vnnb+p0Q/68EP0EABOxAwBVgfQArMNB6DXboK1tp9EBsjvQp6PkWFWnqK63p+9ef0kZb+fM74tixY9oug6+99ho/ILzjAUkls25lVV3YlEkIYCnTFbYVIoumPMXqlfvELVuUXrlyhaWpl1Ini6L3ezdEEEu9rnFbUQB/YOxS9zEqlTeT22Wszjh+/HiSP6ZW6zDTv+wYmDdvXu2DxMiRI7Vpk0ePHqWvv/6aZBqljLJy4tTAxBifvnCFXp+0hC5evZFYVr+5X7t0HiXaeusWRmAp0REQAQI+EjCruAqBgjAFpl+bxRt+iIICAyhr2uTaFMEv+jenaYPbUOsqRfmBbirtnr8yiouLo19++UVbdmLhwoVOwCBTBztxQ06zKZMClFECIXYmMJvF/8GmVDp48CC1bt1aKU33iimWKwNVL5Hr3ks4txGBjjVL0lM1ittG8fbt26l379620euL0JCQEKpXrx7NmjWLLl++TNu2baN58+aRTC0uUaIEBQXZY60yXxg8qqwErRoP/oqOnL7wqGx+dU8C0o0rFFSizbcwAutuP+AIAiCQCAEFZg9qCsMRwNI4OP2HzDxoV704/fhWZ/rutbbaFMEiOdI5vdlut+/dd9+lsmXL0p49e9wuo3BGGTrWiPWtY1MqIYClVHfYWsxQFdXPnTtXW89GRW2i6bkWFSlPplRyCrMRgTIFslCHWiVto1gWIy9ZsiTdvCkPUmwj2y2hkZGRVKdOHXrrrbfop59+oh07dtD58+dJ/u83atTIz4NVDyOUnaJe+mwhXbtx6+Gbfnwle7rkFBFq/fpX0gU3sZaMYICBAAi4QUDWL7wda/2ozbBQ/34w5EZX2TJLcFAglSuYlV5tW5WmDGpFi97uTH2blqekUWG2bI9Ros+dO0e1a9em/v37G+XCinrfZadKDiNDAIt7BkkXAnO5FjE+qJUGDhxI169fV0vUP2qiw0NpQOvK5HK5/rmCg1IE4hGTL3NqGterAclTqHhuK3dp//791KpVK1J1Oq0nwNKkSUMSiGvatCm9/fbbtH79erp06ZK2pteLL75INWrUoNy5c1N4eLgn1fpNXllQdOjkpfTrtoN+02Z3G1qWg9Lu5jU63y0EsIxGjPpBwFEErl63/oFEeHCwo5j6a2NCg4MoV8aUVKt0HnqjYw1aNKqz9pm3YfkClJc//2Kk3f3vDNnV+7vvvqMsWbJomyPJ56z7c9j21XxWPoBNyYQAlpLdYltRwx5UrsLrtWvX0tixY1WQEq+GwtnTUfcGj8d7DxfVIhAZFkLjejegABsFHCXYs2vXLrVAeqCmdOnS2v/fEydO0PHjx0k2aJAPCy+88AKVKlUKwV83Wco48CETF9PC9TvcLOE/2YIDA6lDzVLKNPgmdiFUpi8gBATsQODKDetHV2MElh3eKQlrLJQtHY3oUpvWvN+DvnnlSRr6dE2q81heio4ITbgQ7lCzZs2oefPm2sNUB+G4xm1pz+b1+tZc1tCEAJaheP2u8t+5xbIrIR/USh988AHduKHuYsUda5WiknkyqgUNah4i8G7P+pQ8OuKh6ypekBFXMiJJpg+qqO9BTcmTJ6e6deuSLLQuC19u2bJF+0Dw66+/Ut++fSl16tQPFsFrDwh8MGsNLfh1uwcl/CerPECIiVTnQ/otjMDynzcfWgoCOhC4cs36z7eyiLss7K1Dc1AFkaEM0qeIocblC3CQqhZNfqkVLRvTjSYMaI51eT2gvmDBAsqVKxfNmTPHg1K2yLqPVcoCzbJJG5+qmRDAUrNf7KpKIrVPsnjl3vRHjhzRFnS/dcv6YdbM56EkA3pebVeVUiWNfOgeLlhPQIZUy1Dq4rkyWC/GDQWxsbH0xhtv0OLFi93IbX6WlClTaqOnZBdACS5v2rSJZITV3YXWa9WqRfnz56eoqCjzxTnQ4/h5v9Kkn+T5ggMb52OTUiWJpAbl8vtYi77Fbyuwno2+LUJtIGA2Af/yd0WBKYSBAS4a2qmmNv3Mv+ir21rpkzTJoqlozvTUsFwBeq19dfphaAf6YVgHerltVapVOjfly5KaYjDKyu1OvHjxorbOVf369Wn37t1ul7NJRtlpsB1rPcKmdEIAS+nusaW4K6x6JptySXYkW7FihXK67grKkDIJDeE/Lndf46gOgaYVC2lDqdVR9GglMopp1KhRj85k8t2kSZNqI6lkZNWpU6e09aumTJlCPXv2pCJFimCxdYP6Y+rSTSQBLIOqt3W1oSFB9M2rT1LSKLXWTIuNi7OeKxSAAAjYhsCV69ZPIRRY1YrnIpl+9l7vhpQ8xh6j1UW3kyw8NJiqFs9JwzvXomXvdKP5IzrS5y80I3lIXq9MPkqfMsZJzTW1Ldu3bydZi3X06NEU58y/060Y6Bo25RMCWMp3kS0FDmbVEsXlg1qpR48eJNFztVT9p6ZUnkzU0Ua72/2n3Lln9cvkp96Ny9qmgT/88AONGDHCcr0ytPr5558nGVW1c+dOOnnypLaWlYysslycCQJUcPHB7LU0ZsZKFaQoqeGZ+o8rF7wSUHFxsmKZnMFAAARAIHECqZOqNVq5bIEsNHdYB5rwYnN6unYpkilribcCOTwhIH1eqUg26lrvMRrVrS5NHNCCFox8mla8+wy91bUO1SiZmyLDQzypEnkTICCzd7p3767NHFB1U7AEpLt7WXY6a8aZl7HZIgXYQiVE2o3ACRY8lE25JMM9Bw0apJyuu4JkuG/PRmXJLlPV7uo24KhElTnSJ6e+TctTcFCgEnoSEyEbFjRq1MiSHQdlhFX58uVp4MCB9Pvvv5M8qZKnVLKulQSzgoOxQxGZ9C/uzh0a9e0KmvjjBpM82s+NfLhvW724ksIxAkvJboEoEFCSgCxBkTFVEuW0hQYHUaHs6ahHwzI0Z2gH+qJ/c3qqRgnt820qxQJuysFjQQEBLm0UW84MKah03kxUr0w+6tukPL3fu6G2M6AEq97pXl8LYFUploMKZktLEtSS7xFcHEkHArGxsdou11mzZqVPPvmELl++rEOtylUhwzdfYVUye8o2T88QwOIec2ayvFWTWEEsm3Lp888/pzNnlFum6z5OI7rUovBQfOG/D4rJL2TdgG9fbUtJo8JM9uydO1lDqnbt2nSHgxfe1eBdqUyZMtHEiRPp3LlztGrVKm30V/HixSkgAH9evCPqWykJfvR+bw5NX7HZt4ocXDowIIBebFWJXIq2MRYjsBTtGcgCAfUISKAoLCRIPWH3KJIgW5Ec6ahPk3I0/vmmtHDk07Tsna7Ur1kFbQ2me7L67WnqZFHaIur9W1bSFlb/9cPeWqDq21fb0EfPNiZZv6pdjeJUpkAWLbDlt6BMbHjDhg2pXr16dPToURO9+urK4/J9ucQ7bLZK+IZhq+6yldjzrLYGmyzszgd1kuxGWLJkSbpw4YI6oh5QkiImUhsC/MBlvDSJQERYCI3kIKJ86DLJpU9uZHizBK/Mmh5bokQJ7WnU33//TXv27KH27dv7pB+F9SFw6vwV6jluNv267aA+FTqwlujwUPpWwXWv7kUd68y1Ne5tIs5BAAR0IhARGqJTTeZWExMZRm2qFdOCNavf60Hfv/GUFtwa2aW2NqpI1nGS0UemP8zVEUNocCBlSp2USubJSHUez6stETKoTRV6t2d9bV2qaYPbkIykkvYvGPE0jeC2t3yiiBbUs8vnT3Lgv88++4wyZsyojb5yYPPuNkm+nz/LL75gs11CAMt2XWYrwctY7c9syqX9+/fThAkTlNN1ryBZQ6Bno7IUFIj/pvdyMfpcRmUMeaqaNvTdaF961C+B2KpVq9LGjRv1qC7BOuSPeevWrWnFihXaAuzdunWjAgUKUHBwcIJlcMM8AjsPn6Zn3p1JG3YcNs+pzTwF8DeCjrVLUrZ0yZVWjjWwlO4eiEuEAG6bSyAizP5/g2UEWWYO9MjyGdVK5NICWLKO07evtqFV47rTj2911qYgDutUSxu19SQHvmqWyk3lC2bVgkOFsqXVdj+UOtIlj6ZUSSIpWVQ4RYWHkNQdzJ+jxQIDAuLtHPmcLffFwkKCKToilJJy+RRcT5pkUSRTNLOlTU55MqWiwtnTaT7Lse8qxXJqu/t1rF2Knmtekd58uqY2Wkp0Lx3dlda835NmcWDuk35N6I0ONUg+0zepUJAqFMpGsjNgjvQpKHXSKE1jvMJw0TQCcfzgSD5H16lTh7p27UpHjii/EZ8vbCR4NZIrGMd2i812KcB2iiHYbgSeU1XwCy+8oI0eUVWf6JIF3cvzHzo5h5lDoHeTctoOLuZ4893Lyy+/rE3d872m+GtIkiQJffXVV3TgwAGaOnUqVapUCdMD40dl2dW1Ww7Qk0On0oETMvDVMhnKO25VpYi2Bgup/Y9i+YO04hIhDwRAQBECMmJcESmGyUiZJIJkCqIErWTU1nPNKpAEs8b2akASHJowoIW2+6GM4po7vCMtfKsTLR7dRVvQXEY3/fJhLxL79aNetOGTPg/Zun/uS57V73Wn5WO60RIu/xPXM3/E0zT7zfY047W29PXLrenLF5trPsex71Hd6mi7+/VsWIaerFqUapfOo61XJSPHkthk+QnDOs1GFcvSG8899xzJ8hcLFy60kXKvpcp381e9Lq1AwQAFNECCswls5uaNZlMuyeJ8nTp1Uk7Xg4IGP1WVCmVP++BlvDaAQN3H89riC+7dpg8ZMoQ++uijuy91O7qNiikYAAAQAElEQVRcLipTpgzNnDmTZLRiu3btbBS00g2D8hXJcmejp/1M/T+Zr7xWqwXmy5Jae6pvtQ53/MdiDSx3MCEPCIAAE4gIDeafSCAAAp4SkOU3ZHH2nDlz0rhxMhjJ0xpsl/8GK+7K9gmbrRMCWLbuPtuIl2/YskWncoJXrlxJY8eOJYm+KyfuH0ExEWH8hKcaydot/1wy9uCntZfInZFkbQK7NH/evHk0atQoXd+7LpeLKlSoQHPnziXZ0bBJkyaUNGlSuyDxK527jpym9iOn0bfL/6Qbt2Q0uF8136PGZk6TVFtvJCo81KNyVmWOQwDLKvTwCwK2IxAZFmI7zRAMAlYT2LBhA8kC7d27d6e9e/daLccM/9fYyUC2z9husdk6IYBlQPehyocI7OMrfdiUSxK46tevH/3555/KabtXUPZ0yUkWewwNDrr3Ms51IhAYEEDDO9ciu/Bdv3491a9fn65f1y8unCFDBtq2bRtJULdu3bo6kUU1RhCYxkGr1m9Opa0HThhRvaPqlHWvRnWta5v/2wI/FlMIBQMMBEDADQIxkfYIzLvRFGQBAcMJXLlyhVq2bEmlSpWiRYsW6epP8crasL6xbI5ICGA5ohtt0YjPWeUfbEqmnj17kgwlVVLcP6JSJ4uiQW2eIJfrnws46EIgRUwEffd6W5KjLhUaXMn27dupWbNmunmJjo6mL774gmRHwTx58uhWLyrSn8COQ6eo8+jvaMyMlfpX7tAaZVcnWY/ETs1DAMtOvQWtIGAtgTRJo60VoJ931AQChhG4ffs2DRo0iORz7vTp0w3zo2DFp1hTVbY5bI5JCGA5piuVb8gdVjiULY5NuSTTpd544w3ldD0oqO7j+ah7gzIPXsZrLwnIiKvnW1SkTKnsMU1Onhy1adOGDh065GWL/ysWFhZGbdu21XZaefrppzFV8D80yp2du3SNPp23jjq+NZ027T5KsZhilmgfhQQF0rNNy9tqQ4a7jcIUwrskcPSMAHL7IwF5uOmP7UabQcAdApcvX9Y2IMqUKRONGDFC+8zrTjmH5JEZUC25LcvYlPz+zbq8SghgeYUNhbwkMIvLzWRTMo0ZM4YuXLigpLZ7RXWsVYpk+957r+HcOwIvtqxENUrm9q6wyaVkhKAMef7jD98HMrpcLlqyZAlNnjyZZASWyU2BOw8IrNi0l6r3/4w+m7eebt6O9aCkf2dtWrEQta1e3DMIiuSWxfkVkQIZIAACihNIkyxKcYWQBwLWENi3bx8VKFCA5MHv8ePHrRFhnVdZsL0Su1/O5riEAJbjulT5Br2pqsKrV69S0aJF6cyZM6pK1HRx7IHGdK9H5Qtl1V7jh3cE2vGX2zqP5/WusAWlZItfWaPKV9dNmzbVnkCVK1fO16oeKo8L+hCQEVZLft9FT42YRv0/xQ6DnlJtUbkI9W1a3tNiyuSPveOoB6XKcIUQEHAigTRJEcByYr+iTd4TWLFiBdWoUYNkd8GDBw96X5F9S8qIq4ws/xCbIxMCWI7sVqUb9RerkyCWTCnkU7XS/v376a233tJ1ZzcPWuh21sDAABreuTaVzCO/n9wuhoz/EKhcNIf2BTc4KPCfK2ofZLfBDz74wCeRQUFBNHjwYJK5/+nSpfOpLhQ2hsCt27G0dst+6jl2Fg38bKG2SLtsNGGMN2fWWipvJurVqAwF8e9Iu7bwDqaI2rXroBsETCeQOjkCWKZDh0PlCMTFxZFscCRLY1SvXp0WL15Mck05ocYLmswu6rGdZnNsclgAy7H95LSGDeYGbWFTMr399ts0a9YsJbXdKyoiNJhGP1OXYiKwA829XBI7z5clNY3qViexbMrclymDL7/8sk96wsPDad26dfT6669TQAB+7fsE06DCv2w5QFWeH0993v+BNuw8bJAXZ1dbKHta+vjZxhQRFmLrhiJ+Zevug3gQMI1AcGAgJY+OMM0fHIGAigRu3bpFtWrVoscee4y+/vprkgXbVdRpsCYZGDKQfTzFdo3N0QnfZBzdvUo3Tv6TKSuwX79+dO2a+v//o8JDaeYbT1HODCmUZamSsDTJoumd7vUpQOZhqiQsAS2//voryVQ/X/4Yp0mThpYuXUolSpRIwAsuW0Xg3KWr9MHstdRk8FfU+/05dO3GLauk2N5v2YJZ6N0e9W3fDmlAHBbBEgwwEACBRAjoNvoqET+4DQIqEtiyZQvJ+lbJkiXTRlypqNEkTbKAc1P29RabXyQEsPyim5VspCzsMkFJZSzq4MGDVLNmTZJ1sfil0ilZVDi91bUOZU2bTGmdVovLnDopTX2lNaVOGmm1FLf87927l1q3bk3Xr193K398mVKnTk0LFy6kMmWwc2V8fKy4dv3mbfpzzzEaPe1nqv/yRJr44wY6ePK8FVIc47NAljT0evsalJR/FzqhUXEYgmW7boRgELCCQBos4G4Fdvi0kEBsbKw2VfDpp5+m4sWLazsMXrlyxUJFlrvezQqqsqk/dYhF6pUQwNKLJOrxhoCsheVNOVPKrFq1iiZNmmSKL1+dZEmTjD7p14RCguyxppOv7fW0fGR4CH3MfJJEhnla1LL8LVq0INlBxVsBSZIkoR07dlCxYsW8rQLldCbw3cq/qNaAL6jT2zPo2+V/kgSzdHZh1+q81p03cyqa9FJLShYd7nUdqhXEumeq9Qj0gICaBNIlj1ZTGFSBgAEELl26RBUrVtSmCk6YMIFu3rxpgBdbVbmc1eZi+53NrxICWH7V3co1dh8rasd2h03JNGDAAFq9erWS2h4UlTJJJM0Z2oFypE/x4C2/fh0WEkSfPd+U7PKkUkb9ye4pv//uyd+j+7s4LCyMZs6cSUmTJr3/Bl6ZSiA2No4W/Lqd+rw/h6o89ymNnLqcLl+7YaoGJzsrnTcTjevV0HFNxBRCx3UpGgQChhBIiwCWIVxRqVoEZsyYQdWqVaMUKVLQ2rVr1RJnnZqX2XU9Nr9MCGD5Zbcr1egprMb6CBGLiC9JtP+ZZ56xxVRC0Z8qaSSN7VmfcmVIKS/93uTD3TevPEm5M6ayBYu4uDgaPny4z3P5x44dS1WrVrVFm50kUiLxJ89fptV/7afhXy+jKi+Mp8ETFtHaLQfo4lUErvTqa5fLRcVzZ6RhnWpRipgIvapVpp44TCFUpi8gBARUJpAueYzK8qANBLwmcPjwYZo4cSIVLlyYZEaCrOV66xbWCWWgR9hasA1nu8rml0m3AJZf0kOj9SLQR6+KjKhHFgmsUqUKxXFwwYj69a4zXYoY+uS5Jo5ZD8ZbPjJt8LMXmlGm1Em9rcL0cu+//z4NGzbMJ7+yE0u3bt18qgOFPScg61p1e2cm1Rn4JT374Q/0/aq/6co1vx/e7jlIN0pUKJyNxvPvOCdNG7y32RiBdS8NnIMACCREILkDA/gJtRXX1SSgt6pz585Rjx49KFu2bNSxY0f666+/9HZh5/q2sPhCbDPY/DohgOXX3a9M4zexEqXXw5Ld4GRUC+u0RZK1nn4Y2oEqFcluC716i5QvthP6Nyc7rQ8h77EhQ4b4hCJ37tz0/fff+1QHCrtH4MjpC/T10o3U673ZWtCq8+gZ9MeuI+4VRi6vCbSqUoSGd6rldXk7FIzDCCw7dBM0goAeBHyqIzoi1KfyKAwCKhCQRdjHjx9PlSpVokyZMtHHH39Mt2/fVkGaKhrkaeirLKYc2zk2v08IYPn9W0AZAB+zkrNsyqaBAwfSsmXLlNX3oLCIsGBtd8KG5fI/eMvRr/NnSUOz3mhP2dOnsE07ZZSfLEx54YLshOudbJfLRYMHD6bwcOcsZu0dCWNKnb5whX7bcYg+nbuOWr35NTV8ZRK9O2MVrdt6kE6ev0x3ZP6gMa5RKxMICQ6kJ6sWo2ebViBZ144vOTZhBJYnXYu8IOC/BKLCQvy38Wi5rQnIEi2yxnC/fv20oJXMHFi5ciVJMMvWDdNf/AGusi3bUDbvvyRwYSclBLCc1Jv2bssxli+R5Vg+Kplk7rUMZ1VSXAKiggID6NV21ahrvccSyOGsy8VyZaAvX2xOUeH2+VB348YNql+/vs+7qVSvXp3atGnjrA61uDXXbtyi2au3aAEr2T2w+7uz6LP562n3kTMWK9PRvU2qGtj6CXqueQWS32k2key1TOxC6DU6FAQBvyIQhRFYftXfTmisfOZ94YUXKGXKlFShQgWS2S0ybdAJbTOgDdu5zmJsfj9lkBnclxDAug8HXlhMQP6jfmOxhke6P3jwoLZ96+XLlx+ZT7WbEsAa/Uw9iokMU02aLnpcLhe1rlJUW8De7C+4vjagcePGtG/fPl+roUGDBvlch79XsOfoGZq8+A969sO51HTIZKr6/HgaOmUpAlYWvjHCQ4Ppk35NqEFZ/xlJihFYFr7h4BoEbEQg2kYP62yEFVJ1JCAPZGSWgcxiKVWqFEVHR9M777zj80NbHSWqWNU1FiXrQxfiI6YMMoQHEwJYDxLBa7MJPOjvOb5wiE3ZtH79ehoxYgTJL2VlRcYjrHLR7DT+uaaU02E7FEaEhVDPhmXo+RYVKZLPySb/bt68Sc8++ywtXLjQZ8XZs2enxx9/3Od6/KmCy9du0s5Dp2jx77u0HQPrDZpALd/4msbNXE2r/9pHB06co5u3lR0Q6hddlTtjSpr1xlNUMk9Gv2jv3UZiDay7JHAEARBIiEBwUCDJ55+E7uM6CFhFQKYH/vbbbzRy5EgqXrw4FSxYkN566y3asGEDyWwWq3TZwK8sRiHrQldire+zOXkhMG6e9wkBLO/ZoaQxBE5xtT3ZlE7Dhw+njz76SGmN8YnLmSEFffvqk1SuYNb4btvy2qf9mlCHWiVtp33y5Mk0btw4XXRPmjSJQkOxmGtiMM9fvkbfLNukTQms3O8TenLYN/TSZwu1HQOPn72UWHHcN5FAmQJZaPKg1pQySaSJXtVwhRFYavQDVICAygSypklGAS6XyhKhzVAC6lV+4MAB6tChAyVLloxKly5NL730Em3atEk9oeoq+oClyZTB3/iI9AgCCGA9Ag5uWUZgEXuez6Z0euWVV2jjxo1Ka0xI3Dvd69EbHWuQPMFLKI/q1yUIN294R8qXJbXqUh/SN2PGDOrTR0YHP3TL4wuZM2em8uXLE/7dT+DMxava6KqR36ygLu98R3Vf+pJqvPg5vTN9JaYE3o9KqVeyQPuA1pXp7W51KTDAP7+cIYCl1FsSYpxKwObtypkxpc1bAPl2J7Bt2zaSB/o1a9Yk+SyaNWtWkgeqsbEYve5h38pC7U9wmb5sSG4QQADLDUjIYjqBG+yxMdt+NmXT+fPntQUId+/erazGhITJOlF1HstLc4d1oMfzZyaXyz5fFGVNnGfqP07v9qhPaZNHJ9REZa/v37+f+vbtS1evXtVFowzP1qUim1YiU3lPnr9Mf+45RnPXbqU3vlpCTQZ/RTU5WCWjq777eTNt3HWUTpy7TJiapXYnZ0yVhEZx4Kp5pcKObFnBEwAAEABJREFU32nwUT1xJ05mETwqhxr3oAIEQMA6ArkRwLIOvh96vn37Nu3cuZMWLFhAAwYMoDx58lD+/Pnp5ZdfpkWLFtGhQ0qv/qJqj8kXgfEsLifbCjb88WcI7iQEsNyhhDxWELjFTl9hUzrJdq/NmjXjL8ZxSutMSJxMz/mgTyN6pW3VhLIodT1T6qS0aFRn6ly3NAXYcHTGyZMnKXfu3HTsmGy6qQ/aJ554Qp+KbFbLmi0H6NUvf6JyvT+iOgO/pE5vz6DXOXj1AwexDp48b4fWQOM9BLKmTUZTBrWmsgWy3HPV/07v8MdXjMDyv35Hi0HAUwK5HLaeqaftR35zCPzxxx/UuXNnCg8P14JWdevWpVGjRmnBLHMUONbLTW5ZGbZubLfZkDwggACWB7CQ1XQC37DHT9mUTn/++Sc9+eSTSmtMTFzDcvnph2EdqFmlwkqOxgoJDqSXnqzCX3BbkYzA+n977PXz+vXr2vtE7wUsa9SoYS8QHqqVqYBL/9hNo6f/TD3GzqLGg7+iMr0+pL7vz6GF63dgoXUPeaqWXaYM9m9ZiaYNbkNR4SGqyTNdzy1MvTCdORyCgB0JIIBlx15TW7OMsBo/fjy1a9eOHnvsMUqVKhWVLFmSvvjiC5IRWGqrt42626x0GFsqts1sSF4QQADLC2iOKaJ+Q2RYk/wnV344xfTp0+nVV18l2VmObPovfYoYGti6Mn36XBMqliuDEutjyRfaemXy0cKRT1PTigVttcvgg2+DHj160NKlSx+87NPr6Oho7YmYT5UoVPjazVu0+8hpWrZxN70zYyW1eP1rqj3gCxowfgF9u+xPWr/9EB06eZ5uYXdAhXrNOykul4sKZE1DX/ZvTi2fKEKBAfg4IiRv3cLaIcIBBgIgkDCBkKBASpEkIuEMuAMCjyBw48YN2rdvH61cuZIkYNWmTRvKkCGD9nmyW7duNGXKFJId10+fPm27Hdcf0Wyrb8l32vUsohybzDC6yEdrkgO84hOjAzrR4U04xO0ry6b0p3pZh2fo0KH01VdfsVR7p+IcvPrs+abaaKfs6VJY1piiOdPT9288Ra+1r05JIsMt06GH4zFjxtCECRP0qOq+OgoUKKDkiLn7RCbyQv7vbN57TAtSVX72E2r15lR68dMF9M3STbT32BnCdKpEANr0dvuaJWjSwJaUO5M8hLRpIwyQfRPBWQOookoQcBaBqAjsOmxlj9rR95kzZ7SRVLLgujz8zJ49O1WqVIkkYDV16lQ6evSoHZtlF813WOiLbI+xSRCLD0i+EEAAyxd6KGsWgW3saDyb8ql3797aDhzKC3VDYI70Kejrl1vReA5m1S6dh4ICjf91IT7aVi/GflvT5y80o+TR9n/C+M0339ALL7zgBnHPs2TLls3zQgqU2HHoFH0wey11Gf0dVe//GT09agbJNMFYLF6tQO8YK0EbdfVic+rVSJ5LGOvLjrUjgGXHXoNmDwkgu48EZHS6j1XoUnzVqlXa7nOylIE8xP377791qReVeEcgLi6Odu3aRd9++y29+OKLVL9+fW0KYLp06Sh16tTaWlay4LreS1l4p9YvSsmoqxnc0gJs77Ah6UTA+G+kOglFNX5PQCLXf6pOQdY5eu655+j3339XXapb+oKDAklGZL35dE2a9WZ7erp2KcqfJY2u61DF8JNEGW3Vu0k5Wj6mGz3btALlcciojGXLllGnTp0MG4KdIkUKt/rR6kzypVyCVt8u20Sth06lNsO+oYk/bqCNu4/S+cvXrZYH/yYQSJ00ino3LqeNuiqcPZ0JHu3pwr3psfZsG1SDAAjoQyA6XI0RWJs2bdJ2n1u8eLG2jEahQoUoZ86c1L17d/r666+1aWiyeY2MtNan5ahFlio5fPgwbdy4kX766Sf67LPP6Nlnn6XKlStTsmTJtI2CWrduTW+//TbNmzdP+z5y/PhxkuAW6JlKYCt768DWgk0GYvABSS8CAXpVhHpAwGACl7n+LmzKp7Nnz2pPPLZv3668Vk8EpkseTT0alqGvXmpJS0Z3oUFtqlC6FNGeVHFf3ryZU9Pbz9SlZRy0ktFW7WuU0DUwdp8zC17IGgMtW7aka9euGeY9efLkhtWtR8XyZfzbZX9SnYFfaEGr0dNX0q7Dp/Wo2rc6UNpUAsVypqcZQ9qSTBs01bENnWERdxt2GiSDgMkEohQJYMkmRg82fc+ePfTJJ59Q27ZttYXA06RJQ7ly5aIBAwbQ6tWrCaN/HiT26NcHDhwgWWe3X79+VKxYMQoNDaVMmTJR8eLFqVatWtS1a1caN24c/fzzz3TxIpZVejRNU+7KkjdvsacibJPZkAwggACWAVBRpWEEZFhTH65d5hLzQe3UoEED2rFjh9oivVQXGhxETSoUpB+GdqSfRnWmiQNb0Jge9emFFhWpY62S1KhcAarzWF5qzHmaVyqsBb7e6FiDPujTkKYPbkM/v/sMTRnUip4omoOc+O/gwYPaBzZZANPI9qn4QfAO/++UNa0Gff4j1Rs0Qds9EKOsjHwXqFt3kRzp6KNnG9NnLzSjSOww6FZHxcXyfyC3ciITCICAvxKIjlBnBJY7fSBBrVGjRlGFChVI1l/KmjUrlSlThpo1a0YDBw6kiRMn0i+//ELyANid+pyQ59SpU9roqO+//57effddkgBV06ZNqXLlylS4cGHKmDEjhYeHk7CSh6Fjx46lTZs2OaHpTm6DLHZbiBs4kO02G5JBBBDAMghsItXitncEZC7x+1z0Jzblk8xDb9KkCZ04cUJ5rd4KdLmIUsREUMGsaali4WzUqkpR6tmoLL3SripJwOrlNlVoQOvK2tRDCWg9nj8LZU+fwtFfZmWhzM6dO2vD6r3l6m45mbLqbl6z8p29dJU+X7Celm/aQ2cuXjXLLfwoRCBr2mQ08Mkn6JN+Tal03kwKKVNfSqxEgNWXCYUgAAIWEkiTLMpC7/93LVPStm6VWVL/f+3uTxmdfuDAAVq3bh3NnDmT3nrrLerYsSOVLVuWUqZMSWnT8ufJihWpXbt29NJLL9FHH31Es2fPJlmSYcOGDbRt2zaS8hIAunLlimFLNLjTHvkMdv78eTp27Bjt3buXtmzZogWlfv75Z5o/fz7JGqgSnJL1qNq3b0+yVphsvhMVFaWtSVWyZEmSoJUsPSIBKglmSdm//vqLjhw5QlK/OzqQx1IC8tTpN1ZQl60T26OmC/JtJD0IBOhRCeoAAZMJtGJ/F9iUT/LHXXb6MHokjvIg/EigPFGU9SDMaPLly5fNcOORDwlovterIY3uVtdRU0I9guDHmfs2KU/fvdaOmlUsRMFB+Ijh6VshNk6e03haCvlBAAT8iUC6FDGWN/fSpUu6L5Ega2XJQ19ZHH7KlCk0cuRI6tmzJzVu3JiqVq1KpUqVovz581PWrFm1AJAEggICAihDhgza0h3Vq1fXAkKys97AgQNp+PDh9Omnn9L48eO1YNKMGTNI7Mcff6QlS5b8a9999512Xe7JmlKSX6blvfnmm/T8889rATbRUK1aNZJpfJkzZ6bg4GBthJSsO5U+fXrKkSMHFSxYUNMho6jq1atHTz75JElwStaj+uqrr0g+G8r3Agm8Wd6BEKAXgfZcUWm2BWx32JBMIIBPlyZAhgvdCUjwqq3utRpU4dWrV6lu3bokT4sMcoFqFSAgwST5wCJPz8ySs3v3brNceeynXKGsNHdYB+rXrAKpsuCsx41AAbcIJIsOpz4cuJo7vCO1q1HcrTLIFD+B2Ni4+G/gKgjoQQB1OIKArElqdUPOnz9vtYR//R89elQb+SRBKRnFJAEoGdn18ssv0zPPPEMS0JJgUosWLUisdu3aJMGuu9a8eXPtutyTNaUk/7PPPkuDBw+mMWPGaFMcZRTY0qVLtWl8hw4dotu3MUPs3w7wv5Ob3ORRbFnZsM4VQzA7IYBlNnH404uARLo/5spsEe1ev349yXRCCXKwZiSHEZBh3v3799eGjMsTRLOaJ9NUzfLljZ+kUeHUploxmj6kLclaaDGRYd5UgzKKEpBRAG2rFacZQ9rRUxy4UuFLldGojK4/Ls4Wf9KMxoD6QQAEHkFAhd+1KgWwHoEKt0BATwKyLsZcrrAE2wC2A2xIFhBAAMsC6HCpCwF5TN2Da/qVzRZJdl+R7YUvXJABZLaQDJFuEujRo4e2646b2XXLJlspy3B73So0qKJUSSO1tdCWvdNVC3TI2mkGuUK1JhAI4A58qfUT2gi7Z5uVp6RRCEzqhf02phDqhRL1gIBjCaRLaf0UQnyWdezbCw2Ln8BffLkQWwO2v9mQLCSAAJaF8OFaFwIylfCYLjWZUIkEG2rWrKkt+OidO5RSiYDsAijBq8mTrRtBvHz5cpWQJKpFm2o2rCPJAv+Z0yRNND8yqEPgsXyZtd1Gfx77DDWtJJ/j1NHmFCUYgeWUnkQ7QMAYAtERoUpMy8cILGP6F7UqR+BPVlSb7TG2vWxIChDwvwCWAtAhQVcCe7i2Lmy2Sb/++qu2Jtbx48dtoxlCHyYgO+nIIqEff/yxpWsh2C2AJSTTJo+mxhUKalPPRnSuRbI7ZRJMLxQ0ypn0Vb0y+WjSwJb0Yd9G2m6j4aHByul0iqBYTCF0SleiHSBgCIH0CizgLg2TnffkCAMBWxDwTKTM5d/ORXqxlWT7ke0aG5IiBBDAUqQjIMMnAvO59Bg226SNGzdS1qxZSRaetI1oCL2PQPv27bXFPe+7aMELCYha4FYXl4EBLqpeMjd90KchLR7dhV5sVYlCggJ1qRuV+EYgU+qk9OlzTWje8I70WvvqVCBrGt8qRGm3CMTdkdnxbmVFJhAAAT8kkN6i6YMPot6/f/+Dl/AaBJxA4AY3oidbPrYP2bBaP0NQLSGApVqPQI+3BF7ggovYbJNkBE+VKlVo8+bNttEMoUSyEL9spyzbLavAY/v27XTmzBkVpPikIcDlohaVi9DKcd3p65db08DWT1DRnOkpMAB/pnwC60HhwtnT0aAnq9C0wW3ou9faUYncGT0ojax6EIiLlQe/etSEOhQjADkgoAsBVUZgIYClS3eiEnUIyHI0XVlOFjbZJIwPSKoSwDcDVXsGujwlIJ/6O3Ch3Wy2STt27CDZznfdunVk5u51tgGkmNCzZ89S9+7dafbs2RSnyGLLEgjt16+fY94/QYEBlCdTKmpWqRB9/kIzWjDyaXq1XTWqUiwn5cyQgiLCQhR7V9hXjqylUih7Wnq6dima+Xo7+vLF5tSkYkHKkT4FBw5dijXMWDmqjGSMvSN/yoxtK2oHARCwLwEEsOzbd1CuJAHZSXAYK8vH9hnbCTYkxQkggKV4B0GeRwQkev6kRyUUyCzTCMuUKUPz58tMSAUEQUKCBKpXr05TpkxJ8L5VN2QR+YMHDz7avU3vpoiJoIbl8tOobnXo21fb0PIxXemjvo2peolcFIzphl71asFsaWlMj3q0ZHQXmvBiC+rRsKU9Qg8AABAASURBVAxlSZPMq7qcUOjrr78m2VxDhbbEKhIYV4EFNIAACDxMIE2y6IcvWnDlwAH53m+BY7gEAX0IyNTA57mqrGyvsF1gQ7IJAQSwbNJRkOk2gQ2cU4JY8ouJT/VLRtfUokULGjZMHgIY7Qn1e0pg27ZtlCdPHvrjjz88LWpa/u+//940X1Y6CgwIoNL5MtGILrVp5dhnaNab7enjfo3phZaVqGrxnJQ6WZSV8pTzHRocSOULZaXnW1Sk8c83pUVvd6aJA1pQxcLZKTDAvz8C3L59mwYNGkRdunRRpt9UGdmpDBAIAQEQuI9AdIT1o5CvXbtGJ05goMp9HYMXdiEgOwl2ZLGyRoKt1k9mzUj/EDDz0+s/LnEAAUMJyPyLb9jDp2y2SvKBYPDgwfTSSy/RpUuXCP/UILB69WqSkVc7d+5UQ1ACKiT46W8fKGUEVqZUSahUnkzU6oki9FbXOrRgxNOayXm76sWpXMGslDdzakqZJNLxARvZyTF3xpQcsMpGneqUok+fa0qr3utBY3s2oNZVilLxXBkoeXREAu8g/7p88eJFeu6552jEiBEkv3tdLjWmTMZiF0L/eiOitSDgIYHoiDAPS+ifXUZ8I9iuP1eH1qhCs2JZxCa2vmwF2CayIQLLEOyaEMCya89Bd2IEenGGxWy2SvKBYOTIkdp0luvXr9tKuxPF/vLLL1rw6siRI8o3TxZyf+UVGQWtvFTDBcooLBmN1bdpeRrXqwFNGdSKfnyrE60c9wx92LcRdaxVkorkSEcBAWoELbwFEhIUqAXoZHTV/BEdaek7XWnqK0/S2J71qXuDMlQidwYKUCQw420bjSpXp04dev/99/+t3uVS472AANa/XYITEAABjcD9P6IjQu+/YMErLOBuAXS49JbAPi5Yl60Y23ts+HLFEOyeAuzeAOgHgUcQ6MD3bBlhl8BJ4cKFacMGmRHJrUAylYBMLerfvz+VL1+e7BRInDZtGu3atctUVnZyFhocRI/ly0w9G5WlL/o3p3Uf9tKm1E0f0pZfN6MxPerTS08+QTJyq0bJ3FqQK13yaAoOMv9PpUz9y5AyCZXOm4kaVyhIvZuUo5FdamvTJWWXwMVvd6E17/fUAnQyukqVdVFUfz9s2rSJChQoQGvWrFFSqjzEUFKYnUVBOwg4iEB0eKjlrUEAy/IugIBHE7jBt79gK8+Wj+0nNiQHEQhwUFvQFBB4kMBRvlCSzZZBLAlElC5dmr788kuSgAq3A8kEAjINr1GjRjR69Ghldhp0t9ky9bRq1ap0/vx5d4v4dT4ZnSRT6rKnS87BqvRUsXA2alqxEMnIreGda3FQqznNHd6R1nKgaBEHjKYPaUPjn2uqLSg/6MkqWiBMpuq1qlKUGpUrQDVL5aZqJXJR5aI5qFKR7JpV/Ocor6sVz0kSGKtfJh81r1RY2/2vd+NyNJCDZuLvk35NSIJpy9/tpgWn5gxtTx8925heblOF2tcoodUt0yVll8Bk0eFk1qAhp7xJZsyYQU888QRt3br1oSa5XBiB9RAUXAABEFCKQFhIEEWGBVuuCQEsy7sAAuInIE9wZWh1br7dmU2eVEkwi0+RnEQgwEmNQVtAIB4Ch/laJzZbpjt37lCnTp2offv2ttRvN9Hbt2+nDBky6L0jpKkYDh06RKNGjTLVp9OduVwuSs4Bo+zpUlDx3BmoSrGc1KRiQW0qokzVe6FFRXqlXVUa1qmWNkpq9DN16Z3u9TQb889RXo/sWockUDWkfXUa0Lqytvtf+5olqBkHzSSwVTJPRsrOwTQVnrCTg/7JqKY+ffqQbJSRUHDX5XIp0eJY7EKoRD9ABAioSCBnhpT84ML631XYgVDFd4dfa5LvetWYgASu+vDxIBuSgwkggOXgznVO03xuyXyuoRubbdM333xDhQoVIplaaNtGKC58+PDhVK5cOYqNlbUeFRebiLy3336bJk6cmEgu3AYB5xOQ9etq1ap133pX8bXa5XLFd9n0a3FYxN105nAIAnYhkCdTKiWknj17VgkdEOHXBCRoNZAJFGHLzLaUDclRBBJuDAJYCbPBHWcRkLnQH3GTbBmdkJFYf//9tzb9Raa23bp1i5uCpAeBvXv3Ur169ejll18mp3wokymnsoaXvGf0YIQ6QMBuBOLi4mjt2rVUsWJFWrw48f08XC41AlixCGDZ7a0GvSBgGgFVAlgJjWQ1DQQcuUfAebmOcZPmsDVly8T2FttmtjtsSH5EAAEsP+psP2+qBK56MoOFbLZNN27cIAlM5MyZk06dOmXbdqgifMGCBZQ3b15bTxlMiOXp06dJNgLAWhUJEcJ1JxOQ3VxlRKUEqO3UzlgOvNlJL7SCgJMJqNa2vIqMwEIAS7V3huP1SJCqDrcyPVsjtu/ZkPyYAAJYftz5ftr0ttzueWy2TgcPHqQiRYrQG2+8Yet2WCX+6NGj1KxZM2ratCk5eTSbjNyrU6cO7dmzxyrU8AsCphKQKYOyULuMqPTEsculygisOE9kq54X+kAABHQi4HK5KEeGlDrV5ls1586d860ClAaBxAks4ywd2GRdq+J8tPUABNaPpCMBBLB0hImqbEHgAquU9bB28dHW6dixYzRkyBAqUaIErV69miRYYesGmSBeptZNnjxZYzZz5ky6fv26CV6tdbFt2zZq2LAhSdDOWiXw7jkBlHCXgASiv/32W8qRIwetWLHC3WL/5nO51AhgxWEK4b99ghMQAIH/CESFhVBocOB/Fyw6i4uLI4zAsgi+s92e5ub9zPYSWzq2qmyT2OT7msyi4VMkEPg/AQSw/s8BP/2LwFFubl42WQCQD/ZOf/zxB1WoUIGefvppezfECPX31CkBnOzZs9NTTz1Fx48fv+eO80+3bNlCWbJkIUwndH5f+2sLZTRl69atSaZZe8PA5VIjgBWLAJY33YcyIOB4AlERoUq0UXYgvHnzphJaIMIRBNZzK6qzyQ4Flfk4ks2/PqRzg5E8I4AAlme8/C63gxss8zQacPsc80ty4sSJlC1bNnrrrbf8YmQR951bSYa6d+rUiQoUKECHDh1yq4wTM8nos8qVK9OyZTIq24ktRJv8kcDXX3+t/d6bO3euI5ofhwCWI/oRjQABvQlEKxLAkoemercN9fkNAVlsXda0GMEtlhFWafn4ONsSNiSFCKguBQEs1XsI+owksJErl8UAL/HREUlG2AwcOFBbH2vWrFl05coVR7TLm0acOHGC3nvvPcqQIQN9+eWXGPLOEOXJaZMmTUimT0pAiy8hgYAtCcji7G3atKG2bdvqMrLQ5VJjBJYtOwOiQQAEDCcQE67GCCwEsNzqamT6PwEZLHCQTyVA9Rofi7LlZBvEJk9TT/BRglp8QAIB9wkggOU+K+R0JoFfuVkF2a6yOSbt3LmTJFCRL18++vVXaaJjmpZoQ+Li4mj8+PEkOzX27duXrl27lmgZf8pw4cIFbQH7V155xZ+ajbY6iMDdta6mTp2qW6tcLgSwdIOJikDAZwKo4EECqkwh3LhRnv0+qA6vQeA+Amf51VtsmdmysMkUwdf5KLsJ8gEJBHwjgACWb/xQ2hkE5OlAG27KDTZHJZkyV758eSpZsiRNmDDB0TvuyWizl156iXLnzk3dunWjy5cvO6ov9W6MTDWtVKkSyUg1vetGfSBgBIHt27dTzZo1SUZe6V2/y+WwAJbegFAfCICApQTSJouy1P9d5xiBdZcEjv8QkFFWK/n8VbaabDLCKg0fB7IdYUMCAd0JIIClO1JUaFMCs1l3a7bbbI5KMlXs999/1xZ5z5s3L3366ack02+c0EgZbbVhwwaSwFWqVKlo5MiRtGePTK93QuuMb8PKlSspa9asJCNZZBc34z3axwOUqkNAAvEyYjB//vy0aNEikv/36qjTVwniaPryRG0g4BQC6VPGWN4UGdGOh16Wd4OVAmQ3QFlMVnYL/JCFNGeTN2YlPg5lW8QmH8Jv8xEJBAwjgACWYWhRsQ0JzGLN8kvYsb94JXD1zDPPaFvNV61alWRnPm6zEcnwOmUx8vTp01OpUqW0wJV8sCL885jA9evXtREt9erV87gsCoCA0QRkuqAE3ocNG0Z37hi3VIbLhRFYRvcl6gcBEPCeQPqUSbwvrFNJ2RRHp6pQjX0IyAirNSz3WbYMbDItsDIfe7F9x+a/i+1y45GsIYAAljXc3fCKLBYRWMt+O7A5NojFbdOSBIAyZsxIBQsWpO7du9OaNWsoNlYermi3lfshgZbp06dTo0aNtFFDEoDDk0D9uklGtkhA8OOPPzY0UKCfYtTkZALz58+n0qVLU+vWrenq1auGN9XlQgDLcMhwAAIg4DWBDClkoIvXxXUpeP78eV3qQSXKEjjJyuRh/nN8rMVWgE0ip+X5OI5NFl3nA5JxBFCzOwQQwHKHEvL4G4GvucFt2W6xOTrJiIYtW7bQJ598QrJWVq5cuejFF1+kH3/8UZtmKNMPrQJw8+ZN+vvvv2natGna9EfZTbBly5Y0Z84ckt30rNLlZL/Hjh2jHj16UJUqVWj9+vVKBzSd3A/+2jaZGijvOwlaNWzYkH777Td/RYF2gwAIgMB9BNIpMIXQFgGs+6jhRTwEZCjzGb6+le0ntnfZ5DtPPj6mZWvCJtfknuTBgrIMBEktAghgqdUfUKMOgWksRZ443OSj36R9+/bR22+/TbVr19amGaZMmZKeeeYZ+uWXX0wZlSMjwGbPnk0SqIqIiKBChQpRq1atSBagP3tWNjXxm66wtKErVqygxx57jJ588klTRr9Y2lg4V4KABKyrV6+uve9k2qD8LlBCGESAgJ8RQHPVI5AkMpyiwkIsF4YphJZ3gbcCznHBWWwd2VKzpWST0VUyykpGW8mD++18TYJbfEACAbUJIICldv9AnbUE1rN7eRLht08fLly4oC36XrZsWYqKitJ2+KtQoQI1b96cBg0aRJ999hktXryYZHewU6dO0aNGbMloLxnhI1swL1iwQBv19eyzz1KDBg2oTJkylC1bNgoLC6PGjRuTTBXEF1h+91mcpB+yZMmi7ep48qSMLLdYENw7jsC2bdu0QGmyZMlIpjVb1UD5/aSTb1QDAiAAAroSSJ8yWtf6vK0MyzZ4S87wchJ4kul9soj62+ytHVs1toJsMqpKAlZN+Hwi22k2JBCwNQEEsGzdfRBvAoH57EN+6V/go18nWYdm165dtHr1avruu+9oxIgR1LVrV6pRowbly5ePUqdOTaGhoVqgS0ZupU2blsSSJElC4eHhFBAQQLLGUvHixalu3braulvjxo2juXPn0rp162j//v2PDID5NXwLG3/69GkaP348FShQgMaMGWPC9E0LGwvXphCQYNFff/1FL7zwApUsWZK++eYbjPQzhTycgAAI2JFABgUWcBdushGQHGGmE7jJHo+xbWFbySazRN7kowSqSvMxOZsEqmry8UW2KWxL2ST/CT7GsSGBgGMIIIDbBsIbAAAQAElEQVTlmK5EQwwksJjrzs4mc8b5oHiyUJ6sYXPlyhU6c+YMyZM6sYsXL5IswG6hLLjWgYAEsp5//nltAf3evXvTrVuOXyJOB2qo4kEC8vugWrVqVLhwYXrnnXcQuHoQEF6DAAiAwAMEMiiw/pVIkmUm5AgzlMAOrn0626ts9dkysYWypWeTEVWV+NiKbTCbBKpksUisrs8wkPyHAAJY8fQ1LoFAPARkAaYn+Lr8YeEDEgj4L4EPPviA0qVLR+3atdOmj/ovCbTcXQIyHbVy5cqUIkUKS6cKuqsX+UAABEBAFQLpFdiBUFhYFMD6m31vZpOpb3YaSSRa5cG36JfRULLO1DvcDhkhJSOnGvC5fK8oxsccbCnYgtjysrVkG8o2j+0wG5IJBODCPgQQwLJPX0Gp9QT+Ygm12f5kQwIBvyYgo+ymTJmiTS1s2rQp/fTTTyRrpvk1FDT+PgKHDh2iSZMmUcGCBbWNGX7++WdME76PEF6AAAiAQOIEUiWNSjyTCTkSCWAZpaA/V1yELRVbOFsWNpk215iP3dneZPuI7Ru22Wxz2RayLWFbwbaKbR3bBrbf3TDJJ/ml3HLOL7MwFvBxDtt3bFPZPmMbxTaIrQfbk2zy/aAMH/OxpWMTrSn5WIhN1qOSnf5e4HNZo0pGTolO0beJr+1lkwflsXxEAgEQSIQAAliJAMJtEHiAwD5+XZRN/qjxAQkE/JuATBv9/vvvqVatWpQhQwZ67733/BsIWk+yWUOTJk1INgDo0KEDbdkiy3AADAiAwKMJ4C4IxE8gJiI0/hsmXr127RodP37cRI//ujr37xmRrAV1kF/LtDkJVn3C5zKVricfJYgkQS0Z2VSHX1dnkxFOFfkogaVSfCzphkk+yS/lqnD+Gmx12RqxNWdrw9aVbQDbCLaP2SR49iMfJfAlu/kJKNHKl5BAAAT0JoAAlt5EUZ+/EJA/kOP8pbFoJwi4Q0DWP+vbty/Jwv01a9akL7/8krCbpDvk7J/n/Pnz2iL/smNp9uzZadasWSSLtZvaMjgDARAAAQcSiFYggGXhAu7nHdilaBIIgIAPBBDA8gEeivo1gcvcehkK/Bof5ZwPSCBgbwJ6qZeFuhctWkSdOnWiVKlSUb9+/Wjp0qUkC8Hr5QP1WE9AppEuWbKEunTpoo22kkX+f/nlF1tu2oBgm/XvJygAARCIn0BMRFj8N0y8atH0QWnhvSOw5DUMBEDAzwkggOXnbwA03ycCt7n062wyZFnmrfMpEgiAwL0Ezp07R2PHjiXZeU6CWa1ataKtW7femwXnNiNw+PBhknXPUqZMSdWrV6fPP/+cJGhps2ZALgiAAAjYgoAKUwgRwLLFWwUiQcAvCCgWwPIL5mik8wjIQpGluVnYKYQhILlFoA/nkt1o+OBfadq0aVSoUCHKli0b1atXj959913as2ePf0GwWWtl7ZO5c+dSx44dKV++fJQ5c2aSdc9s1gzIBQEQAAHbEUgRE0mhIbI5nbXSLQpgybqzt6xtObwbTwAeQMAzAghgecYLuUEgIQJ/8I1cbLPY7rAhgUB8BI7wRRmx9z4fh7AtZfO7JAu/79+/n+bPn0/PPfcc5cyZUwtqyRQ0WTtp48aNJGsq+R0YRRp869Yt2rFjB3333XfUpk0bSp8+PTVo0IAmTpxI27dvx9pWivQTZIAACDifQL7MsvleIu004fbBg7J2ugmO7nfx+/0v8QoEQAAEiBDAwrsABPQjcJ2rasI2kA0JBB4ksJsvFGaTnXP4QFf4h2ytvImPfp/+/vtvbRFw2b2uePHiJNPTKlasSF999RVdvXrV7/mYAeDQoUM0ePBgSps2LeXNm5eaN29OU6dOJQQTzaD/fx8ul+v/J/hpKgE4AwFVCeTLkloJaWfPnrVCBz4fWUEdPkFAcQIBiuuDPBCwIwGZGibb9x6yo3ho1p1AHNcoWz0/zsf4PgHW5+sb2JDuISC7F65atYrat29PSZMmJdnZrlKlStShQwf64IMP6Pfff8cOh/fw8vRUpgXOmzePnn32WZJAYYYMGbSF2N98803y4ouKp+6Vy6/KIu6q6FCugyAIBPyUQP6saZRouUUPMjACS4nehwgQUIsAAlhq9QfUOIOALOgu62KV4+YsYkPyXwInuemy3lV3Pp5hiy8dJqJWfMOS8fnsV/kkU9pk/Y2VK1fSpEmTqHfv3lSyZElKnTq1to7WkCFDaPr06bRmzRravXs3Rmzd06MSEDl27Bj99ttvNGPGDOrfvz+VK1eOIiMjqX79+jRu3DiSQOHRo0dJ8t5TFKcWEHC5XBZ4hUsQAAFVCeRVZAqhbMhiAaONFviESxAAAcUJIICleAdBnpsE1MwmI7BqsrRn2WQUDh+Q/IjANW7r42wfsiWWZBXz7JxpPxuSmwRkpJCso/XGG29Qy5YtqXz58pQrVy6KiYnRAlyvvPIKLV68mK5fl9m9blbqgGzCRRbLlymAYWFh2hpWpUuXphYtWtDo0aNp7dq1CFY5oJ/RBBAAAWcTCA0OolRJopRopAUBLPkMdUKJxkMECICAUgT+DWAppQpiQMBZBMZxcyqwrWdDcj4BWcR/DDdTxv3LDjp86laSkXsy9fRPt3IjU4IEZPqhTDEcNmwY1ahRg8LDwylFihTauk4S5GrcuDH169eP3nvvPZozZw5t3ryZLly4QHb4J6OkDh8+rI02mzhxojaiStojo6py586tTbeUtrZq1UpbhP3mzZt2aBY0/kPA5cIIrH9Q4AACfk8gJiJUCQZXrlyhS5cuma3lnNkO/dEf2gwCdiSAAJYdew2a7UhgLYuW0VgT+YgVqRmCQ5MErBpw255n8+bT3m4u14jtLzYkHQnIqCTZWU+mGc6ePZvGjh1Lffv2pUaNGlGRIkW0wI8sHF+iRAltWmKXLl1IRnBJkEtGMy1YsIB+/vlnWrduHckuiVu3bqU9e/aQBJNOnjxJ8nRa1giRD/piEji61+Ta5cuXtXyS98SJE3T8+HE6cOCAtrOf1Ckjo5YuXartzig7AH7yySeaBlkHTNb/ypYtGwUHB1OmTJm00WYdO3bURlRJe6Tsrl27bBOI07FrdalKAoO6VORjJYEIYPlIEMVBwFQChjqLjlQjgCUPeeLiTJ9IcN5QuKgcBEDAtgQQwLJt10G4DQnIH+OOrLsKG54sMQSHpfncnuxs89h8STKNsDBXsI4NyUQCZ86coT/++EMLIH3++eckI7gkyNWqVSuqW7cuVa5cmcqUKUOyS2KBAgUoZ86cWjApTZo0lDx5ckqWLBlFRUVpFhoaSveaXI+OjtbySd60adNSunTpKGvWrJQvXz6tThlFVa1aNS2AJtP/unfvrmmQnRhl/a/9+/dj4XoT3w9WuAoI8LcRWFZQhk8QsAeBmIgwJYTKGooWCJHPzBa4hUsQAAHVCSCApXoPQZ8TCfzKjcrNNoTtOhuSvQmcYvlN2Bqx6ZlqcWXj2ZBAIGECuKMLAWVGYAXiY5kuHYpKQMABBFSZQrhhwwYraOJBrxXU4RMEbEAAn5Rs0EmQ6EgCp7lVb7DVZZOAFh+QrCDgg0+ZCvoFl8/ENovtNpueSRZl6s0VvsMmi5nyAQkEQMAIAsoEsDCF0IjuRZ0gYEsCqZKqsYC7rClpAcAzFviESxAAARsQQADLBp2kuETI843AMi7+OFt7NozGYgg2SRJcKsFaO7PdYDMqyQrcL3DlT7PJ4vB8QAIBENCbgDIBLIzA0rtrUR8I2JZAhlRJLNcum6Js27bNCh2XrXAKnyAAAm4RsDQTAliW4odzEPiXwFd8VoDtfTYkdQmcZGld2NKybWczK33LjkqzHWBDAgEQ0JmABQsUx9uCwAB8LIsXDC6CgB8SyJgyxvJWy6YjFgX4ZZS75e03TgBqBgEQ8JYAPil5Sw7lQEB/Anu5yj5sxdkWsd1iQ1KDgCwmKkHGIiznczYrRsvJIhR52PdMNtO3A2KfSCDgWAIWfUF7iGcgFnF/iAkugEC8BPzgYoaU1o/AOnv2rFWksXSCVeThFwQUJ4AAluIdBHl+SWAjt7omWzk2DKFmCBanpew/B5tM8zzORyuTTFdsxgJk6iIfkEAABPQgoEwAK9C8j2V6cEMdIAACxhHIqMAUQhmBZVwLH1kzRmA9Eg9ugoD/EsAnJf/te7RcfQK/scQUbLK7HRZ6ZxAmpyXsrxJbbTbLHkGy7/jSRL4oU07X8xHJGgLw6iACygSwMALLQe8qNAUEvCeQLDqcIsNCvK9Ap5IIYOkEEtWAAAjoRgABLN1QoiIQMISALOI9h2uWQEo3PkogK5aPDkhKNkF4/8zKqv9jK/mo4lROWdB9K2urzDaGDUPtGQISCHhLAAEsb8mhHAiAgBEEVJg+KO06eVKW/pQz0w0jsExHDocgYA8CCGDZo5/iV4mr/kRApo6N5wbLjoUytVC1EUEszfbpF26BjGqSoJCMvuKXyicJXD3PKjOxYYF3hoAEAt4QUCeAhY9l3vQfyoCA0whkVGD9K2G6b98+OVhh8vnGCr/wCQJqE4A6wiclvAlAwH4EZBRWGpZdkU2mksloHD5F8oKAPOEbx+Vk4XzhuZvP7ZjOsOhibC+yYYQeQ0ACAU8IKBPAwhpYnnQb8oKAYwmosP6VwN2927KPRfL5TCTobqgQBEDA3gQQwLJ3/0G9/xK4zU1fxdaRTUbfjOXjX2xIiROQAM9mzvYmW3a2Z9lk4Xxhyqe2TedY+dts0qZZfJTpkHxAAgEQSIxAXJwaG3sGuFyJScV9ELCaAPybQCB9yhgTvCTuYu/evYlnMiYHAljGcEWtIGB7Aghg2b4L0QAQoCPMoB9bYbZCbBKM4QNSPATW8DXhVISPg9lOsDktHeQGNWGTqZB2D8pxM5BAwHgC5o7ASrg9QRiBlTAc3AEBPyKQIiZCidbu2bPHKh0IYFlFHn5BQHECCGAp3kGQBwIeEvib85dky83Wjm05mz9PMZQAzlJmICyy8bE8myx+zgfHJ1nTKyW3sg/bKTbnJLQEBHQmoEoAKyAAH8t07lpUBwK2JBATGWa57suXL9OpU5Z9fEAAy/J3AASAgJoE8ElJzX6BKhDwhYDMhdnFFUxhq8KWk+1ltmVs2ogjPjo5yaetFdzAAWzS9mp8FBb7+ehv6QI3+H22gmyfsslaWXxAAgEQuJeAKgGswABMIby3X3AOAv5KICYi1PKmywLuFk6vxiLulr8DIAAE1CSAAJZ3/YJSIGAnArKAwXAWXJUtHdsTbD+wyVpQfHBEkrb8yC2pwJaaTdo4io/YmY8hcDrJ9gxbFrbv2ZBAAATuIaBKACsII7Du6RWcgoD/EoiOsH4EloXTB6XjMQJLKMBUIgAtihBAAEuRjoAMEDCJgEwnlNFJDdlfUraibE+yjWeTqXUSCOJT5ZMEpmQHxrastBRbKrbabKvZkBImcIVvtWCTNcA+4iMWemcISCCgSgArIBAfy/Bu2C66awAAEABJREFUBAF/J+ByuUiFEVj6B7A86lkEsDzChcwg4D8E8EnJf/oaLQWBBwlc5gt/sn3D1o2tAFtatgZsb7HNZ9vAJouCX+ej2UmmQsrIIdkx8Cd2/iFbG7bMbLKelezA+DWfi0bZgY9PkdwgIEFKYdqT88qi/9/y8SwbEgj4LQFVAliB/MXVbzsBDU+cAHL4BYGMKZOQChs6WLgDofQzphAKBRgIgMBDBBDAeggJLoCAXxM4za2fyzaQrR6bjG6SaWfhfC7rKPXmo6yltIqPeq6nJIut7+A6ZXqbrF0li63LAhBp+JqMFqrFx15sU9kOsclIMj4g+UhgJ5dvzZaebRwbEgg4mkBCjVMmgIURWAl1Ea6DgN8QyJdFVkKwvrmHDx+2UgRGYFlJH75BQGECCGAp3DmQBgKKEdjCej5gk7WUKvJRdriTwJYEmXLwaxnBVYKPZdhkLarKfKzOJsdKfBQry0fZJbEwH3OxZWCTqYyy2ENePm/KJmtXreGjBLX4gGQCgRvs41k26Y/OfJSReXx4KOECCJhFQEZfvsnOarAZnixcqPi+tgViEff7eOAFCPgjgfyKBLDOnbNscLt8JpHR4v7Y/WgzCIBAIgQQwEoEEG6DgL4EHFebTC2UL5qyULysofUHt3Adm6xF9TMfl7DJcSUfxX7h4+9sf7HtZjvKJjvl4YMKg1AgSX98wTpKs8l0zUV8lP7hAxIIGE5AvrTI749+7El2EB3Mx1/ZDE8IYBmOGA5AAATcJKDKCCwLA1gYfeXmewXZQMAfCdgvgOWPvYQ2gwAIgIC5BGRxd5muWZPdys6VMqUUHygZBpIhBGRKsAS7c3PtMoJzLB8vsUmStfrkaKjJFMLbt60f9BkYiI9lhnY0KgcBGxDIl1mNKYQIYNngzeIvEtFOELiHAD4p3QMDpyAAAiAAAg8RkIVUZVF/WTxf1kWT3R9lN8OHMuICCHhAQEZdyqjMdlxG1tmT6cayYQS/vC/JZg6mRJZu3pS47X2+TX8REhhouk84BAEQUIdAZFgIRbDprcib+hDA8oYayoAACBhNAAEsowmjfhAAARBwBgFZtF92ppTdHyXgILsYyvRQTDF0Rv+a0QqJEMn6au+ys6Jssi7eFD7Kxgx8SDD5TQArODgoQQi4YSkBOAcBUwjERMqSoKa4eqSTkydP0tWrlg28tszxI6HgJgiAgBIEEMBSohsgAgRAAARsRUCCWR+xYlmgPxUfZWH/U3xEAoEECNBnfEMCnxK4eo7P/2ZzN5kSwLp+XZb0c1eSMflCgwONqRi1ggAI2IJATESoEjo3bNhgpQ6M8raSPnyDgOIEEMBSvIMgDwRAAAQ0Aur+uMXSPmVLw5aHrTXbdDZ8AGUIfpz2cduHskmQMykfu7IdZ/MmyXvMm3IelVFhCmEwphB61GfIDAJOI5BEkRFY69evtxLt3TUQrdQA3yAAAooSQABL0Y6BLP0JoEYQAAFDCchC3DvZw7dsLdnSsjVi+5xtLdtZNiTnEpCApeww+h43sTxbdrZX2fSYZmrKCCwlAlhBGIHF7xkkEPBbAkmj1JhC+Ntvv1nZB1iawEr68A0CihPwJICleFMgDwRAAARAQCECsnvcHNbTha0cm2yrJLsazuTzG2xIziCwhZvxJFsStpJsfdnWsOmZTAlg3bhh/dvS5SIKkB960kNdIAACtiGQIZUMWLVersUBLIzAsv4tcFcBjiCgHAEEsJTrEggCARAAAUcSkF3nFnHLmrHFsOVgk53nXubjUjYs2soQFE8ylU92DnyRdT7BloGtINs3bNK/fDAk+U0AS+gFBLjkAAMBEHAEAc8akSmVPAvwrIzeua9cuUKnTlm6rCUCWHp3KuoDAQcRQADLQZ2JpoAACICATQjIbnR7WesStuFs1diSscnUs8F8lN0ON/NRFouXqYl8imQyAQlIHWGfMppK1jhrwecyLVR2Dnybz1ewHWUzI5kSwFJhCqHARABLKNxjOAUBPyKQUYEA1tmzls/4v+hHXY6mggAIeEgAASwPgSE7CIAACICAIQQkqCXBkje59npsRdhSsmVl68MmARMZAcSnSJ4Q8CBvHOeVdayEdzo+z8gmQcVn+DiDzapvNab0uwpTCJkxphAKBBgI+CmBTKmtn0J47tw5q+ljBJbVPQD/IKAwAQSwFO4cSAMBEFCCAERYS+Agu3+fTaasRfFRAloSVOnA5++yLWOTkVp8QHKTgIyukgX3p3L+fmy12AqwySg4WcdKeFs6f4S13JtMGYGFANa9yHEOAiBgNoGI0GBKGRNhttuH/GEE1kNIcAEEQEAhAghgKdQZzpWCloEACICALgRklNYBrklGak3i43NsVdlkpFYmPsrIrQF8nMC2mG0j2yE2f1xfS1gd47bLVExh8SWfCy8JBKbg8zxsbdjGsv3EtpVN1WkbpgSw1JlCiI9m/F5EAgG/I5AhVRJyuaxfA+/MGcufCWEElt+9+9Fg5xEwrkX4lGQcW9QMAiAAAiBgHoHD7ErWzhrFx6fZarAVZ8vMFskmU+Ia8HEo20I2Wd+JD45IEqz6k1vyBVtnNhlNJY/x0/O5TMUUFp34XEasyVTMC3xup+RfUwixiLud3pvQCgK6EVBh/StpzP79++VgpV2z0rkyviEEBEAgXgIIYMWLBRdBAARAAAQcRuA4t2cu26tsddhkfacwPqZhy81Wgq0ym4ziasvHF9hGsklQaDYfV7P9xSYjus7zUe8ki9Vf4UplYfQdfPyF7Qc2GTn1Fh/7s8mIqbp8rMhWjC07W3K2cLaibBK8Er0ymkqmCfIlRyRTRmBhCqEj3itoBAj8S8BuJ5lSWb/+lTDbs2ePHKy0G1Y6h28QAAG1CSCApXb/QB0IgAAIgIBxBORD8kmufhfbH2w/s8korq/5+A7bS2wSFGrMxwpshdlkRJesFSXzPKL5tezMJ4GkfHwuQaSyfLxrEhCrzq9lmuPda3KUkWEySkrKSXn51hLC+WSNrwx8zMsm+RryUUZODeTjaDZZs2oBH1exbWLbxyar7cri63zq2GRKAEuZKYQKTCH6552EAwiAgIkEMqVKYqK3hF3t3r074Zvm3Llujht4AQEQsCMBBLDs2GvQDAIgAAIgoAKByyziBJsEkrbzUabxycipf4wkILaEr8tC83evyVHW5pJRUlJOysuUPlOCNKzFjskUNsqMwMIUQju+R6EZBHwmkCqpPMPwuRqfK0AAy2eEqAAEQMBAAghgGQgXVYMACPhIAMVBAARAgAgBLLwLQAAEHE8gJjLU8jbKSNRDh2SmvKVSMALLUvxwDgJqE0AAS+3+8VkdKgABEAABEAABmxPwr0XcMYXQ5m9XyAcB7wjERMiyjN6V1auULOB++7YpzwweJRkBrEfRwT0QSISA028jgOX0Hkb7QAAEQAAEQMDeBEz5NnXtmhobXwUggGXvdyvUg4CXBJJEWh/AUmD6oNCzOoAlGmAgAAKKEkAAS9GOgSwQAAEQAAEQAAGNgH8FsAJkfwCt3fgBAjYlANmeEgjgwLUKUwgV2IFQ0CGAJRRgIAAC8RJAACteLLgIAiAAAiAAAiCgCAFTAlhXr15VornyRZaUUAIRIAACZhHIli45BQZY/7UMI7DM6nH4AQEQ8JaA9b8pvVWOciAAAiAAAiCQAAFcdhSBG2a0RpkAVgBGYJnR3/ABAioRKJA1jRJyDh48qIIOjMBSoRegAQQUJYAAlqIdA1kgYDEBuAcBEAABVQiYsjiVMgEsFwJYqrzxoAMEzCKQX5EA1tmzZ81qckJ+7vANUx5asB8kEAABGxJAAMuwTkPFIAACIAACIAACOhAw5Wm8MgEsBaYR6dBnqAIEQMADAqqMwFIggHWascWxIYGADQlAshkEEMAygzJ8gAAIgAAIgAAIeEvAlACWKrsQBmIKobfvE5QDAVsScLlclCdjKiW0Wx7AIjqkBAiIAAEQUJYAAljKdg2EgQAIgAAIgAAIMAFTAliqjMAKCsRHM+5zJC8JoJj9CMREhFKAIoHrc+fOWQ3wsNUC4B8EQEBtAviUpHb/QB0IgAAIgAAI+DsBM9fAspx1QAA+mlneCRAAAiYSiIkMM9Fbwq4OHz5MCoxExQishLsId0AABJgAPiUxBCQQAAEQAAG9CKAeENCdgF+NwApUZCSG7r2ICkEABOIlkESRANZvv/0Wrz6TL2IElsnA4Q4E7EYAASy79Rj0Op8AWggCIAACIHAvAb8KYAVhBNa9fY9zEHA8AZlCqEIj169fr4IMjMBSoRegAQQUJuDIAJbCvCENBEAABEAABEDAMwJ+FcAKDMRHM8/eHsgNAvYmkCJJpBINUGQEFgJYSrwb7CcCiv2HAD4l+U9fo6UgAAIgAAIgYEcC/hXAwhRCO75HoRkEvCaQKVUSr8vqWJA2bNigZ3Xe1oUphN6SQzkQ8BMCCGD5SUejmSAAAiAAAiBgUwKmBLAUWLxY657AAHw000DY7gcEg4B3BDKlSupdQR1LXbp0iS5cuKBjjV5XddTrkigIAiDgFwTwKckvuhmNBAEQAAEQAAHFCSQs71rCt/S7ExcXR7GxsfpV6GVNmELoJTgUAwGbEsiowAiss2fPqkDvBosw5YEF+0ECARCwKQEEsGzacZANAiAAAg8SwGsQcCgBUwJYwk6JABamEEpXwEDAbwhkSm39CCxFAlhX/abT0VAQAAGvCSCA5TU6FHQgATQJBEAABEBAPQKmfam5ffu25a0PDgq0XAMEgAAImEMgWVQ4RYWHmOPsEV7OnDnziLum3bpimic4AgEQsC0BnQNYtuUA4SAAAiAAAiAAAmoSMC2ApcIIrJDgIDV7AapAAAR0J5ApdRLd6/SmwlOnTnlTTO8yCGDpTdSU+uAEBMwlgACWubzhDQRAAARAAARAwDMCpgWwVBiBFRqMEVievT2QGwTsSyCjTB9UQP7u3bsVUEGm/a5XobHQAAIg4B0BBLC844ZSIAACIAACIAAC5hAw7UuNCgGsEEwh9PhdhQIgYFcCmRUJYO3atUsFhBiBpUIvQAMIKE4AASzFOwjyQAAEQAAEQMBgAqpXb1oA69atW5azwBRCy7sAAkDANAIZU6oxhRABLNO6HI5AAAR8JIAAlo8AURwEQAAEiMAABEDAQAKmBbBUGIEVihFYBr6VUDUIqEUgeUyEEoIQwFKiGyACBEDADQIIYLkBCVlMIAAXIAACIAACIBA/Adka8Gb8t/S9qsIIrGCsgaVvp6I2EFCYQNLIMMvVyQ6EYpYLIVJiK0QFOEACCPgHAS9biQCWl+BQDARAAARAAARAwDQC18zwpMYILOxCaEZfwwcIqEAgRoEAliKjr6Q7TsoPmPsEkBME/JEAAlj+2OtoMwiAAAiAAAjYi4Ap0whVGIGFRdzt9caEWlsTsFx8EgSw7u0DBLDupYFzEACBeAkggBUvFlwEARAAARAAARBQiIApASwVRmCF2GoKocqmwPIAABAASURBVELvEEgBAZsRSJkkksJDgy1XrdAIrBOWw4AAEAAB5QkggKV8F0EgCIAACICAYwmgYe4SMCWApcIIrNBgTCF0902BfCBgZwIFs6VVQv6ePXuU0MEijrEhgQAIgMAjCSCA9Ug8uAkCIKA6AegDARDwCwKmBLBUGIEVGoIAll+8o9FIvydQSJEA1smTyszcQwDL7/9XAAAIJE4AAazEGTk9B9oHAiAAAiAAAqoTMCWApcIIrPBQBLBUfzNCHwjoQaBQdjVGYCmyA6EgRQBLKMBAwHgCtvaAAJatuw/iQQAEQAAEQMAvCFw2o5UqBLDCQqxfE8cM1vABAv5MwOVyUb7MqZVAcPbsWRV0XGIRpvyeZz86JFQBAiBgFQEEsKwiD78gAAIgAAIgAALuEpAvN+7m9TqfClMIwxHA8rr/UNBGBPxcanR4iBILuEs3KDICC6OvpDNgIAACiRIISDQHMoAACIAACIAACICAtQRMCWCpMALL3SmE1nYHvIMACPhCIElkmC/FdSt7+vRpunLlim71+VARAlg+wENREPAnAghg+VNvo60gAAIgAAJ3CeBoLwL+E8DCCCx7vTOhFgS8IJAkMtyLUvoXWb9+Pd25c0f/ij2vEQEsz5mhBAj4JQEEsPyy29FoENCDAOoAARAAAdMI+E8AKxRrYJn2roIjELCIQJIoNUZg/frrrxYReMgtAlgPIcEFEACB+AgggBUfFbOuwQ8IgAAIgAAIgIA7BEwJYF27ds0dLYbmCQ0JIpehHlA5CICA1QRSJYm0WoLmf926ddpRgR9HFdAACSBgPAF48JkAAlg+I0QFIAACIAACIAACBhMwZXcqFQJYAS4XhQQHGYwT1YMACFhJIHOapFa613zL1MHffvtNO1fgxxF3NSAfCICAfxMI8O/mo/UgAAIgAAIgAAI2IHDRDI0qBLCkneGYRigYYMYQQK0KEMic2voA1qVLl+jcuXMK0NAkKCNEU4MfIAACyhJAAEvZroEwEAABEAABEACBfwjc+Odo6OHyZXcGehkqQas8PAQjsDQQ+AECDiWQOU0yy1t29uxZyzXcI8CUaeL3+MMpCICATQkggGXTjoNsEAABELAtAQgHAc8J3PS8iOclVAlghWEEluedhxIgYBMCgQEuypgyxnK1Z86csVzDPQJMGWV7jz+cggAI2JQAAlg27TjI9m8CaD0IgAAI+BkBvxqBFRaCnQj97P2N5voRgbTJY5RY506xEVgIYPnR/wE0FQR8IeCvASxfmKEsCIAACIAACICAuQT8agQWphCa++aCNxAwk4AK619Je0+cOCEHVQwBLFV6wrk60DKHEEAAyyEdiWaAAAiAAAiAgIMJ+NUILCzi7uB3Mprm9wQyK7ADoXTC7t275eCBGZY1lmvGGlgMAQkEQCBxAghgJc4IOUAABEAABEAABKwl4F8jsLAGlrXvNqO8o14QYAKqBLB27drFapRIB1jFbTYkEAABEEiUAAJYiSJCBhAAARAAARAAAYsJaCOwjNagyiLumEJodE+jfhCwjkDaZNHWOb/Hs0IBrK33yMIpCIAACDySAAJYj8SDmyAAAiDgKAJoDAjYlYBfjcDCIu52fZtCNwgkTiBpVFjimQzOcefOHdq5c6fBXtyu/k+3cyIjCICA3xNAAMvv3wIA4BkB5AYBEAABELCAgF8FsDACy4J3GFyCgEkEkkRaH8A6fvw4XbhwwaQWJ+pmU6I5kAEEQAAE/iFgfgDrH8c4gAAIgAAIgAAIgICbBPxqCmEY1sBy822BbCBgPwJJIsMtF71jxw7LNdwjAAGse2A48hSNAgEdCSCApSNMVAUCIAACIAACIGAIAb8agRURFmIIRFQKAiBgLYHAwACKjgj1WITeBRQKYMni7Xv1bh/qAwEQcC4BBLCc27doGQiAAAiAAAg4hYApAayrV69SXFyc5cyiEMDSuw9QHwgoQSBH+hQUxEEsq8UoFMCSeYzW/9K1ukPgHwRAwG0CCGC5jQoZQQAEQAAEQMBfCVjeblOmEEorVdiJECOwpCdgIOA8AoWzpVWiUfv371dCB4s4z4YEAiAAAm4TQADLbVTICAIgAAI+EEBREAABXwjEcuGrbIanK1euGO4jMQehwYGJZcF9EAABGxIomF2NANapU6dUoYcAlio9AR0gYBMCCGDZpKMgkwgMQAAEQAAE/JqAKd+4VBiBFRKEAJZfv9PReMcSKJwtnRJtO3PmjBI6WAQCWAwBCQRAIH4C8V1FACs+KrgGAiAAAiAAAiCgGoHjZgi6dOmSGW4e6SMYI7AeyQc3QcCOBII5MJ0xdRIlpJ8+fVoJHSziHBuScQRQMwg4jgACWI7rUjQIBEAABEAABBxJwJQAlgpTCDECy5HvXzTKlgT0E50kMowCXC79KvSypps3b9K5c8rEjZRZjMtLnCgGAiBgMgEEsEwGDncgAAIgAAIgAAJeETjhVSkPC128eNHDEvpnd1QAS388qBEEbEkgWVS4Ero3b95Mt2/fVkILi9jDhgQCIAACbhNAAMttVMgIAiAAAiAAAuYTgMd/CZgSwDp//vy/Dq06kalGVvmGXxAAAWMIJI0KM6ZiD2tdu3athyUMzY4AlqF4UTkIOI8AAljO61O0CARA4H4CeAUCIOAMAqZMIbxw4YLltDACy/IugAAQ0J1A8pgI3ev0psI1a9Z4U8yoMghgGUUW9YKAQwkggOXQjtW3WagNBEAABEAABCwnYMoILBUCWBiBZfl7DQJAQHcCWdIk071ObypUaARWLOvHGlgMAQkE1COgriIEsNTtGygDARAAARAAARD4j4DfBLBCsAvhf72OMxBwCIGsaa0PYF29epWOHDmiCtF9LCSOzZkJrQIBEDCEAAJYhmBFpSAAAiAAAiAAAjoTwBRCnYGiOhBQmYDTtKkQwDpz5gzduXNHFbS7VRECHSAAAvYhgACWffoKSkEABEAABEDAnwmYEsBy0CLu/vxeQdtBQCkCLhdR1jTJLdckASzLRfwnAOtf/ccCZyAAAm4SQADLTVDIBgIgAAIg4G8E0F7FCFxmPbfZDE3Xrl0ztH53KpdF3OULrzt5kQcEQEB9AulTxJAKU4NPnz6tEiyMwFKpN6AFBGxCAAEsm3QUZIKALQlANAiAAAjoS8Dw6NKNGzf0VexFbS6XiyLDQr0oiSIgAAIqEsia1vrRV8LlxAlTlhIUV+6YrIHlTj7kAQEQAIF/CSCA9S8KNU+gCgRAAARAAARA4F8Chgewrl+//q8zK0+SR4db6R6+QQAEdCSQTYEF3KU5O3fulIMqptRwMFWgQAcIgMCjCSCA9Wg+uAsCIAACIAACIKAOAb8JYCWNQgBLnbcdlICAbwSypLF+B0JpwY4dO+SgihkVwFKlfdABAiBgAAEEsAyAiipBAARAAARAAAQMIWB4AEuFKYRCLhlGYAkGmCUE4FRvAmmSR+ldpVf1KTYC64xXjUAhEAABvyaAAJZfdz8aDwIgAAIgAAK2ImB4AEuXKYQ6IE2ZJFKHWlAFCICACgRUGVGp0AisWO6Xs2xIIAACIOARAQSwPMKFzCAAAiAAAmYQgA8QSICA4QEsVUZgpU6qxoiNBPoBl0EABDwgoEIA69ChQ3T16lUPVBuadT3XHseGBAIgAAIeEUAAyyNcyAwCtiEAoSAAAiDgRAKGB7BUGYGVKilGYDnxDYw2+ScBFQJYCo2+kjfBGvkBAwEQAAFPCSCAlSAx3AABEAABEAABEFCMgOEBLIzAUqzHIQcEbE4geUwERYQGW94KxQJYay0HAgEg8BABXLADAQSw7NBL0AgCIAACIAACICAErsgPI02VEVipk2EKoZH9jLpBwCwCRXOmN8vVI/1s3779kfd1uel+Javcz4qcIAACIPAfAQSw/mOBMxAAARAAARAAAbUJnDda3rVr1yguzvqlWVJhEXeju1rJ+iHKeQSK5VAjgLV//35V4F5gIafZkEAABEDAYwIIYHmMDAVAAARAAARAAAQsIpDYlx6fZUnw6tSpUz7X42sF0RGhFBiAj2m+ckR5ELCaQNFcagSwVPi99k9fnPzniAMIgAAIeEwAn4w8RoYCIAACIOBkAmgbCChNwJTI0uHDh5WAEBoSpIQOiAABEPCOQFBgAOXKkNK7wjqXUiiAZcrvcZ3xoToQAAFFCCCApUhHQIaDCKApIAACIAACRhEw5YvPoUOHjNLvUb2hwYEe5UdmEAABtQjERIZREAexVFB1+rThA1jdbeYJdzMiHwiAAAg8SEDJANaDIvEaBEAABEAABEAABJiAKQEsVUZghQVjBBb3ORII2JZAsqhwJbTL6KuLFy8qoYVF7GJDAoH7COAFCLhLAAEsd0khHwiAAAiAAAiAgNUETBlCoEoAC1MIrX67wT8I+EYgaVSYbxW4X/qROX/++edH3jf55haT/cEdCICAgwgggOWgzkRTQAAEQAAEQMDhBEwZgaXOFEKMwDLv/QxPIKA/gWTREfpX6kWNq1at8qKUYUUQwDIMLSoGAecTQADL+X2MFoIACIAACICA8QTM8WBKAEuZEViYQmjOuwpeQMAgAplTJzWoZs+qVWgE1h1W/jcbEgiAAAh4RQABLK+woRAIgAAI6E8ANYIACCRK4AbnuMRmaFImgIVdCA3tZ1QOAkYTyJo2mdEuEq3/5s2btGWLMoOetrNg+T3OByQQAAEQ8JwAAlieM0MJdQlAGQiAAAiAgPMJGD4K6+jRo3TnjgwUsBYmFnG3lj+8g4CvBFQIYMnug7dv3/a1KXqV36RXRagHBEDAPwk8EMDyTwhoNQiAAAiAAAiAgG0IGB7Aun79OsmoBauJYBF3q3sA/kHANwLZ0ib3rQIdSksAS4dq9KoCASy9SOpWDyoCAXsRQADLXv0FtSAAAiAAAiDg7wSOmwHg2rVrZrh5pI+YiNBH3sdNEAABBQgkICFNsigKDw1O4K55l0+dMjzm70ljdniSGXlBAARA4EECCGA9SASvQQAEQAAEQAAEVCZwwgxxV69eNcPNI30kiQp75H2n3EQ7QMCJBLKls370lXA9duyYHFQxpcSoAgU6QAAE3CeAAJb7rJATBEAABEAABFQk4G+a/GYEVrKoCH/rW7QXBBxDIEe6FEq0ZccOpQY9mfIAQgnwEAECIGAIAQSwDMGKSkEABOxFAGpBAARsRMCUJ/gqjMBKEYMAlo3el5AKAvcRyJ5ejRFYW7duvU+XhS9kZwxTHkBY2Ea4BgEQMJgAAlgGA/ab6tFQEAABEAABEDCHgCkLuqiwBlbymHBziMILCICA7gTSJIvWvU5vKlQogLWB9d9gQwIBEHACAYvagACWReDhFgRAAARAAARAwCsCl7wq5WGhy5cve1hC/+zJozECS3+qqBEEzCGQPNr6AHRsbCzt2rXLnAYn7uWHxLP4Vw60FgRAwHMCCGB5zgwlQAAEQAAEQAAErCNgSmTpypUr1rXwH88pMIV+pEryAAAQAElEQVTwHxI4gEC8BJS+mEyBAPT27dtJgliKgEIAS5GOgAwQsDMBBLDs3HvQDgIgAAIgAAL+R8CUyNL58+ctJ5skMoyCAo38qGZ5EyEABBxJIDAggJJGhVnetm3btlmu4R8BV/n4FxsSCIAACPhEAJ+KfMKHwiAAAiAAAn5NAI23goApI7BOnLB+syyXy8VfgsOtYAyfIAACPhDIlTElBQcF+lCDPkUVWv/qKLdIFnHnAxIIgAAIeE8AASzv2aEkCICADgRQBQiAAAh4SMCUNbBUCGAJF6yDJRRgIGAvAqXyZFRC8I4dO5TQwSIkgMUHJBAAARDwjQACWL7xU6E0NIAACIAACICAPxG4aEZjjx8/boabRH0kx06EiTJCBhBQjUBJRQJYqvwe4/45wIYEAiCgDwG/rgUBLL/ufjQeBEAABEAABGxH4DorNnyBKmVGYGEhd+5uJBCwF4HiuTIoIfjUqVNK6GARf7AplCAFBEDArgQQwLJrz0E3CIAACIAACPgvga1GN12VkQspFNjJzGjWqN+GBCA5QQKy+UJ4aHCC9828cfLkSTPdPcrX+kfdxD0QAAEQcJcAAljukkI+EAABEAABEAABVQgYHsAyegSWuyCTYwSWu6iQDwSUIJAsWo2NF65fv05nzpxRgckNFrGRDQkEQAAEfCaAAJbPCFEBCIAACICABQTg0r8JGB7Akqk3sbGxllNOociXYctBQAAI2ISAKkHnX375hW7fvq0CtU0s4hobEgiAAAj4TAABLJ8RogIQsCsB6AYBEAAB2xIwPIB1584dkiCW1YSiIsKslgD/IAACHhBInSTKg9zGZV22bJlxlXtW8y+eZUduEAABEEiYAAJYCbNJ/A5ygAAIgAAIgAAIWEFgmxlOVZhGGB4aZEZT4QMEQEAnAjkypNCpJt+qUSiAtcG3lqA0CChEAFIsJ4AAluVdAAEgAAIgAAIgAAIeEjjI+Q2fG6PCQu7hiiwGzbyRQAAE3CCQK0NKN3IZm0WmP69bt85YJ+7XvvferDgHARAAAV8IIIDlCz2UBQEQAAEQAAEQsIrARaMdqzACKzIsxOhmon57EYBaxQnkzmh9AEt2H4yLi1OF1GFVhEAHCICA/QkggGX/PkQLQAAEQAAEQMAfCVzwrtHul1JhBFZUWKj7gpETBEDAUgJJIsModTLr18CSAJalIP5zfpVPj7MhgQAIgIAuBBDA0gUjKgEBEAABPyKApoKAGgTOGy3j0KFDRrtItP7IcIzAShQSMoCAIgRyKTD6SlAoFMD6gfXcYkMCARAAAV0IIIClC0ZUAgKeEUBuEAABEAABnwkYHsA6duyYzyJ9rSA8JJhCg7GQu68cUR4EzCCgSgDr4EFZJtCMFifqY0qiOZABBEAABDwgYNcAlgdNRFYQAAEQAAEQAAEHEjhrdJsuXDB8lmKiTXC5iLKmTZZoPmQAARCwnkDO9GrsQPjXX39ZD4PoBotYzIYEAnoQQB0goBFAAEvDgB8gAAIgAAIgAAI2I3DEaL0XLxq+TrxbTcieLrlb+ZAJBEDAWgLpUsRYK+Af75s2bfrn7N6D6ecyB/um6V7hEARAwNEEEMBydPeicSAAAiAAAiDgWAL7jG6ZMgGs9AhgGd3XbtWPTCCQCIEU0RGJ5DDn9ubNm81x9GgvBx59G3dBAARAwHMCCGB5zgwlQAAEQAAEQAAEvCCgc5H9Otf3UHXKBLDSqTEt6SFAuAACIHAfgZRJIu97bcULWf/q3LlzVrh+0OeWBy/gNQiAAAj4SgABLF8JojwIgAAImEcAnkAABP4jYPgILBXWwJLmZscILMEAAwGlCSSJDKMkUWGWa/zzzz8t1/CPgJX/HHEAARAAAd0IIIClG0pUZA8CUAkCIAACIOAQAoaPwLp69SpduXLFclwZUiShwAB8ZLO8IyAABB5BoFKR7I+4a94tRQJYd7jFq9iQQAAEQEBXAp5/GtLVPSoDARAAARAAARAAAa8IyBaBp70q6WahO3fu0LZt29zMbVy2gAAXRYQFG+cANYMACPhMoFJhNQJYW7YoMXNPFuE66TNUVKAGAagAAYUIIIClUGdACgiAAAiAAAiAgEcEdnmU24vMW7du9aKU/kWiwkL0rxQ1ggAI6ELA5XJRmYJZEqzLzBtHjhwx011CvpYmdAPXQQAEQMAXAghg+UIPZUEABEAABEAABKwksNNo54qMZqDIcL8OYBndzagfBHwikCImgkKCAn2qQ6/Cx48f16sqX+pZ40thlAUBEACBhAgggJUQGVwHARAAARAAAccQcGxD/GgEVqhjOxENAwG7E0id1PrdB4VhXFwcHTt2TE6ttt1WC4B/EAABZxJAAMuZ/YpWgQAI6E0A9YEACKhIwPAvSaqMwIqKQABLxTcgNIGAEEiTPFoOlpv8vrp8+bLlOliA4bvEsg8kEAABPySAAJYfdrpVTYZfEAABEAABENCZgKGLuIvWgwcP0q1bt+TUUkuZJMJS/3AOAiCQMIECWdIkfNPEOz/88IOJ3hJ0tZLvXGJDAgEQ8HMCRjQfASwjqKJOEAABEAABEAABMwicMdpJbGwsnTt3zmg3idafIWWSRPMgAwiAgDUECudIZ43jB7zOmTPngSuWvBxviVdnOkWrQAAEHiCAANYDQPASBEAABEAABEDANgTOmqFUhQBWxlQIYJnR1/DhNALGt8flclHBrGmNd5SIh2vXrtFvv/2WSC7Db99kD9+wIYEACICAIQQQwDIEKyoFARAAARAAARAwgYDhI7CkDWfPmhInE1cJWoYUMQneM/QGKgcBEHgkgfxZUlNIsPU7EB49evSROk26KesSxpnkC25AAAT8kAACWH7Y6WgyCIAACICAeQTgyVACV7j2A2yGJiUCWBiBZWgfo3IQ8JZAkRzpvS2qazlFdh/cqWujUBkIgAAIPEAAAawHgOAlCICAcgQgCARAAAQeReDnR93U497x48f1qManOpJEhlF0OHYi9AkiCoOAAQSK5VQjgLVvnxIb/xn++9iALkSVIAACNiKAAJaNOst7qSgJAiAAAiAAAo4lsMLolu3Zs8doF27VnzlNUrfyIRMIgIB5BNKnjDHP2SM8rVmz5hF3Tbu10DRPcAQCIPAIAs69hQCWc/sWLQMBEAABEAABfyDgNwGsLGmS+UN/oo0gYBsCLlaaTpH16VavXs1qLE372fsONmcktAIEQEBJAghgKdktEAUCIAACIAACIOAmAZk3I2thuZnd82yqjMDKigCW552HEpYR8AfHuTKmpJgI66f2nj9/nrZs2WI18gVWC4B/EAAB5xNAAMv5fYwWggAIgAAIgIDTCZwysoG7d8vGWkZ6iLfuhy5mSo0phA9BwQUQsJBAg7IFLPT+n2tFpg8u/U8RzkAABEDAGAIIYBnDFbWCAAiAAAhYTgAC/IiAoQGsCxcu0OnTpy3HmSw63HINEAACIPB/AoEBAVSzVO7/v7D4pyIBLMuHgFncDXAPAiBgAgEEsEyADBcgYFsCEA4CIAAC9iBw0miZKkwjTBoVZnQzUT8IgICbBNIkiyJVgsqbNm1yU7Vh2a5xzWoMVWUhSCAAAs4lgACWwX2L6kEABEAABEAABAwnsNNoDypMI0wWHWF0M1E/CICAmwQypU7iZk7jsx08eNB4J4/28D7fjmVDAgG/JwAAxhJAAMtYvqgdBEAABEAABEDAeAKGDz/YscP6zbVkBFZwUKDxNOEBBEAgUQIFs6VNNI8ZGW7dukX79+83w1VCPiRw9UFCN724jiIgAAIgkCABBLASRIMbIAACIAACIAACNiHwh9E6t2/fbrSLROsPDAigfFlSJ5oPGfydANpvBoGyBbKa4SZRH0uWLKErV64kms/ADIe4bjE+IIEACICAsQQQwDKWL2oHARAAARAAARAwnoBEl67q5iaeik6dMnSd+Hg8xn+pVJ5M8d/AVRAAAdMIJIkKpwJZ05jm71GOPv/880fdNuOe/P41ww98gAAIgAAhgIU3AQiAAAiAgO4EUCEImEzgNvv7i82wpE4AK6NhbUTFIAAC7hEoVyALBQVa/zXq+vXrNHfuXPdEG5frJ+OqRs0gAAIgcD8B63/z3q8Hr0AABP5PAD9BAARAAAQ8I7DRs+ye5T59+rRnBQzKXTx3BgoMwMc3g/CiWhBwi0CFwtncymd0Jln7StbAMtpPIvXPSOQ+boMACICAbgQc/AlIN0aoCARAAARAAARAQH0Chgawzpw5Qzdv3rScQoDLRSlisBuh5R0BAX5NIEe6FEq0f9++fVbr+IUFHGFDAgEFCECCPxBAAMsfehltBAEQAAEQAAHnEzD0m9zt27dp3bp1SlBMmQQBLCU6AiL8kkBkWAhlTJ1EibavXbtWXx2e1zbT8yIoAQIgAALeE0AAy3t2KAkCIAACIAACIKAOgcNGS5Hdvoz24U79KZNEuZMNeSwgAJfOJ9CwXAEKCQpUoqHz58+3WoflETSrAcA/CICAuQQQwDKXN7yBAAiAAAiAAAgkTMCXO4YHsBYtWuSLPt3KZk+XTLe6UBEIgID7BAIDAqhd9eLuFzAw56FDh2jz5s0Geki06jucYxsbEgiAAAiYRgABLNNQwxEIgAAImEEAPkDAbwlc4pYb+m1uw4YNSqyDVTBbOm4qEgiAgNkEMqVOQqmSRprtNl5/CxcupNjY2HjvmXTxO/Zzng0JBEAABEwjgACWaajhyDYEIBQEQAAEQMCuBAzdDUu+LJ46dcpyNoVzpLVcAwSAgD8SyJ0xlTLNVmBE6EBlYEAICICA3xAwJIDlN/TQUBAAARAAARAAAZUITDdazLFjx4x2kWj9yaMjKFOqpInmQwYQAAF9CdQomVvfCn2obfv27T6U9rnoXq5BjA9IIEAEBiBgFgEEsMwiDT8gAAIgAAIgAAJGE9jJDi6wGZaOHDliWN2eVIxRWJ7QQl4Q8J1ATEQolS2YxfeK4q/Bo6vXrl2jvXstjR/94ZFgZAYBEAABnQgggKUTSFQDAiAAAiAAAiCgBAFDF3PfunWrEo0skiO9EjrUEQElIGAsgaolcimz++CUKVNIgljGtviRtc985F3cBAEQAAGDCCCAZRBYVAsCIAACIAACtiLgHLEHjWyKLORuZP3u1p09XXJ3syIfCICADgSqFsupQy2+VxEXF0fDhw/3vSLva7jIReexIYEACICA6QQQwDIdORyCAAg4lQDaBQIgoASBDUaqUCWAlSFVEiObibpBAATuIRAUGEB5M6e654p1p/v376f9bNYpoNlEdJkNCQRAAARMJ4AAlunI4fARBHALBEAABEAABHwlsNzXCh5V/uDBg3T8+PFHZTHlXqokkSRmijM4AQE/J1C7dB5KGhWuBAUFpjEbvlmGEqAhAgRAwAwCHvtAAMtjZCgAAiAAAiAAAiCgMIF1rO0am2Fp7dq1htXtScXNKhXyJDvyggAIeEFARl/1bFTWi5LGFJk7d64x1lbprQAAEABJREFUFbtf60b3syKn8QTgAQT8iwACWP7V32gtCIAACIAACDidgASvfjWykWvWrDGyerfrblapMMmXa7cLICMIgMDDBBK5kiN9CkqZJDKRXObcvnnzJs2ZM8ccZ/F7WcyXj7IhgQAIgIAlBBDAsgQ7nIIACIAACIAACBhIYJmBddPff/9tZPVu150kMowyKrAWltuCkREEbEigQuFsyqhetWoVnThxwko9fa10Dt8gAAIggAAW3gMgAAIgAAIgYC0BeNefgKELuR86dEh/xV7WKKNDvCyKYiAAAokQCAkKpGYV1ZmqO3Xq1EQUG3p7N9e+jQ0JBEAABCwjgACWZejhGARAQD8CqAkEQAAE7iOw775XOr+Qhdxv3bqlc63eVVe9RC7vCqIUCIBAogSql8xNqkwfFLHr1skSf3JmiRk6NduSFsEpCICA7QgggGW7LjNIMKoFARAAARAAAecQ2MNNiWUzJF25coVWrFhhSN2eVlq1eE6SqYSelkN+EACBxAnUK5M38Uwm5Th9+jRt22bpAKhJJjUVbkAABMwgYFMfCGDZtOMgGwRAAARAAARAIEECMjxqYoJ3dbjxxRdf6FCL71W4XC5qWK6A7xWhBhAAgfsIRIWHUoGsae+7ZuWLF198ke7cuWOVhO3seDkb0j0EcAoCIGA+AQSwzGcOjyAAAiAAAiAAAsYTeJ9dGPZtb/bs2XTjxg12YX2qWjyH9SKgAAQ8J6BsCRcrG9CqMkWEBvOZ9en8+fP01VdfWSlEIva3rRQA3yAAAiAgBBDAEgowEAABEAABEAABpxH4kxt0is2QJMGrAwcOGFK3+5X+P2e+LGkoWXT4/1/gJwiAgM8E0qeModqP5fG5Hr0q2Lx5M8XGGjYr2h2Zi9zJhDwgAAIgYDQBBLCMJoz6QQAEQAAE1CUAZU4nsNPIBm7fLrNqjPTgXt0BLheN6FzbvczIBQIgkCiBSkWyJ5rHzAxz5swx092DvmRTDEsX33pQEF6DAAj4LwEEsPy379FyENCFACoBARAAAYUJ/GGkthUrVhhZvUd1l8yTkTKnSepRGWQGARB4mEB4aDC1rlLs4RsWXbl8+bLV0wef56bLuoJ8QAIBEAABawkggGUtf/EOAwEQAAEQAAEQMIbAAmOq/X+t8+bN+/+JIj/L5s+qiBLIAAH7EmhRuTClSxGtTAOmT59OsgOhRYKOsN9ZbEggAAL6EUBNPhBAAMsHeCgKAiAAAiAAAiCgNIGfWd0ZNkPS7t27acuWLYbU7U2lbaoVo6BAfLTzhh3KgMBdAvUez3f3VInjtGnTrNSx0krnCfvGHRAAAX8lgE85/trzaDcIgAAIgAAIOJ/AdW7iD2yGpP+xdx9gUlTZAsfPEEVERSSI5CgSJIOCZBiCZIYgOYkSxYAIBhADKkEQFuUpQcJbQFlEBEUkyIcIguKyy6pkkSWIZCQIzDun37K67jDMdHd1VXX//e7Z6pmue++5v8L38HxVtxITE8XujnBk8CAGtbtGGlQsFkRPuiCAgAnUq1BUCt52i330RNjLIjZt2uRWLok68RQNGgIIIOAZAQpYnrkUJIIAAgjEnAALRiASAoucnGTVqlVODp/qsZtVuzPVfeiAAAIima/LIC/2augpismTJ8vRo0fdyskqZ2vdmpx5EUAAgaQEKGAlpcLvEPCNAIkigAACCFxDYNs1vg/pa3uE0O7ECmmQMHYuVSCXZM2SKYwjMhQCsSFgdy/aGz29stqTJ0/Kc88952Y6f3JzcuZGAAEEkhKggJWUCr9DAAEEEEAAgWgR2K0L2afhSLO7I+bOnevI2MEMel2GdPJ053ripf8QD2Yd9EEgkgI3Zb5OHrivSiSnvOZcX3zxhZw4ceKa5zl0gj0+6K3bSx1aKMPGoABL9rUABSxfXz6SRwABBBBAAIFrCFzS71/WcKz169dPLl2yaRybIlUD1yhTUPLlvDlVfTgZgVgW6NO0imS/ObOnCN5++20383lfJ9+rkWTjlwgggIBbAhSw3JJnXgQQQAABBBCIlMB0neiMhiPN7pL461//6sjYwQ5qm1EH25d+jgswgYcEMqZPJ/U99vKD7du3y6JFi9xS+kUn7qNBQwABBDwnQAHLc5eEhBBAAAEEEEAgeYFUf2v/QbY11b1S0WHZsmWpONv5UzvUKSv2WJTzMzEDAv4VSJc2jYzu3Uiy3uCtfeMmTZokFy5ccAt2g058WIOGAAIIeE6AApbnLgkJIYAAAhEQYAoEYk/gEyeXPH78eLl8+bKTU6RqbCteda5fPlV9OBmBWBMoVzS33FumoOeWvXTpUjdzmubm5MyNAAIIJCdAASs5Hb5DIBkBvkIAAQQQ8JWAPUboWIXpyJEjMmvWLE+B8Bihpy4HyXhMIEP6dPJY25oey0pkwYIFsmvXLrfy2qETL9CgIYAAAp4UcLOA5UkQkkIAAQQQQACBqBSwtxE6+latmTNnegouT/abpHm1kp7KiWQQ8IpA78aVpXDubF5JJ5DHqVOnpE+fPm7ezfm6JnJeg4aAEwKMiUDIAhSwQiZkAAQQQAABBBDwiYDdheVYquvXr5eLFy86Nn4wAz/duS57YQUDR5+oFsiUMb20q3OX59a4bt06OXbsWDJ5Of7VYsdnYAIEEEAgBAEKWCHg0RUBBBBAAAEEfCXwpZPZnjt3TgYNGuTkFEGNXbd8kaD6RWUnFhXzAjdkyihzh98v12sRy2sYL730kpspva2T79WgIYAAAp4VoIDl2UtDYggggAACCHhPwOcZ2f4u251cw5QpU+TAgQNOTpHqsbs3rCSZr8uQ6n50QCAaBRJqlpa8OW7y3NKWL18un332mVt5HdeJrfqeqEcaAggg4FkBClievTQkhgACUSrAshBAwD0B28T9SSenT0xMlDVr1jg5RarHvi1bFrm/brlU96MDAtEmULJATunX4h5PLmvs2LFu5mWVszNuJsDcCCCAQEoEKGClRIlzPCZAOggggAACCAQtsEh7/qThWBszZoxjYwc7cPNqd0pcXFyw3emHgO8F0qaJk2e71vfkOuytg2vXrnUzt9FuTs7cCCCAQPICv31LAes3Cz4hgAACCCCAQPQLXNIlbtFwrG3evFlWrFjh2PjBDJzrlizSr/ndQgkrGD36+F0gY/p0MrZvUyl02y2eW8qFCxekVatWcvbsWbdy+1AnXq9Bi2YB1oZAlAhQwIqSC8kyEEAAAQQQQCDFAktSfGaQJ06YMCHIns5169awouTNcbNzEzAyAh4VaFK1hFQvVSCk7JzqvH79evnmm2+cGj4l47r67GJKEuQcBBBA4IoABawrEhwRQAABBBBAIFYE5upCz2s41j7//HM5f97RKYLKvX2dskH1C0MnhkDAFYHqpQvI4ITqrsydkklHjRqVktOcOme7Dvy5Bg0BBBDwhQAFLF9cJpJEAAEEEEAAgTAKHNGx7LEZPTjTjh49Kk888YQzg4cwapsapaVModtCGIGuCPhHIGfWLPLk/XUkU4b0nkz6/fffl08//dSt3H7VidtpeK/SrknREEAAgaQEKGAlpcLvEEAgOgVYFQIIIPCbgN2F9dtPDnyyxwh//PFHB0YOfsg0aeJkYKtqwQ9ATwR8InDj9RnlvZGdJWfWGzyb8QsvvOBmbht18q81aAgggIBvBChg+eZSeSNRskAAAQQQQCBKBBzdyP2K0eLFi6989MyxVMFccm/pgp7Jh0QQCLdA+nRpZVSPeLkuQ7pwDx228WbPni1fffVV2MYLYqDxQfShCwIIxJiA15ZLActrV4R8EEAAAQQQQCASArt1kn9oONrGjRvn5tvFklxburRpZPQDjeTWmzIn+T2/RMDPAnFxcfJMl3pSzaObtpvtgQMHpFevXnLpkr0U1X4T8VinMy7UoDkvwAwIIBBGAQpYYcRkKAQQQAABBBDwjcBlzXSohqNt586dMnPmTEfnCGbwjOnTCRu6ByNHn8gLpHzGOD31hZ7x0qhycf3k3TZ9+nS3X/IwQnUSNWgIIICArwQoYPnqcpEsAggggAACCIRRYImOdVjD0Wb/seroBNca/Crf31+3rJQvevtVvuXXCPhPoF/Le6RBxWKeTnzbtm3y0ksvuZnjVp18rQYNAQQQ8J0ABSzfXTISRgABBBCItADzRa2A3YX1jdOrs31uLJyeJ7XjZ0iXVga1ri5xcXbfSmp7cz4C3hLo2/xu6RZf0VtJJZHN0KFD5fTp00l8E5FfndVZWmvw5kFFoCGAgP8E0vgvZTJGAAEfCpAyAggg4FWBD51O7OLFi9KgQQOxo9NzpXb8kgVySs/GlVLbjfMR8JTAkPa1pEcj7/853rhxoyxZYjd+usZnd15td212JkYAAQRCFKCAFSJg5LozEwIIIIAAAgg4IPC/OuavGo62n3/+WVatWuXoHMEO3ue+KlKyYK5gu9MPAdcE0qSJkyc71pa2tcq4lkNKJ96/f7/Ex8dLYqJrW0/ZjvHDUpov5yGAgNsCzJ+UAAWspFT4HQIIIIAAAgjEioDtgeX4XViGOWbMGLl82Z5atJ+8E3FxcfJom3slU8b03kmKTBC4hsB1GdLJc90aSOt7S1/jTG98/dprr8nx48fdTOZNnXyzRuw0VooAAlEnQAEr6i4pC0IAAQQQQACBVArMTOX5QZ2+fPlyWbp0aVB9ne5UpvBt8nDr6k5Pw/g+E/BqujdkyijvjewsDT3+tsErfp999plYAfvKzy4dx7s0L9MigAACYROggBU2SgZCAAEEEEAAAZ8KOHVXwn9xvPLKK//1O6/8oknVElKOtxJ65XKQx1UEityeTaYNaSM5s2a5yhne+/XgwYPdTuopTWCnBg0BBBDwtQAFLF9fPpJHAAEEol2A9SEQEYF9OktENqhav3692EbOOp/nmj2SNWlgc8md7UbP5UZCCNh+V1XvzCeTB7WUQrdl8wWIvbhh0KBB4vJbSG3T9hcUzLXNt3RuGgIIIBAWAQpYYWFkEAQ8LEBqCCCAAAIpEeiXkpNCPcf+g7Zu3bpy7ty5UIdypH/G9Olk6P21HRmbQREIRaBrgwoyaWALyXbj9aEME9G+a9askYkTJ0Z0ziQmey2J3/ErBBBAwJcCFLBScNk4BQEEEEAAAQSiXuAfusIdGo6306dPy8KFCx2fJ9gJ7imZXx5JuDfY7vRDIKwCdmfguL73Sd/m94R1XKcHO3z4sPTq1cvpaa41/qd6wlsaNAQQSIUAp3pXgAKWd68NmSGAAAIIIIBAZAXWRWq6ESNGyKlTpyI1XarnSahZRu4tUzDV/eiAQLgE4uJE7JHB95/vJjXKFBL7OVxjR2KcgQMHyp49eyIxVXJz2N5XF5I7waHvGBYBBBBwRIACliOsDIoAAggggAACPhSIyNsIzWX79u3i5Q3d06dLK+P7NpWieW61dImICzDhkPa1fPfI4JWrNn/+fJk3b96VH906ztWJv9CgIYAAAlEjQAEravlFtPIAABAASURBVC4lC0EAAQQQQACBfwsE9+Ez7fatRkTatGnT5MIFb98c8WqfJnL7rWzqHpE/EEwSEChZIKfMHtZe2tQoE/jZb//zxRdfSMeOHd1O2279cv35RbcRmB8BBKJPgAJW9F1TVoQAAgiERYBBEIhBgUu65qkaEWn//Oc/pXv37nLpkk0bkSlTPUme7DfJ6N6NxfYhSnVnOiCQCoEbMmWUXo0ry9uPtZE78uXw3SODttSDBw9Kz549xV7WYD+7GON17rMaNAQQQCCqBChgRdXlZDEeEyAdBBBAAAH/CSyPZMpz586VTZs2RXLKVM9VIn8OmTm0naRPy18bU41HhxQJlNCC1YoxveXBZlUlXbq0KerjxZOsIL1t2za3U7ON211/9aHbCMyPAALRKeDxv4lEJzqrQgABBBBAAAHPCnynmW3ViFgbNmyYJCYmRmy+YCYqnDubjOzWQNJRxAqGjz5XEch+c2YZ/UAjefvxNr7+s2X//j799NPyySefXGWlEf31YxGdjckQCKsAgyGQvAAFrOR9+BYBBBBAAAEEYkvgoi53gMZljYi0lStXypQpUyIyVyiTNKhUTJ7uXFfi4uJCGYa+CEjWLJmkS4MK8sEL3aVe+aKSIX06X6vYpu3PP/+8248DWxV8lIhsEf5BAAEEolSAAlaUXliWhQACCCCAAAJBC6zRnjs1ItZeeumliM0VykRNqpaQF3rGR3URKxQf+l5b4J5S+eUvz3WVga2q+fquqysrtUeAO3TocOVHN49WuHrGzQSYGwEEEHBagAKW08KMjwACCCCAQGwJRMtql0VyIT/++KO0bNlSLl+O2I1fQS+vQcViMrJbfV/vVRT04ukYtECjKsVl1rD2MrF/c7khU4agx/FSx2PHjklCQoIXHgG2O0cHe8mGXBBAAAEnBChgOaHKmAgggEBIAnRGAAEPCEzWHC5oRKwtWrRI7HHCiE0YwkSNq9whz3dvIOl9vOF2CMunawoF7O2V1UsXkHeebCejuseLbdaewq6eP+3QoUNSsWJF2bNnjxdytVs47c5RL+RCDggggIBjAhSwHKNlYFcFmBwBBBBAAIHQBL7X7os1Itp69+7t9j46KV5vvQpFZe5THSRTxvQp7sOJsSNQrkhuWTSqq7zWr5ncmT9nVC3cNm1v166d7Nq1ywvrOqNJvKJBQwABBKJe4KoFrKhfOQtEAAEEEEAAAQSSF3g7+a/D/63dzTFw4MDwD+zQiAVz3SJvP9ZGCuTK6tAMDOsngTRxcdKxXjmZO7yD/I/+ubj1psx+Sj/FubZp00bWrPHEDU8nNOmyGqc1aAiEJEBnBPwgQAHLD1eJHBFAAAEEEEDADYHPddKjGhFtM2fOlL///e8RnTOUyYrlzS5/eriVlCqYS7R+EcpQ9PWpQEEtZHaqV14+frWXDG5zr9ifCZ8uJdm0f/nlF+nVq5csXLgwqfPc+N0UnXSHBg0BBBCICQEKWDFxmVkkAggggAACCAQhcFL7DNKIaDtz5oxUqFBBjh8/HtF5Q5ksx82ZZcYTbaXZPSVDGIaufhPIfeuN8qdBLWXBiE7ycJvqkvWGTH5bQqryfe655+TttyN+Y+bVctygXzypQUMAAQRiRoACVsxcahaKAAIIIBD1AizQCYG5OuhujYi28+fPy1NPPRXROcMx2fCOdeSFng0lbVr+iilR+s8tWa6XbvEV5J2h7WThyC5SuUReiYV/Bg8eLK+++qpXlpqoifTUoCGAAAIxJcDfLmLqcrNYBBC4lgDfI4AAAn8QuKw/f6gR8TZ58mSZP39+xOcNZcI0aeIkvlIxeXdE58AjhaGMRV/vCGS5PmOgUDWyW31Z8lJ36d+ymtxZIKeki4FCpT02+Pjjj8uECRPk8mX7PweuX5fzmkE7Df88Z6zJ0hBAAIFwCFDACociY/xegM8IIIAAAghEm8BoXZDd8aCHyLZBgwaJvfEssrOGPlve7DcFHins2/zu0AdjBNcEMqZPJ4NaV5cVr/YOPCrYpGoJyZAurWv5uDHxsGHDZMyYMV769/Av6rBAg4YAAgh4QSCiOVDAiig3kyGAAAIIIICADwX2a86va0S8HTx4UCpXriynT/vzJWPdG1YMPGp2Z/4cEbdjwuAECufOFtiIfc7wDvLZhIekc/3yMftIaJcuXQJ3XgUn6UivLTpqPw1aVAmwGAQQSKkABayUSnEeAggggAACCMSywHS3Fr9p0yYZN26cW9OHNG9cXFzgUbNpQ9pK/5b3yK03ZQ5pPDqHX+C6DOmlZIGc0qVBBZkzrIPMe6ajdKxXTornzS5p08SFf0InRgzzmEePHpU2bdrIrFmzwjxySMNd0N59NI5q0BBAAIGYFKCAFZOXnUUjgAACCCCAQCoF7M6HdansE7bTn332WVm0aFHYxvvjQE7/bHsldYuvKB+93FPqlCvs9HSMnwKBm2/IJE90qCWrxj8gM4e2k4GtqknxfNlT0DO6Tzl79qzUqlVL3nvvPS8t1B5hbqEJbdSgIYAAAjErQAErZi89C0cAAQQQCKMAQ8WGQIIu84yGK23AgAFy7NgxV+YO56QvP9A4sD9Wg4rFJG0a/ioaTtvkxsp2Y2ZpXaO0jH3oPlk0qqt88mpvSahZRtKnja09rZIz2rdvn1SsWFG2bt2a3GlufPeWTrpMg4YAAgjEtECamF49i0cAAQ8JkAoCCCDgeYEDmuFqDVfajz/+KFWqVJEjR464Mn+4Jo2Liwu8ofDFXg3ljcEt5Z6S+bWIwl9Jw+V7ZRx7XLN80dsDe1i99VgbWTa6hzx5f22peVchyZP9JtHLcOVUjiqwZs0aKVGihGzbtk1/8lRbq9kM1KAhgAACMS/A3xai6Y8Aa0EAAQQQQAABpwVGOT1BcuNv375dBg8enNwpvvqunBZYJg5oLmtee0jqlC/iq9y9mGzG9GmlYeXiMmtY+8DjmlMfbR14i2DZIrklTYzuZ5WS6zR79uzAY4NnzpxJyemRPqeLTnhOg4YAAgj8p0AM/kQBKwYvOktGAAEEEEAAgaAFNmjP2RqutTlz5shTTz3l2vxOTJxBCy+vPNBYFj7XRR5JuFduy3ajE9NE1Zjp0qaRUgVzSq/GlWVC/2by3sjOsnr8g/J8j3gpkS9HVK3VqcXY2z179OghvXr1cmqKUMY9rp3La+zRoDkkwLAIIOAvAQpY/rpeZIsAAggggAAC7guMdzOFxMREGTt2rLz//vtin93MJdxz58txs9xft5zYHk3j+zWTOuWKSK5bsoR7Gt+NFxcXJzluvkHsTirbx+qVPo3l41d6yYwn2smDzapKtVIFJH/OrJI+XcT3s/Kd5ZWE9+7dK23btpXp06fL+fPnr/zaK8eLmohVqb/WIw0BBBBA4F8CFLD+BcEBAQQQQAABBBBIocBXet5KjTC04IY4d+6ctGjRQtatWxfcAB7vlTZNnNxbuoBYoWbJi93lzUdaS4VieSQuLs7jmYc3PdvD6tku9WTdxL6ydHQPsb2sbB8rK+zdlPm68E4WQ6Pt378/sFn7smWe3RfdHlWeHEOXhKUigAACKRKggJUiJk5CAAEEEPCsAIkh4I5AW53W9VcCJiQkyJdffqmpRHerUOx2LWK1Ctx19MYjreSBJlWkTKHbxB6ji4aVF8x1izS9+04Zdn9tmTK4ZeBxwLUTHxLbw6rpPXeKPWIZDet0ew0XL16UZ555RgoXLuzllyF8qE5jNWgIIIAAAn8QoID1BxB+RCAWBVgzAggggECqBX7WHvM0XG0HDx6Ujh07yqFDh1zNI1KT35Ilk1QslkceaFpFpg1JkBVjHpCxDzWVdrXvkkp35BUrBGXJlDFS6aR4Hruj7JYbr5cit98qlTXP++4uIQ+3ri6TB7WQNeMflAUjOsmzXetJqxqlpVLxvIHHATNlSJ/i8Tnx2gK7d++WJk2ayKhRo7z4yOCVBXyhH5ppeHI3ec2LhgACCLgqQAErPPyMggACCCCAAAKxJ/CYLvmUhqvN3kzo8TtKHPO5IVMGqXlXQXm8XU2Z8nDLQCFo1fg+Yo8dPtGhltSvUFRy33qjY/MnNbC97a943uzSvNqdMqR9TZn2eIJ8NqGvLH+ll/z56fvlT5rniK71pVP98lKlRD7JrGtIahx+Fz6BTz/9VAoVKiTLly8P36DhH+mgDhmvcVmDhgAC3hYgO5cEKGC5BM+0CCCAAAIIIOB7AbtLYogXVnHmzBlp3LixHD582AvpuJ6DbfyeULOMvNS7kSx+vpusn9Qv8PjhghGdZebQtmKPIdqb+15+oLHYnlIDWlULvM3P3ujXpUF56Vi3nLSpWVo61C0rXRpUCHzXv2W1wBsS7Xwb1/q/+UgrHa+dzH+moyx+oZusGtdHNkzuL3OGd5CnO9eTtrXukjKFb5OM6dO6bhKLCZw9e1a6dOkSuPPK4+s/q/nV0zipESONZSKAAAKpF0iT+i70QAABBBBAAAEEEPiXwHw9/qTherO9sFq2bCknT/LfwH+8GPZ2vmw3Xi8Fc2WVkgVyBR5DtDf31S1fROytfl21SGVv87MY2Kq6DE64V4Z2qC2PJtSQgVrcst93i68QeEOinW93dll/21i+ZIGcUih3Nsmd7UbJcn3GyG00/8dF8vO/BS5duiSLFy+WfPnyyaxZs7z8yKDlbI8j360f/q5BQwABBBBIRiBNMt/xFQIIIIAAAgggELUCYVrYUR2noUaihuvt888/l1KlSsnp06ddz4UEEHBLoEWLFtK8eXMvb9T+e5rO+sM3GjQEEEAAgWsIUMC6BhBfI4AAAghcVYAvEEDg/wW+0sMSDU+0ffv2SXx8vBw4cMAT+ZAEApEQSExMlBkzZkj+/PllyRLP/Ot4raW31xOWadAQQAABBFIgQAErBUicgoBzAoyMAAIIIBAlAkN0HSc0PNHsTqymTZvGzNsJPYFOEq4IXL58WbZs2SKNGjWS7t27yw8//OBKHqmc9Bc9v5eG628y1RxoCCCAgG8E/F/A8g01iSKAAAIIIIBAFAt8q2sbruGZtnnz5sAeQPv37/dMTiSCQDgF7K6rIUOGSLly5eTjjz8O59BOjzVCJ3hbg4YAAqkV4PyYFqCAFdOXn8UjgAACCCCAQBgF5uhY/9TwTLtw4YLUqlVLVq9e7ZmcSASBUAXOnz8vU6dOlSJFisjYsWNDHS7S/QfphGM0XGtMjAACCPhVgAKWX68ceSOAAAIIIICA1wSOa0KNNezxID14o+3YsUPatGkjy5cvF3vcyhtZ+ToLkndJwP78Llu2TGrWrCl9+vSRXbt2uZRJUNOe1V6Pa7yu4YmXPmgeNAQQQMBXAhSwfHW5SBYBBBBAAIFoEIjqNdjbxP7Xayv8+eefAxu7z5w502upkQ8CKRKwva0KFy4sjRs3lg0bNqSoj8dOskeM7c4rilceuzCkgwAC/hGggOWfa0WmCCCAwG8CfEIAAS8LPKrJ/U3Dc83uWhk0yJ4VlwBSAAAQAElEQVRg8lxqJIRAkgLfffedtG7dWkqUKCF79uxJ8hwf/LK35viaBg0BBBBAIAQBClgh4NHV3wJkjwACCCCAgEMC9jbCAQ6NHdKwv/76q0ycOFHq168ve/fuDWksOiPgpMCmTZsCbxW84447ZOHChfLLL784OZ1TY5/UgXtovKXBnVeKQEMAAQRCEQilgBXKvPRFAAEEEEAAAQSiWcB2TX/DqwtcsWKFlC5dWrZu3erVFMkrRgUOHTokVapUkUqVKsmMGTP8rHBZk2+tMV2DhkA0CLAGBFwXoIDl+iUgAQQQQAABBBCIUgG7C2uLV9d26tSpwGbY48aNk4sXL3o1TfKKAQHbnP2jjz6SJk2aiO1ztXHjRr+v2jZsr6WLWKHxu8ZHBBBAAIFQBChghaJHXwQQQAABBBBA4OoCVhXqp1/bI4V68F47duyYPProo9KpUyfZvXu39xL8Y0b8HFUCJ06cCDweWKtWLWnUqJEsXbpUzpw54/c1btcFlNZYq0FDAAEEEAijAAWsMGIyFAIIIIAAAl4XIL+IC3yuM/bX8HSbN2+elCtXjkcKPX2Voiu5adOmSdasWQMbtK9dGzW1nu/0KlXQ2KlBQwABBBAIswAFrDCDMhwCCES9AAtEAAEEUivwrnZYrOHpZnfDWBGrf//+cvr0aU/nSnL+FFi3bp20a9dOcufOLT179pTExKja13yZXpV7NU5p0BBAAAEEHBCggOUAKkNeS4DvEUAAAQQQiCmBc7raVhr/0PB0u3TpkkyePFnKli0ry5cvF3troacTJjnPCxw8eFDeffddqV27tlSvXl3mz58vBw4c8HzeqUjQHhX+k57fWOMnDRoCCCCAwH8IhO8HCljhs2QkBBBAAAEEEEDgagKX9IvuGr645WTnzp0SHx8vHTp0oIilF42WeoGTJ09K586d5bbbbpOEhARZvXp16gfxR49ummY/DRoCzgkwMgIIBAQoYAUY+B8EEEAAAQQQQMBxgQ06Qy8N37T33nsv8Fa4119/XS5cuOCbvEnUHYF9+/bJ8OHDpWrVqpItWzaZPXu2O4kkMasDv9qvY96jMVeDhgACCCAQAQEKWBFAZgoEEEAAAQQQQOBfAjP1OFXjsoYvmhUlBg4cKDVq1JAVK1ZE275FvrgGXk3S9rDau3dv4E2CrVu3lnz58smLL74oGzZskIsX7ck6r2Yecl72coaaOsp6DV/cVal50hBAAAHfC1DA8v0lZAEIIIAAAv4QIEsEAgL2KGEf/bRGw1fNihL169eXUqVKRdseRr66Dl5JduPGjVKvXj0pUKBA4E2CCxcu9EpqTudhC62lk/CmQUWgIYAAApEUoIAVSW3mQgCB0ATojQACCESPQEddylYN37Vt27ZJyZIlpXv37mJ3Z/luASQclMD58+dl5syZ0qxZM8mTJ0/gMcGVK1dKDP1zUtfaSaO1xq8aNAQQQACBCAtQwIowuNvTMT8CCCCAAAIIeELAXsPWTTM5reG7duzYMZkxY4bkz59fBgwYIFu3+rIW5zv3SCZsjwDu2LFD5s2bJ506dZKsWbNKt27d5IMPPpD9+/fH0qOk9ojgFrWvrjFHg4YAAgj4RiDaEqWAFW1XlPUggAACCCCAgF8EvtJEy2ic0/Blsz2QJk2aJGXKlAncmXP06FFfroOkfxP49ddf5eWXX5bbb79dihYtKu3bt5c5c+bI2bNnfzsptj69o8stp0GVVhFisLFkBBDwkAAFLA9dDFJBAAEEEEAAgZgT2K0r7qZhe2Ppwb/N7swpWLCgNGzYMFDw4K2F/riWJ06cCFwvu8vKCpGZM2eWoUOHyuHDh8O0AN8OY48M2uOCPXy7AhJHAAEEokyAAlaUXVCWgwACCCCAAAK+E5inGffTSLr56LcnT56Ujz/+OPDImRVD3njjDfnhhx9i6XEzz1+tn376SdatWyeTJ0+WRo0aSY4cOQLXy+6yskdB7Q4szy/C2QQv6/AfahTQWKhhP+uBhgACCCDgtgAFLLevAPMjgAACCDguwAQI+EDgTc3xRY2oad9995089NBDgX2yGjRoIJs2bYqatfltIfb4nxWoKlasKDlz5pTq1atL//795aOPPhLulPuvq9lVf3OfxjENGgIIIICAhwQoYHnoYpAKAh4WIDUEEEAAAecFhusUkzWirq1YsSLw1rpixYrJgw8+KBs3boy6NXplQXYH1YYNG2TkyJFy3333SYkSJeTmm28O3GW1efNm7oa7+oVaql8V15itQUMAAQQQ8KAABayIXRQmQgABBBBAAAEErikwQM+wu7H0EF3t0qVLsn37dnnzzTcDxSx7xHDUqFGyatUqOXToUHQtNkKrsTcF7t69W1auXCljx46Vpk2bBu6wqlq1qowYMUI+/PBD+fbbb7nLKvnr8ZN+PVjD7rr6Xo80BBBAIAwCDOGEAAUsJ1QZEwEEEEAAAQQQCE4gUbv11bC7QfQQnc3eXmj7LT3zzDNSp04dyZUrl9hjhmvXro3OBYdxVWZnhamEhAS57rrrpFChQlK3bl157LHHZMmSJXLsGE++pYJ7pZ6bU+M1Dft3Tw80zwiQCAIIIPAHAQpYfwDhRwQQQAABBBBAwGUB2zS6qeYwVSNm2ieffCI1a9aU7NmzS5UqVaRr164yY8YM2b9/f8wY/H6hdsfa119/HbhjrVu3blKjRo1AsSpjxoyBRwPfffddsXN+3+ePn/n5qgIH9JsWGg01KFwpAg0BBBDwgwAFLD9cJXJEAAEEEEAAATcE3JzTilgPaQJRuSeWrivJZncXHTlyJLBH1jvvvCPdu3eXPHnySMmSJWXAgAEyffp0Wb16tXz//fdy+vTpJMfw0y9tA3Ur0G3ZskWWL18eKFb16dNHKlWqFLi7qnz58oE9w2bOnCl2d5o9Lmh7XPlpjR7L9WfNZ4JGPo33NX7VoCGAAAII+ESAApZPLhRpIoAAAv4UIGsEEAhBwIpY/bX/Kxox3bZt2yaTJk2SHj16SO3ataV48eKSJUuWQGHrySefFNsk/tSpU543ssKbvQ1w0KBBUrZsWcmUKVOgQFeuXDmJj48PFKumTp0aeGOj7W/l+QX5K8HvNN1SGg9rXNSgIYAAAgj4TIACls8uGOnGoABLRgABBBCIdYEnFMA2mbaCln6kXRGwwtbo0aOlfv36gTft3XLLLVK0aNHAHUy2p1b79u3l4YcflpdffllmzZolH330kXz55Zeyc+dOOXr0qARzN5P1OX78uOzbt0/+9re/iW1Cv2DBApkyZYrYpvQPPvigtGrVSurVqyeVK1cOvAXQ9vjKkCFDoPDWqVMnmThxonzzzTdy+TKXVJz/5686hW3QfqceD2rQEEAAAQR8KhATBSyfXhvSRgABBBBAAAEErgjYJtM99YdzGrQkBKwYZBuY79ixI3AHk+2pNW/ePJkwYYIMHTpUunTpIo0aNQoUlYoUKSLZsmUTKyrZnlJZs2YVKzIVKFBAChcu/B9hjzDad7Y31/XXXx/oY+fny5dPSpcuHdiEvm3bttK3b1+xTentLYt/+ctf5NNPPw0Uy+wtgPaWRSt8JZE2v3JOYI8O/aTG3RofalAtVAQaArEgwBqjV4ACVvReW1aGAAIIIIAAAtElMEOXY3eRnNQjLUwCtg+V3VFlRaa9e/fKrl27/iNsjyr7zvbmOnv2bJhmZRiHBazgW0jnGK3xiwYtdQKcjQACCHhSgAKWJy8LSSGAAAIIIIAAAkkK7Nbf1tTYpkHzrACJuSBwXuccp1Fc4xGNRA0aAggggEAUCVDAiqKLyVIQQAABBBCIGgEWkpzAFv2yjsZqDR6LUgRaTAvY7v3vqkAZjUc1vtegeKUINAQQQCDaBChgRdsVZT0IIIDAvwQ4IIBAVAsc0tXV1piuQUMgVgU+0IXn10jQsMKVHmgIIIAAAtEqQAErWq8s6wqHAGMggAACCCDgdYE+mmAHjUsaNARiQcBeZDBBF1pOo6XGMQ0aAggggEAMCDhcwIoBQZaIAAIIIIAAAgi4J2CFqz/r9KU0vtGgIRCtAj/qwt7SuEPjYQ17lNb+/OtHGgIIeEOALBBwVoAClrO+jI4AAggggAACCERC4FudxO5ImaZHGgLRJvC4LiifRm+NvRrR21gZAggggMBVBShgXZWGLxBAAAEEEEAAAV8J2MbVD2nGrTV+0ojJxqKjRmCtrqSdRjaNMRr251sPNAQQQACBWBWggBWrV551I4AAAgggkLQAv/W3wAVNf6FGNY3lGjQE/CRwRJN9T6O+Ri2N+RpHNWgIIIAAAggIBSz+ECCAAAJhF2BABBBAwHWB7ZpBvEZPDStq6YGGgGcFTmlmQzTyaLTRWKFxWYOGAAIIIIDAvwUoYP2bgg+eEiAZBBBAAAEEEAiHgO2JVVoHekeDhoCXBOxtgnM0ISu05tXjqxrnNWgIIIAAArEmkML1UsBKIRSnIYAAAggggAACPhX4XvPurtFWw+7M0gMNAVcErEC1WWceoWFvE+ykR3vU9YQeaQggEIIAXRGIBQEKWLFwlVkjAggggAACCMS6gD2OtUARimtM0aAhEGmBqTrh7RoVNUZqeO1tgpoSDQEEEEDAywIUsLx8dcgNAQQQQAABBBAIr4C9yW2ADllJwzbI1kO4GuMg8B8CZ/SntzRsQ/aseuyj8bMGDQEEEEAAgaAEKGAFxUYnBBBAAAEEHBBgSAQiI3BJp9mk0U6jmcYXGvY7PdAQCFrA7vKzu6rsLYIddJSbNXpr2Ibsx/VIQwABBBBAICQBClgh8dEZAQS8JkA+CCCAAAKpEvhAz75bw/bH+kWPNASCEVisnapqFNCwtwj+WY8XNWgIIIAAAgiETYACVtgoo2YgFoIAAggggAACsSewUJecX6Orxm4NGgLJCdidVi/qCbU0smk01/hSg4YAAggg4C8BX2VLActXl4tkEUAAAQQQQAABxwSO6MjvaNjb4frrcYsGjxYqAk1s76p16jBGw+7YszuthuvnNRpHNWgIxLAAS0cAgUgJUMCKlDTzIIAAAggggAAC/hC4oGlO1iin0VLDihd6oMWYgBUvl+qaq2ncqlFd43EN2zNND2FsDIUAAggggEAKBChgpQCJUxBAAAEEEEAAAS8LOJib7ZGVV8evqTFL41cNWnQK2B5oy3RpAzSsaJVLj000PtegIYAAAggg4LoABSzXLwEJIIAAAgh4QIAUEEDg6gJn9avPNLpoFNZ4TWO7RqIGzZ8Cdu0Oa+r2WOAberQ77XLqsbHGJA0rWtkjpfqRhgACCCCAgDcEKGB54zqQBQJRIMASEEAAAQRiQGCfrnGwRjEN2wvpGz3S/CNgd9BN1XTLaljByh4LfEg/L9I4rUFDAAEEEEDAswIUsLx0acgFAQQQQAABBBDwj8AGTdUKIYX02FljhYbtm6QHmgcE7JHA1ZrHMxqNNGxz/sx67KPxVw0aAggggICbAsydagEKWKkmowMCvEzXlwAAAy1JREFUCCCAAAIIIIDA7wR26+fZGvU1ymg8p7FWg7fTKUKEmj3m+b3OtVzjRY06Gtk0amuM0vhI4zsNuwNLDzQEokOAVSCAQGwJUMCKrevNahFAAAEEEEAAAScFtungz2rU0LACSkM9btaghV/gnA65RMP2r7pJj8U14jWGa6zSsO/1kGzjSwQQQAABBHwjQAHLN5eKRBFAAAEEEEDAewJkdA2Bj/X7ihp5NOxuoMf1aMWVC3qkpUzANlzfq6f+r0Z/DXO0xzZv1M9NNWz/Ku6sUggaAggggEB0C1DAiu7ry+oQQAAB7wuQIQIIxILAfl2k7cc0Ro/2eFt2PbbWmKzxicYOjVi/Y+iyGtib/2x/Kiv8jdOf22jk1Sigcb+GeZmjPbZJ0UpBaAgggAACsSNAASt2rjUrjWIBloYAAggggIDPBE5qvgs17I6iBnosqmF3FDXWo+2n9bMeY6Ht1EX+j0ZbDXvk0gp7d+lne/TyUT2+p2HFPz3QEEAAAQQQiG0BClj/f/35XwQQQAABBBBAAAF3BeyOomWagr3R0Ao5t+rnkhp1NXpovKbxoca3GnauHjzd7C2Af9cM7RG/V/T4gEYTjSoa9gigvRGwiH623y/Q43ENGgIIIICA8wLM4FMBClg+vXCkjQACCCCAAAIIRLGA7ftkd2HZpvArdZ3TNQZr3KdRQiOjRkENu3vLCkAj9PObGnZXlz2SuF4/f6Nhxa49ejygYW9FPK1H23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;movable=0;resizable=0;rotatable=0;deletable=0;editable=0;locked=1;connectable=0;" value="" vertex="1"> + <mxGeometry height="36" width="33.17" x="65" y="191.5" as="geometry" /> + </mxCell> + </root> + </mxGraphModel> + </diagram> +</mxfile> diff --git a/sources/listing_schema.tex b/sources/listing_schema.tex new file mode 100644 index 0000000..f702784 --- /dev/null +++ b/sources/listing_schema.tex @@ -0,0 +1,17 @@ +\begin{lstlisting}[caption=The Redis and PostgreSQL schema (\texttt{schema.proto} file). All the large volume data packets that travel within the system follow this format (\ie \myCircled{1} through \myCircled{6}). The communication of small datapackets takes place using the \gls{http} protocol., label={lst:protobuf-schema}] +syntax = "proto3"; + +package proto; + +option java_package = "org.opendc.common"; +option java_outer_classname = "ProtobufMetrics"; + +message ProtoExport { + string timestamp = 1; + string host_id = 2; + int32 tasksactive = 3; + double cpuutilization = 4; + double energyusage = 5; + double uptime = 6; + double downtime = 7; +}\end{lstlisting} diff --git a/sources/listing_sinks.tex b/sources/listing_sinks.tex new file mode 100644 index 0000000..b97dba4 --- /dev/null +++ b/sources/listing_sinks.tex @@ -0,0 +1,34 @@ +\begin{minipage}[b]{0.48\textwidth} + \begin{lstlisting}[caption=Kafka PostgreSQL sink., label={lst:postgresql-sink}] +name=postgresql-sink +connector.class=io.confluent.connect.jdbc.JdbcSinkConnector +tasks.max=1 +# Crucial for Schema Registry +key.converter=org.apache.kafka.connect.storage.StringConverter +value.converter=io.confluent.connect.protobuf.ProtobufConverter +value.converter.schema.registry.url=http://localhost:8081 +topics=postgres_topic +connection.url=jdbc:postgresql://127.0.0.1:5432/opendc +connection.user=matt +connection.password=admin +auto.create=true +auto.evolve=true +insert.mode=insert +table.name.format=postgres_topic\end{lstlisting} +\end{minipage} +\hspace{0.3cm} +\begin{minipage}[b]{0.48\textwidth} + \begin{lstlisting}[caption=Kafka Redis sink., label={lst:redis-sink}] +name=kafka-connect-redis +topics=postgres_topic +tasks.max=1 +connector.class=com.redis.kafka.connect.RedisSinkConnector +key.converter=org.apache.kafka.connect.storage.StringConverter +value.converter=io.confluent.connect.protobuf.ProtobufConverter +value.converter.schema.registry.url=http://localhost:8081 +transforms=downtime +transforms.downtime.type=io.confluent.connect.transforms.Filter$Value +transforms.downtime.filter.condition=$[?(@.downtime == '0.0')] 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\renewcommand{\arraystretch}{1.4} + \resizebox{\columnwidth}{!}{ + \begin{tabular}{lrccccccccccc} + \toprule + & & \textbf{FR1} & \textbf{FR2} & \textbf{FR3} & \textbf{FR4} + & \textbf{FR5} & \textbf{FR6} & \textbf{FR7} & \textbf{NFR1} & \textbf{NFR2} & \textbf{NFR3} & \textbf{NFR4} \\ + \midrule + Interactive Dashboard (\myCircled{2a}) & & & \tick & & \tick & \tick & & \tick & \tick & \tick & \tick & \\ + Message Broker (\myCircled{2b}) & & \tick & \tick & \tick & \tick & \tick & \tick & & \tick & \tick & \tick & \\ + System Knobs (\myCircled{2c}) & & & \tick & & \tick & \tick & & & & & \tick & \tick \\ + + Database (\myCircled{3a}) & & & & \tick & \tick & \tick & \tick & & & \tick & & \\ + + API Server (\myCircled{3c}) & & & \tick & & \tick & \tick & & & & & \tick & \\ + + Cache (\myCircled{3b}) & & & & \tick & \tick & \tick & & & \tick & \tick & \tick & \\ + + Event-driven Simulation (\myCircled{4a}) & & \tick & \tick & & \tick & \tick & & & \tick & & \tick & \tick \\ + + Analytics Engine (\myCircled{4b}) & & \tick & \tick & & \tick & \tick & & & & & & \tick \\ + + Monitoring Service (\myCircled{4c}) & & \tick & \tick & & \tick & \tick & & & & & & \\ \bottomrule\end{tabular} + } + \caption[The mapping of features to requirements.]{Validation of the features against the set of functional and non-functional requirements.} + \label{tab:feature_validation} +\end{table} + diff --git a/sources/scheduling_opendc.drawio b/sources/scheduling_opendc.drawio new file mode 100644 index 0000000..7315bf0 --- /dev/null +++ b/sources/scheduling_opendc.drawio @@ -0,0 +1,178 @@ +<mxfile host="app.diagrams.net"> + <diagram name="Page-1" id="YapAtcvuIqkfIZ9k231J"> + <mxGraphModel dx="928" dy="636" grid="1" gridSize="10" guides="1" tooltips="1" connect="1" arrows="1" fold="1" page="1" pageScale="1" pageWidth="850" pageHeight="1100" math="0" shadow="0"> + <root> + <mxCell id="0" /> + <mxCell id="1" parent="0" /> + <mxCell id="VGuT0TTSbW-y8zasw-fU-2" parent="1" 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-1,4 +1,4 @@ -\begin{table}[h] +\begin{table}[t] \centering \renewcommand{\arraystretch}{1.4} \resizebox{\columnwidth}{!}{ @@ -21,6 +21,7 @@ \bottomrule \end{tabular} } - \caption{Comparison of selected datacenter simulators. \textbf{Models:} VC = VMs and containers; N = Network, S = Storage, E = Energy, CM = Cost Models, FS = FaaS, ML = Machine Learning, WF = Workflows, FD = Federation; \textbf{Phenomena:} F = Failures, PI = Performance interface; \textbf{Tools:} EXP = Experiment automation; \textbf{Support:} \ding{51} = Yes, \ding{55} = No; $\dagger$ = extension, not integrated; $\star$ = advanced, carefully calibrated feature. Author: Mastenbroek \etal~\cite{DBLP:conf/ccgrid/MastenbroekAJLB21}} + \caption[Comparison of selected datacenter simulators.]{Comparison of selected datacenter simulators. \textbf{Models:} VC = VMs and containers; N = Network, S = Storage, E = Energy, CM = Cost Models, FS = FaaS, ML = Machine Learning, WF = Workflows, FD = Federation; \textbf{Phenomena:} F = Failures, PI = Performance interface; \textbf{Tools:} EXP = Experiment automation; \textbf{Support:} \ding{51} = Yes, \ding{55} = No; $\dagger$ = extension, not integrated; $\star$ = advanced, carefully calibrated feature. Author: Mastenbroek \etal~\cite{DBLP:conf/ccgrid/MastenbroekAJLB21}} + \label{tab:datacenter_simulator_comparison} \end{table} diff --git a/sources/system_model.drawio b/sources/system_model.drawio index 4bec253..f19e08a 100644 --- a/sources/system_model.drawio +++ b/sources/system_model.drawio @@ -1,198 +1,136 @@ <mxfile host="app.diagrams.net"> <diagram name="Page-1" id="4vaG-RIfdLBy_e89xL95"> - <mxGraphModel dx="1092" dy="787" grid="1" gridSize="10" guides="1" tooltips="1" connect="1" arrows="1" fold="1" page="1" pageScale="1" pageWidth="850" pageHeight="1100" math="0" shadow="0"> + <mxGraphModel dx="78" dy="636" grid="1" gridSize="10" guides="1" tooltips="1" connect="1" arrows="1" fold="1" page="1" pageScale="1" pageWidth="850" pageHeight="1100" math="0" shadow="0"> <root> <mxCell id="0" /> <mxCell id="1" parent="0" /> - <mxCell id="cMvQtLEFQMOsubKh-a-z-65" parent="1" style="rounded=0;whiteSpace=wrap;html=1;fillColor=none;dashed=1;" value="" vertex="1"> - <mxGeometry height="260" 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'output.nonnull - if$ -} - -FUNCTION {output.check} -{ 't := - duplicate$ empty$ - { pop$ "empty " t * " in " * cite$ * warning$ } - 'output.nonnull - if$ -} - -FUNCTION {output.bibitem} -{ newline$ - "\bibitem{" write$ - cite$ write$ - "}" write$ - newline$ - "" - before.all 'output.state := -} - -FUNCTION {fin.entry} -{ add.period$ - write$ - newline$ -} - -FUNCTION {new.block} -{ output.state before.all = - 'skip$ - { after.block 'output.state := } - if$ -} - -FUNCTION {new.sentence} -{ output.state after.block = - 'skip$ - { output.state before.all = - 'skip$ - { after.sentence 'output.state := } - if$ - } - if$ -} - -FUNCTION {not} -{ { #0 } - { #1 } - if$ -} - -FUNCTION {and} -{ 'skip$ - { pop$ #0 } - if$ -} - -FUNCTION {or} -{ { pop$ #1 } - 'skip$ - if$ -} - -FUNCTION {new.block.checka} -{ empty$ - 'skip$ - 'new.block - if$ -} - -FUNCTION {new.block.checkb} -{ empty$ - swap$ empty$ - and - 'skip$ - 'new.block - if$ -} - -FUNCTION {new.sentence.checka} -{ empty$ - 'skip$ - 'new.sentence - if$ -} - -FUNCTION {new.sentence.checkb} -{ empty$ - swap$ empty$ - and - 'skip$ - 'new.sentence - if$ -} - -FUNCTION {field.or.null} -{ duplicate$ empty$ - { pop$ "" } - 'skip$ - if$ -} - -FUNCTION {emphasize} -{ duplicate$ empty$ - { pop$ "" } - { "{\em " swap$ * "}" * } - if$ -} - -FUNCTION {scapify} -{ duplicate$ empty$ - { pop$ "" } - { "{\sc " swap$ * "}" * } - if$ -} - -FUNCTION {boldify} -{ duplicate$ empty$ - { pop$ "" } - { "{\bf " swap$ * "}" * } - if$ -} - -% -------------------------------------------------------------- -% -------------------------------------------------------------- - -INTEGERS { nameptr namesleft numnames } - -FUNCTION {format.names} -{ 's := - #1 'nameptr := - s num.names$ 'numnames := - numnames 'namesleft := - { namesleft #0 > } - { s nameptr "{ff~}{vv~}{ll}{, jj}" format.name$ 't := - nameptr #1 > - { namesleft #1 > - { ", " * t * } - { numnames #2 > - { "," * } - 'skip$ - if$ - t "others" = - { " et~al." * } - { " and " * t * } - if$ - } - if$ - } - 't - if$ - nameptr #1 + 'nameptr := - namesleft #1 - 'namesleft := - } - while$ -} - -FUNCTION {format.authors} -{ author empty$ - { "" } - { author format.names scapify } - if$ -} - -FUNCTION {format.editors} -{ editor empty$ - { "" } - { editor format.names scapify - editor num.names$ #1 > - { ", editors" * } - { ", editor" * } - if$ - } - if$ -} - -% this changes the case; very bad for abbreviations like DNA, RNA -%FUNCTION {format.title} -%{ title empty$ -% { "" } -% { title "t" change.case$ } -% if$ -%} - -FUNCTION {format.title} -{ title boldify -} - - -FUNCTION {n.dashify} -{ 't := - "" - { t empty$ not } - { t #1 #1 substring$ "-" = - { t #1 #2 substring$ "--" = not - { "--" * - t #2 global.max$ substring$ 't := - } - { { t #1 #1 substring$ "-" = } - { "-" * - t #2 global.max$ substring$ 't := - } - while$ - } - if$ - } - { t #1 #1 substring$ * - t #2 global.max$ substring$ 't := - } - if$ - } - while$ -} - -FUNCTION {format.date} -{ year empty$ - { month empty$ - { "" } - { "there's a month but no year in " cite$ * warning$ - month - } - if$ - } - { month empty$ - 'year - { month " " * year * } - if$ - } - if$ -} - -FUNCTION {format.btitle} -{ title emphasize -} - -FUNCTION {tie.or.space.connect} -{ duplicate$ text.length$ #3 < - { "~" } - { " " } - if$ - swap$ * * -} - -FUNCTION {either.or.check} -{ empty$ - 'pop$ - { "can't use both " swap$ * " fields in " * cite$ * warning$ } - if$ -} - -FUNCTION {format.bvolume} -{ volume empty$ - { "" } - { "" volume boldify tie.or.space.connect - series empty$ - 'skip$ - { " of " * series emphasize * } - if$ - "volume and number" number either.or.check - } - if$ -} - -FUNCTION {format.number.series} -{ volume empty$ - { number empty$ - { series field.or.null } - { output.state mid.sentence = - { "number" } - { "Number" } - if$ - number tie.or.space.connect - series empty$ - { "there's a number but no series in " cite$ * warning$ } - { " in " * series * } - if$ - } - if$ - } - { "" } - if$ -} - -FUNCTION {format.edition} -{ edition empty$ - { "" } - { output.state mid.sentence = - { edition "l" change.case$ " edition" * } - { edition "t" change.case$ " edition" * } - if$ - } - if$ -} - -INTEGERS { multiresult } - -FUNCTION {multi.page.check} -{ 't := - #0 'multiresult := - { multiresult not - t empty$ not - and - } - { t #1 #1 substring$ - duplicate$ "-" = - swap$ duplicate$ "," = - swap$ "+" = - or or - { #1 'multiresult := } - { t #2 global.max$ substring$ 't := } - if$ - } - while$ - multiresult -} - -FUNCTION {format.pages} -{ pages empty$ - { "" } - { pages multi.page.check - { "pages" pages n.dashify tie.or.space.connect } - { "page" pages tie.or.space.connect } - if$ - } - if$ -} - -FUNCTION {format.vol.num.pages} -{ volume field.or.null boldify - number empty$ - 'skip$ - { "(" number * ")" * * - volume empty$ - { "there's a number but no volume in " cite$ * warning$ } - 'skip$ - if$ - } - if$ - pages empty$ - 'skip$ - { duplicate$ empty$ - { pop$ format.pages } - { ":" * pages n.dashify * } - if$ - } - if$ -} - -FUNCTION {format.chapter.pages} -{ chapter empty$ - 'format.pages - { type empty$ - { "chapter" } - { type "l" change.case$ } - if$ - chapter tie.or.space.connect - pages empty$ - 'skip$ - { ", " * format.pages * } - if$ - } - if$ -} - -FUNCTION {format.in.ed.booktitle} -{ booktitle empty$ - { "" } - { editor empty$ - { "In " booktitle emphasize * } - { "In " format.editors * ", " * booktitle emphasize * } - if$ - } - if$ -} - -FUNCTION {empty.misc.check} -{ author empty$ title empty$ howpublished empty$ - month empty$ year empty$ note empty$ - and and and and and - key empty$ not and - { "all relevant fields are empty in " cite$ * warning$ } - 'skip$ - if$ -} - -FUNCTION {format.thesis.type} -{ type empty$ - 'skip$ - { pop$ - type "t" change.case$ - } - if$ -} - -FUNCTION {format.tr.number} -{ type empty$ - { "Technical Report" } - 'type - if$ - number empty$ - { "t" change.case$ } - { number tie.or.space.connect } - if$ -} - -FUNCTION {format.article.crossref} -{ key empty$ - { journal empty$ - { "need key or journal for " cite$ * " to crossref " * crossref * - warning$ - "" - } - { "In {\em " journal * "\/}" * } - if$ - } - { "In " key * } - if$ - " \cite{" * crossref * "}" * -} - -FUNCTION {format.crossref.editor} -{ editor #1 "{vv~}{ll}" format.name$ - editor num.names$ duplicate$ - #2 > - { pop$ " et~al." * } - { #2 < - 'skip$ - { editor #2 "{ff }{vv }{ll}{ jj}" format.name$ "others" = - { " et~al." * } - { " and " * editor #2 "{vv~}{ll}" format.name$ * } - if$ - } - if$ - } - if$ -} - -FUNCTION {format.book.crossref} -{ volume empty$ - { "empty volume in " cite$ * "'s crossref of " * crossref * warning$ - "In " - } - { "Volume" volume tie.or.space.connect - " of " * - } - if$ - editor empty$ - editor field.or.null author field.or.null = - or - { key empty$ - { series empty$ - { "need editor, key, or series for " cite$ * " to crossref " * - crossref * warning$ - "" * - } - { "{\em " * series * "\/}" * } - if$ - } - { key * } - if$ - } - { format.crossref.editor * } - if$ - " \cite{" * crossref * "}" * -} - -FUNCTION {format.incoll.inproc.crossref} -{ editor empty$ - editor field.or.null author field.or.null = - or - { key empty$ - { booktitle empty$ - { "need editor, key, or booktitle for " cite$ * " to crossref " * - crossref * warning$ - "" - } - { "In {\em " booktitle * "\/}" * } - if$ - } - { "In " key * } - if$ - } - { "In " format.crossref.editor * } - if$ - " \cite{" * crossref * "}" * -} - -% -------------------------------------------------------------- -% -------------------------------------------------------------- - -FUNCTION {article} -{ output.bibitem - format.authors "author" output.check - new.block - format.title "title" output.check - new.block - crossref missing$ - { journal emphasize "journal" output.check - format.vol.num.pages output - format.date "year" output.check - } - { format.article.crossref output.nonnull - format.pages output - } - if$ - new.block - note output - fin.entry -} - -FUNCTION {book} -{ output.bibitem - author empty$ - { format.editors "author and editor" output.check } - { format.authors output.nonnull - crossref missing$ - { "author and editor" editor either.or.check } - 'skip$ - if$ - } - if$ - new.block - format.btitle "title" output.check - crossref missing$ - { format.bvolume output - new.block - format.number.series output - new.sentence - publisher "publisher" output.check - address output - } - { new.block - format.book.crossref output.nonnull - } - if$ - format.edition output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {booklet} -{ output.bibitem - format.authors output - new.block - format.title "title" output.check - howpublished address new.block.checkb - howpublished output - address output - format.date output - new.block - note output - fin.entry -} - -FUNCTION {inbook} -{ output.bibitem - author empty$ - { format.editors "author and editor" output.check } - { format.authors output.nonnull - crossref missing$ - { "author and editor" editor either.or.check } - 'skip$ - if$ - } - if$ - new.block - format.btitle "title" output.check - crossref missing$ - { format.bvolume output - format.chapter.pages "chapter and pages" output.check - new.block - format.number.series output - new.sentence - publisher "publisher" output.check - address output - } - { format.chapter.pages "chapter and pages" output.check - new.block - format.book.crossref output.nonnull - } - if$ - format.edition output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {incollection} -{ output.bibitem - format.authors "author" output.check - new.block - format.title "title" output.check - new.block - crossref missing$ - { format.in.ed.booktitle "booktitle" output.check - format.bvolume output - format.number.series output - format.chapter.pages output - new.sentence - publisher "publisher" output.check - address output - format.edition output - format.date "year" output.check - } - { format.incoll.inproc.crossref output.nonnull - format.chapter.pages output - } - if$ - new.block - note output - fin.entry -} - -FUNCTION {inproceedings} -{ output.bibitem - format.authors "author" output.check - new.block - format.title "title" output.check - new.block - crossref missing$ - { format.in.ed.booktitle "booktitle" output.check - format.bvolume output - format.number.series output - format.pages output - address empty$ - { organization publisher new.sentence.checkb - organization output - publisher output - format.date "year" output.check - } - { address output.nonnull - format.date "year" output.check - new.sentence - organization output - publisher output - } - if$ - } - { format.incoll.inproc.crossref output.nonnull - format.pages output - } - if$ - new.block - note output - fin.entry -} - -FUNCTION {conference} { inproceedings } - -FUNCTION {manual} -{ output.bibitem - author empty$ - { organization empty$ - 'skip$ - { organization output.nonnull - address output - } - if$ - } - { format.authors output.nonnull } - if$ - new.block - format.btitle "title" output.check - author empty$ - { organization empty$ - { address new.block.checka - address output - } - 'skip$ - if$ - } - { organization address new.block.checkb - organization output - address output - } - if$ - format.edition output - format.date output - new.block - note output - fin.entry -} - -FUNCTION {mastersthesis} -{ output.bibitem - format.authors "author" output.check - new.block - format.btitle "title" output.check - new.block - "Master's thesis" format.thesis.type output.nonnull - school "school" output.check - address output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {misc} -{ output.bibitem - format.authors output - title howpublished new.block.checkb - format.title output - howpublished new.block.checka - howpublished output - format.date output - new.block - note output - fin.entry - empty.misc.check -} - -FUNCTION {phdthesis} -{ output.bibitem - format.authors "author" output.check - new.block - format.btitle "title" output.check - new.block - "PhD thesis" format.thesis.type output.nonnull - school "school" output.check - address output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {dphilthesis} -{ output.bibitem - format.authors "author" output.check - new.block - format.btitle "title" output.check - new.block - "DPhil thesis" format.thesis.type output.nonnull - school "school" output.check - address output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {proceedings} -{ output.bibitem - editor empty$ - { organization output } - { format.editors output.nonnull } - if$ - new.block - format.btitle "title" output.check - format.bvolume output - format.number.series output - address empty$ - { editor empty$ - { publisher new.sentence.checka } - { organization publisher new.sentence.checkb - organization output - } - if$ - publisher output - format.date "year" output.check - } - { address output.nonnull - format.date "year" output.check - new.sentence - editor empty$ - 'skip$ - { organization output } - if$ - publisher output - } - if$ - new.block - note output - fin.entry -} - -FUNCTION {techreport} -{ output.bibitem - format.authors "author" output.check - new.block - format.title "title" output.check - new.block - format.tr.number output.nonnull - institution "institution" output.check - address output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {unpublished} -{ output.bibitem - format.authors "author" output.check - new.block - format.title "title" output.check - new.block - note "note" output.check - format.date output - fin.entry -} - -% -------------------------------------------------------------- -% -------------------------------------------------------------- - -FUNCTION {default.type} { misc } - -MACRO {jan} {"January"} - -MACRO {feb} {"February"} - -MACRO {mar} {"March"} - -MACRO {apr} {"April"} - -MACRO {may} {"May"} - -MACRO {jun} {"June"} - -MACRO {jul} {"July"} - -MACRO {aug} {"August"} - -MACRO {sep} {"September"} - -MACRO {oct} {"October"} - -MACRO {nov} {"November"} - -MACRO {dec} {"December"} - -MACRO {acmcs} {"ACM Computing Surveys"} - -MACRO {acta} {"Acta Informatica"} - -MACRO {cacm} {"Communications of the ACM"} - -MACRO {ibmjrd} {"IBM Journal of Research and Development"} - -MACRO {ibmsj} {"IBM Systems Journal"} - -MACRO {ieeese} {"IEEE Transactions on Software Engineering"} - -MACRO {ieeetc} {"IEEE Transactions on Computers"} - -MACRO {ieeetcad} - {"IEEE Transactions on Computer-Aided Design of Integrated Circuits"} - -MACRO {ipl} {"Information Processing Letters"} - -MACRO {jacm} {"Journal of the ACM"} - -MACRO {jcss} {"Journal of Computer and System Sciences"} - -MACRO {scp} {"Science of Computer Programming"} - -MACRO {sicomp} {"SIAM Journal on Computing"} - -MACRO {tocs} {"ACM Transactions on Computer Systems"} - -MACRO {tods} {"ACM Transactions on Database Systems"} - -MACRO {tog} {"ACM Transactions on Graphics"} - -MACRO {toms} {"ACM Transactions on Mathematical Software"} - -MACRO {toois} {"ACM Transactions on Office Information Systems"} - -MACRO {toplas} {"ACM Transactions on Programming Languages and Systems"} - -MACRO {tcs} {"Theoretical Computer Science"} - -READ - -FUNCTION {sortify} -{ purify$ - "l" change.case$ -} - -INTEGERS { len } - -FUNCTION {chop.word} -{ 's := - 'len := - s #1 len substring$ = - { s len #1 + global.max$ substring$ } - 's - if$ -} - -FUNCTION {sort.format.names} -{ 's := - #1 'nameptr := - "" - s num.names$ 'numnames := - numnames 'namesleft := - { namesleft #0 > } - { nameptr #1 > - { " " * } - 'skip$ - if$ - s nameptr "{vv{ } }{ll{ }}{ ff{ }}{ jj{ }}" format.name$ 't := - nameptr numnames = t "others" = and - { "et al" * } - { t sortify * } - if$ - nameptr #1 + 'nameptr := - namesleft #1 - 'namesleft := - } - while$ -} - -FUNCTION {sort.format.title} -{ 't := - "A " #2 - "An " #3 - "The " #4 t chop.word - chop.word - chop.word - sortify - #1 global.max$ substring$ -} - -FUNCTION {author.sort} -{ author empty$ - { key empty$ - { "to sort, need author or key in " cite$ * warning$ - "" - } - { key sortify } - if$ - } - { author sort.format.names } - if$ -} - -FUNCTION {author.editor.sort} -{ author empty$ - { editor empty$ - { key empty$ - { "to sort, need author, editor, or key in " cite$ * warning$ - "" - } - { key sortify } - if$ - } - { editor sort.format.names } - if$ - } - { author sort.format.names } - if$ -} - -FUNCTION {author.organization.sort} -{ author empty$ - { organization empty$ - { key empty$ - { "to sort, need author, organization, or key in " cite$ * warning$ - "" - } - { key sortify } - if$ - } - { "The " #4 organization chop.word sortify } - if$ - } - { author sort.format.names } - if$ -} - -FUNCTION {editor.organization.sort} -{ editor empty$ - { organization empty$ - { key empty$ - { "to sort, need editor, organization, or key in " cite$ * warning$ - "" - } - { key sortify } - if$ - } - { "The " #4 organization chop.word sortify } - if$ - } - { editor sort.format.names } - if$ -} - -FUNCTION {presort} -{ type$ "book" = - type$ "inbook" = - or - 'author.editor.sort - { type$ "proceedings" = - 'editor.organization.sort - { type$ "manual" = - 'author.organization.sort - 'author.sort - if$ - } - if$ - } - if$ - " " - * - year field.or.null sortify - * - " " - * - title field.or.null - sort.format.title - * - #1 entry.max$ substring$ - 'sort.key$ := -} - -ITERATE {presort} - -SORT - -STRINGS { longest.label } - -INTEGERS { number.label longest.label.width } - -FUNCTION {initialize.longest.label} -{ "" 'longest.label := - #1 'number.label := - #0 'longest.label.width := -} - -FUNCTION {longest.label.pass} -{ number.label int.to.str$ 'label := - number.label #1 + 'number.label := - label width$ longest.label.width > - { label 'longest.label := - label width$ 'longest.label.width := - } - 'skip$ - if$ -} - -EXECUTE {initialize.longest.label} - -ITERATE {longest.label.pass} - -FUNCTION {begin.bib} -{ preamble$ empty$ - 'skip$ - { preamble$ write$ newline$ } - if$ - "\begin{thebibliography}{" longest.label * "}" * write$ newline$ -} - -EXECUTE {begin.bib} - -EXECUTE {init.state.consts} - -ITERATE {call.type$} - -FUNCTION {end.bib} -{ newline$ - "\end{thebibliography}" write$ newline$ -} - -EXECUTE {end.bib} diff --git a/style/class/CUEDthesisPSnPDF.texshop b/style/class/CUEDthesisPSnPDF.texshop deleted file mode 100644 index 9d1eb9f..0000000 --- a/style/class/CUEDthesisPSnPDF.texshop +++ /dev/null @@ -1 +0,0 @@ -../../thesis.tex
\ No newline at end of file diff --git a/style/class/PhDbiblio-bold.bst b/style/class/PhDbiblio-bold.bst deleted file mode 100644 index 17569e7..0000000 --- a/style/class/PhDbiblio-bold.bst +++ /dev/null @@ -1,1141 +0,0 @@ -% BibTeX standard bibliography style `plain' - % version 0.99a for BibTeX versions 0.99a or later, LaTeX version 2.09. - % Copyright (C) 1985, all rights reserved. - % Copying of this file is authorized only if either - % (1) you make absolutely no changes to your copy, including name, or - % (2) if you do make changes, you name it something other than - % btxbst.doc, plain.bst, unsrt.bst, alpha.bst, and abbrv.bst. - % This restriction helps ensure that all standard styles are identical. - % The file btxbst.doc has the documentation for this style. - -ENTRY - { address - author - booktitle - chapter - edition - editor - howpublished - institution - journal - key - month - note - number - organization - pages - publisher - school - series - title - type - volume - year - } - {} - { label } - -INTEGERS { output.state before.all mid.sentence after.sentence after.block } - -FUNCTION {init.state.consts} -{ #0 'before.all := - #1 'mid.sentence := - #2 'after.sentence := - #3 'after.block := -} - -STRINGS { s t } - -FUNCTION {output.nonnull} -{ 's := - output.state mid.sentence = - { ", " * write$ } - { output.state after.block = - { add.period$ write$ - newline$ - "\newblock " write$ - } - { output.state before.all = - 'write$ - { add.period$ " " * write$ } - if$ - } - if$ - mid.sentence 'output.state := - } - if$ - s -} - -FUNCTION {output} -{ duplicate$ empty$ - 'pop$ - 'output.nonnull - if$ -} - -FUNCTION {output.check} -{ 't := - duplicate$ empty$ - { pop$ "empty " t * " in " * cite$ * warning$ } - 'output.nonnull - if$ -} - -FUNCTION {output.bibitem} -{ newline$ - "\bibitem{" write$ - cite$ write$ - "}" write$ - newline$ - "" - before.all 'output.state := -} - -FUNCTION {fin.entry} -{ add.period$ - write$ - newline$ -} - -FUNCTION {new.block} -{ output.state before.all = - 'skip$ - { after.block 'output.state := } - if$ -} - -FUNCTION {new.sentence} -{ output.state after.block = - 'skip$ - { output.state before.all = - 'skip$ - { after.sentence 'output.state := } - if$ - } - if$ -} - -FUNCTION {not} -{ { #0 } - { #1 } - if$ -} - -FUNCTION {and} -{ 'skip$ - { pop$ #0 } - if$ -} - -FUNCTION {or} -{ { pop$ #1 } - 'skip$ - if$ -} - -FUNCTION {new.block.checka} -{ empty$ - 'skip$ - 'new.block - if$ -} - -FUNCTION {new.block.checkb} -{ empty$ - swap$ empty$ - and - 'skip$ - 'new.block - if$ -} - -FUNCTION {new.sentence.checka} -{ empty$ - 'skip$ - 'new.sentence - if$ -} - -FUNCTION {new.sentence.checkb} -{ empty$ - swap$ empty$ - and - 'skip$ - 'new.sentence - if$ -} - -FUNCTION {field.or.null} -{ duplicate$ empty$ - { pop$ "" } - 'skip$ - if$ -} - -FUNCTION {emphasize} -{ duplicate$ empty$ - { pop$ "" } - { "{\em " swap$ * "}" * } - if$ -} - -FUNCTION {scapify} -{ duplicate$ empty$ - { pop$ "" } - { "{\sc " swap$ * "}" * } - if$ -} - -FUNCTION {boldify} -{ duplicate$ empty$ - { pop$ "" } - { "{\bf " swap$ * "}" * } - if$ -} - -% -------------------------------------------------------------- -% -------------------------------------------------------------- - -INTEGERS { nameptr namesleft numnames } - -FUNCTION {format.names} -{ 's := - #1 'nameptr := - s num.names$ 'numnames := - numnames 'namesleft := - { namesleft #0 > } - { s nameptr "{ff~}{vv~}{ll}{, jj}" format.name$ 't := - nameptr #1 > - { namesleft #1 > - { ", " * t * } - { numnames #2 > - { "," * } - 'skip$ - if$ - t "others" = - { " et~al." * } - { " and " * t * } - if$ - } - if$ - } - 't - if$ - nameptr #1 + 'nameptr := - namesleft #1 - 'namesleft := - } - while$ -} - -FUNCTION {format.authors} -{ author empty$ - { "" } - { author format.names scapify } - if$ -} - -FUNCTION {format.editors} -{ editor empty$ - { "" } - { editor format.names scapify - editor num.names$ #1 > - { ", editors" * } - { ", editor" * } - if$ - } - if$ -} - -% this changes the case; very bad for abbreviations like DNA, RNA -%FUNCTION {format.title} -%{ title empty$ -% { "" } -% { title "t" change.case$ } -% if$ -%} - -FUNCTION {format.title} -{ title boldify -} - - -FUNCTION {n.dashify} -{ 't := - "" - { t empty$ not } - { t #1 #1 substring$ "-" = - { t #1 #2 substring$ "--" = not - { "--" * - t #2 global.max$ substring$ 't := - } - { { t #1 #1 substring$ "-" = } - { "-" * - t #2 global.max$ substring$ 't := - } - while$ - } - if$ - } - { t #1 #1 substring$ * - t #2 global.max$ substring$ 't := - } - if$ - } - while$ -} - -FUNCTION {format.date} -{ year empty$ - { month empty$ - { "" } - { "there's a month but no year in " cite$ * warning$ - month - } - if$ - } - { month empty$ - 'year - { month " " * year * } - if$ - } - if$ -} - -FUNCTION {format.btitle} -{ title emphasize -} - -FUNCTION {tie.or.space.connect} -{ duplicate$ text.length$ #3 < - { "~" } - { " " } - if$ - swap$ * * -} - -FUNCTION {either.or.check} -{ empty$ - 'pop$ - { "can't use both " swap$ * " fields in " * cite$ * warning$ } - if$ -} - -FUNCTION {format.bvolume} -{ volume empty$ - { "" } - { "" volume boldify tie.or.space.connect - series empty$ - 'skip$ - { " of " * series emphasize * } - if$ - "volume and number" number either.or.check - } - if$ -} - -FUNCTION {format.number.series} -{ volume empty$ - { number empty$ - { series field.or.null } - { output.state mid.sentence = - { "number" } - { "Number" } - if$ - number tie.or.space.connect - series empty$ - { "there's a number but no series in " cite$ * warning$ } - { " in " * series * } - if$ - } - if$ - } - { "" } - if$ -} - -FUNCTION {format.edition} -{ edition empty$ - { "" } - { output.state mid.sentence = - { edition "l" change.case$ " edition" * } - { edition "t" change.case$ " edition" * } - if$ - } - if$ -} - -INTEGERS { multiresult } - -FUNCTION {multi.page.check} -{ 't := - #0 'multiresult := - { multiresult not - t empty$ not - and - } - { t #1 #1 substring$ - duplicate$ "-" = - swap$ duplicate$ "," = - swap$ "+" = - or or - { #1 'multiresult := } - { t #2 global.max$ substring$ 't := } - if$ - } - while$ - multiresult -} - -FUNCTION {format.pages} -{ pages empty$ - { "" } - { pages multi.page.check - { "pages" pages n.dashify tie.or.space.connect } - { "page" pages tie.or.space.connect } - if$ - } - if$ -} - -FUNCTION {format.vol.num.pages} -{ volume field.or.null boldify - number empty$ - 'skip$ - { "(" number * ")" * * - volume empty$ - { "there's a number but no volume in " cite$ * warning$ } - 'skip$ - if$ - } - if$ - pages empty$ - 'skip$ - { duplicate$ empty$ - { pop$ format.pages } - { ":" * pages n.dashify * } - if$ - } - if$ -} - -FUNCTION {format.chapter.pages} -{ chapter empty$ - 'format.pages - { type empty$ - { "chapter" } - { type "l" change.case$ } - if$ - chapter tie.or.space.connect - pages empty$ - 'skip$ - { ", " * format.pages * } - if$ - } - if$ -} - -FUNCTION {format.in.ed.booktitle} -{ booktitle empty$ - { "" } - { editor empty$ - { "In " booktitle emphasize * } - { "In " format.editors * ", " * booktitle emphasize * } - if$ - } - if$ -} - -FUNCTION {empty.misc.check} -{ author empty$ title empty$ howpublished empty$ - month empty$ year empty$ note empty$ - and and and and and - key empty$ not and - { "all relevant fields are empty in " cite$ * warning$ } - 'skip$ - if$ -} - -FUNCTION {format.thesis.type} -{ type empty$ - 'skip$ - { pop$ - type "t" change.case$ - } - if$ -} - -FUNCTION {format.tr.number} -{ type empty$ - { "Technical Report" } - 'type - if$ - number empty$ - { "t" change.case$ } - { number tie.or.space.connect } - if$ -} - -FUNCTION {format.article.crossref} -{ key empty$ - { journal empty$ - { "need key or journal for " cite$ * " to crossref " * crossref * - warning$ - "" - } - { "In {\em " journal * "\/}" * } - if$ - } - { "In " key * } - if$ - " \cite{" * crossref * "}" * -} - -FUNCTION {format.crossref.editor} -{ editor #1 "{vv~}{ll}" format.name$ - editor num.names$ duplicate$ - #2 > - { pop$ " et~al." * } - { #2 < - 'skip$ - { editor #2 "{ff }{vv }{ll}{ jj}" format.name$ "others" = - { " et~al." * } - { " and " * editor #2 "{vv~}{ll}" format.name$ * } - if$ - } - if$ - } - if$ -} - -FUNCTION {format.book.crossref} -{ volume empty$ - { "empty volume in " cite$ * "'s crossref of " * crossref * warning$ - "In " - } - { "Volume" volume tie.or.space.connect - " of " * - } - if$ - editor empty$ - editor field.or.null author field.or.null = - or - { key empty$ - { series empty$ - { "need editor, key, or series for " cite$ * " to crossref " * - crossref * warning$ - "" * - } - { "{\em " * series * "\/}" * } - if$ - } - { key * } - if$ - } - { format.crossref.editor * } - if$ - " \cite{" * crossref * "}" * -} - -FUNCTION {format.incoll.inproc.crossref} -{ editor empty$ - editor field.or.null author field.or.null = - or - { key empty$ - { booktitle empty$ - { "need editor, key, or booktitle for " cite$ * " to crossref " * - crossref * warning$ - "" - } - { "In {\em " booktitle * "\/}" * } - if$ - } - { "In " key * } - if$ - } - { "In " format.crossref.editor * } - if$ - " \cite{" * crossref * "}" * -} - -% -------------------------------------------------------------- -% -------------------------------------------------------------- - -FUNCTION {article} -{ output.bibitem - format.authors "author" output.check - new.block - format.title "title" output.check - new.block - crossref missing$ - { journal emphasize "journal" output.check - format.vol.num.pages output - format.date "year" output.check - } - { format.article.crossref output.nonnull - format.pages output - } - if$ - new.block - note output - fin.entry -} - -FUNCTION {book} -{ output.bibitem - author empty$ - { format.editors "author and editor" output.check } - { format.authors output.nonnull - crossref missing$ - { "author and editor" editor either.or.check } - 'skip$ - if$ - } - if$ - new.block - format.btitle "title" output.check - crossref missing$ - { format.bvolume output - new.block - format.number.series output - new.sentence - publisher "publisher" output.check - address output - } - { new.block - format.book.crossref output.nonnull - } - if$ - format.edition output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {booklet} -{ output.bibitem - format.authors output - new.block - format.title "title" output.check - howpublished address new.block.checkb - howpublished output - address output - format.date output - new.block - note output - fin.entry -} - -FUNCTION {inbook} -{ output.bibitem - author empty$ - { format.editors "author and editor" output.check } - { format.authors output.nonnull - crossref missing$ - { "author and editor" editor either.or.check } - 'skip$ - if$ - } - if$ - new.block - format.btitle "title" output.check - crossref missing$ - { format.bvolume output - format.chapter.pages "chapter and pages" output.check - new.block - format.number.series output - new.sentence - publisher "publisher" output.check - address output - } - { format.chapter.pages "chapter and pages" output.check - new.block - format.book.crossref output.nonnull - } - if$ - format.edition output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {incollection} -{ output.bibitem - format.authors "author" output.check - new.block - format.title "title" output.check - new.block - crossref missing$ - { format.in.ed.booktitle "booktitle" output.check - format.bvolume output - format.number.series output - format.chapter.pages output - new.sentence - publisher "publisher" output.check - address output - format.edition output - format.date "year" output.check - } - { format.incoll.inproc.crossref output.nonnull - format.chapter.pages output - } - if$ - new.block - note output - fin.entry -} - -FUNCTION {inproceedings} -{ output.bibitem - format.authors "author" output.check - new.block - format.title "title" output.check - new.block - crossref missing$ - { format.in.ed.booktitle "booktitle" output.check - format.bvolume output - format.number.series output - format.pages output - address empty$ - { organization publisher new.sentence.checkb - organization output - publisher output - format.date "year" output.check - } - { address output.nonnull - format.date "year" output.check - new.sentence - organization output - publisher output - } - if$ - } - { format.incoll.inproc.crossref output.nonnull - format.pages output - } - if$ - new.block - note output - fin.entry -} - -FUNCTION {conference} { inproceedings } - -FUNCTION {manual} -{ output.bibitem - author empty$ - { organization empty$ - 'skip$ - { organization output.nonnull - address output - } - if$ - } - { format.authors output.nonnull } - if$ - new.block - format.btitle "title" output.check - author empty$ - { organization empty$ - { address new.block.checka - address output - } - 'skip$ - if$ - } - { organization address new.block.checkb - organization output - address output - } - if$ - format.edition output - format.date output - new.block - note output - fin.entry -} - -FUNCTION {mastersthesis} -{ output.bibitem - format.authors "author" output.check - new.block - format.btitle "title" output.check - new.block - "Master's thesis" format.thesis.type output.nonnull - school "school" output.check - address output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {misc} -{ output.bibitem - format.authors output - title howpublished new.block.checkb - format.title output - howpublished new.block.checka - howpublished output - format.date output - new.block - note output - fin.entry - empty.misc.check -} - -FUNCTION {phdthesis} -{ output.bibitem - format.authors "author" output.check - new.block - format.btitle "title" output.check - new.block - "PhD thesis" format.thesis.type output.nonnull - school "school" output.check - address output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {dphilthesis} -{ output.bibitem - format.authors "author" output.check - new.block - format.btitle "title" output.check - new.block - "DPhil thesis" format.thesis.type output.nonnull - school "school" output.check - address output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {proceedings} -{ output.bibitem - editor empty$ - { organization output } - { format.editors output.nonnull } - if$ - new.block - format.btitle "title" output.check - format.bvolume output - format.number.series output - address empty$ - { editor empty$ - { publisher new.sentence.checka } - { organization publisher new.sentence.checkb - organization output - } - if$ - publisher output - format.date "year" output.check - } - { address output.nonnull - format.date "year" output.check - new.sentence - editor empty$ - 'skip$ - { organization output } - if$ - publisher output - } - if$ - new.block - note output - fin.entry -} - -FUNCTION {techreport} -{ output.bibitem - format.authors "author" output.check - new.block - format.title "title" output.check - new.block - format.tr.number output.nonnull - institution "institution" output.check - address output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {unpublished} -{ output.bibitem - format.authors "author" output.check - new.block - format.title "title" output.check - new.block - note "note" output.check - format.date output - fin.entry -} - -% -------------------------------------------------------------- -% -------------------------------------------------------------- - -FUNCTION {default.type} { misc } - -MACRO {jan} {"January"} - -MACRO {feb} {"February"} - -MACRO {mar} {"March"} - -MACRO {apr} {"April"} - -MACRO {may} {"May"} - -MACRO {jun} {"June"} - -MACRO {jul} {"July"} - -MACRO {aug} {"August"} - -MACRO {sep} {"September"} - -MACRO {oct} {"October"} - -MACRO {nov} {"November"} - -MACRO {dec} {"December"} - -MACRO {acmcs} {"ACM Computing Surveys"} - -MACRO {acta} {"Acta Informatica"} - -MACRO {cacm} {"Communications of the ACM"} - -MACRO {ibmjrd} {"IBM Journal of Research and Development"} - -MACRO {ibmsj} {"IBM Systems Journal"} - -MACRO {ieeese} {"IEEE Transactions on Software Engineering"} - -MACRO {ieeetc} {"IEEE Transactions on Computers"} - -MACRO {ieeetcad} - {"IEEE Transactions on Computer-Aided Design of Integrated Circuits"} - -MACRO {ipl} {"Information Processing Letters"} - -MACRO {jacm} {"Journal of the ACM"} - -MACRO {jcss} {"Journal of Computer and System Sciences"} - -MACRO {scp} {"Science of Computer Programming"} - -MACRO {sicomp} {"SIAM Journal on Computing"} - -MACRO {tocs} {"ACM Transactions on Computer Systems"} - -MACRO {tods} {"ACM Transactions on Database Systems"} - -MACRO {tog} {"ACM Transactions on Graphics"} - -MACRO {toms} {"ACM Transactions on Mathematical Software"} - -MACRO {toois} {"ACM Transactions on Office Information Systems"} - -MACRO {toplas} {"ACM Transactions on Programming Languages and Systems"} - -MACRO {tcs} {"Theoretical Computer Science"} - -READ - -FUNCTION {sortify} -{ purify$ - "l" change.case$ -} - -INTEGERS { len } - -FUNCTION {chop.word} -{ 's := - 'len := - s #1 len substring$ = - { s len #1 + global.max$ substring$ } - 's - if$ -} - -FUNCTION {sort.format.names} -{ 's := - #1 'nameptr := - "" - s num.names$ 'numnames := - numnames 'namesleft := - { namesleft #0 > } - { nameptr #1 > - { " " * } - 'skip$ - if$ - s nameptr "{vv{ } }{ll{ }}{ ff{ }}{ jj{ }}" format.name$ 't := - nameptr numnames = t "others" = and - { "et al" * } - { t sortify * } - if$ - nameptr #1 + 'nameptr := - namesleft #1 - 'namesleft := - } - while$ -} - -FUNCTION {sort.format.title} -{ 't := - "A " #2 - "An " #3 - "The " #4 t chop.word - chop.word - chop.word - sortify - #1 global.max$ substring$ -} - -FUNCTION {author.sort} -{ author empty$ - { key empty$ - { "to sort, need author or key in " cite$ * warning$ - "" - } - { key sortify } - if$ - } - { author sort.format.names } - if$ -} - -FUNCTION {author.editor.sort} -{ author empty$ - { editor empty$ - { key empty$ - { "to sort, need author, editor, or key in " cite$ * warning$ - "" - } - { key sortify } - if$ - } - { editor sort.format.names } - if$ - } - { author sort.format.names } - if$ -} - -FUNCTION {author.organization.sort} -{ author empty$ - { organization empty$ - { key empty$ - { "to sort, need author, organization, or key in " cite$ * warning$ - "" - } - { key sortify } - if$ - } - { "The " #4 organization chop.word sortify } - if$ - } - { author sort.format.names } - if$ -} - -FUNCTION {editor.organization.sort} -{ editor empty$ - { organization empty$ - { key empty$ - { "to sort, need editor, organization, or key in " cite$ * warning$ - "" - } - { key sortify } - if$ - } - { "The " #4 organization chop.word sortify } - if$ - } - { editor sort.format.names } - if$ -} - -FUNCTION {presort} -{ type$ "book" = - type$ "inbook" = - or - 'author.editor.sort - { type$ "proceedings" = - 'editor.organization.sort - { type$ "manual" = - 'author.organization.sort - 'author.sort - if$ - } - if$ - } - if$ - " " - * - year field.or.null sortify - * - " " - * - title field.or.null - sort.format.title - * - #1 entry.max$ substring$ - 'sort.key$ := -} - -ITERATE {presort} - -SORT - -STRINGS { longest.label } - -INTEGERS { number.label longest.label.width } - -FUNCTION {initialize.longest.label} -{ "" 'longest.label := - #1 'number.label := - #0 'longest.label.width := -} - -FUNCTION {longest.label.pass} -{ number.label int.to.str$ 'label := - number.label #1 + 'number.label := - label width$ longest.label.width > - { label 'longest.label := - label width$ 'longest.label.width := - } - 'skip$ - if$ -} - -EXECUTE {initialize.longest.label} - -ITERATE {longest.label.pass} - -FUNCTION {begin.bib} -{ preamble$ empty$ - 'skip$ - { preamble$ write$ newline$ } - if$ - "\begin{thebibliography}{" longest.label * "}" * write$ newline$ -} - -EXECUTE {begin.bib} - -EXECUTE {init.state.consts} - -ITERATE {call.type$} - -FUNCTION {end.bib} -{ newline$ - "\end{thebibliography}" write$ newline$ -} - -EXECUTE {end.bib} diff --git a/style/class/PhDbiblio-case.bst b/style/class/PhDbiblio-case.bst deleted file mode 100644 index 9c6dc7e..0000000 --- a/style/class/PhDbiblio-case.bst +++ /dev/null @@ -1,1132 +0,0 @@ -% BibTeX standard bibliography style `plain' - % version 0.99a for BibTeX versions 0.99a or later, LaTeX version 2.09. - % Copyright (C) 1985, all rights reserved. - % Copying of this file is authorized only if either - % (1) you make absolutely no changes to your copy, including name, or - % (2) if you do make changes, you name it something other than - % btxbst.doc, plain.bst, unsrt.bst, alpha.bst, and abbrv.bst. - % This restriction helps ensure that all standard styles are identical. - % The file btxbst.doc has the documentation for this style. - -ENTRY - { address - author - booktitle - chapter - edition - editor - howpublished - institution - journal - key - month - note - number - organization - pages - publisher - school - series - title - type - volume - year - } - {} - { label } - -INTEGERS { output.state before.all mid.sentence after.sentence after.block } - -FUNCTION {init.state.consts} -{ #0 'before.all := - #1 'mid.sentence := - #2 'after.sentence := - #3 'after.block := -} - -STRINGS { s t } - -FUNCTION {output.nonnull} -{ 's := - output.state mid.sentence = - { ", " * write$ } - { output.state after.block = - { add.period$ write$ - newline$ - "\newblock " write$ - } - { output.state before.all = - 'write$ - { add.period$ " " * write$ } - if$ - } - if$ - mid.sentence 'output.state := - } - if$ - s -} - -FUNCTION {output} -{ duplicate$ empty$ - 'pop$ - 'output.nonnull - if$ -} - -FUNCTION {output.check} -{ 't := - duplicate$ empty$ - { pop$ "empty " t * " in " * cite$ * warning$ } - 'output.nonnull - if$ -} - -FUNCTION {output.bibitem} -{ newline$ - "\bibitem{" write$ - cite$ write$ - "}" write$ - newline$ - "" - before.all 'output.state := -} - -FUNCTION {fin.entry} -{ add.period$ - write$ - newline$ -} - -FUNCTION {new.block} -{ output.state before.all = - 'skip$ - { after.block 'output.state := } - if$ -} - -FUNCTION {new.sentence} -{ output.state after.block = - 'skip$ - { output.state before.all = - 'skip$ - { after.sentence 'output.state := } - if$ - } - if$ -} - -FUNCTION {not} -{ { #0 } - { #1 } - if$ -} - -FUNCTION {and} -{ 'skip$ - { pop$ #0 } - if$ -} - -FUNCTION {or} -{ { pop$ #1 } - 'skip$ - if$ -} - -FUNCTION {new.block.checka} -{ empty$ - 'skip$ - 'new.block - if$ -} - -FUNCTION {new.block.checkb} -{ empty$ - swap$ empty$ - and - 'skip$ - 'new.block - if$ -} - -FUNCTION {new.sentence.checka} -{ empty$ - 'skip$ - 'new.sentence - if$ -} - -FUNCTION {new.sentence.checkb} -{ empty$ - swap$ empty$ - and - 'skip$ - 'new.sentence - if$ -} - -FUNCTION {field.or.null} -{ duplicate$ empty$ - { pop$ "" } - 'skip$ - if$ -} - -FUNCTION {emphasize} -{ duplicate$ empty$ - { pop$ "" } - { "{\em " swap$ * "}" * } - if$ -} - -FUNCTION {scapify} -{ duplicate$ empty$ - { pop$ "" } - { "{\sc " swap$ * "}" * } - if$ -} - -FUNCTION {boldify} -{ duplicate$ empty$ - { pop$ "" } - { "{\bf " swap$ * "}" * } - if$ -} - -INTEGERS { nameptr namesleft numnames } - -FUNCTION {format.names} -{ 's := - #1 'nameptr := - s num.names$ 'numnames := - numnames 'namesleft := - { namesleft #0 > } - { s nameptr "{ff~}{vv~}{ll}{, jj}" format.name$ 't := - nameptr #1 > - { namesleft #1 > - { ", " * t * } - { numnames #2 > - { "," * } - 'skip$ - if$ - t "others" = - { " et~al." * } - { " and " * t * } - if$ - } - if$ - } - 't - if$ - nameptr #1 + 'nameptr := - namesleft #1 - 'namesleft := - } - while$ -} - -FUNCTION {format.authors} -{ author empty$ - { "" } - { author format.names scapify } - if$ -} - -FUNCTION {format.editors} -{ editor empty$ - { "" } - { editor format.names scapify - editor num.names$ #1 > - { ", editors" * } - { ", editor" * } - if$ - } - if$ -} - -FUNCTION {format.title} -{ title empty$ - { "" } - { title "t" change.case$ } - if$ -} - -FUNCTION {n.dashify} -{ 't := - "" - { t empty$ not } - { t #1 #1 substring$ "-" = - { t #1 #2 substring$ "--" = not - { "--" * - t #2 global.max$ substring$ 't := - } - { { t #1 #1 substring$ "-" = } - { "-" * - t #2 global.max$ substring$ 't := - } - while$ - } - if$ - } - { t #1 #1 substring$ * - t #2 global.max$ substring$ 't := - } - if$ - } - while$ -} - -FUNCTION {format.date} -{ year empty$ - { month empty$ - { "" } - { "there's a month but no year in " cite$ * warning$ - month - } - if$ - } - { month empty$ - 'year - { month " " * year * } - if$ - } - if$ -} - -FUNCTION {format.btitle} -{ title emphasize -} - -FUNCTION {tie.or.space.connect} -{ duplicate$ text.length$ #3 < - { "~" } - { " " } - if$ - swap$ * * -} - -FUNCTION {either.or.check} -{ empty$ - 'pop$ - { "can't use both " swap$ * " fields in " * cite$ * warning$ } - if$ -} - -FUNCTION {format.bvolume} -{ volume empty$ - { "" } - { "" volume boldify tie.or.space.connect - series empty$ - 'skip$ - { " of " * series emphasize * } - if$ - "volume and number" number either.or.check - } - if$ -} - -FUNCTION {format.number.series} -{ volume empty$ - { number empty$ - { series field.or.null } - { output.state mid.sentence = - { "number" } - { "Number" } - if$ - number tie.or.space.connect - series empty$ - { "there's a number but no series in " cite$ * warning$ } - { " in " * series * } - if$ - } - if$ - } - { "" } - if$ -} - -FUNCTION {format.edition} -{ edition empty$ - { "" } - { output.state mid.sentence = - { edition "l" change.case$ " edition" * } - { edition "t" change.case$ " edition" * } - if$ - } - if$ -} - -INTEGERS { multiresult } - -FUNCTION {multi.page.check} -{ 't := - #0 'multiresult := - { multiresult not - t empty$ not - and - } - { t #1 #1 substring$ - duplicate$ "-" = - swap$ duplicate$ "," = - swap$ "+" = - or or - { #1 'multiresult := } - { t #2 global.max$ substring$ 't := } - if$ - } - while$ - multiresult -} - -FUNCTION {format.pages} -{ pages empty$ - { "" } - { pages multi.page.check - { "pages" pages n.dashify tie.or.space.connect } - { "page" pages tie.or.space.connect } - if$ - } - if$ -} - -FUNCTION {format.vol.num.pages} -{ volume field.or.null boldify - number empty$ - 'skip$ - { "(" number * ")" * * - volume empty$ - { "there's a number but no volume in " cite$ * warning$ } - 'skip$ - if$ - } - if$ - pages empty$ - 'skip$ - { duplicate$ empty$ - { pop$ format.pages } - { ":" * pages n.dashify * } - if$ - } - if$ -} - -FUNCTION {format.chapter.pages} -{ chapter empty$ - 'format.pages - { type empty$ - { "chapter" } - { type "l" change.case$ } - if$ - chapter tie.or.space.connect - pages empty$ - 'skip$ - { ", " * format.pages * } - if$ - } - if$ -} - -FUNCTION {format.in.ed.booktitle} -{ booktitle empty$ - { "" } - { editor empty$ - { "In " booktitle emphasize * } - { "In " format.editors * ", " * booktitle emphasize * } - if$ - } - if$ -} - -FUNCTION {empty.misc.check} -{ author empty$ title empty$ howpublished empty$ - month empty$ year empty$ note empty$ - and and and and and - key empty$ not and - { "all relevant fields are empty in " cite$ * warning$ } - 'skip$ - if$ -} - -FUNCTION {format.thesis.type} -{ type empty$ - 'skip$ - { pop$ - type "t" change.case$ - } - if$ -} - -FUNCTION {format.tr.number} -{ type empty$ - { "Technical Report" } - 'type - if$ - number empty$ - { "t" change.case$ } - { number tie.or.space.connect } - if$ -} - -FUNCTION {format.article.crossref} -{ key empty$ - { journal empty$ - { "need key or journal for " cite$ * " to crossref " * crossref * - warning$ - "" - } - { "In {\em " journal * "\/}" * } - if$ - } - { "In " key * } - if$ - " \cite{" * crossref * "}" * -} - -FUNCTION {format.crossref.editor} -{ editor #1 "{vv~}{ll}" format.name$ - editor num.names$ duplicate$ - #2 > - { pop$ " et~al." * } - { #2 < - 'skip$ - { editor #2 "{ff }{vv }{ll}{ jj}" format.name$ "others" = - { " et~al." * } - { " and " * editor #2 "{vv~}{ll}" format.name$ * } - if$ - } - if$ - } - if$ -} - -FUNCTION {format.book.crossref} -{ volume empty$ - { "empty volume in " cite$ * "'s crossref of " * crossref * warning$ - "In " - } - { "Volume" volume tie.or.space.connect - " of " * - } - if$ - editor empty$ - editor field.or.null author field.or.null = - or - { key empty$ - { series empty$ - { "need editor, key, or series for " cite$ * " to crossref " * - crossref * warning$ - "" * - } - { "{\em " * series * "\/}" * } - if$ - } - { key * } - if$ - } - { format.crossref.editor * } - if$ - " \cite{" * crossref * "}" * -} - -FUNCTION {format.incoll.inproc.crossref} -{ editor empty$ - editor field.or.null author field.or.null = - or - { key empty$ - { booktitle empty$ - { "need editor, key, or booktitle for " cite$ * " to crossref " * - crossref * warning$ - "" - } - { "In {\em " booktitle * "\/}" * } - if$ - } - { "In " key * } - if$ - } - { "In " format.crossref.editor * } - if$ - " \cite{" * crossref * "}" * -} - -% -------------------------------------------------------------- -% -------------------------------------------------------------- - -FUNCTION {article} -{ output.bibitem - format.authors "author" output.check - new.block - format.title "title" output.check - new.block - crossref missing$ - { journal emphasize "journal" output.check - format.vol.num.pages output - format.date "year" output.check - } - { format.article.crossref output.nonnull - format.pages output - } - if$ - new.block - note output - fin.entry -} - -FUNCTION {book} -{ output.bibitem - author empty$ - { format.editors "author and editor" output.check } - { format.authors output.nonnull - crossref missing$ - { "author and editor" editor either.or.check } - 'skip$ - if$ - } - if$ - new.block - format.btitle "title" output.check - crossref missing$ - { format.bvolume output - new.block - format.number.series output - new.sentence - publisher "publisher" output.check - address output - } - { new.block - format.book.crossref output.nonnull - } - if$ - format.edition output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {booklet} -{ output.bibitem - format.authors output - new.block - format.title "title" output.check - howpublished address new.block.checkb - howpublished output - address output - format.date output - new.block - note output - fin.entry -} - -FUNCTION {inbook} -{ output.bibitem - author empty$ - { format.editors "author and editor" output.check } - { format.authors output.nonnull - crossref missing$ - { "author and editor" editor either.or.check } - 'skip$ - if$ - } - if$ - new.block - format.btitle "title" output.check - crossref missing$ - { format.bvolume output - format.chapter.pages "chapter and pages" output.check - new.block - format.number.series output - new.sentence - publisher "publisher" output.check - address output - } - { format.chapter.pages "chapter and pages" output.check - new.block - format.book.crossref output.nonnull - } - if$ - format.edition output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {incollection} -{ output.bibitem - format.authors "author" output.check - new.block - format.title "title" output.check - new.block - crossref missing$ - { format.in.ed.booktitle "booktitle" output.check - format.bvolume output - format.number.series output - format.chapter.pages output - new.sentence - publisher "publisher" output.check - address output - format.edition output - format.date "year" output.check - } - { format.incoll.inproc.crossref output.nonnull - format.chapter.pages output - } - if$ - new.block - note output - fin.entry -} - -FUNCTION {inproceedings} -{ output.bibitem - format.authors "author" output.check - new.block - format.title "title" output.check - new.block - crossref missing$ - { format.in.ed.booktitle "booktitle" output.check - format.bvolume output - format.number.series output - format.pages output - address empty$ - { organization publisher new.sentence.checkb - organization output - publisher output - format.date "year" output.check - } - { address output.nonnull - format.date "year" output.check - new.sentence - organization output - publisher output - } - if$ - } - { format.incoll.inproc.crossref output.nonnull - format.pages output - } - if$ - new.block - note output - fin.entry -} - -FUNCTION {conference} { inproceedings } - -FUNCTION {manual} -{ output.bibitem - author empty$ - { organization empty$ - 'skip$ - { organization output.nonnull - address output - } - if$ - } - { format.authors output.nonnull } - if$ - new.block - format.btitle "title" output.check - author empty$ - { organization empty$ - { address new.block.checka - address output - } - 'skip$ - if$ - } - { organization address new.block.checkb - organization output - address output - } - if$ - format.edition output - format.date output - new.block - note output - fin.entry -} - -FUNCTION {mastersthesis} -{ output.bibitem - format.authors "author" output.check - new.block - format.btitle "title" output.check - new.block - "Master's thesis" format.thesis.type output.nonnull - school "school" output.check - address output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {misc} -{ output.bibitem - format.authors output - title howpublished new.block.checkb - format.title output - howpublished new.block.checka - howpublished output - format.date output - new.block - note output - fin.entry - empty.misc.check -} - -FUNCTION {phdthesis} -{ output.bibitem - format.authors "author" output.check - new.block - format.btitle "title" output.check - new.block - "PhD thesis" format.thesis.type output.nonnull - school "school" output.check - address output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {dphilthesis} -{ output.bibitem - format.authors "author" output.check - new.block - format.btitle "title" output.check - new.block - "DPhil thesis" format.thesis.type output.nonnull - school "school" output.check - address output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {proceedings} -{ output.bibitem - editor empty$ - { organization output } - { format.editors output.nonnull } - if$ - new.block - format.btitle "title" output.check - format.bvolume output - format.number.series output - address empty$ - { editor empty$ - { publisher new.sentence.checka } - { organization publisher new.sentence.checkb - organization output - } - if$ - publisher output - format.date "year" output.check - } - { address output.nonnull - format.date "year" output.check - new.sentence - editor empty$ - 'skip$ - { organization output } - if$ - publisher output - } - if$ - new.block - note output - fin.entry -} - -FUNCTION {techreport} -{ output.bibitem - format.authors "author" output.check - new.block - format.title "title" output.check - new.block - format.tr.number output.nonnull - institution "institution" output.check - address output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {unpublished} -{ output.bibitem - format.authors "author" output.check - new.block - format.title "title" output.check - new.block - note "note" output.check - format.date output - fin.entry -} - -% -------------------------------------------------------------- -% -------------------------------------------------------------- - -FUNCTION {default.type} { misc } - -MACRO {jan} {"January"} - -MACRO {feb} {"February"} - -MACRO {mar} {"March"} - -MACRO {apr} {"April"} - -MACRO {may} {"May"} - -MACRO {jun} {"June"} - -MACRO {jul} {"July"} - -MACRO {aug} {"August"} - -MACRO {sep} {"September"} - -MACRO {oct} {"October"} - -MACRO {nov} {"November"} - -MACRO {dec} {"December"} - -MACRO {acmcs} {"ACM Computing Surveys"} - -MACRO {acta} {"Acta Informatica"} - -MACRO {cacm} {"Communications of the ACM"} - -MACRO {ibmjrd} {"IBM Journal of Research and Development"} - -MACRO {ibmsj} {"IBM Systems Journal"} - -MACRO {ieeese} {"IEEE Transactions on Software Engineering"} - -MACRO {ieeetc} {"IEEE Transactions on Computers"} - -MACRO {ieeetcad} - {"IEEE Transactions on Computer-Aided Design of Integrated Circuits"} - -MACRO {ipl} {"Information Processing Letters"} - -MACRO {jacm} {"Journal of the ACM"} - -MACRO {jcss} {"Journal of Computer and System Sciences"} - -MACRO {scp} {"Science of Computer Programming"} - -MACRO {sicomp} {"SIAM Journal on Computing"} - -MACRO {tocs} {"ACM Transactions on Computer Systems"} - -MACRO {tods} {"ACM Transactions on Database Systems"} - -MACRO {tog} {"ACM Transactions on Graphics"} - -MACRO {toms} {"ACM Transactions on Mathematical Software"} - -MACRO {toois} {"ACM Transactions on Office Information Systems"} - -MACRO {toplas} {"ACM Transactions on Programming Languages and Systems"} - -MACRO {tcs} {"Theoretical Computer Science"} - -READ - -FUNCTION {sortify} -{ purify$ - "l" change.case$ -} - -INTEGERS { len } - -FUNCTION {chop.word} -{ 's := - 'len := - s #1 len substring$ = - { s len #1 + global.max$ substring$ } - 's - if$ -} - -FUNCTION {sort.format.names} -{ 's := - #1 'nameptr := - "" - s num.names$ 'numnames := - numnames 'namesleft := - { namesleft #0 > } - { nameptr #1 > - { " " * } - 'skip$ - if$ - s nameptr "{vv{ } }{ll{ }}{ ff{ }}{ jj{ }}" format.name$ 't := - nameptr numnames = t "others" = and - { "et al" * } - { t sortify * } - if$ - nameptr #1 + 'nameptr := - namesleft #1 - 'namesleft := - } - while$ -} - -FUNCTION {sort.format.title} -{ 't := - "A " #2 - "An " #3 - "The " #4 t chop.word - chop.word - chop.word - sortify - #1 global.max$ substring$ -} - -FUNCTION {author.sort} -{ author empty$ - { key empty$ - { "to sort, need author or key in " cite$ * warning$ - "" - } - { key sortify } - if$ - } - { author sort.format.names } - if$ -} - -FUNCTION {author.editor.sort} -{ author empty$ - { editor empty$ - { key empty$ - { "to sort, need author, editor, or key in " cite$ * warning$ - "" - } - { key sortify } - if$ - } - { editor sort.format.names } - if$ - } - { author sort.format.names } - if$ -} - -FUNCTION {author.organization.sort} -{ author empty$ - { organization empty$ - { key empty$ - { "to sort, need author, organization, or key in " cite$ * warning$ - "" - } - { key sortify } - if$ - } - { "The " #4 organization chop.word sortify } - if$ - } - { author sort.format.names } - if$ -} - -FUNCTION {editor.organization.sort} -{ editor empty$ - { organization empty$ - { key empty$ - { "to sort, need editor, organization, or key in " cite$ * warning$ - "" - } - { key sortify } - if$ - } - { "The " #4 organization chop.word sortify } - if$ - } - { editor sort.format.names } - if$ -} - -FUNCTION {presort} -{ type$ "book" = - type$ "inbook" = - or - 'author.editor.sort - { type$ "proceedings" = - 'editor.organization.sort - { type$ "manual" = - 'author.organization.sort - 'author.sort - if$ - } - if$ - } - if$ - " " - * - year field.or.null sortify - * - " " - * - title field.or.null - sort.format.title - * - #1 entry.max$ substring$ - 'sort.key$ := -} - -ITERATE {presort} - -SORT - -STRINGS { longest.label } - -INTEGERS { number.label longest.label.width } - -FUNCTION {initialize.longest.label} -{ "" 'longest.label := - #1 'number.label := - #0 'longest.label.width := -} - -FUNCTION {longest.label.pass} -{ number.label int.to.str$ 'label := - number.label #1 + 'number.label := - label width$ longest.label.width > - { label 'longest.label := - label width$ 'longest.label.width := - } - 'skip$ - if$ -} - -EXECUTE {initialize.longest.label} - -ITERATE {longest.label.pass} - -FUNCTION {begin.bib} -{ preamble$ empty$ - 'skip$ - { preamble$ write$ newline$ } - if$ - "\begin{thebibliography}{" longest.label * "}" * write$ newline$ -} - -EXECUTE {begin.bib} - -EXECUTE {init.state.consts} - -ITERATE {call.type$} - -FUNCTION {end.bib} -{ newline$ - "\end{thebibliography}" write$ newline$ -} - -EXECUTE {end.bib} diff --git a/style/class/PhDbiblio-url.bst b/style/class/PhDbiblio-url.bst deleted file mode 100644 index 96dbe54..0000000 --- a/style/class/PhDbiblio-url.bst +++ /dev/null @@ -1,1447 +0,0 @@ -%%% Modification of BibTeX style file CUEDbiblio.bst -%%% ... by urlbst, version 0.6 (marked with "% urlbst") -%%% See <http://purl.org/nxg/dist/urlbst> -%%% Added webpage entry type, and url and lastchecked fields. -%%% Original headers follow... - -% BibTeX standard bibliography style `plain' - % version 0.99a for BibTeX versions 0.99a or later, LaTeX version 2.09. - % Copyright (C) 1985, all rights reserved. - % Copying of this file is authorized only if either - % (1) you make absolutely no changes to your copy, including name, or - % (2) if you do make changes, you name it something other than - % btxbst.doc, plain.bst, unsrt.bst, alpha.bst, and abbrv.bst. - % This restriction helps ensure that all standard styles are identical. - % The file btxbst.doc has the documentation for this style. - -ENTRY - { address - author - booktitle - chapter - edition - editor - howpublished - institution - journal - key - month - note - number - organization - pages - publisher - school - series - title - type - volume - year - eprint % urlbst - doi % urlbst - url % urlbst - lastchecked % urlbst - } - {} - { label } - -INTEGERS { output.state before.all mid.sentence after.sentence after.block } - -STRINGS { urlintro eprinturl eprintprefix doiprefix doiurl openinlinelink closeinlinelink } % urlbst... -INTEGERS { hrefform inlinelinks makeinlinelink addeprints adddoiresolver } -% Following constants may be adjusted by hand, if desired -FUNCTION {init.urlbst.variables} -{ - "Available from: " 'urlintro := % prefix before URL - "http://arxiv.org/abs/" 'eprinturl := % prefix to make URL from eprint ref - "arXiv:" 'eprintprefix := % text prefix printed before eprint ref - "http://dx.doi.org/" 'doiurl := % prefix to make URL from DOI - "doi:" 'doiprefix := % text prefix printed before DOI ref - #0 'addeprints := % 0=no eprints; 1=include eprints - #0 'adddoiresolver := % 0=no DOI resolver; 1=include it - #0 'hrefform := % 0=no crossrefs; 1=hypertex xrefs; 2=hyperref refs - #0 'inlinelinks := % 0=URLs explicit; 1=URLs attached to titles - % the following are internal state variables, not config constants - #0 'makeinlinelink := % state variable managed by setup.inlinelink - "" 'openinlinelink := % ditto - "" 'closeinlinelink := % ditto -} -INTEGERS { - bracket.state - outside.brackets - open.brackets - within.brackets - close.brackets -} -% ...urlbst to here -FUNCTION {init.state.consts} -{ #0 'outside.brackets := % urlbst - #1 'open.brackets := - #2 'within.brackets := - #3 'close.brackets := - - #0 'before.all := - #1 'mid.sentence := - #2 'after.sentence := - #3 'after.block := -} - -STRINGS { s t } - -% urlbst -FUNCTION {output.nonnull.original} -{ 's := - output.state mid.sentence = - { ", " * write$ } - { output.state after.block = - { add.period$ write$ - newline$ - "\newblock " write$ - } - { output.state before.all = - 'write$ - { add.period$ " " * write$ } - if$ - } - if$ - mid.sentence 'output.state := - } - if$ - s -} - -% urlbst... -% The following three functions are for handling inlinelink. They wrap -% a block of text which is potentially output with write$ by multiple -% other functions, so we don't know the content a priori. -% They communicate between each other using the variables makeinlinelink -% (which is true if a link should be made), and closeinlinelink (which holds -% the string which should close any current link. They can be called -% at any time, but start.inlinelink will be a no-op unless something has -% previously set makeinlinelink true, and the two ...end.inlinelink functions -% will only do their stuff if start.inlinelink has previously set -% closeinlinelink to be non-empty. -FUNCTION {setup.inlinelink} -{ makeinlinelink - { hrefform #1 = % hypertex - { "\special {html:<a href=" quote$ * url * quote$ * "> }{" * 'openinlinelink := - "\special {html:</a>}" 'closeinlinelink := - } - { hrefform #2 = % hyperref - { "\href{" url * "}{" * 'openinlinelink := - "}" 'closeinlinelink := - } - 'skip$ - if$ % hrefform #2 = - } - if$ % hrefform #1 = - #0 'makeinlinelink := - } - 'skip$ - if$ % makeinlinelink -} -FUNCTION {add.inlinelink} -{ openinlinelink empty$ - 'skip$ - { openinlinelink swap$ * closeinlinelink * - "" 'openinlinelink := - } - if$ -} -FUNCTION {output.nonnull} -{ % Save the thing we've been asked to output - 's := - % If the bracket-state is close.brackets, then add a close-bracket to - % what is currently at the top of the stack, and set bracket.state - % to outside.brackets - bracket.state close.brackets = - { "]" * - outside.brackets 'bracket.state := - } - 'skip$ - if$ - bracket.state outside.brackets = - { % We're outside all brackets -- this is the normal situation. - % Write out what's currently at the top of the stack, using the - % original output.nonnull function. - s - add.inlinelink - output.nonnull.original % invoke the original output.nonnull - } - { % Still in brackets. Add open-bracket or (continuation) comma, add the - % new text (in s) to the top of the stack, and move to the close-brackets - % state, ready for next time (unless inbrackets resets it). If we come - % into this branch, then output.state is carefully undisturbed. - bracket.state open.brackets = - { " [" * } - { ", " * } % bracket.state will be within.brackets - if$ - s * - close.brackets 'bracket.state := - } - if$ -} - -% Call this function just before adding something which should be presented in -% brackets. bracket.state is handled specially within output.nonnull. -FUNCTION {inbrackets} -{ bracket.state close.brackets = - { within.brackets 'bracket.state := } % reset the state: not open nor closed - { open.brackets 'bracket.state := } - if$ -} - -FUNCTION {format.lastchecked} -{ lastchecked empty$ - { "" } - { inbrackets "cited " lastchecked * } - if$ -} -% ...urlbst to here - -FUNCTION {output} -{ duplicate$ empty$ - 'pop$ - 'output.nonnull - if$ -} - -FUNCTION {output.check} -{ 't := - duplicate$ empty$ - { pop$ "empty " t * " in " * cite$ * warning$ } - 'output.nonnull - if$ -} - -FUNCTION {output.bibitem.original} -{ newline$ - "\bibitem{" write$ - cite$ write$ - "}" write$ - newline$ - "" - before.all 'output.state := -} - -FUNCTION {fin.entry.original} -{ add.period$ - write$ - newline$ -} - -FUNCTION {new.block} -{ output.state before.all = - 'skip$ - { after.block 'output.state := } - if$ -} - -FUNCTION {new.sentence} -{ output.state after.block = - 'skip$ - { output.state before.all = - 'skip$ - { after.sentence 'output.state := } - if$ - } - if$ -} - -FUNCTION {not} -{ { #0 } - { #1 } - if$ -} - -FUNCTION {and} -{ 'skip$ - { pop$ #0 } - if$ -} - -FUNCTION {or} -{ { pop$ #1 } - 'skip$ - if$ -} - -FUNCTION {new.block.checka} -{ empty$ - 'skip$ - 'new.block - if$ -} - -FUNCTION {new.block.checkb} -{ empty$ - swap$ empty$ - and - 'skip$ - 'new.block - if$ -} - -FUNCTION {new.sentence.checka} -{ empty$ - 'skip$ - 'new.sentence - if$ -} - -FUNCTION {new.sentence.checkb} -{ empty$ - swap$ empty$ - and - 'skip$ - 'new.sentence - if$ -} - -FUNCTION {field.or.null} -{ duplicate$ empty$ - { pop$ "" } - 'skip$ - if$ -} - -FUNCTION {emphasize} -{ duplicate$ empty$ - { pop$ "" } - { "{\em " swap$ * "}" * } - if$ -} - -FUNCTION {scapify} -{ duplicate$ empty$ - { pop$ "" } - { "{\sc " swap$ * "}" * } - if$ -} - -FUNCTION {boldify} -{ duplicate$ empty$ - { pop$ "" } - { "{\bf " swap$ * "}" * } - if$ -} - -% -------------------------------------------------------------- -% -------------------------------------------------------------- - -INTEGERS { nameptr namesleft numnames } - -FUNCTION {format.names} -{ 's := - #1 'nameptr := - s num.names$ 'numnames := - numnames 'namesleft := - { namesleft #0 > } - { s nameptr "{ff~}{vv~}{ll}{, jj}" format.name$ 't := - nameptr #1 > - { namesleft #1 > - { ", " * t * } - { numnames #2 > - { "," * } - 'skip$ - if$ - t "others" = - { " et~al." * } - { " and " * t * } - if$ - } - if$ - } - 't - if$ - nameptr #1 + 'nameptr := - namesleft #1 - 'namesleft := - } - while$ -} - -FUNCTION {format.authors} -{ author empty$ - { "" } - { author format.names scapify } - if$ -} - -FUNCTION {format.editors} -{ editor empty$ - { "" } - { editor format.names scapify - editor num.names$ #1 > - { ", editors" * } - { ", editor" * } - if$ - } - if$ -} - -% this changes the case; very bad for abbreviations like DNA, RNA -%FUNCTION {format.title} -%{ title empty$ -% { "" } -% { title "t" change.case$ } -% if$ -%} - -FUNCTION {format.title} -{ title boldify -} - - -FUNCTION {n.dashify} -{ 't := - "" - { t empty$ not } - { t #1 #1 substring$ "-" = - { t #1 #2 substring$ "--" = not - { "--" * - t #2 global.max$ substring$ 't := - } - { { t #1 #1 substring$ "-" = } - { "-" * - t #2 global.max$ substring$ 't := - } - while$ - } - if$ - } - { t #1 #1 substring$ * - t #2 global.max$ substring$ 't := - } - if$ - } - while$ -} - -FUNCTION {format.date} -{ year empty$ - { month empty$ - { "" } - { "there's a month but no year in " cite$ * warning$ - month - } - if$ - } - { month empty$ - 'year - { month " " * year * } - if$ - } - if$ -} - -FUNCTION {format.btitle} -{ title emphasize -} - -FUNCTION {tie.or.space.connect} -{ duplicate$ text.length$ #3 < - { "~" } - { " " } - if$ - swap$ * * -} - -FUNCTION {either.or.check} -{ empty$ - 'pop$ - { "can't use both " swap$ * " fields in " * cite$ * warning$ } - if$ -} - -FUNCTION {format.bvolume} -{ volume empty$ - { "" } - { "" volume boldify tie.or.space.connect - series empty$ - 'skip$ - { " of " * series emphasize * } - if$ - "volume and number" number either.or.check - } - if$ -} - -FUNCTION {format.number.series} -{ volume empty$ - { number empty$ - { series field.or.null } - { output.state mid.sentence = - { "number" } - { "Number" } - if$ - number tie.or.space.connect - series empty$ - { "there's a number but no series in " cite$ * warning$ } - { " in " * series * } - if$ - } - if$ - } - { "" } - if$ -} - -FUNCTION {format.edition} -{ edition empty$ - { "" } - { output.state mid.sentence = - { edition "l" change.case$ " edition" * } - { edition "t" change.case$ " edition" * } - if$ - } - if$ -} - -INTEGERS { multiresult } - -FUNCTION {multi.page.check} -{ 't := - #0 'multiresult := - { multiresult not - t empty$ not - and - } - { t #1 #1 substring$ - duplicate$ "-" = - swap$ duplicate$ "," = - swap$ "+" = - or or - { #1 'multiresult := } - { t #2 global.max$ substring$ 't := } - if$ - } - while$ - multiresult -} - -FUNCTION {format.pages} -{ pages empty$ - { "" } - { pages multi.page.check - { "pages" pages n.dashify tie.or.space.connect } - { "page" pages tie.or.space.connect } - if$ - } - if$ -} - -FUNCTION {format.vol.num.pages} -{ volume field.or.null boldify - number empty$ - 'skip$ - { "(" number * ")" * * - volume empty$ - { "there's a number but no volume in " cite$ * warning$ } - 'skip$ - if$ - } - if$ - pages empty$ - 'skip$ - { duplicate$ empty$ - { pop$ format.pages } - { ":" * pages n.dashify * } - if$ - } - if$ -} - -FUNCTION {format.chapter.pages} -{ chapter empty$ - 'format.pages - { type empty$ - { "chapter" } - { type "l" change.case$ } - if$ - chapter tie.or.space.connect - pages empty$ - 'skip$ - { ", " * format.pages * } - if$ - } - if$ -} - -FUNCTION {format.in.ed.booktitle} -{ booktitle empty$ - { "" } - { editor empty$ - { "In " booktitle emphasize * } - { "In " format.editors * ", " * booktitle emphasize * } - if$ - } - if$ -} - -FUNCTION {empty.misc.check} -{ author empty$ title empty$ howpublished empty$ - month empty$ year empty$ note empty$ - and and and and and - key empty$ not and - { "all relevant fields are empty in " cite$ * warning$ } - 'skip$ - if$ -} - -FUNCTION {format.thesis.type} -{ type empty$ - 'skip$ - { pop$ - type "t" change.case$ - } - if$ -} - -FUNCTION {format.tr.number} -{ type empty$ - { "Technical Report" } - 'type - if$ - number empty$ - { "t" change.case$ } - { number tie.or.space.connect } - if$ -} - -FUNCTION {format.article.crossref} -{ key empty$ - { journal empty$ - { "need key or journal for " cite$ * " to crossref " * crossref * - warning$ - "" - } - { "In {\em " journal * "\/}" * } - if$ - } - { "In " key * } - if$ - " \cite{" * crossref * "}" * -} - -FUNCTION {format.crossref.editor} -{ editor #1 "{vv~}{ll}" format.name$ - editor num.names$ duplicate$ - #2 > - { pop$ " et~al." * } - { #2 < - 'skip$ - { editor #2 "{ff }{vv }{ll}{ jj}" format.name$ "others" = - { " et~al." * } - { " and " * editor #2 "{vv~}{ll}" format.name$ * } - if$ - } - if$ - } - if$ -} - -FUNCTION {format.book.crossref} -{ volume empty$ - { "empty volume in " cite$ * "'s crossref of " * crossref * warning$ - "In " - } - { "Volume" volume tie.or.space.connect - " of " * - } - if$ - editor empty$ - editor field.or.null author field.or.null = - or - { key empty$ - { series empty$ - { "need editor, key, or series for " cite$ * " to crossref " * - crossref * warning$ - "" * - } - { "{\em " * series * "\/}" * } - if$ - } - { key * } - if$ - } - { format.crossref.editor * } - if$ - " \cite{" * crossref * "}" * -} - -FUNCTION {format.incoll.inproc.crossref} -{ editor empty$ - editor field.or.null author field.or.null = - or - { key empty$ - { booktitle empty$ - { "need editor, key, or booktitle for " cite$ * " to crossref " * - crossref * warning$ - "" - } - { "In {\em " booktitle * "\/}" * } - if$ - } - { "In " key * } - if$ - } - { "In " format.crossref.editor * } - if$ - " \cite{" * crossref * "}" * -} - -% -------------------------------------------------------------- -% -------------------------------------------------------------- - -% urlbst... -% Functions for making hypertext links. -% In all cases, the stack has (link-text href-url) -% -% make 'null' specials -FUNCTION {make.href.null} -{ - pop$ -} -% make hypertex specials -FUNCTION {make.href.hypertex} -{ - "\special {html:<a href=" quote$ * - swap$ * quote$ * "> }" * swap$ * - "\special {html:</a>}" * -} -% make hyperref specials -FUNCTION {make.href.hyperref} -{ - "\href {" swap$ * "} {\path{" * swap$ * "}}" * -} -FUNCTION {make.href} -{ hrefform #2 = - 'make.href.hyperref % hrefform = 2 - { hrefform #1 = - 'make.href.hypertex % hrefform = 1 - 'make.href.null % hrefform = 0 (or anything else) - if$ - } - if$ -} - -% If inlinelinks is true, then format.url should be a no-op, since it's -% (a) redundant, and (b) could end up as a link-within-a-link. -FUNCTION {format.url} -{ inlinelinks #1 = url empty$ or - { "" } - { hrefform #1 = - { % special case -- add HyperTeX specials - urlintro "\url{" url * "}" * url make.href.hypertex * } - { urlintro "\url{" * url * "}" * } - if$ - } - if$ -} - -FUNCTION {format.eprint} -{ eprint empty$ - { "" } - { eprintprefix eprint * eprinturl eprint * make.href } - if$ -} - -FUNCTION {format.doi} -{ doi empty$ - { "" } - { doiprefix doi * doiurl doi * make.href } - if$ -} - -% Output a URL. We can't use the more normal idiom (something like -% `format.url output'), because the `inbrackets' within -% format.lastchecked applies to everything between calls to `output', -% so that `format.url format.lastchecked * output' ends up with both -% the URL and the lastchecked in brackets. -FUNCTION {output.url} -{ url empty$ - 'skip$ - { new.block - format.url output - format.lastchecked output - } - if$ -} - -FUNCTION {output.web.refs} -{ - new.block - output.url - addeprints eprint empty$ not and - { format.eprint output.nonnull } - 'skip$ - if$ - adddoiresolver doi empty$ not and - { format.doi output.nonnull } - 'skip$ - if$ -} - -% Wrapper for output.bibitem.original. -% If the URL field is not empty, set makeinlinelink to be true, -% so that an inline link will be started at the next opportunity -FUNCTION {output.bibitem} -{ outside.brackets 'bracket.state := - output.bibitem.original - inlinelinks url empty$ not and - { #1 'makeinlinelink := } - { #0 'makeinlinelink := } - if$ -} - -% Wrapper for fin.entry.original -FUNCTION {fin.entry} -{ output.web.refs % urlbst - makeinlinelink % ooops, it appears we didn't have a title for inlinelink - { setup.inlinelink % add some artificial link text here, as a fallback - "[link]" output.nonnull } - 'skip$ - if$ - bracket.state close.brackets = % urlbst - { "]" * } - 'skip$ - if$ - fin.entry.original -} - -% Webpage entry type. -% Title and url fields required; -% author, note, year, month, and lastchecked fields optional -% See references -% ISO 690-2 http://www.nlc-bnc.ca/iso/tc46sc9/standard/690-2e.htm -% http://www.classroom.net/classroom/CitingNetResources.html -% http://neal.ctstateu.edu/history/cite.html -% http://www.cas.usf.edu/english/walker/mla.html -% for citation formats for web pages. -FUNCTION {webpage} -{ output.bibitem - author empty$ - { editor empty$ - 'skip$ % author and editor both optional - { format.editors output.nonnull } - if$ - } - { editor empty$ - { format.authors output.nonnull } - { "can't use both author and editor fields in " cite$ * warning$ } - if$ - } - if$ - new.block - title empty$ 'skip$ 'setup.inlinelink if$ - format.title "title" output.check - inbrackets "online" output - new.block - year empty$ - 'skip$ - { format.date "year" output.check } - if$ - % We don't need to output the URL details ('lastchecked' and 'url'), - % because fin.entry does that for us, using output.web.refs. The only - % reason we would want to put them here is if we were to decide that - % they should go in front of the rather miscellaneous information in 'note'. - new.block - note output - fin.entry -} -% ...urlbst to here - - -FUNCTION {article} -{ output.bibitem - format.authors "author" output.check - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.title "title" output.check - new.block - crossref missing$ - { journal emphasize "journal" output.check - format.vol.num.pages output - format.date "year" output.check - } - { format.article.crossref output.nonnull - format.pages output - } - if$ - new.block - note output - fin.entry -} - -FUNCTION {book} -{ output.bibitem - author empty$ - { format.editors "author and editor" output.check } - { format.authors output.nonnull - crossref missing$ - { "author and editor" editor either.or.check } - 'skip$ - if$ - } - if$ - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.btitle "title" output.check - crossref missing$ - { format.bvolume output - new.block - format.number.series output - new.sentence - publisher "publisher" output.check - address output - } - { new.block - format.book.crossref output.nonnull - } - if$ - format.edition output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {booklet} -{ output.bibitem - format.authors output - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.title "title" output.check - howpublished address new.block.checkb - howpublished output - address output - format.date output - new.block - note output - fin.entry -} - -FUNCTION {inbook} -{ output.bibitem - author empty$ - { format.editors "author and editor" output.check } - { format.authors output.nonnull - crossref missing$ - { "author and editor" editor either.or.check } - 'skip$ - if$ - } - if$ - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.btitle "title" output.check - crossref missing$ - { format.bvolume output - format.chapter.pages "chapter and pages" output.check - new.block - format.number.series output - new.sentence - publisher "publisher" output.check - address output - } - { format.chapter.pages "chapter and pages" output.check - new.block - format.book.crossref output.nonnull - } - if$ - format.edition output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {incollection} -{ output.bibitem - format.authors "author" output.check - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.title "title" output.check - new.block - crossref missing$ - { format.in.ed.booktitle "booktitle" output.check - format.bvolume output - format.number.series output - format.chapter.pages output - new.sentence - publisher "publisher" output.check - address output - format.edition output - format.date "year" output.check - } - { format.incoll.inproc.crossref output.nonnull - format.chapter.pages output - } - if$ - new.block - note output - fin.entry -} - -FUNCTION {inproceedings} -{ output.bibitem - format.authors "author" output.check - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.title "title" output.check - new.block - crossref missing$ - { format.in.ed.booktitle "booktitle" output.check - format.bvolume output - format.number.series output - format.pages output - address empty$ - { organization publisher new.sentence.checkb - organization output - publisher output - format.date "year" output.check - } - { address output.nonnull - format.date "year" output.check - new.sentence - organization output - publisher output - } - if$ - } - { format.incoll.inproc.crossref output.nonnull - format.pages output - } - if$ - new.block - note output - fin.entry -} - -FUNCTION {conference} { inproceedings } - -FUNCTION {manual} -{ output.bibitem - author empty$ - { organization empty$ - 'skip$ - { organization output.nonnull - address output - } - if$ - } - { format.authors output.nonnull } - if$ - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.btitle "title" output.check - author empty$ - { organization empty$ - { address new.block.checka - address output - } - 'skip$ - if$ - } - { organization address new.block.checkb - organization output - address output - } - if$ - format.edition output - format.date output - new.block - note output - fin.entry -} - -FUNCTION {mastersthesis} -{ output.bibitem - format.authors "author" output.check - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.btitle "title" output.check - new.block - "Master's thesis" format.thesis.type output.nonnull - school "school" output.check - address output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {misc} -{ output.bibitem - format.authors output - title howpublished new.block.checkb - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.title output - howpublished new.block.checka - howpublished output - format.date output - new.block - note output - fin.entry - empty.misc.check -} - -FUNCTION {phdthesis} -{ output.bibitem - format.authors "author" output.check - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.btitle "title" output.check - new.block - "PhD thesis" format.thesis.type output.nonnull - school "school" output.check - address output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {dphilthesis} -{ output.bibitem - format.authors "author" output.check - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.btitle "title" output.check - new.block - "DPhil thesis" format.thesis.type output.nonnull - school "school" output.check - address output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {proceedings} -{ output.bibitem - editor empty$ - { organization output } - { format.editors output.nonnull } - if$ - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.btitle "title" output.check - format.bvolume output - format.number.series output - address empty$ - { editor empty$ - { publisher new.sentence.checka } - { organization publisher new.sentence.checkb - organization output - } - if$ - publisher output - format.date "year" output.check - } - { address output.nonnull - format.date "year" output.check - new.sentence - editor empty$ - 'skip$ - { organization output } - if$ - publisher output - } - if$ - new.block - note output - fin.entry -} - -FUNCTION {techreport} -{ output.bibitem - format.authors "author" output.check - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.title "title" output.check - new.block - format.tr.number output.nonnull - institution "institution" output.check - address output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {unpublished} -{ output.bibitem - format.authors "author" output.check - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.title "title" output.check - new.block - note "note" output.check - format.date output - fin.entry -} - -% -------------------------------------------------------------- -% -------------------------------------------------------------- - -FUNCTION {default.type} { misc } - -MACRO {jan} {"January"} - -MACRO {feb} {"February"} - -MACRO {mar} {"March"} - -MACRO {apr} {"April"} - -MACRO {may} {"May"} - -MACRO {jun} {"June"} - -MACRO {jul} {"July"} - -MACRO {aug} {"August"} - -MACRO {sep} {"September"} - -MACRO {oct} {"October"} - -MACRO {nov} {"November"} - -MACRO {dec} {"December"} - -MACRO {acmcs} {"ACM Computing Surveys"} - -MACRO {acta} {"Acta Informatica"} - -MACRO {cacm} {"Communications of the ACM"} - -MACRO {ibmjrd} {"IBM Journal of Research and Development"} - -MACRO {ibmsj} {"IBM Systems Journal"} - -MACRO {ieeese} {"IEEE Transactions on Software Engineering"} - -MACRO {ieeetc} {"IEEE Transactions on Computers"} - -MACRO {ieeetcad} - {"IEEE Transactions on Computer-Aided Design of Integrated Circuits"} - -MACRO {ipl} {"Information Processing Letters"} - -MACRO {jacm} {"Journal of the ACM"} - -MACRO {jcss} {"Journal of Computer and System Sciences"} - -MACRO {scp} {"Science of Computer Programming"} - -MACRO {sicomp} {"SIAM Journal on Computing"} - -MACRO {tocs} {"ACM Transactions on Computer Systems"} - -MACRO {tods} {"ACM Transactions on Database Systems"} - -MACRO {tog} {"ACM Transactions on Graphics"} - -MACRO {toms} {"ACM Transactions on Mathematical Software"} - -MACRO {toois} {"ACM Transactions on Office Information Systems"} - -MACRO {toplas} {"ACM Transactions on Programming Languages and Systems"} - -MACRO {tcs} {"Theoretical Computer Science"} - -READ - -FUNCTION {sortify} -{ purify$ - "l" change.case$ -} - -INTEGERS { len } - -FUNCTION {chop.word} -{ 's := - 'len := - s #1 len substring$ = - { s len #1 + global.max$ substring$ } - 's - if$ -} - -FUNCTION {sort.format.names} -{ 's := - #1 'nameptr := - "" - s num.names$ 'numnames := - numnames 'namesleft := - { namesleft #0 > } - { nameptr #1 > - { " " * } - 'skip$ - if$ - s nameptr "{vv{ } }{ll{ }}{ ff{ }}{ jj{ }}" format.name$ 't := - nameptr numnames = t "others" = and - { "et al" * } - { t sortify * } - if$ - nameptr #1 + 'nameptr := - namesleft #1 - 'namesleft := - } - while$ -} - -FUNCTION {sort.format.title} -{ 't := - "A " #2 - "An " #3 - "The " #4 t chop.word - chop.word - chop.word - sortify - #1 global.max$ substring$ -} - -FUNCTION {author.sort} -{ author empty$ - { key empty$ - { "to sort, need author or key in " cite$ * warning$ - "" - } - { key sortify } - if$ - } - { author sort.format.names } - if$ -} - -FUNCTION {author.editor.sort} -{ author empty$ - { editor empty$ - { key empty$ - { "to sort, need author, editor, or key in " cite$ * warning$ - "" - } - { key sortify } - if$ - } - { editor sort.format.names } - if$ - } - { author sort.format.names } - if$ -} - -FUNCTION {author.organization.sort} -{ author empty$ - { organization empty$ - { key empty$ - { "to sort, need author, organization, or key in " cite$ * warning$ - "" - } - { key sortify } - if$ - } - { "The " #4 organization chop.word sortify } - if$ - } - { author sort.format.names } - if$ -} - -FUNCTION {editor.organization.sort} -{ editor empty$ - { organization empty$ - { key empty$ - { "to sort, need editor, organization, or key in " cite$ * warning$ - "" - } - { key sortify } - if$ - } - { "The " #4 organization chop.word sortify } - if$ - } - { editor sort.format.names } - if$ -} - -FUNCTION {presort} -{ type$ "book" = - type$ "inbook" = - or - 'author.editor.sort - { type$ "proceedings" = - 'editor.organization.sort - { type$ "manual" = - 'author.organization.sort - 'author.sort - if$ - } - if$ - } - if$ - " " - * - year field.or.null sortify - * - " " - * - title field.or.null - sort.format.title - * - #1 entry.max$ substring$ - 'sort.key$ := -} - -ITERATE {presort} - -SORT - -STRINGS { longest.label } - -INTEGERS { number.label longest.label.width } - -FUNCTION {initialize.longest.label} -{ "" 'longest.label := - #1 'number.label := - #0 'longest.label.width := -} - -FUNCTION {longest.label.pass} -{ number.label int.to.str$ 'label := - number.label #1 + 'number.label := - label width$ longest.label.width > - { label 'longest.label := - label width$ 'longest.label.width := - } - 'skip$ - if$ -} - -EXECUTE {initialize.longest.label} - -ITERATE {longest.label.pass} - -FUNCTION {begin.bib} -{ preamble$ empty$ - 'skip$ - { preamble$ write$ newline$ } - if$ - "\begin{thebibliography}{" longest.label * "}" * write$ newline$ -} - -EXECUTE {begin.bib} - -EXECUTE {init.urlbst.variables} -EXECUTE {init.state.consts} - -ITERATE {call.type$} - -FUNCTION {end.bib} -{ newline$ - "\end{thebibliography}" write$ newline$ -} - -EXECUTE {end.bib} diff --git a/style/class/PhDbiblio-url2.bst b/style/class/PhDbiblio-url2.bst deleted file mode 100644 index 90e11a5..0000000 --- a/style/class/PhDbiblio-url2.bst +++ /dev/null @@ -1,1448 +0,0 @@ -%%% Modification of BibTeX style file CUEDbiblio.bst -%%% ... by urlbst, version 0.6 (marked with "% urlbst") -%%% See <http://purl.org/nxg/dist/urlbst> -%%% Added webpage entry type, and url and lastchecked fields. -%%% Added hyperref support. -%%% Original headers follow... - -% BibTeX standard bibliography style `plain' - % version 0.99a for BibTeX versions 0.99a or later, LaTeX version 2.09. - % Copyright (C) 1985, all rights reserved. - % Copying of this file is authorized only if either - % (1) you make absolutely no changes to your copy, including name, or - % (2) if you do make changes, you name it something other than - % btxbst.doc, plain.bst, unsrt.bst, alpha.bst, and abbrv.bst. - % This restriction helps ensure that all standard styles are identical. - % The file btxbst.doc has the documentation for this style. - -ENTRY - { address - author - booktitle - chapter - edition - editor - howpublished - institution - journal - key - month - note - number - organization - pages - publisher - school - series - title - type - volume - year - eprint % urlbst - doi % urlbst - url % urlbst - lastchecked % urlbst - } - {} - { label } - -INTEGERS { output.state before.all mid.sentence after.sentence after.block } - -STRINGS { urlintro eprinturl eprintprefix doiprefix doiurl openinlinelink closeinlinelink } % urlbst... -INTEGERS { hrefform inlinelinks makeinlinelink addeprints adddoiresolver } -% Following constants may be adjusted by hand, if desired -FUNCTION {init.urlbst.variables} -{ - "Available from: " 'urlintro := % prefix before URL - "http://arxiv.org/abs/" 'eprinturl := % prefix to make URL from eprint ref - "arXiv:" 'eprintprefix := % text prefix printed before eprint ref - "http://dx.doi.org/" 'doiurl := % prefix to make URL from DOI - "doi:" 'doiprefix := % text prefix printed before DOI ref - #0 'addeprints := % 0=no eprints; 1=include eprints - #0 'adddoiresolver := % 0=no DOI resolver; 1=include it - #2 'hrefform := % 0=no crossrefs; 1=hypertex xrefs; 2=hyperref refs - #1 'inlinelinks := % 0=URLs explicit; 1=URLs attached to titles - % the following are internal state variables, not config constants - #0 'makeinlinelink := % state variable managed by setup.inlinelink - "" 'openinlinelink := % ditto - "" 'closeinlinelink := % ditto -} -INTEGERS { - bracket.state - outside.brackets - open.brackets - within.brackets - close.brackets -} -% ...urlbst to here -FUNCTION {init.state.consts} -{ #0 'outside.brackets := % urlbst - #1 'open.brackets := - #2 'within.brackets := - #3 'close.brackets := - - #0 'before.all := - #1 'mid.sentence := - #2 'after.sentence := - #3 'after.block := -} - -STRINGS { s t } - -% urlbst -FUNCTION {output.nonnull.original} -{ 's := - output.state mid.sentence = - { ", " * write$ } - { output.state after.block = - { add.period$ write$ - newline$ - "\newblock " write$ - } - { output.state before.all = - 'write$ - { add.period$ " " * write$ } - if$ - } - if$ - mid.sentence 'output.state := - } - if$ - s -} - -% urlbst... -% The following three functions are for handling inlinelink. They wrap -% a block of text which is potentially output with write$ by multiple -% other functions, so we don't know the content a priori. -% They communicate between each other using the variables makeinlinelink -% (which is true if a link should be made), and closeinlinelink (which holds -% the string which should close any current link. They can be called -% at any time, but start.inlinelink will be a no-op unless something has -% previously set makeinlinelink true, and the two ...end.inlinelink functions -% will only do their stuff if start.inlinelink has previously set -% closeinlinelink to be non-empty. -FUNCTION {setup.inlinelink} -{ makeinlinelink - { hrefform #1 = % hypertex - { "\special {html:<a href=" quote$ * url * quote$ * "> }{" * 'openinlinelink := - "\special {html:</a>}" 'closeinlinelink := - } - { hrefform #2 = % hyperref - { "\href{" url * "}{" * 'openinlinelink := - "}" 'closeinlinelink := - } - 'skip$ - if$ % hrefform #2 = - } - if$ % hrefform #1 = - #0 'makeinlinelink := - } - 'skip$ - if$ % makeinlinelink -} -FUNCTION {add.inlinelink} -{ openinlinelink empty$ - 'skip$ - { openinlinelink swap$ * closeinlinelink * - "" 'openinlinelink := - } - if$ -} -FUNCTION {output.nonnull} -{ % Save the thing we've been asked to output - 's := - % If the bracket-state is close.brackets, then add a close-bracket to - % what is currently at the top of the stack, and set bracket.state - % to outside.brackets - bracket.state close.brackets = - { "]" * - outside.brackets 'bracket.state := - } - 'skip$ - if$ - bracket.state outside.brackets = - { % We're outside all brackets -- this is the normal situation. - % Write out what's currently at the top of the stack, using the - % original output.nonnull function. - s - add.inlinelink - output.nonnull.original % invoke the original output.nonnull - } - { % Still in brackets. Add open-bracket or (continuation) comma, add the - % new text (in s) to the top of the stack, and move to the close-brackets - % state, ready for next time (unless inbrackets resets it). If we come - % into this branch, then output.state is carefully undisturbed. - bracket.state open.brackets = - { " [" * } - { ", " * } % bracket.state will be within.brackets - if$ - s * - close.brackets 'bracket.state := - } - if$ -} - -% Call this function just before adding something which should be presented in -% brackets. bracket.state is handled specially within output.nonnull. -FUNCTION {inbrackets} -{ bracket.state close.brackets = - { within.brackets 'bracket.state := } % reset the state: not open nor closed - { open.brackets 'bracket.state := } - if$ -} - -FUNCTION {format.lastchecked} -{ lastchecked empty$ - { "" } - { inbrackets "cited " lastchecked * } - if$ -} -% ...urlbst to here - -FUNCTION {output} -{ duplicate$ empty$ - 'pop$ - 'output.nonnull - if$ -} - -FUNCTION {output.check} -{ 't := - duplicate$ empty$ - { pop$ "empty " t * " in " * cite$ * warning$ } - 'output.nonnull - if$ -} - -FUNCTION {output.bibitem.original} -{ newline$ - "\bibitem{" write$ - cite$ write$ - "}" write$ - newline$ - "" - before.all 'output.state := -} - -FUNCTION {fin.entry.original} -{ add.period$ - write$ - newline$ -} - -FUNCTION {new.block} -{ output.state before.all = - 'skip$ - { after.block 'output.state := } - if$ -} - -FUNCTION {new.sentence} -{ output.state after.block = - 'skip$ - { output.state before.all = - 'skip$ - { after.sentence 'output.state := } - if$ - } - if$ -} - -FUNCTION {not} -{ { #0 } - { #1 } - if$ -} - -FUNCTION {and} -{ 'skip$ - { pop$ #0 } - if$ -} - -FUNCTION {or} -{ { pop$ #1 } - 'skip$ - if$ -} - -FUNCTION {new.block.checka} -{ empty$ - 'skip$ - 'new.block - if$ -} - -FUNCTION {new.block.checkb} -{ empty$ - swap$ empty$ - and - 'skip$ - 'new.block - if$ -} - -FUNCTION {new.sentence.checka} -{ empty$ - 'skip$ - 'new.sentence - if$ -} - -FUNCTION {new.sentence.checkb} -{ empty$ - swap$ empty$ - and - 'skip$ - 'new.sentence - if$ -} - -FUNCTION {field.or.null} -{ duplicate$ empty$ - { pop$ "" } - 'skip$ - if$ -} - -FUNCTION {emphasize} -{ duplicate$ empty$ - { pop$ "" } - { "{\em " swap$ * "}" * } - if$ -} - -FUNCTION {scapify} -{ duplicate$ empty$ - { pop$ "" } - { "{\sc " swap$ * "}" * } - if$ -} - -FUNCTION {boldify} -{ duplicate$ empty$ - { pop$ "" } - { "{\bf " swap$ * "}" * } - if$ -} - -% -------------------------------------------------------------- -% -------------------------------------------------------------- - -INTEGERS { nameptr namesleft numnames } - -FUNCTION {format.names} -{ 's := - #1 'nameptr := - s num.names$ 'numnames := - numnames 'namesleft := - { namesleft #0 > } - { s nameptr "{ff~}{vv~}{ll}{, jj}" format.name$ 't := - nameptr #1 > - { namesleft #1 > - { ", " * t * } - { numnames #2 > - { "," * } - 'skip$ - if$ - t "others" = - { " et~al." * } - { " and " * t * } - if$ - } - if$ - } - 't - if$ - nameptr #1 + 'nameptr := - namesleft #1 - 'namesleft := - } - while$ -} - -FUNCTION {format.authors} -{ author empty$ - { "" } - { author format.names scapify } - if$ -} - -FUNCTION {format.editors} -{ editor empty$ - { "" } - { editor format.names scapify - editor num.names$ #1 > - { ", editors" * } - { ", editor" * } - if$ - } - if$ -} - -% this changes the case; very bad for abbreviations like DNA, RNA -%FUNCTION {format.title} -%{ title empty$ -% { "" } -% { title "t" change.case$ } -% if$ -%} - -FUNCTION {format.title} -{ title boldify -} - - -FUNCTION {n.dashify} -{ 't := - "" - { t empty$ not } - { t #1 #1 substring$ "-" = - { t #1 #2 substring$ "--" = not - { "--" * - t #2 global.max$ substring$ 't := - } - { { t #1 #1 substring$ "-" = } - { "-" * - t #2 global.max$ substring$ 't := - } - while$ - } - if$ - } - { t #1 #1 substring$ * - t #2 global.max$ substring$ 't := - } - if$ - } - while$ -} - -FUNCTION {format.date} -{ year empty$ - { month empty$ - { "" } - { "there's a month but no year in " cite$ * warning$ - month - } - if$ - } - { month empty$ - 'year - { month " " * year * } - if$ - } - if$ -} - -FUNCTION {format.btitle} -{ title emphasize -} - -FUNCTION {tie.or.space.connect} -{ duplicate$ text.length$ #3 < - { "~" } - { " " } - if$ - swap$ * * -} - -FUNCTION {either.or.check} -{ empty$ - 'pop$ - { "can't use both " swap$ * " fields in " * cite$ * warning$ } - if$ -} - -FUNCTION {format.bvolume} -{ volume empty$ - { "" } - { "" volume boldify tie.or.space.connect - series empty$ - 'skip$ - { " of " * series emphasize * } - if$ - "volume and number" number either.or.check - } - if$ -} - -FUNCTION {format.number.series} -{ volume empty$ - { number empty$ - { series field.or.null } - { output.state mid.sentence = - { "number" } - { "Number" } - if$ - number tie.or.space.connect - series empty$ - { "there's a number but no series in " cite$ * warning$ } - { " in " * series * } - if$ - } - if$ - } - { "" } - if$ -} - -FUNCTION {format.edition} -{ edition empty$ - { "" } - { output.state mid.sentence = - { edition "l" change.case$ " edition" * } - { edition "t" change.case$ " edition" * } - if$ - } - if$ -} - -INTEGERS { multiresult } - -FUNCTION {multi.page.check} -{ 't := - #0 'multiresult := - { multiresult not - t empty$ not - and - } - { t #1 #1 substring$ - duplicate$ "-" = - swap$ duplicate$ "," = - swap$ "+" = - or or - { #1 'multiresult := } - { t #2 global.max$ substring$ 't := } - if$ - } - while$ - multiresult -} - -FUNCTION {format.pages} -{ pages empty$ - { "" } - { pages multi.page.check - { "pages" pages n.dashify tie.or.space.connect } - { "page" pages tie.or.space.connect } - if$ - } - if$ -} - -FUNCTION {format.vol.num.pages} -{ volume field.or.null boldify - number empty$ - 'skip$ - { "(" number * ")" * * - volume empty$ - { "there's a number but no volume in " cite$ * warning$ } - 'skip$ - if$ - } - if$ - pages empty$ - 'skip$ - { duplicate$ empty$ - { pop$ format.pages } - { ":" * pages n.dashify * } - if$ - } - if$ -} - -FUNCTION {format.chapter.pages} -{ chapter empty$ - 'format.pages - { type empty$ - { "chapter" } - { type "l" change.case$ } - if$ - chapter tie.or.space.connect - pages empty$ - 'skip$ - { ", " * format.pages * } - if$ - } - if$ -} - -FUNCTION {format.in.ed.booktitle} -{ booktitle empty$ - { "" } - { editor empty$ - { "In " booktitle emphasize * } - { "In " format.editors * ", " * booktitle emphasize * } - if$ - } - if$ -} - -FUNCTION {empty.misc.check} -{ author empty$ title empty$ howpublished empty$ - month empty$ year empty$ note empty$ - and and and and and - key empty$ not and - { "all relevant fields are empty in " cite$ * warning$ } - 'skip$ - if$ -} - -FUNCTION {format.thesis.type} -{ type empty$ - 'skip$ - { pop$ - type "t" change.case$ - } - if$ -} - -FUNCTION {format.tr.number} -{ type empty$ - { "Technical Report" } - 'type - if$ - number empty$ - { "t" change.case$ } - { number tie.or.space.connect } - if$ -} - -FUNCTION {format.article.crossref} -{ key empty$ - { journal empty$ - { "need key or journal for " cite$ * " to crossref " * crossref * - warning$ - "" - } - { "In {\em " journal * "\/}" * } - if$ - } - { "In " key * } - if$ - " \cite{" * crossref * "}" * -} - -FUNCTION {format.crossref.editor} -{ editor #1 "{vv~}{ll}" format.name$ - editor num.names$ duplicate$ - #2 > - { pop$ " et~al." * } - { #2 < - 'skip$ - { editor #2 "{ff }{vv }{ll}{ jj}" format.name$ "others" = - { " et~al." * } - { " and " * editor #2 "{vv~}{ll}" format.name$ * } - if$ - } - if$ - } - if$ -} - -FUNCTION {format.book.crossref} -{ volume empty$ - { "empty volume in " cite$ * "'s crossref of " * crossref * warning$ - "In " - } - { "Volume" volume tie.or.space.connect - " of " * - } - if$ - editor empty$ - editor field.or.null author field.or.null = - or - { key empty$ - { series empty$ - { "need editor, key, or series for " cite$ * " to crossref " * - crossref * warning$ - "" * - } - { "{\em " * series * "\/}" * } - if$ - } - { key * } - if$ - } - { format.crossref.editor * } - if$ - " \cite{" * crossref * "}" * -} - -FUNCTION {format.incoll.inproc.crossref} -{ editor empty$ - editor field.or.null author field.or.null = - or - { key empty$ - { booktitle empty$ - { "need editor, key, or booktitle for " cite$ * " to crossref " * - crossref * warning$ - "" - } - { "In {\em " booktitle * "\/}" * } - if$ - } - { "In " key * } - if$ - } - { "In " format.crossref.editor * } - if$ - " \cite{" * crossref * "}" * -} - -% -------------------------------------------------------------- -% -------------------------------------------------------------- - -% urlbst... -% Functions for making hypertext links. -% In all cases, the stack has (link-text href-url) -% -% make 'null' specials -FUNCTION {make.href.null} -{ - pop$ -} -% make hypertex specials -FUNCTION {make.href.hypertex} -{ - "\special {html:<a href=" quote$ * - swap$ * quote$ * "> }" * swap$ * - "\special {html:</a>}" * -} -% make hyperref specials -FUNCTION {make.href.hyperref} -{ - "\href {" swap$ * "} {\path{" * swap$ * "}}" * -} -FUNCTION {make.href} -{ hrefform #2 = - 'make.href.hyperref % hrefform = 2 - { hrefform #1 = - 'make.href.hypertex % hrefform = 1 - 'make.href.null % hrefform = 0 (or anything else) - if$ - } - if$ -} - -% If inlinelinks is true, then format.url should be a no-op, since it's -% (a) redundant, and (b) could end up as a link-within-a-link. -FUNCTION {format.url} -{ inlinelinks #1 = url empty$ or - { "" } - { hrefform #1 = - { % special case -- add HyperTeX specials - urlintro "\url{" url * "}" * url make.href.hypertex * } - { urlintro "\url{" * url * "}" * } - if$ - } - if$ -} - -FUNCTION {format.eprint} -{ eprint empty$ - { "" } - { eprintprefix eprint * eprinturl eprint * make.href } - if$ -} - -FUNCTION {format.doi} -{ doi empty$ - { "" } - { doiprefix doi * doiurl doi * make.href } - if$ -} - -% Output a URL. We can't use the more normal idiom (something like -% `format.url output'), because the `inbrackets' within -% format.lastchecked applies to everything between calls to `output', -% so that `format.url format.lastchecked * output' ends up with both -% the URL and the lastchecked in brackets. -FUNCTION {output.url} -{ url empty$ - 'skip$ - { new.block - format.url output - format.lastchecked output - } - if$ -} - -FUNCTION {output.web.refs} -{ - new.block - output.url - addeprints eprint empty$ not and - { format.eprint output.nonnull } - 'skip$ - if$ - adddoiresolver doi empty$ not and - { format.doi output.nonnull } - 'skip$ - if$ -} - -% Wrapper for output.bibitem.original. -% If the URL field is not empty, set makeinlinelink to be true, -% so that an inline link will be started at the next opportunity -FUNCTION {output.bibitem} -{ outside.brackets 'bracket.state := - output.bibitem.original - inlinelinks url empty$ not and - { #1 'makeinlinelink := } - { #0 'makeinlinelink := } - if$ -} - -% Wrapper for fin.entry.original -FUNCTION {fin.entry} -{ output.web.refs % urlbst - makeinlinelink % ooops, it appears we didn't have a title for inlinelink - { setup.inlinelink % add some artificial link text here, as a fallback - "[link]" output.nonnull } - 'skip$ - if$ - bracket.state close.brackets = % urlbst - { "]" * } - 'skip$ - if$ - fin.entry.original -} - -% Webpage entry type. -% Title and url fields required; -% author, note, year, month, and lastchecked fields optional -% See references -% ISO 690-2 http://www.nlc-bnc.ca/iso/tc46sc9/standard/690-2e.htm -% http://www.classroom.net/classroom/CitingNetResources.html -% http://neal.ctstateu.edu/history/cite.html -% http://www.cas.usf.edu/english/walker/mla.html -% for citation formats for web pages. -FUNCTION {webpage} -{ output.bibitem - author empty$ - { editor empty$ - 'skip$ % author and editor both optional - { format.editors output.nonnull } - if$ - } - { editor empty$ - { format.authors output.nonnull } - { "can't use both author and editor fields in " cite$ * warning$ } - if$ - } - if$ - new.block - title empty$ 'skip$ 'setup.inlinelink if$ - format.title "title" output.check - inbrackets "online" output - new.block - year empty$ - 'skip$ - { format.date "year" output.check } - if$ - % We don't need to output the URL details ('lastchecked' and 'url'), - % because fin.entry does that for us, using output.web.refs. The only - % reason we would want to put them here is if we were to decide that - % they should go in front of the rather miscellaneous information in 'note'. - new.block - note output - fin.entry -} -% ...urlbst to here - - -FUNCTION {article} -{ output.bibitem - format.authors "author" output.check - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.title "title" output.check - new.block - crossref missing$ - { journal emphasize "journal" output.check - format.vol.num.pages output - format.date "year" output.check - } - { format.article.crossref output.nonnull - format.pages output - } - if$ - new.block - note output - fin.entry -} - -FUNCTION {book} -{ output.bibitem - author empty$ - { format.editors "author and editor" output.check } - { format.authors output.nonnull - crossref missing$ - { "author and editor" editor either.or.check } - 'skip$ - if$ - } - if$ - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.btitle "title" output.check - crossref missing$ - { format.bvolume output - new.block - format.number.series output - new.sentence - publisher "publisher" output.check - address output - } - { new.block - format.book.crossref output.nonnull - } - if$ - format.edition output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {booklet} -{ output.bibitem - format.authors output - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.title "title" output.check - howpublished address new.block.checkb - howpublished output - address output - format.date output - new.block - note output - fin.entry -} - -FUNCTION {inbook} -{ output.bibitem - author empty$ - { format.editors "author and editor" output.check } - { format.authors output.nonnull - crossref missing$ - { "author and editor" editor either.or.check } - 'skip$ - if$ - } - if$ - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.btitle "title" output.check - crossref missing$ - { format.bvolume output - format.chapter.pages "chapter and pages" output.check - new.block - format.number.series output - new.sentence - publisher "publisher" output.check - address output - } - { format.chapter.pages "chapter and pages" output.check - new.block - format.book.crossref output.nonnull - } - if$ - format.edition output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {incollection} -{ output.bibitem - format.authors "author" output.check - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.title "title" output.check - new.block - crossref missing$ - { format.in.ed.booktitle "booktitle" output.check - format.bvolume output - format.number.series output - format.chapter.pages output - new.sentence - publisher "publisher" output.check - address output - format.edition output - format.date "year" output.check - } - { format.incoll.inproc.crossref output.nonnull - format.chapter.pages output - } - if$ - new.block - note output - fin.entry -} - -FUNCTION {inproceedings} -{ output.bibitem - format.authors "author" output.check - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.title "title" output.check - new.block - crossref missing$ - { format.in.ed.booktitle "booktitle" output.check - format.bvolume output - format.number.series output - format.pages output - address empty$ - { organization publisher new.sentence.checkb - organization output - publisher output - format.date "year" output.check - } - { address output.nonnull - format.date "year" output.check - new.sentence - organization output - publisher output - } - if$ - } - { format.incoll.inproc.crossref output.nonnull - format.pages output - } - if$ - new.block - note output - fin.entry -} - -FUNCTION {conference} { inproceedings } - -FUNCTION {manual} -{ output.bibitem - author empty$ - { organization empty$ - 'skip$ - { organization output.nonnull - address output - } - if$ - } - { format.authors output.nonnull } - if$ - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.btitle "title" output.check - author empty$ - { organization empty$ - { address new.block.checka - address output - } - 'skip$ - if$ - } - { organization address new.block.checkb - organization output - address output - } - if$ - format.edition output - format.date output - new.block - note output - fin.entry -} - -FUNCTION {mastersthesis} -{ output.bibitem - format.authors "author" output.check - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.btitle "title" output.check - new.block - "Master's thesis" format.thesis.type output.nonnull - school "school" output.check - address output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {misc} -{ output.bibitem - format.authors output - title howpublished new.block.checkb - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.title output - howpublished new.block.checka - howpublished output - format.date output - new.block - note output - fin.entry - empty.misc.check -} - -FUNCTION {phdthesis} -{ output.bibitem - format.authors "author" output.check - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.btitle "title" output.check - new.block - "PhD thesis" format.thesis.type output.nonnull - school "school" output.check - address output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {dphilthesis} -{ output.bibitem - format.authors "author" output.check - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.btitle "title" output.check - new.block - "DPhil thesis" format.thesis.type output.nonnull - school "school" output.check - address output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {proceedings} -{ output.bibitem - editor empty$ - { organization output } - { format.editors output.nonnull } - if$ - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.btitle "title" output.check - format.bvolume output - format.number.series output - address empty$ - { editor empty$ - { publisher new.sentence.checka } - { organization publisher new.sentence.checkb - organization output - } - if$ - publisher output - format.date "year" output.check - } - { address output.nonnull - format.date "year" output.check - new.sentence - editor empty$ - 'skip$ - { organization output } - if$ - publisher output - } - if$ - new.block - note output - fin.entry -} - -FUNCTION {techreport} -{ output.bibitem - format.authors "author" output.check - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.title "title" output.check - new.block - format.tr.number output.nonnull - institution "institution" output.check - address output - format.date "year" output.check - new.block - note output - fin.entry -} - -FUNCTION {unpublished} -{ output.bibitem - format.authors "author" output.check - new.block - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.title "title" output.check - new.block - note "note" output.check - format.date output - fin.entry -} - -% -------------------------------------------------------------- -% -------------------------------------------------------------- - -FUNCTION {default.type} { misc } - -MACRO {jan} {"January"} - -MACRO {feb} {"February"} - -MACRO {mar} {"March"} - -MACRO {apr} {"April"} - -MACRO {may} {"May"} - -MACRO {jun} {"June"} - -MACRO {jul} {"July"} - -MACRO {aug} {"August"} - -MACRO {sep} {"September"} - -MACRO {oct} {"October"} - -MACRO {nov} {"November"} - -MACRO {dec} {"December"} - -MACRO {acmcs} {"ACM Computing Surveys"} - -MACRO {acta} {"Acta Informatica"} - -MACRO {cacm} {"Communications of the ACM"} - -MACRO {ibmjrd} {"IBM Journal of Research and Development"} - -MACRO {ibmsj} {"IBM Systems Journal"} - -MACRO {ieeese} {"IEEE Transactions on Software Engineering"} - -MACRO {ieeetc} {"IEEE Transactions on Computers"} - -MACRO {ieeetcad} - {"IEEE Transactions on Computer-Aided Design of Integrated Circuits"} - -MACRO {ipl} {"Information Processing Letters"} - -MACRO {jacm} {"Journal of the ACM"} - -MACRO {jcss} {"Journal of Computer and System Sciences"} - -MACRO {scp} {"Science of Computer Programming"} - -MACRO {sicomp} {"SIAM Journal on Computing"} - -MACRO {tocs} {"ACM Transactions on Computer Systems"} - -MACRO {tods} {"ACM Transactions on Database Systems"} - -MACRO {tog} {"ACM Transactions on Graphics"} - -MACRO {toms} {"ACM Transactions on Mathematical Software"} - -MACRO {toois} {"ACM Transactions on Office Information Systems"} - -MACRO {toplas} {"ACM Transactions on Programming Languages and Systems"} - -MACRO {tcs} {"Theoretical Computer Science"} - -READ - -FUNCTION {sortify} -{ purify$ - "l" change.case$ -} - -INTEGERS { len } - -FUNCTION {chop.word} -{ 's := - 'len := - s #1 len substring$ = - { s len #1 + global.max$ substring$ } - 's - if$ -} - -FUNCTION {sort.format.names} -{ 's := - #1 'nameptr := - "" - s num.names$ 'numnames := - numnames 'namesleft := - { namesleft #0 > } - { nameptr #1 > - { " " * } - 'skip$ - if$ - s nameptr "{vv{ } }{ll{ }}{ ff{ }}{ jj{ }}" format.name$ 't := - nameptr numnames = t "others" = and - { "et al" * } - { t sortify * } - if$ - nameptr #1 + 'nameptr := - namesleft #1 - 'namesleft := - } - while$ -} - -FUNCTION {sort.format.title} -{ 't := - "A " #2 - "An " #3 - "The " #4 t chop.word - chop.word - chop.word - sortify - #1 global.max$ substring$ -} - -FUNCTION {author.sort} -{ author empty$ - { key empty$ - { "to sort, need author or key in " cite$ * warning$ - "" - } - { key sortify } - if$ - } - { author sort.format.names } - if$ -} - -FUNCTION {author.editor.sort} -{ author empty$ - { editor empty$ - { key empty$ - { "to sort, need author, editor, or key in " cite$ * warning$ - "" - } - { key sortify } - if$ - } - { editor sort.format.names } - if$ - } - { author sort.format.names } - if$ -} - -FUNCTION {author.organization.sort} -{ author empty$ - { organization empty$ - { key empty$ - { "to sort, need author, organization, or key in " cite$ * warning$ - "" - } - { key sortify } - if$ - } - { "The " #4 organization chop.word sortify } - if$ - } - { author sort.format.names } - if$ -} - -FUNCTION {editor.organization.sort} -{ editor empty$ - { organization empty$ - { key empty$ - { "to sort, need editor, organization, or key in " cite$ * warning$ - "" - } - { key sortify } - if$ - } - { "The " #4 organization chop.word sortify } - if$ - } - { editor sort.format.names } - if$ -} - -FUNCTION {presort} -{ type$ "book" = - type$ "inbook" = - or - 'author.editor.sort - { type$ "proceedings" = - 'editor.organization.sort - { type$ "manual" = - 'author.organization.sort - 'author.sort - if$ - } - if$ - } - if$ - " " - * - year field.or.null sortify - * - " " - * - title field.or.null - sort.format.title - * - #1 entry.max$ substring$ - 'sort.key$ := -} - -ITERATE {presort} - -%SORT % uncomment to sort references alphabetically - -STRINGS { longest.label } - -INTEGERS { number.label longest.label.width } - -FUNCTION {initialize.longest.label} -{ "" 'longest.label := - #1 'number.label := - #0 'longest.label.width := -} - -FUNCTION {longest.label.pass} -{ number.label int.to.str$ 'label := - number.label #1 + 'number.label := - label width$ longest.label.width > - { label 'longest.label := - label width$ 'longest.label.width := - } - 'skip$ - if$ -} - -EXECUTE {initialize.longest.label} - -ITERATE {longest.label.pass} - -FUNCTION {begin.bib} -{ preamble$ empty$ - 'skip$ - { preamble$ write$ newline$ } - if$ - "\begin{thebibliography}{" longest.label * "}" * write$ newline$ -} - -EXECUTE {begin.bib} - -EXECUTE {init.urlbst.variables} -EXECUTE {init.state.consts} - -ITERATE {call.type$} - -FUNCTION {end.bib} -{ newline$ - "\end{thebibliography}" write$ newline$ -} - -EXECUTE {end.bib} diff --git a/style/class/PhDthesisPSnPDF.cls b/style/class/PhDthesisPSnPDF.cls deleted file mode 100644 index d076c3d..0000000 --- a/style/class/PhDthesisPSnPDF.cls +++ /dev/null @@ -1,409 +0,0 @@ - -%--------------------------------------------------------------- -% PhDthesis version 2 style file by Jakob Suckale, 2007 -% based on CUEDthesis version 1 by Harish Bhanderi 2002 -%--------------------------------------------------------------- - - - -%-------------------------- identification --------------------- -%\NeedsTeXFormat{LaTeX2e} -\ProvidesClass{Latex/Classes/PhDthesisPSnPDF}[2007/09/06 v2 PhD thesis class] - - -%:-------------------------- report or book ----------------------- - -%If you want to use a Report style document then uncomment the following 3 lines and comment the below 8 book style lines: -%\DeclareOption*{\PassOptionsToClass{\CurrentOption}{report}} -%\ProcessOptions\relax -%%\LoadClass[a4paper]{report} -%\ifx\pdfoutput\undefined -% \LoadClass[dvips, a4paper]{report} -%\else -% \LoadClass[pdftex, a4paper]{report} -%\fi - -%%Bibliography -%%uncomment next line to change bibliography name to references for Report document class -%\renewcommand{\refname}{References} - -%If you want to use a Book style document then uncomment the following 3 lines and comment the above 8 report style lines: -\DeclareOption*{\PassOptionsToClass{\CurrentOption}{book}} -\ProcessOptions\relax -\ifx\pdfoutput\undefined - \LoadClass[dvips, a4paper]{book} -\else - \LoadClass[pdftex, a4paper]{book} -\fi - - -%:-------------------------- packages for fancy things ----------------------- - -\usepackage{amssymb} -\usepackage{graphics} % for improved inclusion of graphics -%\usepackage{wrapfig} % to include figure with text wrapping around it -\usepackage[margin=10pt,font=small,labelfont=bf]{caption} % for improved layout of figure captions with extra margin, smaller font than text -\usepackage{fancyhdr} % for better header layout -\usepackage{eucal} -\usepackage[english]{babel} -\usepackage[usenames, dvipsnames]{color} -\usepackage[perpage]{footmisc} -\usepackage[round, sort, numbers]{natbib} -\usepackage{ifthen} -\usepackage{multicol} % for pages with multiple text columns, e.g. References -\setlength{\columnsep}{20pt} % space between columns; default 10pt quite narrow -\usepackage[nottoc]{tocbibind} % correct page numbers for bib in TOC, nottoc suppresses an entry for TOC itself -%\usepackage{nextpage} - -%:-------------------------- Glossary/Abbrev./Symbols ----------------------- - -\usepackage[intoc]{nomencl} % load nomencl extension; include in TOC -%\nomrefpage % to include page numbers after abbrevations -\renewcommand{\nomname}{Glossary} % rename nomenclature -\renewcommand{\nomlabel}[1]{\textbf{#1}} % make abbreviations bold -\makenomenclature % used to be \makeglossary -\newcommand{\g}{\footnote{For all abbreviations see the glossary on page \pageref{nom}.}} % type "\g" to refer to glossary - -% used to be for sorting into categories: -%\renewcommand\nomgroup[1]{% -% \ifthenelse{\equal{#1}{A}}{% -% \item[\textbf{Roman Symbols}] }{% A - Roman -% \ifthenelse{\equal{#1}{G}}{% -% \item[\textbf{Greek Symbols}]}{% G - Greek -% \ifthenelse{\equal{#1}{R}}{% -% \item[\textbf{Superscripts}]}{% R - Superscripts -% \ifthenelse{\equal{#1}{S}}{% -% \item[\textbf{Subscripts}]}{{% S - Subscripts -% \ifthenelse{\equal{#1}{X}}{% -% \item[\textbf{Other Symbols}]}{{% X - Other Symbols -% \ifthenelse{\equal{#1}{Z}}{% -% \item[\textbf{Acronyms}]}% Z - Acronyms -% {{}}}}}}}}}} - - -%:-------------------------- PDF/PS setup ----------------------- - -%if you use a macTeX 2008 or later, use the ifpdf package -\usepackage{ifpdf} - -%if you use an older version, uncomment these lines: -%\newif \ifpdf -% \ifx \pdfoutput \undefined - % for running latex -% \pdffalse -% \else - % for running pdflatex -% \pdfoutput = 1 % positive value for a PDF output - % otherwise a DVI -% \pdftrue -%\fi - -\ifpdf -%--> -%--> Google.com search "hyperref options" -%--> -%--> http://www.ai.mit.edu/lab/sysadmin/latex/documentation/latex/hyperref/manual.pdf -%--> http://www.chemie.unibas.ch/~vogtp/LaTeX2PDFLaTeX.pdf -%--> http://www.uni-giessen.de/partosch/eurotex99/ oberdiek/print/sli4a4col.pdf -%--> http://me.in-berlin.de/~miwie/tex-refs/html/latex-packages.html -%--> - \usepackage[ pdftex, plainpages = false, pdfpagelabels, - pdfpagelayout = useoutlines, - bookmarks, - bookmarksopen = true, - bookmarksnumbered = true, - breaklinks = true, - linktocpage, - pagebackref, - colorlinks = false, % was true - linkcolor = blue, - urlcolor = blue, - citecolor = red, - anchorcolor = green, - hyperindex = true, - hyperfigures - ]{hyperref} - - \DeclareGraphicsExtensions{.png, .jpg, .jpeg, .pdf, .gif} %GIF doesn't work?? - \usepackage[pdftex]{graphicx} - \pdfcompresslevel=9 - \graphicspath{{0_frontmatter/figures/PNG/}{0_frontmatter/figures/PDF/}{0_frontmatter/figures/}} -\else - \usepackage[ dvips, - bookmarks, - bookmarksopen = true, - bookmarksnumbered = true, - breaklinks = true, - linktocpage, - pagebackref, - colorlinks = true, - linkcolor = blue, - urlcolor = blue, - citecolor = red, - anchorcolor = green, - hyperindex = true, - hyperfigures - ]{hyperref} - - \DeclareGraphicsExtensions{.eps, .ps} - \usepackage{epsfig} - \usepackage{graphicx} - \graphicspath{{0_frontmatter/figures/EPS/}{0_frontmatter/figures/}} -\fi - - -%:-------------------------- page layout ----------------------- - -%A4 settings -\ifpdf - \pdfpageheight=297mm - \pdfpagewidth=210mm -\else - \setlength{\paperheight}{297mm} - \setlength{\paperwidth}{210mm} -\fi - -\setlength{\hoffset}{0.00cm} -\setlength{\voffset}{0.00cm} - -%: Uncomment this secion for two-sided printing -% ------------------------------ -\setlength{\oddsidemargin}{1.5cm} -\setlength{\evensidemargin}{0cm} -\setlength{\topmargin}{1mm} -\setlength{\headheight}{1.36cm} -\setlength{\headsep}{1.00cm} -\setlength{\textheight}{20.84cm} -\setlength{\textwidth}{14.5cm} -\setlength{\marginparsep}{1mm} -\setlength{\marginparwidth}{3cm} -\setlength{\footskip}{2.36cm} - - -%: Uncomment this secion for one-sided printing -% taken from the original file, but with the first two lanes modified -% ------------------------------ -%\setlength{\evensidemargin}{1.9cm} % was 1.96cm in original -%\setlength{\oddsidemargin}{-0.001cm} % was -0.54cm in original file -%\setlength{\topmargin}{1mm} -%\setlength{\headheight}{1.36cm} -%\setlength{\headsep}{1.00cm} -%\setlength{\textheight}{20.84cm} -%\setlength{\textwidth}{14.5cm} -%\setlength{\marginparsep}{1mm} -%\setlength{\marginparwidth}{3cm} -%\setlength{\footskip}{2.36cm} - - -%: section below defines fancy page layout options -% ------------------------------ -\pagestyle{fancy} -\renewcommand{\chaptermark}[1]{\markboth{\MakeUppercase{\thechapter. #1 }}{}} -\renewcommand{\sectionmark}[1]{\markright{\thesection\ #1}} -\fancyhf{} -\fancyhead[RO]{\bfseries\rightmark} -\fancyhead[LE]{\bfseries\leftmark} -\fancyfoot[C]{\thepage} -\renewcommand{\headrulewidth}{0.5pt} -\renewcommand{\footrulewidth}{0pt} -\addtolength{\headheight}{0.5pt} -\fancypagestyle{plain}{ - \fancyhead{} - \renewcommand{\headrulewidth}{0pt} -} - - - - - -%:-------------------------- title page layout ----------------------- - -% starts roman page numbering until chapter 1 -% important to avoid two pages numbered 1 and 2 which may cause bad links -% bug: cover i + back side ii and then numbering restarts with i; should be iii -\renewcommand{\thepage}{\roman{page}} - -\newcommand{\submittedtext}{{A thesis submitted for the degree of}} - -% DECLARATIONS -% These macros are used to declare arguments needed for the -% construction of the title page and other preamble. - -% The year and term the degree will be officially conferred -\def\degreedate#1{\gdef\@degreedate{#1}} -% The full (unabbreviated) name of the degree -\def\degree#1{\gdef\@degree{#1}} -% The name of your college or department(eg. Trinity, Pembroke, Maths, Physics) -\def\collegeordept#1{\gdef\@collegeordept{#1}} -% The name of your University -\def\university#1{\gdef\@university{#1}} -% Defining the crest -\def\crest#1{\gdef\@crest{#1}} -% Stating the city of birth for title page where needed; uncommented for use -%\def\cityofbirth#1{\gdef\@cityofbirth{#1}} - -% These macros define an environment for front matter that is always -% single column even in a double-column document. - -\newenvironment{alwayssingle}{% - \@restonecolfalse\if@twocolumn\@restonecoltrue\onecolumn - \else\newpage\fi} - {\if@restonecol\twocolumn\else\newpage\fi} - -%define title page layout -\renewcommand{\maketitle}{% -\begin{alwayssingle} - \renewcommand{\footnotesize}{\small} - \renewcommand{\footnoterule}{\relax} - \thispagestyle{empty} -% \null\vfill - \begin{center} - { \Huge {\bfseries {\@title}} \par} -{\large \vspace*{35mm} {{\@crest} \par} \vspace*{25mm}} - {{\Large \@author} \par} -% \vspace*{1ex} -% {{\@cityofbirth} \par} -{\large - \vspace*{1ex} - {{\@collegeordept} \par} - \vspace*{1ex} - {{\@university} \par} - \vspace*{25mm} - {{\submittedtext} \par} - \vspace*{1ex} - {\it {\@degree} \par} - \vspace*{2ex} - {\@degreedate} -}%end large - \end{center} - \null\vfill -\end{alwayssingle}} - -% page number for cover back side should have page number blanked - - -%:-------------------------- front matter layout ----------------------- - -% DEDICATION -% -% The dedication environment makes sure the dedication gets its -% own page and is set out in verse format. - -\newenvironment{dedication} -{\begin{alwayssingle} - \pagestyle{empty} - \begin{center} - \vspace*{1.5cm} - {\LARGE } - \end{center} - \vspace{0.5cm} - \begin{quote} \begin{center}} -{\end{center} \end{quote} \end{alwayssingle}} - - -% ACKNOWLEDGEMENTS -% -% The acknowledgements environment puts a large, bold, centered -% "Acknowledgements" label at the top of the page. The acknowledgements -% themselves appear in a quote environment, i.e. tabbed in at both sides, and -% on its own page. - -\newenvironment{acknowledgements} -{\pagestyle{empty} -\begin{alwayssingle} -\begin{center} -\vspace*{1.5cm} -{\Large \bfseries Acknowledgements} -\end{center} -\vspace{0.5cm} -\begin{quote}} -{\end{quote}\end{alwayssingle}} - -% The acknowledgementslong environment puts a large, bold, centered -% "Acknowledgements" label at the top of the page. The acknowledgement itself -% does not appears in a quote environment so you can get more in. - -\newenvironment{acknowledgementslong} -{\pagestyle{empty} -\begin{alwayssingle} -\begin{center} -\vspace*{1.5cm} -{\Large \bfseries Acknowledgements} -\end{center} -\vspace{0.5cm}\begin{quote}} -{\end{quote}\end{alwayssingle}} - -%ABSTRACT -% -%The abstract environment puts a large, bold, centered "Abstract" label at -%the top of the page. The abstract itself appears in a quote environment, -%i.e. tabbed in at both sides, and on its own page. - -\newenvironment{abstracts} {\begin{alwayssingle} \pagestyle{empty} - \begin{center} - \vspace*{1.5cm} - {\Large \bfseries Abstract} - \end{center} - \vspace{0.5cm} - \begin{quote}} -{\end{quote}\end{alwayssingle}} - -%The abstractlong environment puts a large, bold, centered "Abstract" label at -%the top of the page. The abstract itself does not appears in a quote -%environment so you can get more in. - -\newenvironment{abstractslong} {\begin{alwayssingle} \pagestyle{empty} - \begin{center} - \vspace*{1.5cm} - {\Large \bfseries Abstract} - \end{center} - \vspace{0.5cm} \begin{quote}} -{\end{quote}\end{alwayssingle}} - -%The abstractseparate environment is for running of a page with the abstract -%on including title and author etc as required to be handed in separately - -\newenvironment{abstractseparate} {\begin{alwayssingle} \pagestyle{empty} - \vspace*{-1in} - \begin{center} - { \Large {\bfseries {\@title}} \par} - {{\large \vspace*{1ex} \@author} \par} -{\large \vspace*{1ex} - {{\@collegeordept} \par} - {{\@university} \par} -\vspace*{1ex} - {{\it \submittedtext} \par} - {\it {\@degree} \par} -\vspace*{2ex} - {\@degreedate}} - \end{center}} -{\end{alwayssingle}} - -%Statement of originality if required - -\newenvironment{declaration} {\begin{alwayssingle} \pagestyle{empty} - \begin{center} - \vspace*{1.5cm} - {\Large \bfseries Declaration} - \end{center} - \vspace{0.5cm} - \begin{quote}} -{\end{quote}\end{alwayssingle}} - - -%:-------------------------- page numbers: roman+arabic ----------------------- - -% ROMANPAGES -% -% The romanpages environment set the page numbering to lowercase roman one -% for the contents and figures lists. It also resets -% page-numbering for the remainder of the dissertation (arabic, starting at 1). - -%\newenvironment{romanpages} -%{ -% \setcounter{page}{1} -% \renewcommand{\thepage}{\roman{page}} -%} % close romanpage env't - -{\newpage\renewcommand{\thepage}{\arabic{page}}\setcounter{page}{1}} - diff --git a/style/class/elsarticle-num.bst b/style/class/elsarticle-num.bst deleted file mode 100644 index 24654f1..0000000 --- a/style/class/elsarticle-num.bst +++ /dev/null @@ -1,1507 +0,0 @@ -%% -%% This is file `elsarticle-num.bst', -%% -%% Copyright 2007, 2008, 2009 Elsevier Ltd -%% -%% This file is part of the 'Elsarticle Bundle'. -%% --------------------------------------------- -%% -%% It may be distributed under the conditions of the LaTeX Project Public -%% License, either version 1.2 of this license or (at your option) any -%% later version. The latest version of this license is in -%% http://www.latex-project.org/lppl.txt -%% and version 1.2 or later is part of all distributions of LaTeX -%% version 1999/12/01 or later. -%% -%% The list of all files belonging to the 'Elsarticle Bundle' is -%% given in the file `manifest.txt'. -%% -%% -%% $Id: elsarticle-num.bst 19 2009-12-17 07:07:52Z rishi $ -%% -%% -%% ---------------------------------------- -%% -ENTRY - { address - author - booktitle - chapter - edition - editor - howpublished - institution - journal - key - month - note - number - organization - pages - publisher - school - series - title - type - volume - year - eprint % urlbst - doi % urlbst - url % urlbst - lastchecked % urlbst - } - {} - { label } - -INTEGERS { output.state before.all mid.sentence after.sentence after.block } - -STRINGS { urlintro eprinturl eprintprefix doiprefix doiurl openinlinelink closeinlinelink } % urlbst... -INTEGERS { hrefform inlinelinks makeinlinelink addeprints adddoiresolver } -FUNCTION {init.urlbst.variables} -{ - "Available from: " 'urlintro := % prefix before URL - "http://arxiv.org/abs/" 'eprinturl := % prefix to make URL from eprint ref - "arXiv:" 'eprintprefix := % text prefix printed before eprint ref - "http://dx.doi.org/" 'doiurl := % prefix to make URL from DOI - "doi:" 'doiprefix := % text prefix printed before DOI ref - #1 'addeprints := % 0=no eprints; 1=include eprints - #1 'adddoiresolver := % 0=no DOI resolver; 1=include it - #2 'hrefform := % 0=no crossrefs; 1=hypertex xrefs; 2=hyperref refs - #1 'inlinelinks := % 0=URLs explicit; 1=URLs attached to titles - % the following are internal state variables, not config constants - #0 'makeinlinelink := % state variable managed by setup.inlinelink - "" 'openinlinelink := % ditto - "" 'closeinlinelink := % ditto -} -INTEGERS { - bracket.state - outside.brackets - open.brackets - within.brackets - close.brackets -} -FUNCTION {init.state.consts} -{ #0 'outside.brackets := % urlbst - #1 'open.brackets := - #2 'within.brackets := - #3 'close.brackets := - - #0 'before.all := - #1 'mid.sentence := - #2 'after.sentence := - #3 'after.block := -} - -STRINGS { s t } - -FUNCTION {output.nonnull.original} -{ 's := - output.state mid.sentence = - { ", " * write$ } - { output.state after.block = - { add.period$ write$ - newline$ - "\newblock " write$ - } - { output.state before.all = - 'write$ - { add.period$ " " * write$ } - if$ - } - if$ - mid.sentence 'output.state := - } - if$ - s -} - -FUNCTION {setup.inlinelink} -{ makeinlinelink - { hrefform #1 = % hypertex - { "\special {html:<a href=" quote$ * url * quote$ * "> }{" * 'openinlinelink := - "\special {html:</a>}" 'closeinlinelink := - } - { hrefform #2 = % hyperref - { "\href{" url * "}{" * 'openinlinelink := - "}" 'closeinlinelink := - } - 'skip$ - if$ % hrefform #2 = - } - if$ % hrefform #1 = - #0 'makeinlinelink := - } - 'skip$ - if$ % makeinlinelink -} -FUNCTION {add.inlinelink} -{ openinlinelink empty$ - 'skip$ - { openinlinelink swap$ * closeinlinelink * - "" 'openinlinelink := - } - if$ -} -FUNCTION {output.nonnull} -{ % Save the thing we've been asked to output - 's := - % If the bracket-state is close.brackets, then add a close-bracket to - % what is currently at the top of the stack, and set bracket.state - % to outside.brackets - bracket.state close.brackets = - { "]" * - outside.brackets 'bracket.state := - } - 'skip$ - if$ - bracket.state outside.brackets = - { % We're outside all brackets -- this is the normal situation. - % Write out what's currently at the top of the stack, using the - % original output.nonnull function. - s - add.inlinelink - output.nonnull.original % invoke the original output.nonnull - } - { % Still in brackets. Add open-bracket or (continuation) comma, add the - % new text (in s) to the top of the stack, and move to the close-brackets - % state, ready for next time (unless inbrackets resets it). If we come - % into this branch, then output.state is carefully undisturbed. - bracket.state open.brackets = - { " [" * } - { ", " * } % bracket.state will be within.brackets - if$ - s * - close.brackets 'bracket.state := - } - if$ -} - -FUNCTION {inbrackets} -{ bracket.state close.brackets = - { within.brackets 'bracket.state := } % reset the state: not open nor closed - { open.brackets 'bracket.state := } - if$ -} - -FUNCTION {format.lastchecked} -{ lastchecked empty$ - { "" } - { inbrackets "cited " lastchecked * } - if$ -} - -FUNCTION {output} -{ duplicate$ empty$ - 'pop$ - 'output.nonnull - if$ -} - -FUNCTION {output.check} -{ 't := - duplicate$ empty$ - { pop$ "empty " t * " in " * cite$ * warning$ } - 'output.nonnull - if$ -} - -FUNCTION {fin.entry.original} -{ add.period$ - write$ - newline$ -} - -FUNCTION {new.block} -{ output.state before.all = - 'skip$ - { after.block 'output.state := } - if$ -} - -FUNCTION {new.sentence} -{ output.state after.block = - 'skip$ - { output.state before.all = - 'skip$ - { after.sentence 'output.state := } - if$ - } - if$ -} - -FUNCTION {add.blank} -{ " " * before.all 'output.state := -} - -FUNCTION {date.block} -{ - add.blank -} - -FUNCTION {not} -{ { #0 } - { #1 } - if$ -} - -FUNCTION {and} -{ 'skip$ - { pop$ #0 } - if$ -} - -FUNCTION {or} -{ { pop$ #1 } - 'skip$ - if$ -} - -FUNCTION {new.block.checka} -{ empty$ - 'skip$ - 'new.block - if$ -} - -FUNCTION {new.block.checkb} -{ empty$ - swap$ empty$ - and - 'skip$ - 'new.block - if$ -} - -FUNCTION {new.sentence.checka} -{ empty$ - 'skip$ - 'new.sentence - if$ -} - -FUNCTION {new.sentence.checkb} -{ empty$ - swap$ empty$ - and - 'skip$ - 'new.sentence - if$ -} - -FUNCTION {field.or.null} -{ duplicate$ empty$ - { pop$ "" } - 'skip$ - if$ -} - -FUNCTION {emphasize} -{ skip$ } - -FUNCTION {capitalize} -{ "u" change.case$ "t" change.case$ } - -FUNCTION {space.word} -{ " " swap$ * " " * } - - % Here are the language-specific definitions for explicit words. - % Each function has a name bbl.xxx where xxx is the English word. - % The language selected here is ENGLISH -FUNCTION {bbl.and} -{ "and"} - -FUNCTION {bbl.etal} -{ "et~al." } - -FUNCTION {bbl.editors} -{ "Eds." } - -FUNCTION {bbl.editor} -{ "Ed." } - -FUNCTION {bbl.edby} -{ "edited by" } - -FUNCTION {bbl.edition} -{ "Edition" } - -FUNCTION {bbl.volume} -{ "Vol." } - -FUNCTION {bbl.of} -{ "of" } - -FUNCTION {bbl.number} -{ "no." } - -FUNCTION {bbl.nr} -{ "no." } - -FUNCTION {bbl.in} -{ "in" } - -FUNCTION {bbl.pages} -{ "pp." } - -FUNCTION {bbl.page} -{ "p." } - -FUNCTION {bbl.chapter} -{ "Ch." } - -FUNCTION {bbl.techrep} -{ "Tech. Rep." } - -FUNCTION {bbl.mthesis} -{ "Master's thesis" } - -FUNCTION {bbl.phdthesis} -{ "Ph.D. thesis" } - -FUNCTION {bbl.first} -{ "1st" } - -FUNCTION {bbl.second} -{ "2nd" } - -FUNCTION {bbl.third} -{ "3rd" } - -FUNCTION {bbl.fourth} -{ "4th" } - -FUNCTION {bbl.fifth} -{ "5th" } - -FUNCTION {bbl.st} -{ "st" } - -FUNCTION {bbl.nd} -{ "nd" } - -FUNCTION {bbl.rd} -{ "rd" } - -FUNCTION {bbl.th} -{ "th" } - -MACRO {jan} {"Jan."} - -MACRO {feb} {"Feb."} - -MACRO {mar} {"Mar."} - -MACRO {apr} {"Apr."} - -MACRO {may} {"May"} - -MACRO {jun} {"Jun."} - -MACRO {jul} {"Jul."} - -MACRO {aug} {"Aug."} - -MACRO {sep} {"Sep."} - -MACRO {oct} {"Oct."} - -MACRO {nov} {"Nov."} - -MACRO {dec} {"Dec."} - -FUNCTION {eng.ord} -{ duplicate$ "1" swap$ * - #-2 #1 substring$ "1" = - { bbl.th * } - { duplicate$ #-1 #1 substring$ - duplicate$ "1" = - { pop$ bbl.st * } - { duplicate$ "2" = - { pop$ bbl.nd * } - { "3" = - { bbl.rd * } - { bbl.th * } - if$ - } - if$ - } - if$ - } - if$ -} - -MACRO {acmcs} {"ACM Comput. Surv."} - -MACRO {acta} {"Acta Inf."} - -MACRO {cacm} {"Commun. ACM"} - -MACRO {ibmjrd} {"IBM J. Res. Dev."} - -MACRO {ibmsj} {"IBM Syst.~J."} - -MACRO {ieeese} {"IEEE Trans. Softw. Eng."} - -MACRO {ieeetc} {"IEEE Trans. Comput."} - -MACRO {ieeetcad} - {"IEEE Trans. Comput.-Aided Design Integrated Circuits"} - -MACRO {ipl} {"Inf. Process. Lett."} - -MACRO {jacm} {"J.~ACM"} - -MACRO {jcss} {"J.~Comput. Syst. Sci."} - -MACRO {scp} {"Sci. Comput. Programming"} - -MACRO {sicomp} {"SIAM J. Comput."} - -MACRO {tocs} {"ACM Trans. Comput. Syst."} - -MACRO {tods} {"ACM Trans. Database Syst."} - -MACRO {tog} {"ACM Trans. Gr."} - -MACRO {toms} {"ACM Trans. Math. Softw."} - -MACRO {toois} {"ACM Trans. Office Inf. Syst."} - -MACRO {toplas} {"ACM Trans. Prog. Lang. Syst."} - -MACRO {tcs} {"Theoretical Comput. Sci."} - -FUNCTION {write.url} -{ url empty$ - { skip$ } - { "\newline\urlprefix\url{" url * "}" * write$ newline$ } - if$ -} - -INTEGERS { nameptr namesleft numnames } - -FUNCTION {format.names} -{ 's := - #1 'nameptr := - s num.names$ 'numnames := - numnames 'namesleft := - { namesleft #0 > } - { s nameptr - "{f.~}{vv~}{ll}{, jj}" format.name$ - 't := - nameptr #1 > - { - namesleft #1 > - { ", " * t * } - { - "," * - s nameptr "{ll}" format.name$ duplicate$ "others" = - { 't := } - { pop$ } - if$ - t "others" = - { - " " * bbl.etal * - } - { " " * t * } - if$ - } - if$ - } - 't - if$ - nameptr #1 + 'nameptr := - namesleft #1 - 'namesleft := - } - while$ -} -FUNCTION {format.names.ed} -{ format.names } -FUNCTION {format.authors} -{ author empty$ - { "" } - { author format.names } - if$ -} - -FUNCTION {format.editors} -{ editor empty$ - { "" } - { editor format.names - editor num.names$ #1 > - { " (" * bbl.editors * ")" * } - { " (" * bbl.editor * ")" * } - if$ - } - if$ -} - -FUNCTION {format.in.editors} -{ editor empty$ - { "" } - { editor format.names.ed - editor num.names$ #1 > - { " (" * bbl.editors * ")" * } - { " (" * bbl.editor * ")" * } - if$ - } - if$ -} - -FUNCTION {format.note} -{ - note empty$ - { "" } - { note #1 #1 substring$ - duplicate$ "{" = - 'skip$ - { output.state mid.sentence = - { "l" } - { "u" } - if$ - change.case$ - } - if$ - note #2 global.max$ substring$ * - } - if$ -} - -FUNCTION {format.title} -{ title empty$ - { "" } - { title "t" change.case$ - } - if$ -} - -FUNCTION {output.bibitem.original} -{ newline$ - "\bibitem{" write$ - cite$ write$ - "}" write$ - newline$ - "" - before.all 'output.state := -} - -FUNCTION {n.dashify} -{ - 't := - "" - { t empty$ not } - { t #1 #1 substring$ "-" = - { t #1 #2 substring$ "--" = not - { "--" * - t #2 global.max$ substring$ 't := - } - { { t #1 #1 substring$ "-" = } - { "-" * - t #2 global.max$ substring$ 't := - } - while$ - } - if$ - } - { t #1 #1 substring$ * - t #2 global.max$ substring$ 't := - } - if$ - } - while$ -} - -FUNCTION {word.in} -{ bbl.in - ":" * - " " * } - -FUNCTION {format.date} -{ year empty$ - { month empty$ - { "" } - { "there's a month but no year in " cite$ * warning$ - month - } - if$ - } - { month empty$ - 'year - { month " " * year * } - if$ - } - if$ - duplicate$ empty$ - 'skip$ - { - before.all 'output.state := - " (" swap$ * ")" * - } - if$ -} - -FUNCTION{format.year} -{ year duplicate$ empty$ - { "empty year in " cite$ * warning$ pop$ "" } - { "(" swap$ * ")" * } - if$ -} - -FUNCTION {format.btitle} -{ title -} - -FUNCTION {tie.or.space.connect} -{ duplicate$ text.length$ #3 < - { "~" } - { " " } - if$ - swap$ * * -} - -FUNCTION {either.or.check} -{ empty$ - 'pop$ - { "can't use both " swap$ * " fields in " * cite$ * warning$ } - if$ -} - -FUNCTION {format.bvolume} -{ volume empty$ - { "" } - { bbl.volume volume tie.or.space.connect - series empty$ - 'skip$ - { bbl.of space.word * series emphasize * } - if$ - "volume and number" number either.or.check - } - if$ -} - -FUNCTION {format.number.series} -{ volume empty$ - { number empty$ - { series field.or.null } - { output.state mid.sentence = - { bbl.number } - { bbl.number capitalize } - if$ - number tie.or.space.connect - series empty$ - { "there's a number but no series in " cite$ * warning$ } - { bbl.in space.word * series * } - if$ - } - if$ - } - { "" } - if$ -} - -FUNCTION {is.num} -{ chr.to.int$ - duplicate$ "0" chr.to.int$ < not - swap$ "9" chr.to.int$ > not and -} - -FUNCTION {extract.num} -{ duplicate$ 't := - "" 's := - { t empty$ not } - { t #1 #1 substring$ - t #2 global.max$ substring$ 't := - duplicate$ is.num - { s swap$ * 's := } - { pop$ "" 't := } - if$ - } - while$ - s empty$ - 'skip$ - { pop$ s } - if$ -} - -FUNCTION {convert.edition} -{ edition extract.num "l" change.case$ 's := - s "first" = s "1" = or - { bbl.first 't := } - { s "second" = s "2" = or - { bbl.second 't := } - { s "third" = s "3" = or - { bbl.third 't := } - { s "fourth" = s "4" = or - { bbl.fourth 't := } - { s "fifth" = s "5" = or - { bbl.fifth 't := } - { s #1 #1 substring$ is.num - { s eng.ord 't := } - { edition 't := } - if$ - } - if$ - } - if$ - } - if$ - } - if$ - } - if$ - t -} - -FUNCTION {format.edition} -{ edition empty$ - { "" } - { output.state mid.sentence = - { convert.edition "l" change.case$ " " * bbl.edition * } - { convert.edition "t" change.case$ " " * bbl.edition * } - if$ - } - if$ -} - -INTEGERS { multiresult } - -FUNCTION {multi.page.check} -{ 't := - #0 'multiresult := - { multiresult not - t empty$ not - and - } - { t #1 #1 substring$ - duplicate$ "-" = - swap$ duplicate$ "," = - swap$ "+" = - or or - { #1 'multiresult := } - { t #2 global.max$ substring$ 't := } - if$ - } - while$ - multiresult -} - -FUNCTION {format.pages} -{ pages empty$ - { "" } - { pages multi.page.check - { bbl.pages pages n.dashify tie.or.space.connect } - { bbl.page pages tie.or.space.connect } - if$ - } - if$ -} - -FUNCTION {format.journal.pages} -{ pages empty$ - 'skip$ - { duplicate$ empty$ - { pop$ format.pages } - { - " " * - format.year * " " * - pages n.dashify * - } - if$ - } - if$ -} - -FUNCTION {format.vol.num.pages} -{ - % volume field.or.null - " " - volume empty$ - { pop$ "" } - { volume * } - if$ - number empty$ - 'skip$ - { - "~(" number * ")" * * - volume empty$ - { "there's a number but no volume in " cite$ * warning$ } - 'skip$ - if$ - } - if$ -} - -FUNCTION {format.chapter.pages} -{ chapter empty$ - { "" } - { type empty$ - { bbl.chapter } - { type "l" change.case$ } - if$ - chapter tie.or.space.connect - } - if$ -} - -FUNCTION {format.in.ed.booktitle} -{ booktitle empty$ - { "" } - { editor empty$ - { word.in booktitle * } - { word.in format.in.editors * ", " * - booktitle * } - if$ - } - if$ -} - -FUNCTION {empty.misc.check} -{ author empty$ title empty$ howpublished empty$ - month empty$ year empty$ note empty$ - and and and and and - { "all relevant fields are empty in " cite$ * warning$ } - 'skip$ - if$ -} - -FUNCTION {format.thesis.type} -{ type empty$ - 'skip$ - { pop$ - type "t" change.case$ - } - if$ -} - -FUNCTION {format.tr.number} -{ type empty$ - { bbl.techrep } - 'type - if$ - number empty$ - { "t" change.case$ } - { number tie.or.space.connect } - if$ -} - -FUNCTION {format.article.crossref} -{ - key empty$ - { journal empty$ - { "need key or journal for " cite$ * " to crossref " * crossref * - warning$ - "" - } - { word.in journal emphasize * } - if$ - } - { word.in key * " " *} - if$ - " \cite{" * crossref * "}" * -} - -FUNCTION {format.crossref.editor} -{ editor #1 "{vv~}{ll}" format.name$ - editor num.names$ duplicate$ - #2 > - { pop$ - " " * bbl.etal * - } - { #2 < - 'skip$ - { editor #2 "{ff }{vv }{ll}{ jj}" format.name$ "others" = - { - " " * bbl.etal * - } - { bbl.and space.word * editor #2 "{vv~}{ll}" format.name$ - * } - if$ - } - if$ - } - if$ -} - -FUNCTION {format.book.crossref} -{ volume empty$ - { "empty volume in " cite$ * "'s crossref of " * crossref * warning$ - word.in - } - { bbl.volume volume tie.or.space.connect - bbl.of space.word * - } - if$ - editor empty$ - editor field.or.null author field.or.null = - or - { key empty$ - { series empty$ - { "need editor, key, or series for " cite$ * " to crossref " * - crossref * warning$ - "" * - } - { series emphasize * } - if$ - } - { key * } - if$ - } - { format.crossref.editor * } - if$ - " \cite{" * crossref * "}" * -} - -FUNCTION {format.incoll.inproc.crossref} -{ - editor empty$ - editor field.or.null author field.or.null = - or - { key empty$ - { booktitle empty$ - { "need editor, key, or booktitle for " cite$ * " to crossref " * - crossref * warning$ - "" - } - { word.in booktitle * } - if$ - } - { word.in key * " " *} - if$ - } - { word.in format.crossref.editor * " " *} - if$ - " \cite{" * crossref * "}" * -} - -FUNCTION {format.org.or.pub} -{ 't := - "" - year empty$ - { "empty year in " cite$ * warning$ } - 'skip$ - if$ - address empty$ t empty$ and - year empty$ and - 'skip$ - { - t empty$ - { address empty$ - 'skip$ - { address * } - if$ - } - { t * - address empty$ - 'skip$ - { ", " * address * } - if$ - } - if$ - year empty$ - 'skip$ - { t empty$ address empty$ and - 'skip$ - { ", " * } - if$ - year * - } - if$ - } - if$ -} - -FUNCTION {format.publisher.address} -{ publisher empty$ - { "empty publisher in " cite$ * warning$ - "" - } - { publisher } - if$ - format.org.or.pub -} - -FUNCTION {format.organization.address} -{ organization empty$ - { "" } - { organization } - if$ - format.org.or.pub -} - -FUNCTION {make.href.null} -{ - pop$ -} -FUNCTION {make.href.hypertex} -{ - "\special {html:<a href=" quote$ * - swap$ * quote$ * "> }" * swap$ * - "\special {html:</a>}" * -} -FUNCTION {make.href.hyperref} -{ - "\href {" swap$ * "} {\path{" * swap$ * "}}" * -} -FUNCTION {make.href} -{ hrefform #2 = - 'make.href.hyperref % hrefform = 2 - { hrefform #1 = - 'make.href.hypertex % hrefform = 1 - 'make.href.null % hrefform = 0 (or anything else) - if$ - } - if$ -} - -FUNCTION {format.url} -{ inlinelinks #1 = url empty$ or - { "" } - { hrefform #1 = - { % special case -- add HyperTeX specials - urlintro "\url{" url * "}" * url make.href.hypertex * } - { urlintro "\url{" * url * "}" * } - if$ - } - if$ -} - -FUNCTION {format.eprint} -{ eprint empty$ - { "" } - { eprintprefix eprint * eprinturl eprint * make.href } - if$ -} - -FUNCTION {format.doi} -{ doi empty$ - { "" } - { doiprefix doi * doiurl doi * make.href } - if$ -} - -FUNCTION {output.url} -{ url empty$ - 'skip$ - { new.block - format.url output - format.lastchecked output - } - if$ -} - -FUNCTION {output.web.refs} -{ - new.block - output.url - addeprints eprint empty$ not and - { format.eprint output.nonnull } - 'skip$ - if$ - adddoiresolver doi empty$ not and - { format.doi output.nonnull } - 'skip$ - if$ -} - -FUNCTION {output.bibitem} -{ outside.brackets 'bracket.state := - output.bibitem.original - inlinelinks url empty$ not and - { #1 'makeinlinelink := } - { #0 'makeinlinelink := } - if$ -} - -FUNCTION {fin.entry} -{ output.web.refs % urlbst - makeinlinelink % ooops, it appears we didn't have a title for inlinelink - { setup.inlinelink % add some artificial link text here, as a fallback - "[link]" output.nonnull } - 'skip$ - if$ - bracket.state close.brackets = % urlbst - { "]" * } - 'skip$ - if$ - fin.entry.original -} - -FUNCTION {webpage} -{ output.bibitem - author empty$ - { editor empty$ - 'skip$ % author and editor both optional - { format.editors output.nonnull } - if$ - } - { editor empty$ - { format.authors output.nonnull } - { "can't use both author and editor fields in " cite$ * warning$ } - if$ - } - if$ - new.block - title empty$ 'skip$ 'setup.inlinelink if$ - format.title "title" output.check - inbrackets "online" output - new.block - year empty$ - 'skip$ - { format.date "year" output.check } - if$ - % We don't need to output the URL details ('lastchecked' and 'url'), - % because fin.entry does that for us, using output.web.refs. The only - % reason we would want to put them here is if we were to decide that - % they should go in front of the rather miscellaneous information in 'note'. - new.block - note output - fin.entry -} - -FUNCTION {article} -{ output.bibitem - format.authors "author" output.check - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.title "title" output.check - crossref missing$ - { journal - "journal" output.check - % add.blank - before.all 'output.state := - format.vol.num.pages output - } - { format.article.crossref output.nonnull - format.pages output - } - if$ - format.journal.pages - format.note output - fin.entry - write.url -} - -FUNCTION {book} -{ output.bibitem - author empty$ - { format.editors "author and editor" output.check - } - { format.authors output.nonnull - crossref missing$ - { "author and editor" editor either.or.check } - 'skip$ - if$ - } - if$ - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.btitle "title" output.check - crossref missing$ - { format.edition output - format.bvolume output - format.number.series output - format.publisher.address output - } - { - format.book.crossref output.nonnull - } - if$ - format.note output - fin.entry - write.url -} - -FUNCTION {booklet} -{ output.bibitem - format.authors output - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.title "title" output.check - howpublished output - address output - format.note output - format.date output - fin.entry - write.url -} - -FUNCTION {inbook} -{ output.bibitem - author empty$ - { format.editors "author and editor" output.check - } - { format.authors output.nonnull - crossref missing$ - { "author and editor" editor either.or.check } - 'skip$ - if$ - } - if$ - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.btitle "title" output.check - crossref missing$ - { - format.edition output - format.bvolume output - format.number.series output - format.publisher.address output - format.chapter.pages "chapter and pages" output.check - } - { - format.chapter.pages "chapter and pages" output.check - format.book.crossref output.nonnull - } - if$ - format.pages "pages" output.check - format.note output - fin.entry - write.url -} - -FUNCTION {incollection} -{ output.bibitem - format.authors "author" output.check - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.title "title" output.check - crossref missing$ - { format.in.ed.booktitle "booktitle" output.check - format.edition output - format.bvolume output - format.number.series output - format.publisher.address output - format.chapter.pages output - } - { format.incoll.inproc.crossref output.nonnull - format.chapter.pages output - } - if$ - format.pages "pages" output.check - format.note output - fin.entry - write.url -} - -FUNCTION {inproceedings} -{ output.bibitem - format.authors "author" output.check - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.title "title" output.check - crossref missing$ - { format.in.ed.booktitle "booktitle" output.check - format.edition output - format.bvolume output - format.number.series output - publisher empty$ - { format.organization.address output } - { organization output - format.publisher.address output - } - if$ - } - { format.incoll.inproc.crossref output.nonnull - } - if$ - format.pages "pages" output.check - format.note output - fin.entry - write.url -} - -FUNCTION {conference} { inproceedings } - -FUNCTION {manual} -{ output.bibitem - author empty$ - { organization empty$ - 'skip$ - { organization output.nonnull - address output - } - if$ - } - { format.authors output.nonnull } - if$ - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.btitle "title" output.check - author empty$ - { organization empty$ - { - address output - } - 'skip$ - if$ - } - { - organization output - address output - } - if$ - format.edition output - format.note output - format.date output - fin.entry - write.url -} - -FUNCTION {mastersthesis} -{ output.bibitem - format.authors "author" output.check - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.title "title" output.check - bbl.mthesis format.thesis.type output.nonnull - school "school" output.check - address output - format.note output - format.date "year" output.check - fin.entry - write.url -} - -FUNCTION {misc} -{ output.bibitem - format.authors output - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.title output - howpublished output - format.note output - format.date output - fin.entry - write.url - empty.misc.check -} - -FUNCTION {phdthesis} -{ output.bibitem - format.authors "author" output.check - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.title "title" output.check - bbl.phdthesis format.thesis.type output.nonnull - school "school" output.check - address output - format.note output - format.date "year" output.check - fin.entry - write.url -} - -FUNCTION {proceedings} -{ output.bibitem - editor empty$ - { organization output } - { format.editors output.nonnull } - if$ - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.btitle "title" output.check - format.bvolume output - format.number.series output - editor empty$ - { publisher empty$ - 'skip$ - { - format.publisher.address output - } - if$ - } - { publisher empty$ - { - format.organization.address output } - { - organization output - format.publisher.address output - } - if$ - } - if$ - format.note output - fin.entry - write.url -} - -FUNCTION {techreport} -{ output.bibitem - format.authors "author" output.check - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.title "title" output.check - format.tr.number output.nonnull - institution "institution" output.check - address output - format.note output - format.date "year" output.check - fin.entry - write.url -} - -FUNCTION {unpublished} -{ output.bibitem - format.authors "author" output.check - title empty$ 'skip$ 'setup.inlinelink if$ % urlbst - format.title "title" output.check - format.note "note" output.check - format.date output - fin.entry - write.url -} - -FUNCTION {default.type} { misc } - -READ - -STRINGS { longest.label } - -INTEGERS { number.label longest.label.width } - -FUNCTION {initialize.longest.label} -{ "" 'longest.label := - #1 'number.label := - #0 'longest.label.width := -} - -FUNCTION {longest.label.pass} -{ number.label int.to.str$ 'label := - number.label #1 + 'number.label := - label width$ longest.label.width > - { label 'longest.label := - label width$ 'longest.label.width := - } - 'skip$ - if$ -} - -EXECUTE {initialize.longest.label} - -ITERATE {longest.label.pass} - -FUNCTION {begin.bib} -{ preamble$ empty$ - 'skip$ - { preamble$ write$ newline$ } - if$ - "\begin{thebibliography}{" longest.label * "}" * - write$ newline$ - "\expandafter\ifx\csname url\endcsname\relax" - write$ newline$ - " \def\url#1{\texttt{#1}}\fi" - write$ newline$ - "\expandafter\ifx\csname urlprefix\endcsname\relax\def\urlprefix{URL }\fi" - write$ newline$ - "\expandafter\ifx\csname href\endcsname\relax" - write$ newline$ - " \def\href#1#2{#2} \def\path#1{#1}\fi" - write$ newline$ -} - -EXECUTE {begin.bib} - -EXECUTE {init.urlbst.variables} -EXECUTE {init.state.consts} - -ITERATE {call.type$} - -FUNCTION {end.bib} -{ newline$ - "\end{thebibliography}" write$ newline$ -} - -EXECUTE {end.bib} -%% End of customized bst file -%% -%% End of file `elsarticle-num.bst'. - - diff --git a/style/class/jmb.bst b/style/class/jmb.bst deleted file mode 100644 index d62c9c2..0000000 --- a/style/class/jmb.bst +++ /dev/null @@ -1,1533 +0,0 @@ -%% -%% This is file `jmb.bst', -%% generated with the docstrip utility. -%% -%% The original source files were: -%% -%% merlin.mbs (with options: `ay,nat,seq-lab,nm-rvv,jnrlst,keyxyr,dt-beg,yr-par,yrp-per,note-yr,vol-bf,vnum-x,volp-com,num-xser,blk-tit,ppx,ed,abr,ord,jabr,amper,and-xcom,etal-it') -%% ---------------------------------------- -%% *** JMB *** -%% -%% Copyright 1994-2000 Patrick W Daly - % =============================================================== - % IMPORTANT NOTICE: - % This bibliographic style (bst) file has been generated from one or - % more master bibliographic style (mbs) files, listed above. - % - % This generated file can be redistributed and/or modified under the terms - % of the LaTeX Project Public License Distributed from CTAN - % archives in directory macros/latex/base/lppl.txt; either - % version 1 of the License, or any later version. - % =============================================================== - % Name and version information of the main mbs file: - % \ProvidesFile{merlin.mbs}[2000/05/04 4.01 (PWD, AO, DPC)] - % For use with BibTeX version 0.99a or later - %------------------------------------------------------------------- - % This bibliography style file is intended for texts in ENGLISH - % This is an author-year citation style bibliography. As such, it is - % non-standard LaTeX, and requires a special package file to function properly. - % Such a package is natbib.sty by Patrick W. Daly - % The form of the \bibitem entries is - % \bibitem[Jones et al.(1990)]{key}... - % \bibitem[Jones et al.(1990)Jones, Baker, and Smith]{key}... - % The essential feature is that the label (the part in brackets) consists - % of the author names, as they should appear in the citation, with the year - % in parentheses following. There must be no space before the opening - % parenthesis! - % With natbib v5.3, a full list of authors may also follow the year. - % In natbib.sty, it is possible to define the type of enclosures that is - % really wanted (brackets or parentheses), but in either case, there must - % be parentheses in the label. - % The \cite command functions as follows: - % \citet{key} ==>> Jones et al. (1990) - % \citet*{key} ==>> Jones, Baker, and Smith (1990) - % \citep{key} ==>> (Jones et al., 1990) - % \citep*{key} ==>> (Jones, Baker, and Smith, 1990) - % \citep[chap. 2]{key} ==>> (Jones et al., 1990, chap. 2) - % \citep[e.g.][]{key} ==>> (e.g. Jones et al., 1990) - % \citep[e.g.][p. 32]{key} ==>> (e.g. Jones et al., p. 32) - % \citeauthor{key} ==>> Jones et al. - % \citeauthor*{key} ==>> Jones, Baker, and Smith - % \citeyear{key} ==>> 1990 - %--------------------------------------------------------------------- - -ENTRY - { address - author - booktitle - chapter - edition - editor - howpublished - institution - journal - key - month - note - number - organization - pages - publisher - school - series - title - type - volume - year - } - {} - { label extra.label sort.label short.list } -INTEGERS { output.state before.all mid.sentence after.sentence after.block } -FUNCTION {init.state.consts} -{ #0 'before.all := - #1 'mid.sentence := - #2 'after.sentence := - #3 'after.block := -} -STRINGS { s t} -FUNCTION {output.nonnull} -{ 's := - output.state mid.sentence = - { ", " * write$ } - { output.state after.block = - { add.period$ write$ - newline$ - "\newblock " write$ - } - { output.state before.all = - 'write$ - { add.period$ " " * write$ } - if$ - } - if$ - mid.sentence 'output.state := - } - if$ - s -} -FUNCTION {output} -{ duplicate$ empty$ - 'pop$ - 'output.nonnull - if$ -} -FUNCTION {output.check} -{ 't := - duplicate$ empty$ - { pop$ "empty " t * " in " * cite$ * warning$ } - 'output.nonnull - if$ -} -FUNCTION {fin.entry} -{ add.period$ - write$ - newline$ -} - -FUNCTION {new.block} -{ output.state before.all = - 'skip$ - { after.block 'output.state := } - if$ -} -FUNCTION {new.sentence} -{ output.state after.block = - 'skip$ - { output.state before.all = - 'skip$ - { after.sentence 'output.state := } - if$ - } - if$ -} -FUNCTION {add.blank} -{ " " * before.all 'output.state := -} - -FUNCTION {date.block} -{ - new.sentence -} - -FUNCTION {not} -{ { #0 } - { #1 } - if$ -} -FUNCTION {and} -{ 'skip$ - { pop$ #0 } - if$ -} -FUNCTION {or} -{ { pop$ #1 } - 'skip$ - if$ -} -FUNCTION {new.block.checkb} -{ empty$ - swap$ empty$ - and - 'skip$ - 'new.block - if$ -} -FUNCTION {field.or.null} -{ duplicate$ empty$ - { pop$ "" } - 'skip$ - if$ -} -FUNCTION {emphasize} -{ duplicate$ empty$ - { pop$ "" } - { "{\em " swap$ * "\/}" * } - if$ -} -FUNCTION {scapify} -{ duplicate$ empty$ - { pop$ "" } - { "{\sc " swap$ * "}" * } - if$ -} -FUNCTION {bolden} -{ duplicate$ empty$ - { pop$ "" } - { "{\bf " swap$ * "}" * } - if$ -} -FUNCTION {tie.or.space.prefix} -{ duplicate$ text.length$ #3 < - { "~" } - { " " } - if$ - swap$ -} - -FUNCTION {capitalize} -{ "u" change.case$ "t" change.case$ } - -FUNCTION {space.word} -{ " " swap$ * " " * } - % Here are the language-specific definitions for explicit words. - % Each function has a name bbl.xxx where xxx is the English word. - % The language selected here is ENGLISH -FUNCTION {bbl.and} -{ "and"} - -FUNCTION {bbl.etal} -{ "et~al." } - -FUNCTION {bbl.editors} -{ "eds." } - -FUNCTION {bbl.editor} -{ "ed." } - -FUNCTION {bbl.edby} -{ "edited by" } - -FUNCTION {bbl.edition} -{ "edn." } - -FUNCTION {bbl.volume} -{ "vol." } - -FUNCTION {bbl.of} -{ "of" } - -FUNCTION {bbl.number} -{ "no." } - -FUNCTION {bbl.nr} -{ "no." } - -FUNCTION {bbl.in} -{ "in" } - -FUNCTION {bbl.pages} -{ "" } - -FUNCTION {bbl.page} -{ "" } - -FUNCTION {bbl.chapter} -{ "chap." } - -FUNCTION {bbl.techrep} -{ "Tech. Rep." } - -FUNCTION {bbl.mthesis} -{ "Master's thesis" } - -FUNCTION {bbl.phdthesis} -{ "Ph.D. thesis" } - -FUNCTION {bbl.first} -{ "1st" } - -FUNCTION {bbl.second} -{ "2nd" } - -FUNCTION {bbl.third} -{ "3rd" } - -FUNCTION {bbl.fourth} -{ "4th" } - -FUNCTION {bbl.fifth} -{ "5th" } - -FUNCTION {bbl.st} -{ "st" } - -FUNCTION {bbl.nd} -{ "nd" } - -FUNCTION {bbl.rd} -{ "rd" } - -FUNCTION {bbl.th} -{ "th" } - -MACRO {jan} {"Jan."} - -MACRO {feb} {"Feb."} - -MACRO {mar} {"Mar."} - -MACRO {apr} {"Apr."} - -MACRO {may} {"May"} - -MACRO {jun} {"Jun."} - -MACRO {jul} {"Jul."} - -MACRO {aug} {"Aug."} - -MACRO {sep} {"Sep."} - -MACRO {oct} {"Oct."} - -MACRO {nov} {"Nov."} - -MACRO {dec} {"Dec."} - -FUNCTION {eng.ord} -{ duplicate$ "1" swap$ * - #-2 #1 substring$ "1" = - { bbl.th * } - { duplicate$ #-1 #1 substring$ - duplicate$ "1" = - { pop$ bbl.st * } - { duplicate$ "2" = - { pop$ bbl.nd * } - { "3" = - { bbl.rd * } - { bbl.th * } - if$ - } - if$ - } - if$ - } - if$ -} - -MACRO {acmcs} {"ACM Comput. Surv."} - -MACRO {acta} {"Acta Inf."} - -MACRO {cacm} {"Commun. ACM"} - -MACRO {ibmjrd} {"IBM J. Res. Dev."} - -MACRO {ibmsj} {"IBM Syst.~J."} - -MACRO {ieeese} {"IEEE Trans. Software Eng."} - -MACRO {ieeetc} {"IEEE Trans. Comput."} - -MACRO {ieeetcad} - {"IEEE Trans. Comput. Aid. Des."} - -MACRO {ipl} {"Inf. Process. Lett."} - -MACRO {jacm} {"J.~ACM"} - -MACRO {jcss} {"J.~Comput. Syst. Sci."} - -MACRO {scp} {"Sci. Comput. Program."} - -MACRO {sicomp} {"SIAM J. Comput."} - -MACRO {tocs} {"ACM Trans. Comput. Syst."} - -MACRO {tods} {"ACM Trans. Database Syst."} - -MACRO {tog} {"ACM Trans. Graphic."} - -MACRO {toms} {"ACM Trans. Math. Software"} - -MACRO {toois} {"ACM Trans. Office Inf. Syst."} - -MACRO {toplas} {"ACM Trans. Progr. Lang. Syst."} - -MACRO {tcs} {"Theor. Comput. Sci."} - -FUNCTION {bibinfo.check} -{ swap$ - duplicate$ missing$ - { - pop$ pop$ - "" - } - { duplicate$ empty$ - { - swap$ pop$ - } - { swap$ - pop$ - } - if$ - } - if$ -} -FUNCTION {bibinfo.warn} -{ swap$ - duplicate$ missing$ - { - swap$ "missing " swap$ * " in " * cite$ * warning$ pop$ - "" - } - { duplicate$ empty$ - { - swap$ "empty " swap$ * " in " * cite$ * warning$ - } - { swap$ - pop$ - } - if$ - } - if$ -} -STRINGS { bibinfo} -INTEGERS { nameptr namesleft numnames } - -FUNCTION {format.names} -{ 'bibinfo := - duplicate$ empty$ 'skip$ { - 's := - "" 't := - #1 'nameptr := - s num.names$ 'numnames := - numnames 'namesleft := - { namesleft #0 > } - { s nameptr - "{vv~}{ll}{, f{.}.}{, jj}" - format.name$ - bibinfo bibinfo.check - 't := - nameptr #1 > - { - namesleft #1 > - { ", " * t * } - { - s nameptr "{ll}" format.name$ duplicate$ "others" = - { 't := } - { pop$ } - if$ - t "others" = - { - " " * bbl.etal emphasize * - } - { - "\&" - space.word * t * - } - if$ - } - if$ - } - 't - if$ - nameptr #1 + 'nameptr := - namesleft #1 - 'namesleft := - } - while$ - } if$ -} -FUNCTION {format.names.ed} -{ - 'bibinfo := - duplicate$ empty$ 'skip$ { - 's := - "" 't := - #1 'nameptr := - s num.names$ 'numnames := - numnames 'namesleft := - { namesleft #0 > } - { s nameptr - "{f{.}.~}{vv~}{ll}{ jj}" - format.name$ - bibinfo bibinfo.check - 't := - nameptr #1 > - { - namesleft #1 > - { ", " * t * } - { - s nameptr "{ll}" format.name$ duplicate$ "others" = - { 't := } - { pop$ } - if$ - t "others" = - { - - " " * bbl.etal emphasize * - } - { - "\&" - space.word * t * - } - if$ - } - if$ - } - 't - if$ - nameptr #1 + 'nameptr := - namesleft #1 - 'namesleft := - } - while$ - } if$ -} -FUNCTION {format.key} -{ empty$ - { key field.or.null } - { "" } - if$ -} - -FUNCTION {format.authors} -{ author "author" format.names scapify -} -FUNCTION {get.bbl.editor} -{ editor num.names$ #1 > 'bbl.editors 'bbl.editor if$ } - -FUNCTION {format.editors} -{ editor "editor" format.names scapify duplicate$ empty$ 'skip$ - { - "," * - " " * - get.bbl.editor - * - } - if$ -} -FUNCTION {format.note} -{ - note empty$ - { "" } - { note #1 #1 substring$ - duplicate$ "{" = - 'skip$ - { output.state mid.sentence = - { "l" } - { "u" } - if$ - change.case$ - } - if$ - note #2 global.max$ substring$ * "note" bibinfo.check - } - if$ -} - -FUNCTION {format.title} -{ title - duplicate$ empty$ 'skip$ - { "t" change.case$ } - if$ - "title" bibinfo.check -} -FUNCTION {format.full.names} -{'s := - "" 't := - #1 'nameptr := - s num.names$ 'numnames := - numnames 'namesleft := - { namesleft #0 > } - { s nameptr - "{vv~}{ll}" format.name$ - 't := - nameptr #1 > - { - namesleft #1 > - { ", " * t * } - { - s nameptr "{ll}" format.name$ duplicate$ "others" = - { 't := } - { pop$ } - if$ - t "others" = - { - " " * bbl.etal emphasize * - } - { - "\&" - space.word * t * - } - if$ - } - if$ - } - 't - if$ - nameptr #1 + 'nameptr := - namesleft #1 - 'namesleft := - } - while$ -} - -FUNCTION {author.editor.key.full} -{ author empty$ - { editor empty$ - { key empty$ - { cite$ #1 #3 substring$ } - 'key - if$ - } - { editor format.full.names } - if$ - } - { author format.full.names } - if$ -} - -FUNCTION {author.key.full} -{ author empty$ - { key empty$ - { cite$ #1 #3 substring$ } - 'key - if$ - } - { author format.full.names } - if$ -} - -FUNCTION {editor.key.full} -{ editor empty$ - { key empty$ - { cite$ #1 #3 substring$ } - 'key - if$ - } - { editor format.full.names } - if$ -} - -FUNCTION {make.full.names} -{ type$ "book" = - type$ "inbook" = - or - 'author.editor.key.full - { type$ "proceedings" = - 'editor.key.full - 'author.key.full - if$ - } - if$ -} - -FUNCTION {output.bibitem} -{ newline$ - "\bibitem[{" write$ - label write$ - ")" make.full.names duplicate$ short.list = - { pop$ } - { * } - if$ - "}]{" * write$ - cite$ write$ - "}" write$ - newline$ - "" - before.all 'output.state := -} - -FUNCTION {n.dashify} -{ - 't := - "" - { t empty$ not } - { t #1 #1 substring$ "-" = - { t #1 #2 substring$ "--" = not - { "--" * - t #2 global.max$ substring$ 't := - } - { { t #1 #1 substring$ "-" = } - { "-" * - t #2 global.max$ substring$ 't := - } - while$ - } - if$ - } - { t #1 #1 substring$ * - t #2 global.max$ substring$ 't := - } - if$ - } - while$ -} - -FUNCTION {word.in} -{ bbl.in capitalize - " " * } - -FUNCTION {format.date} -{ year "year" bibinfo.check duplicate$ empty$ - { - "empty year in " cite$ * "; set to ????" * warning$ - pop$ "????" - } - 'skip$ - if$ - extra.label * - before.all 'output.state := - " (" swap$ * ")" * -} -FUNCTION {format.btitle} -{ title "title" bibinfo.check - duplicate$ empty$ 'skip$ - { - emphasize - } - if$ -} -FUNCTION {either.or.check} -{ empty$ - 'pop$ - { "can't use both " swap$ * " fields in " * cite$ * warning$ } - if$ -} -FUNCTION {format.bvolume} -{ volume empty$ - { "" } - { bbl.volume volume tie.or.space.prefix - "volume" bibinfo.check * * - series "series" bibinfo.check - duplicate$ empty$ 'pop$ - { swap$ bbl.of space.word * swap$ - emphasize * } - if$ - "volume and number" number either.or.check - } - if$ -} -FUNCTION {format.number.series} -{ volume empty$ - { number empty$ - { series field.or.null } - { series empty$ - { number "number" bibinfo.check } - { output.state mid.sentence = - { bbl.number } - { bbl.number capitalize } - if$ - number tie.or.space.prefix "number" bibinfo.check * * - bbl.in space.word * - series "series" bibinfo.check * - } - if$ - } - if$ - } - { "" } - if$ -} -FUNCTION {is.num} -{ chr.to.int$ - duplicate$ "0" chr.to.int$ < not - swap$ "9" chr.to.int$ > not and -} - -FUNCTION {extract.num} -{ duplicate$ 't := - "" 's := - { t empty$ not } - { t #1 #1 substring$ - t #2 global.max$ substring$ 't := - duplicate$ is.num - { s swap$ * 's := } - { pop$ "" 't := } - if$ - } - while$ - s empty$ - 'skip$ - { pop$ s } - if$ -} - -FUNCTION {convert.edition} -{ extract.num "l" change.case$ 's := - s "first" = s "1" = or - { bbl.first 't := } - { s "second" = s "2" = or - { bbl.second 't := } - { s "third" = s "3" = or - { bbl.third 't := } - { s "fourth" = s "4" = or - { bbl.fourth 't := } - { s "fifth" = s "5" = or - { bbl.fifth 't := } - { s #1 #1 substring$ is.num - { s eng.ord 't := } - { edition 't := } - if$ - } - if$ - } - if$ - } - if$ - } - if$ - } - if$ - t -} - -FUNCTION {format.edition} -{ edition duplicate$ empty$ 'skip$ - { - convert.edition - output.state mid.sentence = - { "l" } - { "t" } - if$ change.case$ - "edition" bibinfo.check - " " * bbl.edition * - } - if$ -} -INTEGERS { multiresult } -FUNCTION {multi.page.check} -{ 't := - #0 'multiresult := - { multiresult not - t empty$ not - and - } - { t #1 #1 substring$ - duplicate$ "-" = - swap$ duplicate$ "," = - swap$ "+" = - or or - { #1 'multiresult := } - { t #2 global.max$ substring$ 't := } - if$ - } - while$ - multiresult -} -FUNCTION {format.pages} -{ pages duplicate$ empty$ 'skip$ - { duplicate$ multi.page.check - { - n.dashify - } - { - } - if$ - "pages" bibinfo.check - } - if$ -} -FUNCTION {format.journal.pages} -{ pages duplicate$ empty$ 'pop$ - { swap$ duplicate$ empty$ - { pop$ pop$ format.pages } - { - ", " * - swap$ - n.dashify - "pages" bibinfo.check - * - } - if$ - } - if$ -} -FUNCTION {format.vol.num.pages} -{ volume field.or.null - duplicate$ empty$ 'skip$ - { - "volume" bibinfo.check - } - if$ - bolden - format.journal.pages -} - -FUNCTION {format.chapter.pages} -{ chapter empty$ - 'format.pages - { type empty$ - { bbl.chapter } - { type "l" change.case$ - "type" bibinfo.check - } - if$ - chapter tie.or.space.prefix - "chapter" bibinfo.check - * * - pages empty$ - 'skip$ - { ", " * format.pages * } - if$ - } - if$ -} - -FUNCTION {format.booktitle} -{ - booktitle "booktitle" bibinfo.check - emphasize -} -FUNCTION {format.in.ed.booktitle} -{ format.booktitle duplicate$ empty$ 'skip$ - { - editor "editor" format.names.ed duplicate$ empty$ 'pop$ - { - "," * - " " * - get.bbl.editor - ", " * - * swap$ - * } - if$ - word.in swap$ * - } - if$ -} -FUNCTION {format.thesis.type} -{ type duplicate$ empty$ - 'pop$ - { swap$ pop$ - "t" change.case$ "type" bibinfo.check - } - if$ -} -FUNCTION {format.tr.number} -{ number "number" bibinfo.check - type duplicate$ empty$ - { pop$ bbl.techrep } - 'skip$ - if$ - "type" bibinfo.check - swap$ duplicate$ empty$ - { pop$ "t" change.case$ } - { tie.or.space.prefix * * } - if$ -} -FUNCTION {format.article.crossref} -{ - word.in - " \cite{" * crossref * "}" * -} -FUNCTION {format.book.crossref} -{ volume duplicate$ empty$ - { "empty volume in " cite$ * "'s crossref of " * crossref * warning$ - pop$ word.in - } - { bbl.volume - capitalize - swap$ tie.or.space.prefix "volume" bibinfo.check * * bbl.of space.word * - } - if$ - " \cite{" * crossref * "}" * -} -FUNCTION {format.incoll.inproc.crossref} -{ - word.in - " \cite{" * crossref * "}" * -} -FUNCTION {format.org.or.pub} -{ 't := - "" - address empty$ t empty$ and - 'skip$ - { - t empty$ - { address "address" bibinfo.check * - } - { t * - address empty$ - 'skip$ - { ", " * address "address" bibinfo.check * } - if$ - } - if$ - } - if$ -} -FUNCTION {format.publisher.address} -{ publisher "publisher" bibinfo.warn format.org.or.pub -} - -FUNCTION {format.organization.address} -{ organization "organization" bibinfo.check format.org.or.pub -} - -FUNCTION {article} -{ output.bibitem - format.authors "author" output.check - author format.key output - format.date "year" output.check - date.block - format.title "title" output.check - new.sentence - crossref missing$ - { - journal - "journal" bibinfo.check - emphasize - "journal" output.check - format.vol.num.pages output - } - { format.article.crossref output.nonnull - format.pages output - } - if$ - format.note output - fin.entry -} -FUNCTION {book} -{ output.bibitem - author empty$ - { format.editors "author and editor" output.check - editor format.key output - } - { format.authors output.nonnull - crossref missing$ - { "author and editor" editor either.or.check } - 'skip$ - if$ - } - if$ - format.date "year" output.check - date.block - format.btitle "title" output.check - crossref missing$ - { format.bvolume output - new.sentence - format.number.series output - format.publisher.address output - } - { - new.sentence - format.book.crossref output.nonnull - } - if$ - format.edition output - format.note output - fin.entry -} -FUNCTION {booklet} -{ output.bibitem - format.authors output - author format.key output - format.date "year" output.check - date.block - format.title "title" output.check - new.sentence - howpublished "howpublished" bibinfo.check output - address "address" bibinfo.check output - format.note output - fin.entry -} - -FUNCTION {inbook} -{ output.bibitem - author empty$ - { format.editors "author and editor" output.check - editor format.key output - } - { format.authors output.nonnull - crossref missing$ - { "author and editor" editor either.or.check } - 'skip$ - if$ - } - if$ - format.date "year" output.check - date.block - format.btitle "title" output.check - crossref missing$ - { - format.bvolume output - format.chapter.pages "chapter and pages" output.check - new.sentence - format.number.series output - format.publisher.address output - } - { - format.chapter.pages "chapter and pages" output.check - new.sentence - format.book.crossref output.nonnull - } - if$ - format.edition output - format.note output - fin.entry -} - -FUNCTION {incollection} -{ output.bibitem - format.authors "author" output.check - author format.key output - format.date "year" output.check - date.block - format.title "title" output.check - new.sentence - crossref missing$ - { format.in.ed.booktitle "booktitle" output.check - format.bvolume output - format.number.series output - format.chapter.pages output - format.publisher.address output - format.edition output - } - { format.incoll.inproc.crossref output.nonnull - format.chapter.pages output - } - if$ - format.note output - fin.entry -} -FUNCTION {inproceedings} -{ output.bibitem - format.authors "author" output.check - author format.key output - format.date "year" output.check - date.block - format.title "title" output.check - new.sentence - crossref missing$ - { format.in.ed.booktitle "booktitle" output.check - format.bvolume output - format.number.series output - format.pages output - publisher empty$ - { format.organization.address output } - { organization "organization" bibinfo.check output - format.publisher.address output - } - if$ - } - { format.incoll.inproc.crossref output.nonnull - format.pages output - } - if$ - format.note output - fin.entry -} -FUNCTION {conference} { inproceedings } -FUNCTION {manual} -{ output.bibitem - format.authors output - author format.key output - format.date "year" output.check - date.block - format.btitle "title" output.check - new.sentence - organization "organization" bibinfo.check output - address "address" bibinfo.check output - format.edition output - format.note output - fin.entry -} - -FUNCTION {mastersthesis} -{ output.bibitem - format.authors "author" output.check - author format.key output - format.date "year" output.check - date.block - format.btitle - "title" output.check - new.sentence - bbl.mthesis format.thesis.type output.nonnull - school "school" bibinfo.warn output - address "address" bibinfo.check output - format.note output - fin.entry -} - -FUNCTION {misc} -{ output.bibitem - format.authors output - author format.key output - format.date "year" output.check - date.block - format.title output - new.sentence - howpublished "howpublished" bibinfo.check output - format.note output - fin.entry -} -FUNCTION {phdthesis} -{ output.bibitem - format.authors "author" output.check - author format.key output - format.date "year" output.check - date.block - format.btitle - "title" output.check - new.sentence - bbl.phdthesis format.thesis.type output.nonnull - school "school" bibinfo.warn output - address "address" bibinfo.check output - format.note output - fin.entry -} - -FUNCTION {proceedings} -{ output.bibitem - format.editors output - editor format.key output - format.date "year" output.check - date.block - format.btitle "title" output.check - format.bvolume output - format.number.series output - publisher empty$ - { format.organization.address output } - { organization "organization" bibinfo.check output - format.publisher.address output - } - if$ - format.note output - fin.entry -} - -FUNCTION {techreport} -{ output.bibitem - format.authors "author" output.check - author format.key output - format.date "year" output.check - date.block - format.title - "title" output.check - new.sentence - format.tr.number output.nonnull - institution "institution" bibinfo.warn output - address "address" bibinfo.check output - format.note output - fin.entry -} - -FUNCTION {unpublished} -{ output.bibitem - format.authors "author" output.check - author format.key output - format.date "year" output.check - date.block - format.title "title" output.check - format.note "note" output.check - fin.entry -} - -FUNCTION {default.type} { misc } -READ -FUNCTION {sortify} -{ purify$ - "l" change.case$ -} -INTEGERS { len } -FUNCTION {chop.word} -{ 's := - 'len := - s #1 len substring$ = - { s len #1 + global.max$ substring$ } - 's - if$ -} -FUNCTION {format.lab.names} -{ 's := - "" 't := - s #1 "{vv~}{ll}" format.name$ - s num.names$ duplicate$ - #2 > - { pop$ - " " * bbl.etal emphasize * - } - { #2 < - 'skip$ - { s #2 "{ff }{vv }{ll}{ jj}" format.name$ "others" = - { - " " * bbl.etal emphasize * - } - { " \& " * s #2 "{vv~}{ll}" format.name$ - * } - if$ - } - if$ - } - if$ -} - -FUNCTION {author.key.label} -{ author empty$ - { key empty$ - { cite$ #1 #3 substring$ } - 'key - if$ - } - { author format.lab.names } - if$ -} - -FUNCTION {author.editor.key.label} -{ author empty$ - { editor empty$ - { key empty$ - { cite$ #1 #3 substring$ } - 'key - if$ - } - { editor format.lab.names } - if$ - } - { author format.lab.names } - if$ -} - -FUNCTION {editor.key.label} -{ editor empty$ - { key empty$ - { cite$ #1 #3 substring$ } - 'key - if$ - } - { editor format.lab.names } - if$ -} - -FUNCTION {calc.short.authors} -{ type$ "book" = - type$ "inbook" = - or - 'author.editor.key.label - { type$ "proceedings" = - 'editor.key.label - 'author.key.label - if$ - } - if$ - 'short.list := -} - -FUNCTION {calc.label} -{ calc.short.authors - short.list - "(" - * - year duplicate$ empty$ - short.list key field.or.null = or - { pop$ "" } - 'skip$ - if$ - * - 'label := -} - -FUNCTION {sort.format.names} -{ 's := - #1 'nameptr := - "" - s num.names$ 'numnames := - numnames 'namesleft := - { namesleft #0 > } - { s nameptr - "{vv{ } }{ll{ }}{ f{ }}{ jj{ }}" - format.name$ 't := - nameptr #1 > - { - " " * - namesleft #1 = t "others" = and - { "zzzzz" * } - { numnames #2 > nameptr #2 = and - { "zz" * year field.or.null * " " * } - 'skip$ - if$ - t sortify * - } - if$ - } - { t sortify * } - if$ - nameptr #1 + 'nameptr := - namesleft #1 - 'namesleft := - } - while$ -} - -FUNCTION {sort.format.title} -{ 't := - "A " #2 - "An " #3 - "The " #4 t chop.word - chop.word - chop.word - sortify - #1 global.max$ substring$ -} -FUNCTION {author.sort} -{ author empty$ - { key empty$ - { "to sort, need author or key in " cite$ * warning$ - "" - } - { key sortify } - if$ - } - { author sort.format.names } - if$ -} -FUNCTION {author.editor.sort} -{ author empty$ - { editor empty$ - { key empty$ - { "to sort, need author, editor, or key in " cite$ * warning$ - "" - } - { key sortify } - if$ - } - { editor sort.format.names } - if$ - } - { author sort.format.names } - if$ -} -FUNCTION {editor.sort} -{ editor empty$ - { key empty$ - { "to sort, need editor or key in " cite$ * warning$ - "" - } - { key sortify } - if$ - } - { editor sort.format.names } - if$ -} -FUNCTION {presort} -{ calc.label - label sortify - " " - * - type$ "book" = - type$ "inbook" = - or - 'author.editor.sort - { type$ "proceedings" = - 'editor.sort - 'author.sort - if$ - } - if$ - #1 entry.max$ substring$ - 'sort.label := - sort.label - * - " " - * - title field.or.null - sort.format.title - * - #1 entry.max$ substring$ - 'sort.key$ := -} - -ITERATE {presort} -SORT -STRINGS { last.label next.extra } -INTEGERS { last.extra.num number.label } -FUNCTION {initialize.extra.label.stuff} -{ #0 int.to.chr$ 'last.label := - "" 'next.extra := - #0 'last.extra.num := - #0 'number.label := -} -FUNCTION {forward.pass} -{ last.label label = - { last.extra.num #1 + 'last.extra.num := - last.extra.num int.to.chr$ 'extra.label := - } - { "a" chr.to.int$ 'last.extra.num := - "" 'extra.label := - label 'last.label := - } - if$ - number.label #1 + 'number.label := -} -FUNCTION {reverse.pass} -{ next.extra "b" = - { "a" 'extra.label := } - 'skip$ - if$ - extra.label 'next.extra := - extra.label - duplicate$ empty$ - 'skip$ - { "{\natexlab{" swap$ * "}}" * } - if$ - 'extra.label := - label extra.label * 'label := -} -EXECUTE {initialize.extra.label.stuff} -ITERATE {forward.pass} -REVERSE {reverse.pass} -FUNCTION {bib.sort.order} -{ sort.label - " " - * - year field.or.null sortify - * - " " - * - title field.or.null - sort.format.title - * - #1 entry.max$ substring$ - 'sort.key$ := -} -ITERATE {bib.sort.order} -SORT -FUNCTION {begin.bib} -{ preamble$ empty$ - 'skip$ - { preamble$ write$ newline$ } - if$ - "\begin{thebibliography}{" number.label int.to.str$ * "}" * - write$ newline$ - "\expandafter\ifx\csname natexlab\endcsname\relax\def\natexlab#1{#1}\fi" - write$ newline$ -} -EXECUTE {begin.bib} -EXECUTE {init.state.consts} -ITERATE {call.type$} -FUNCTION {end.bib} -{ newline$ - "\end{thebibliography}" write$ newline$ -} -EXECUTE {end.bib} -%% End of customized bst file -%% -%% End of file `jmb.bst'. diff --git a/style/class/urlbst b/style/class/urlbst deleted file mode 100644 index 3f83260..0000000 --- a/style/class/urlbst +++ /dev/null @@ -1,676 +0,0 @@ -#! /usr/bin/env perl -# -# Usage: ./urlbst.pl [--eprint] [--doi] -# [--nohyperlinks] [--inlinelinks] [--hypertex] [--hyperref] -# [input-file [output-file]] -# If either input-file or output-file is omitted, they are replaced by -# stdin or stdout respectively. -# -# See http://purl.org/nxg/dist/urlbst for documentation -# -# $Id: urlbst.in,v 1.8 2007/03/26 17:21:56 norman Exp $ - -$version = '0.6'; -($progname = $0) =~ s/.*\///; -$mymarker = "% $progname"; -$mymarkerend = "% ...$progname to here"; -$myurl = 'http://purl.org/nxg/dist/urlbst'; - - -$infile = '-'; -$outfile = '-'; - -$addeprints = 0; # if true (nonzero) we add support for eprints -$eprintprefix = 'arXiv:'; # make these settable with --eprint? syntax? -$eprinturl = 'http://arxiv.org/abs/'; - -$adddoiresolver = '0'; -$doiprefix = 'doi:'; -$doiurl = 'http://dx.doi.org/'; - -$makehref = 0; -$availablestring = "Available from: "; -$inlinelinks = 0; - -$Usage = "$progname [--eprint] [--doi]\n [--nohyperlinks] [--inlinelinks] [--hypertex] [--hyperref]\n [--help] [input-file [output-file]]"; - -while ($#ARGV >= 0) { - if ($ARGV[0] eq '--eprint') { - $addeprints = 1; - } elsif ($ARGV[0] eq '--doi') { - $adddoiresolver = 1; - } elsif ($ARGV[0] eq '--nohyperlinks') { - $makehref = 0; - } elsif ($ARGV[0] eq '--hypertex') { - $makehref = 1; - } elsif ($ARGV[0] eq '--hyperref') { - $makehref = 2; - } elsif ($ARGV[0] eq '--inlinelinks') { - $inlinelinks = 1; - } elsif ($ARGV[0] eq '--help') { - print <<EOD; -urlbst version $version - Usage: $Usage - --eprint: include support for `eprint' fields - --doi: include support for `doi' field - --nohyperlinks do not include active links anywhere - --inlinelinks add hyperlinks to entry titles - --hypertex: include HyperTeX-style hyperlink support - --hyperref: include {hyperref}-style hyperlink support - (generally better) - --help: print this help - Input and output files may be given as `-' (default) to indicate stdin/out -EOD - exit(0); - } elsif ($ARGV[0] =~ /^-/) { - die "Unrecognised option $ARGV[0]: Usage: $Usage\n"; - } elsif ($infile eq '-') { - $infile = $ARGV[0]; - } elsif ($outfile eq '-') { - $outfile = $ARGV[0]; - } else { - die "Usage: $Usage\n"; - } - shift(@ARGV); -} - -if ($inlinelinks && $makehref == 0) { - print <<'EOD'; -Warning: --inlinelinks and --nohyperlinks were both specified (possibly - implicitly). That combination makes no sense, so I'll ignore - --nohyperlinks and use --hyperref instead -EOD - $makehref = 2; -} - -$exitstatus = 0; # success status - -open (IN, "<$infile") || die "Can't open $infile to read"; -open (OUT, ">$outfile") || die "Can't open $outfile to write"; - -# We have to make certain assumptions about the source files, in order -# to patch them at the correct places. Specifically, we assume that -# -# - there's a function init.state.consts -# -# - ...and an output.nonnull which does the actual outputting, which -# has the `usual' interface. -# -# - we can replace -# fin.entry -# by -# new.block -# output.url % the function which formats and displays any URL -# fin.entry -# -# - there is a function which handles the `article' entry type (this -# will always be true) -# -# - there is a function output.bibitem which is called at the -# beginning of each entry type -# - ...and one called fin.entry which is called at the end -# -# If the functions format.date, format.title or new.block are not defined (the -# former is not in apalike, for example, and the last is not in the -# AMS styles), then replacements are included in the output. -# -# All these assumptions are true of the standard files and, since most -# style files derive from them more or less directly, are true of most (?) -# other style files, too. -# -# There's some rather ugly Perl down here. The parsing for -# brace-matching could probably do with being rewritten in places, to -# make it less ugly, and more robust. - -print OUT "%%% Modification of BibTeX style file ", ($infile eq '-' ? '<stdin>' : $infile), "\n"; -print OUT "%%% ... by $progname, version $version (marked with \"$mymarker\")\n%%% See <$myurl>\n"; -print OUT "%%% Added webpage entry type, and url and lastchecked fields.\n"; -print OUT "%%% Added eprint support.\n" if ($addeprints); -print OUT "%%% Added DOI support.\n" if ($adddoiresolver); -print OUT "%%% Added HyperTeX support.\n" if ($makehref == 1); -print OUT "%%% Added hyperref support.\n" if ($makehref == 2); -print OUT "%%% Original headers follow...\n\n"; - -$found{initconsts} = 0; -$found{outputnonnull} = 0; -$found{article} = 0; -$found{outputbibitem} = 0; -$found{finentry} = 0; -$found{formatdate} = 0; -$found{formattitle} = 0; -$found{newblock} = 0; - -while (<IN>) { - /^ *%/ && do { - # Pass commented lines unchanged - print OUT; - next; - }; - - /^ *ENTRY/ && do { - # Work through the list of entry types, finding what ones are there. - # If we find a URL entry there already, object, since these edits - # will mess things up. - $line = $_; - until ($line =~ /\{\s*(\w*)/) { - $line .= <IN>; - } - $bracematchtotal = 0; # reset - bracematcher($line); - $line =~ /\{\s*(\w*)/; - $found{'entry'.$1} = 1; - print OUT $line; - $line = <IN>; - until (bracematcher($line) == 0) { - # XXX deal with multiple entries on one line - ($line =~ /^\s*(\w*)/) && ($found{'entry'.$1} = 1); - print OUT $line; - $line = <IN>; - } - if (defined($found{entryurl})) { - print STDERR "$progname: style file $infile already has URL entry!\n"; - # print out the rest of the file, and give up - print OUT $line; - while (<IN>) { - print OUT; - } - $exitstatus = 1; - last; - } else { - print OUT " eprint $mymarker\n doi $mymarker\n url $mymarker\n lastchecked $mymarker\n"; - } - print OUT $line; - next; - }; - - /^ *FUNCTION *\{init\.state\.consts\}/ && do { - # In the init.state.consts function, add an extra set of - # constants at the beginning. Also use this as the marker for - # the place to add the init strings function. - print OUT <<EOD; -STRINGS { urlintro eprinturl eprintprefix doiprefix doiurl openinlinelink closeinlinelink } $mymarker... -INTEGERS { hrefform inlinelinks makeinlinelink addeprints adddoiresolver } -% Following constants may be adjusted by hand, if desired -FUNCTION {init.urlbst.variables} -{ - "$availablestring" 'urlintro := % prefix before URL - "$eprinturl" 'eprinturl := % prefix to make URL from eprint ref - "$eprintprefix" 'eprintprefix := % text prefix printed before eprint ref - "$doiurl" 'doiurl := % prefix to make URL from DOI - "$doiprefix" 'doiprefix := % text prefix printed before DOI ref - #$addeprints 'addeprints := % 0=no eprints; 1=include eprints - #$adddoiresolver 'adddoiresolver := % 0=no DOI resolver; 1=include it - #$makehref 'hrefform := % 0=no crossrefs; 1=hypertex xrefs; 2=hyperref refs - #$inlinelinks 'inlinelinks := % 0=URLs explicit; 1=URLs attached to titles - % the following are internal state variables, not config constants - #0 'makeinlinelink := % state variable managed by setup.inlinelink - "" 'openinlinelink := % ditto - "" 'closeinlinelink := % ditto -} -INTEGERS { - bracket.state - outside.brackets - open.brackets - within.brackets - close.brackets -} -$mymarkerend -EOD - $line = $_; - until ($line =~ /\{.*\}.*\{/s) { - $line .= <IN>; - } - $line =~ s/(\{.*?\}.*?\{)/$1 #0 'outside.brackets := $mymarker - #1 'open.brackets := - #2 'within.brackets := - #3 'close.brackets := - - /s; - print OUT $line; - $found{initconsts} = 1; - next; - }; - - /^ *EXECUTE *\{init\.state\.consts\}/ && do { - print OUT "EXECUTE {init.urlbst.variables}\n"; - print OUT; - next; - }; - - /^ *FUNCTION *\{new.block\}/ && do { - $found{newblock} = 1; - }; - - /^ *FUNCTION *{output\.nonnull}/ && do { - print OUT "$mymarker\n"; - print OUT "FUNCTION {output.nonnull.original}\n"; - copy_block(); - print_output_functions(); - $found{outputnonnull} = 1; - next; - }; - - /FUNCTION *\{fin.entry\}/ && do { - # Rename fin.entry to fin.entry.original (wrapped below) - s/fin.entry/fin.entry.original/; - $found{finentry} = 1; - print OUT; - next; - }; - - /^ *FUNCTION *{format\.date}/ && do { - $found{formatdate} = 1; - print OUT; - next; - }; - - /^ *FUNCTION *{format\.title}/ && do { - # record that we found this - $found{formattitle} = 1; - print OUT; - next; - }; - - /^ *format\.b?title/ && do { - # interpolate a call to setup.inlinelink - print OUT " title empty\$ 'skip\$ 'setup\.inlinelink if\$ $mymarker\n"; - print OUT; - next; - }; - - /^ *FUNCTION *\{article\}/ && do { - - print_missing_functions(); - print_webpage_def(); - - print OUT; - $found{article} = 1; - next; - }; - - /FUNCTION *\{output.bibitem\}/ && do { - # Rename output.bibitem to output.bibitem.original (wrapped below) - s/{output.bibitem\}/\{output.bibitem.original\}/; - $found{outputbibitem} = 1; - print OUT; - next; - }; - - print OUT; -}; - -if ($exitstatus == 0) { - # Skip this if we've already reported an error -- it'll only be confusing - foreach $k (keys %found) { - if ($found{$k} == 0) { - print STDERR "$progname: $infile: failed to find feature $k\n"; - } - } -} - -close (IN); -close (OUT); - -exit $exitstatus;; - - - - - - -sub print_output_functions { - print OUT "$mymarker...\n"; - - print OUT <<'EOD'; -% The following three functions are for handling inlinelink. They wrap -% a block of text which is potentially output with write$ by multiple -% other functions, so we don't know the content a priori. -% They communicate between each other using the variables makeinlinelink -% (which is true if a link should be made), and closeinlinelink (which holds -% the string which should close any current link. They can be called -% at any time, but start.inlinelink will be a no-op unless something has -% previously set makeinlinelink true, and the two ...end.inlinelink functions -% will only do their stuff if start.inlinelink has previously set -% closeinlinelink to be non-empty. -FUNCTION {setup.inlinelink} -{ makeinlinelink - { hrefform #1 = % hypertex - { "\special {html:<a href=" quote$ * url * quote$ * "> }{" * 'openinlinelink := - "\special {html:</a>}" 'closeinlinelink := - } - { hrefform #2 = % hyperref - { "\href{" url * "}{" * 'openinlinelink := - "}" 'closeinlinelink := - } - 'skip$ - if$ % hrefform #2 = - } - if$ % hrefform #1 = - #0 'makeinlinelink := - } - 'skip$ - if$ % makeinlinelink -} -FUNCTION {add.inlinelink} -{ openinlinelink empty$ - 'skip$ - { openinlinelink swap$ * closeinlinelink * - "" 'openinlinelink := - } - if$ -} -EOD - - # new.block is defined elsewhere - - print OUT <<'EOD'; -FUNCTION {output.nonnull} -{ % Save the thing we've been asked to output - 's := - % If the bracket-state is close.brackets, then add a close-bracket to - % what is currently at the top of the stack, and set bracket.state - % to outside.brackets - bracket.state close.brackets = - { "]" * - outside.brackets 'bracket.state := - } - 'skip$ - if$ - bracket.state outside.brackets = - { % We're outside all brackets -- this is the normal situation. - % Write out what's currently at the top of the stack, using the - % original output.nonnull function. - s - add.inlinelink - output.nonnull.original % invoke the original output.nonnull - } - { % Still in brackets. Add open-bracket or (continuation) comma, add the - % new text (in s) to the top of the stack, and move to the close-brackets - % state, ready for next time (unless inbrackets resets it). If we come - % into this branch, then output.state is carefully undisturbed. - bracket.state open.brackets = - { " [" * } - { ", " * } % bracket.state will be within.brackets - if$ - s * - close.brackets 'bracket.state := - } - if$ -} - -% Call this function just before adding something which should be presented in -% brackets. bracket.state is handled specially within output.nonnull. -FUNCTION {inbrackets} -{ bracket.state close.brackets = - { within.brackets 'bracket.state := } % reset the state: not open nor closed - { open.brackets 'bracket.state := } - if$ -} - -FUNCTION {format.lastchecked} -{ lastchecked empty$ - { "" } - { inbrackets "cited " lastchecked * } - if$ -} -EOD - print OUT "$mymarkerend\n"; -} - -sub print_webpage_def { - print OUT "$mymarker...\n"; - - # Some of the functions below call new.block, so we need a dummy - # version, in the case where the style being edited doesn't supply - # that function. - if (! $found{newblock}) { - print OUT "FUNCTION {new.block} % dummy new.block function\n{\n % empty\n}\n\n"; - $found{newblock} = 1; - } - - print OUT <<'EOD'; -% Functions for making hypertext links. -% In all cases, the stack has (link-text href-url) -% -% make 'null' specials -FUNCTION {make.href.null} -{ - pop$ -} -% make hypertex specials -FUNCTION {make.href.hypertex} -{ - "\special {html:<a href=" quote$ * - swap$ * quote$ * "> }" * swap$ * - "\special {html:</a>}" * -} -% make hyperref specials -FUNCTION {make.href.hyperref} -{ - "\href {" swap$ * "} {\path{" * swap$ * "}}" * -} -FUNCTION {make.href} -{ hrefform #2 = - 'make.href.hyperref % hrefform = 2 - { hrefform #1 = - 'make.href.hypertex % hrefform = 1 - 'make.href.null % hrefform = 0 (or anything else) - if$ - } - if$ -} - -% If inlinelinks is true, then format.url should be a no-op, since it's -% (a) redundant, and (b) could end up as a link-within-a-link. -FUNCTION {format.url} -{ inlinelinks #1 = url empty$ or - { "" } - { hrefform #1 = - { % special case -- add HyperTeX specials - urlintro "\url{" url * "}" * url make.href.hypertex * } - { urlintro "\url{" * url * "}" * } - if$ - } - if$ -} - -FUNCTION {format.eprint} -{ eprint empty$ - { "" } - { eprintprefix eprint * eprinturl eprint * make.href } - if$ -} - -FUNCTION {format.doi} -{ doi empty$ - { "" } - { doiprefix doi * doiurl doi * make.href } - if$ -} - -% Output a URL. We can't use the more normal idiom (something like -% `format.url output'), because the `inbrackets' within -% format.lastchecked applies to everything between calls to `output', -% so that `format.url format.lastchecked * output' ends up with both -% the URL and the lastchecked in brackets. -FUNCTION {output.url} -{ url empty$ - 'skip$ - { new.block - format.url output - format.lastchecked output - } - if$ -} - -FUNCTION {output.web.refs} -{ - new.block - output.url - addeprints eprint empty$ not and - { format.eprint output.nonnull } - 'skip$ - if$ - adddoiresolver doi empty$ not and - { format.doi output.nonnull } - 'skip$ - if$ -} - -% Wrapper for output.bibitem.original. -% If the URL field is not empty, set makeinlinelink to be true, -% so that an inline link will be started at the next opportunity -FUNCTION {output.bibitem} -{ outside.brackets 'bracket.state := - output.bibitem.original - inlinelinks url empty$ not and - { #1 'makeinlinelink := } - { #0 'makeinlinelink := } - if$ -} - -% Wrapper for fin.entry.original -FUNCTION {fin.entry} -{ output.web.refs % urlbst - makeinlinelink % ooops, it appears we didn't have a title for inlinelink - { setup.inlinelink % add some artificial link text here, as a fallback - "[link]" output.nonnull } - 'skip$ - if$ - bracket.state close.brackets = % urlbst - { "]" * } - 'skip$ - if$ - fin.entry.original -} - -% Webpage entry type. -% Title and url fields required; -% author, note, year, month, and lastchecked fields optional -% See references -% ISO 690-2 http://www.nlc-bnc.ca/iso/tc46sc9/standard/690-2e.htm -% http://www.classroom.net/classroom/CitingNetResources.html -% http://neal.ctstateu.edu/history/cite.html -% http://www.cas.usf.edu/english/walker/mla.html -% for citation formats for web pages. -FUNCTION {webpage} -{ output.bibitem - author empty$ - { editor empty$ - 'skip$ % author and editor both optional - { format.editors output.nonnull } - if$ - } - { editor empty$ - { format.authors output.nonnull } - { "can't use both author and editor fields in " cite$ * warning$ } - if$ - } - if$ - new.block - title empty$ 'skip$ 'setup.inlinelink if$ - format.title "title" output.check - inbrackets "online" output - new.block - year empty$ - 'skip$ - { format.date "year" output.check } - if$ - % We don't need to output the URL details ('lastchecked' and 'url'), - % because fin.entry does that for us, using output.web.refs. The only - % reason we would want to put them here is if we were to decide that - % they should go in front of the rather miscellaneous information in 'note'. - new.block - note output - fin.entry -} -EOD - - print OUT "$mymarkerend\n\n\n"; -} - - -sub print_missing_functions { - # We've got to the bit of the file which handles the entry - # types, so write out the webpage entry handler. This uses - # the format.date function, which which many but not all - # bst files have (for example, apalike doesn't). So - # check that we either have found this function already, or - # add it. - if (! $found{formatdate}) { - if ($found{entrymonth}) { - print OUT <<'EOD'; -FUNCTION {format.date} -{ year empty$ - { month empty$ - { "" } - { "there's a month but no year in " cite$ * warning$ - month - } - if$ - } - { month empty$ - 'year - { month " " * year * } - if$ - } - if$ -} -EOD - } else { - print OUT <<'EOD'; -FUNCTION {format.date} -{ year empty$ - 'skip$ - { %write$ - "(" year * ")" * - } - if$ -} -EOD - } - $found{formatdate} = 1; - } - - # If the style file didn't supply a format.title function, then supply - # one here (the {webpage} function requires it). - if (! $found{formattitle}) { - print OUT <<'EOD'; -FUNCTION {format.title} -{ title empty$ - { "" } - { title "t" change.case$ } - if$ -} -EOD - $found{formattitle} = 1; - } -} - -# Utility function: Keep track of open and close braces in the string argument. -# Keep state in $bracematchtotal, return the current value. -sub bracematcher { - my $s = shift; - $s =~ s/[^\{\}]//g; - #print "s=$s\n"; - foreach my $c (split (//, $s)) { - $bracematchtotal += ($c eq '{' ? 1 : -1); - } - return $bracematchtotal; -} - -# Utility function: use bracematcher to copy the complete block which starts -# on or after the current line. -sub copy_block { - $bracematchtotal = 0; - # copy any leading lines which don't have braces (presumably comments) - while (defined ($line = <IN>) && ($line !~ /{/)) { - print OUT $line; - } - while (defined ($line) && bracematcher($line) > 0) { - print OUT $line; - $line = <IN>; - } - print OUT "$line\n"; # print out terminating \} (assumed - # alone on the line) -} diff --git a/style/first-page.tex b/style/first-page.tex index 60f34d4..bfc0804 100644 --- a/style/first-page.tex +++ b/style/first-page.tex @@ -10,7 +10,6 @@ \vspace{2cm} {\Large Bachelor Thesis} - \vspace*{1.5cm} \rule{.9\linewidth}{.6pt}\\[0.4cm] @@ -28,18 +27,23 @@ \vspace*{2cm} \begin{tabular}{ll} - {\it 1st supervisor:} & ~~Prof. Dr. Ir. Alexandru Iosup \\ - {\it daily supervisor:} & ~~Ph.D. Dante Niewenhuis \\ + {\it 1st supervisor:} & ~~Prof. Dr. Ir. Cav. Alexandru Iosup \\ + {\it daily supervisor:} & ~~drs. Dante Niewenhuis \\ + {\it 2nd reader:} & ~~drs. Matthijs Jansen \\ \end{tabular} - \vspace*{2.5cm} + \vspace*{1.8cm} - \textit{A thesis submitted in fulfillment of the requirements for the Honours Programme, which is an excellence annotation to the VU Bachelor of Science degree in Computer Science/Artificial Intelligence/Information Sciences\\ version 1.0} + \emph{A thesis submitted in fulfillment of the requirements\\ for + the VU Bachelor of Science degree in Computer Science.} - \vspace*{1.8cm} + \vspace*{1cm} \today\\[4cm] + % Restoring to normal numbers takes place in toc.tex. + \pagenumbering{Roman} + \end{center} \newpage diff --git a/style/style.tex b/style/style.tex index 6448113..1810a97 100644 --- a/style/style.tex +++ b/style/style.tex @@ -1,14 +1,23 @@ \usepackage[T1]{fontenc} \usepackage[inline]{enumitem} -\usepackage{xspace, xcolor, lipsum, booktabs, caption, fancyhdr, footmisc, natbib, nomencl, rotating, setspace, subfigure,tocbibind, vmargin, watermark, graphicx, pifont, float, array, ipsum} +\usepackage[dvipsnames]{xcolor} +\usepackage[many]{tcolorbox} +\usepackage[page,toc,titletoc,title]{appendix} +\usepackage[nottoc,notlof,notlot]{tocbibind} +\usepackage{geometry, tocloft, xspace, lipsum, booktabs, caption, setspace, vmargin, graphicx, pifont, twemojis, float, array, ipsum, circledsteps, inconsolata, listings, hyperref, fdsymbol, cleveref} -\hypersetup { - hidelinks=false, - colorlinks=true, - citecolor=Red, - linkcolor=Red, -} +% For the font. +%\usepackage{fouriernc} + +\renewcommand\cftchapfont{\bfseries} +\renewcommand\cftchappagefont{\bfseries} +\setlength{\cftbeforechapskip}{5pt} +\renewcommand\baselinestretch{1.1} +\preto\chapter{\glsresetall} + +% Glossaries loads amsmath \usepackage[acronym, toc]{glossaries} + \textwidth 15cm \textheight 22cm \parindent 10pt @@ -16,15 +25,75 @@ \oddsidemargin 2.5cm \evensidemargin 2.5cm -% for [] citation brackets -\setcitestyle{square} +\hypersetup{ + colorlinks=true, + citecolor=Green!90!white, + linkcolor=Blue!90!white +} \newcommand{\ie}{\emph{i.e.,}\xspace} \newcommand{\eg}{\emph{e.g.,}\xspace} \newcommand{\etc}{\emph{etc.}\xspace} \newcommand{\etal}{\emph{et~al.}\xspace} \newcommand{\todo}[1]{\textcolor{blue}{#1}} -\newcommand{\one}{(\ding{182})\xspace} -\newcommand{\two}{(\ding{183})\xspace} -\newcommand{\three}{(\ding{184})\xspace} -\newcommand{\four}{(\ding{185})\xspace} +\newcommand{\mysystem}{\emph{Sunfish}\xspace} +\newcommand{\tick}{\textcolor{Green}{\ding{51}}} +\newcommand{\cross}{\textcolor{Red}{\ding{55}}} + +\newcommand\myCircled[1]{\scalebox{0.75}{\Circled[fill color=black,inner color=white]{{\sffamily#1}}}} + +\newcommand\grayCircled[1]{\scalebox{0.75}{\Circled[fill color=gray,inner color=white]{{\sffamily#1}}}} + +\newcommand{\code}[1]{\texttt{#1}} + +\newcommand{\BibTeX}{\textsc{B\kern-0.1emi\kern-0.017emb}\kern-0.15em\TeX\xspace} + +\definecolor{codegreen}{rgb}{0,0.6,0} +\definecolor{codegray}{rgb}{0.2,0.2,0.2} +\definecolor{codepurple}{rgb}{0.58,0,0.82} +\definecolor{backcolour}{rgb}{0.94,0.9725,1} + +\lstdefinestyle{mystyle}{ + backgroundcolor=\color{backcolour}, + commentstyle=\color{codegreen}, + keywordstyle=\color{magenta}, + numberstyle=\sffamily\tiny\color{codegray}, + stringstyle=\color{codepurple}, + basicstyle=\ttfamily\footnotesize, + breakatwhitespace=false, + breaklines=true, + captionpos=b, + keepspaces=true, + numbers=left, + numbersep=5pt, + showspaces=false, + showstringspaces=false, + showtabs=false, + tabsize=2, +} + +\lstset{style=mystyle} + +\tcbuselibrary{skins, breakable} +\usetikzlibrary{calc} +\newtcolorbox{mynote}{% + enhanced, + breakable, + boxrule = 0.2mm, + colback = yellow!60!white, + colframe=yellow!60!black, + sharp corners, + rounded corners = southeast, + arc is angular, + arc = 3mm, + drop fuzzy shadow=gray!90, + leftrule=0.6cm, + overlay unbroken = {% + \path[fill = tcbcolback!80!black,draw=yellow!60!black] + ([yshift = 3mm]interior.south east) -- ++(-0.4,-0.1) -- ++(0.1,-0.2); + + \node[inner sep=0pt,xshift=.3cm, anchor=center] + at ($ (frame.north west)!.5!(frame.south west) $) {\Huge \textbf{\textcolor{white}{!}}}; + }, +} + diff --git a/style/toc.tex b/style/toc.tex new file mode 100644 index 0000000..9920293 --- /dev/null +++ b/style/toc.tex @@ -0,0 +1,17 @@ +\setcounter{secnumdepth}{3} +% Set to 1, suggested by Alexandru +\setcounter{tocdepth}{1} +% This is so that we can fit the entire TOC on one page +\newgeometry{height=22cm, a4paper, hmargin={2in, 0.25in}, vmargin={1in, 1.65cm}} +% Curcial for the bottom margin to remain 1.65 cm +\thispagestyle{empty} +{\small\tableofcontents} +\restoregeometry +\clearpage +\listoffigures +\clearpage +\listoftables +\newpage + +% Restores to normal numbers. +\pagenumbering{arabic} |
