diff --git a/x.17-eu-attack-community/content.aux b/x.17-eu-attack-community/content.aux new file mode 100644 index 0000000..797d5eb --- /dev/null +++ b/x.17-eu-attack-community/content.aux @@ -0,0 +1,57 @@ +\relax +\providecommand\hyper@newdestlabel[2]{} +\@writefile{nav}{\headcommand {\slideentry {0}{0}{1}{1/1}{}{0}}} +\@writefile{nav}{\headcommand {\beamer@framepages {1}{1}}} +\@writefile{nav}{\headcommand {\slideentry {0}{0}{2}{2/2}{}{0}}} +\@writefile{nav}{\headcommand {\beamer@framepages {2}{2}}} +\@writefile{nav}{\headcommand {\slideentry {0}{0}{3}{3/3}{}{0}}} +\@writefile{nav}{\headcommand {\beamer@framepages {3}{3}}} +\@writefile{nav}{\headcommand {\slideentry {0}{0}{4}{4/4}{}{0}}} +\@writefile{nav}{\headcommand {\beamer@framepages {4}{4}}} +\@writefile{nav}{\headcommand {\slideentry {0}{0}{5}{5/5}{}{0}}} +\@writefile{nav}{\headcommand {\beamer@framepages {5}{5}}} +\@writefile{nav}{\headcommand {\slideentry {0}{0}{6}{6/6}{}{0}}} +\@writefile{nav}{\headcommand {\beamer@framepages {6}{6}}} +\@writefile{nav}{\headcommand {\slideentry {0}{0}{7}{7/7}{}{0}}} +\@writefile{nav}{\headcommand {\beamer@framepages {7}{7}}} +\@writefile{nav}{\headcommand {\slideentry {0}{0}{8}{8/8}{}{0}}} +\@writefile{nav}{\headcommand {\beamer@framepages {8}{8}}} +\@writefile{nav}{\headcommand {\slideentry {0}{0}{9}{9/9}{}{0}}} +\@writefile{nav}{\headcommand {\beamer@framepages {9}{9}}} +\@writefile{nav}{\headcommand {\slideentry {0}{0}{10}{10/10}{}{0}}} +\@writefile{nav}{\headcommand {\beamer@framepages {10}{10}}} +\@writefile{nav}{\headcommand {\slideentry {0}{0}{11}{11/11}{}{0}}} +\@writefile{nav}{\headcommand {\beamer@framepages {11}{11}}} +\@writefile{nav}{\headcommand {\slideentry {0}{0}{12}{12/12}{}{0}}} +\@writefile{nav}{\headcommand {\beamer@framepages {12}{12}}} +\@writefile{nav}{\headcommand {\slideentry {0}{0}{13}{13/13}{}{0}}} +\@writefile{nav}{\headcommand {\beamer@framepages {13}{13}}} +\@writefile{nav}{\headcommand {\slideentry {0}{0}{14}{14/14}{}{0}}} +\@writefile{nav}{\headcommand {\beamer@framepages {14}{14}}} +\@setckpt{content}{ +\setcounter{page}{15} +\setcounter{equation}{0} +\setcounter{enumi}{0} +\setcounter{enumii}{0} +\setcounter{enumiii}{0} +\setcounter{enumiv}{0} +\setcounter{footnote}{5} +\setcounter{mpfootnote}{0} +\setcounter{beamerpauses}{1} +\setcounter{bookmark@seq@number}{0} +\setcounter{lecture}{0} +\setcounter{part}{0} +\setcounter{section}{0} +\setcounter{subsection}{0} +\setcounter{subsubsection}{0} +\setcounter{subsectionslide}{14} +\setcounter{framenumber}{13} +\setcounter{figure}{0} +\setcounter{table}{0} +\setcounter{parentequation}{0} +\setcounter{theorem}{0} +\setcounter{realframenumber}{13} +\setcounter{lstnumber}{1} +\setcounter{section@level}{0} +\setcounter{lstlisting}{0} +} diff --git a/x.17-eu-attack-community/content.log b/x.17-eu-attack-community/content.log new file mode 100644 index 0000000..c4bef0a --- /dev/null +++ b/x.17-eu-attack-community/content.log @@ -0,0 +1,36 @@ +This is pdfTeX, Version 3.141592653-2.6-1.40.22 (TeX Live 2022/dev/Debian) (preloaded format=pdflatex 2024.5.9) 16 MAY 2024 11:26 +entering extended mode + restricted \write18 enabled. + %&-line parsing enabled. +**content.tex +(./content.tex +LaTeX2e <2021-11-15> patch level 1 +L3 programming layer <2022-01-21> + +! LaTeX Error: Missing \begin{document}. + +See the LaTeX manual or LaTeX Companion for explanation. +Type H for immediate help. + ... + +l.5 \titlepage + +? +! Emergency stop. + ... + +l.5 \titlepage + +You're in trouble here. Try typing to proceed. +If that doesn't work, type X to quit. + + +Here is how much of TeX's memory you used: + 18 strings out of 478287 + 540 string characters out of 5849290 + 289007 words of memory out of 5000000 + 18314 multiletter control sequences out of 15000+600000 + 469259 words of font info for 28 fonts, out of 8000000 for 9000 + 1141 hyphenation exceptions out of 8191 + 13i,0n,12p,79b,22s stack positions out of 5000i,500n,10000p,200000b,80000s +! ==> Fatal error occurred, no output PDF file produced! diff --git a/x.17-eu-attack-community/content.tex b/x.17-eu-attack-community/content.tex new file mode 100644 index 0000000..7c1ef92 --- /dev/null +++ b/x.17-eu-attack-community/content.tex @@ -0,0 +1,186 @@ +% DO NOT COMPILE THIS FILE DIRECTLY! +% This is included by the other .tex files. + +\begin{frame} +\titlepage +\end{frame} + +\begin{frame} + \frametitle{Who is Who} + \begin{itemize} + \item Alexandre Dulaunoy\footnote{\url{https://github.com/adulau}} (CIRCL, MISP, etc.) + \item Christophe Vandeplas\footnote{\url{https://github.com/cvandeplas}} (Consultant \& Reservist, MISP, Sysdiagnose (EU), etc.) + \end{itemize} +\end{frame} + +\begin{frame} + \frametitle{What is a MISP Galaxy?} + \begin{itemize} + \item MISP Galaxy is a feature in MISP and a MISP standard\footnote{\url{https://www.misp-standard.org/}} format to create {\bf contextualization libraries}. + \begin{itemize} + \item There are two main types: \textbf{combined list} or \textbf{matrix-like list}. + \end{itemize} + \item The first historical matrix-like galaxy was MITRE ATT\&CK\footnote{Presented at the first EU ATT\&CK community meeting in Luxembourg}. + \item Galaxies contain intelligence that can be \textbf{structured} in a matrix-like format. Relationships between models can be created, and implementation such as in MISP allows for the \textbf{forking and sharing of information}. This is typically attached to intelligence in threat intelligence platforms to add context. + \end{itemize} +\end{frame} + + +\begin{frame} + \frametitle{Origins and Evolution} + \begin{itemize} + \item Seeing the success of the ATT\&CK framework in MISP gave rise to a host of matrix-based models: + \begin{itemize} + \item Inflation? We don’t think so. + \item There are {\bf different models} because there are many {\bf different use cases to be represented}. + \item We found this to be good as long as those models are maintained. + \end{itemize} + \end{itemize} +\end{frame} + +\begin{frame} + \frametitle{MISP galaxies over time} + \begin{center} + \includegraphics[scale=0.16]{./screenshots/timeline.png} + \end{center} +\end{frame} + +\begin{frame} + \frametitle{What Leads to Starting New Frameworks?} + \begin{itemize} + \item New frameworks try to {\bf fill gaps}. + \item New ideas in different areas/domains. + \item Small vs. large initiatives. + \item {\bf Collaboration is not always easy}. + \begin{itemize} + \item Small contributors vs. large organizations. + \item Absence of guidance to contribute. + \item Closed models. + \end{itemize} + \item Research \& publication vs. practical use. + \item Need for timely new data in a continuously evolving threat landscape. + \end{itemize} +\end{frame} + +\begin{frame} + \frametitle{Conversion (or the Dirty Part)} + \begin{itemize} + \item Understand the topic. + \item Understand the users and their use cases. + \item Map to Matrix / Kill Chain. + \item Handle \textbf{various formats}: + \begin{itemize} + \item JSON, XLS, PDF, DOCX, Markdown, CSV, web scraping, Python, etc. + \end{itemize} + \item Reverse engineer the data model. + \item Manage UUIDs: existing vs. generating new. + \item Handle duplicate values\footnote{In other words, many organizations didn’t machine-validate their own model.}: + \begin{itemize} + \item Interaction with the framework owner. + \end{itemize} + \item Create the conversion script, or do by hand. + \end{itemize} + \begin{center} + \includegraphics[scale=0.3]{./screenshots/uuid-extraction.png} + \includegraphics[scale=0.3]{./screenshots/uuid-generation.png} + \end{center} +\end{frame} + +\begin{frame} + \frametitle{Relations (Where Are the Overlaps?)} + \begin{itemize} + \item Example relations: \texttt{similar}, \texttt{contains}, or lifecycle: \texttt{revoked-by}. + \item Frameworks might contain internal relations. + \item Relations between different frameworks: + \begin{itemize} + \item \textbf{Native relationships} + \item \textbf{3rd party contributions} + \end{itemize} + \item Create specific tooling to help or partially automate the creation of relations. + \end{itemize} + \begin{center} + \includegraphics[scale=0.35]{./screenshots/rel-gen-example.png} + % \includegraphics[scale=0.3]{./screenshots/rel-technique-re-search.png} + \end{center} +\end{frame} + +\begin{frame} + \frametitle{Maintenance (Anyone on the Line?)} + \begin{itemize} + \item {\bf Frameworks have a lifecycle} - evolution of the model. + \item Know when there is an update. + \item {\bf Deprecate, revoke, delete entries}. + \item Change of UUID (UUIDv4 or UUIDv5) / value - may impact UUID. + \begin{itemize} + \item Breaks relationships with UUIDs. + \end{itemize} + \item Conversion script breaks. + \item Keeping contributed relationships. + \end{itemize} + \begin{center} + \includegraphics[scale=0.3]{./screenshots/new-uuids-everywhere.png} + \end{center} +\end{frame} + +\begin{frame} + \frametitle{Opportunities (How Can It Help Me?)} + \begin{itemize} + \item Structure new models: {\bf Understand existing ones to identify gaps} and raise feature requests or pull requests on \texttt{misp-galaxy}. + \item MISP Galaxy: + \begin{itemize} + \item Open standard. + \item Data is CC0 - {\bf reusable in any software}. + \end{itemize} + \item Extend frameworks: Use one framework as a core library and build additional layers on top. + \item Marketing and promotion: The more tools that use it, the {\bf more widely the framework is adopted}. + \end{itemize} +\end{frame} + +\begin{frame} + \frametitle{Way Ahead for MISP Galaxy} + \begin{itemize} + \item Add {\bf more} frameworks and taxonomies. + \item {\bf Better mark revoked and deprecated} clusters in the galaxy. + \item Automate the ingestion of updated third-party threat matrices. + \item Improve the library for managing conversions to MISP Galaxy. + \end{itemize} + \begin{center} + \includegraphics[scale=0.2]{./screenshots/misp-galaxy-website.png} + \end{center} +\end{frame} + +\begin{frame} + \frametitle{10 Golden Rules for Framework Creators (Technical)} + \begin{itemize} + \item 1. Use a machine-readable format (JSON is preferred). + \item 2. Ensure fixed and unique UUIDs. + \item 3. Revoke entries, do not delete them. + \item 4. Relate to UUIDs with relationship types. + \item 5. Allow outbound relationships. + \end{itemize} +\end{frame} + +\begin{frame} + \frametitle{10 Golden Rules for Framework Creators (Community)} + \begin{itemize} + \item 6. Publish and communicate. + \item 7. Update regularly. + \item 8. Encourage third-party contributions. + \item 9. Expand existing frameworks. + \item 10. Collaborate with other framework creators. + \end{itemize} +\end{frame} + + +\begin{frame} + \frametitle{Get in touch if you have any questions} + \begin{itemize} + \item MISP galaxy website \url{https://www.misp-galaxy.org/} + \item Contact MISPProject + \begin{itemize} + \item \url{https://github.com/MISP} + \item \url{https://gitter.im/MISP/MISP} + \item \url{https://twitter.com/MISPProject} + \end{itemize} + \end{itemize} +\end{frame} diff --git a/x.17-eu-attack-community/misp.pdf b/x.17-eu-attack-community/misp.pdf new file mode 100644 index 0000000..f7a3f9d Binary files /dev/null and b/x.17-eu-attack-community/misp.pdf differ diff --git a/x.17-eu-attack-community/misplogo.pdf b/x.17-eu-attack-community/misplogo.pdf new file mode 100755 index 0000000..60da568 Binary files /dev/null and b/x.17-eu-attack-community/misplogo.pdf differ diff --git a/x.17-eu-attack-community/screenshots/disarm-graph-big.png b/x.17-eu-attack-community/screenshots/disarm-graph-big.png new file mode 100644 index 0000000..54b12ba Binary files /dev/null and b/x.17-eu-attack-community/screenshots/disarm-graph-big.png differ diff --git a/x.17-eu-attack-community/screenshots/disarm-graph-zoom.png b/x.17-eu-attack-community/screenshots/disarm-graph-zoom.png new file mode 100644 index 0000000..f975642 Binary files /dev/null and b/x.17-eu-attack-community/screenshots/disarm-graph-zoom.png differ diff --git a/x.17-eu-attack-community/screenshots/disarm-matrix-1.png b/x.17-eu-attack-community/screenshots/disarm-matrix-1.png new file mode 100644 index 0000000..6d73ddf Binary files /dev/null and b/x.17-eu-attack-community/screenshots/disarm-matrix-1.png differ diff --git a/x.17-eu-attack-community/screenshots/disarm-types.png b/x.17-eu-attack-community/screenshots/disarm-types.png new file mode 100644 index 0000000..468f37f Binary files /dev/null and b/x.17-eu-attack-community/screenshots/disarm-types.png differ diff --git a/x.17-eu-attack-community/screenshots/misp-code-hardcoded.png b/x.17-eu-attack-community/screenshots/misp-code-hardcoded.png new file mode 100644 index 0000000..4d23ee9 Binary files /dev/null and b/x.17-eu-attack-community/screenshots/misp-code-hardcoded.png differ diff --git a/x.17-eu-attack-community/screenshots/misp-galaxy-website.png b/x.17-eu-attack-community/screenshots/misp-galaxy-website.png new file mode 100644 index 0000000..43b9271 Binary files /dev/null and b/x.17-eu-attack-community/screenshots/misp-galaxy-website.png differ diff --git a/x.17-eu-attack-community/screenshots/mitre-matrices-os.png b/x.17-eu-attack-community/screenshots/mitre-matrices-os.png new file mode 100644 index 0000000..757bd9a Binary files /dev/null and b/x.17-eu-attack-community/screenshots/mitre-matrices-os.png differ diff --git a/x.17-eu-attack-community/screenshots/new-uuids-everywhere.png b/x.17-eu-attack-community/screenshots/new-uuids-everywhere.png new file mode 100644 index 0000000..b8e2b23 Binary files /dev/null and b/x.17-eu-attack-community/screenshots/new-uuids-everywhere.png differ diff --git a/x.17-eu-attack-community/screenshots/rel-gen-example.png b/x.17-eu-attack-community/screenshots/rel-gen-example.png new file mode 100644 index 0000000..3aaa948 Binary files /dev/null and b/x.17-eu-attack-community/screenshots/rel-gen-example.png differ diff --git a/x.17-eu-attack-community/screenshots/rel-gen-help.png b/x.17-eu-attack-community/screenshots/rel-gen-help.png new file mode 100644 index 0000000..ff481d6 Binary files /dev/null and b/x.17-eu-attack-community/screenshots/rel-gen-help.png differ diff --git a/x.17-eu-attack-community/screenshots/rel-technique-re-search.png b/x.17-eu-attack-community/screenshots/rel-technique-re-search.png new file mode 100644 index 0000000..9665d13 Binary files /dev/null and b/x.17-eu-attack-community/screenshots/rel-technique-re-search.png differ diff --git a/x.17-eu-attack-community/screenshots/timeline.excalidraw b/x.17-eu-attack-community/screenshots/timeline.excalidraw new file mode 100644 index 0000000..59b5f11 --- /dev/null +++ b/x.17-eu-attack-community/screenshots/timeline.excalidraw @@ -0,0 +1,1860 @@ +{ + "type": "excalidraw", + "version": 2, + "source": "https://excalidraw.com", + "elements": [ + { + "type": "line", + "version": 62, + "versionNonce": 221394411, + "index": "a8", + "isDeleted": false, + "id": "s7WbAA7SKqEMkebAIO-p0", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 480, + "y": 245, + "strokeColor": "#dddddd", + "backgroundColor": "#ffffff", + "width": 0, + "height": 382, + "seed": 1166138699, + "groupIds": [], + "frameId": null, + "roundness": { + "type": 2 + }, + "boundElements": [], + "updated": 1715611365805, + "link": null, + "locked": false, + "startBinding": null, + "endBinding": null, + "lastCommittedPoint": null, + "startArrowhead": null, + "endArrowhead": null, + "points": [ + [ + 0, + 0 + ], + [ + 0, + 382 + ] + ] + }, + { + "type": "line", + "version": 106, + "versionNonce": 1894400139, + "index": "ar", + "isDeleted": false, + "id": "Tn6HbFEcZ7HS8Xyam2-G2", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 667.7113187890898, + "y": 238.05312280874705, + "strokeColor": "#dddddd", + "backgroundColor": "#ffffff", + "width": 0, + "height": 382, + "seed": 800533509, + "groupIds": [], + "frameId": null, + "roundness": { + "type": 2 + }, + "boundElements": [], + "updated": 1715611365805, + "link": null, + "locked": false, + "startBinding": null, + "endBinding": null, + "lastCommittedPoint": null, + "startArrowhead": null, + "endArrowhead": null, + "points": [ + [ + 0, + 0 + ], + [ + 0, + 382 + ] + ] + }, + { + "type": "line", + "version": 149, + "versionNonce": 1116206891, + "index": "as", + "isDeleted": false, + "id": "36ACf6xY9r7BXMkKe1NRx", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 851.8359625842278, + "y": 237.12636320217516, + "strokeColor": "#dddddd", + "backgroundColor": "#ffffff", + "width": 0, + "height": 382, + "seed": 1630550411, + "groupIds": [], + "frameId": null, + "roundness": { + "type": 2 + }, + "boundElements": [], + "updated": 1715611365805, + "link": null, + "locked": false, + "startBinding": null, + "endBinding": null, + "lastCommittedPoint": null, + "startArrowhead": null, + "endArrowhead": null, + "points": [ + [ + 0, + 0 + ], + [ + 0, + 382 + ] + ] + }, + { + "type": "line", + "version": 143, + "versionNonce": 276158923, + "index": "at", + "isDeleted": false, + "id": "0o80BzE60IIp2i78XmZXK", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 1001.8359625842278, + "y": 240.12636320217516, + "strokeColor": "#dddddd", + "backgroundColor": "#ffffff", + "width": 0, + "height": 382, + "seed": 1861760453, + "groupIds": [], + "frameId": null, + "roundness": { + "type": 2 + }, + "boundElements": [], + "updated": 1715611365805, + "link": null, + "locked": false, + "startBinding": null, + "endBinding": null, + "lastCommittedPoint": null, + "startArrowhead": null, + "endArrowhead": null, + "points": [ + [ + 0, + 0 + ], + [ + 0, + 382 + ] + ] + }, + { + "type": "line", + "version": 152, + "versionNonce": 1158372837, + "index": "au", + "isDeleted": false, + "id": "5Jk72QFmXtDVYrbL_2DpA", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 1162.835962584228, + "y": 249.12636320217516, + "strokeColor": "#dddddd", + "backgroundColor": "#ffffff", + "width": 0, + "height": 382, + "seed": 473350699, + "groupIds": [], + "frameId": null, + "roundness": { + "type": 2 + }, + "boundElements": [], + "updated": 1715611353970, + "link": null, + "locked": false, + "startBinding": null, + "endBinding": null, + "lastCommittedPoint": null, + "startArrowhead": null, + "endArrowhead": null, + "points": [ + [ + 0, + 0 + ], + [ + 0, + 382 + ] + ] + }, + { + "type": "line", + "version": 151, + "versionNonce": 8137643, + "index": "av", + "isDeleted": false, + "id": "PgV379CefCZaojcm77wA1", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 1348.8359625842277, + "y": 248.12636320217516, + "strokeColor": "#dddddd", + "backgroundColor": "#ffffff", + "width": 0, + "height": 382, + "seed": 1067378853, + "groupIds": [], + "frameId": null, + "roundness": { + "type": 2 + }, + "boundElements": [], + "updated": 1715611355904, + "link": null, + "locked": false, + "startBinding": null, + "endBinding": null, + "lastCommittedPoint": null, + "startArrowhead": null, + "endArrowhead": null, + "points": [ + [ + 0, + 0 + ], + [ + 0, + 382 + ] + ] + }, + { + "type": "line", + "version": 140, + "versionNonce": 936274027, + "index": "aw", + "isDeleted": false, + "id": "XRi92ETRFbCDvIfayu_f1", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 1514.8359625842277, + "y": 242.12636320217516, + "strokeColor": "#dddddd", + "backgroundColor": "#ffffff", + "width": 0, + "height": 382, + "seed": 1017085163, + "groupIds": [], + "frameId": null, + "roundness": { + "type": 2 + }, + "boundElements": [], + "updated": 1715611365805, + "link": null, + "locked": false, + "startBinding": null, + "endBinding": null, + "lastCommittedPoint": null, + "startArrowhead": null, + "endArrowhead": null, + "points": [ + [ + 0, + 0 + ], + [ + 0, + 382 + ] + ] + }, + { + "type": "text", + "version": 48, + "versionNonce": 1258077558, + "index": "az", + "isDeleted": false, + "id": "f6NMwlkis6vgRWQzzkrBi", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 448, + "y": 191, + "strokeColor": "#1e1e1e", + "backgroundColor": "transparent", + "width": 68.20828247070312, + "height": 35, + "seed": 584794373, + "groupIds": [], + "frameId": null, + "roundness": null, + "boundElements": [], + "updated": 1715848874349, + "link": null, + "locked": false, + "fontSize": 28, + "fontFamily": 1, + "text": "2018", + "textAlign": "left", + "verticalAlign": "top", + "containerId": null, + "originalText": "2018", + "autoResize": true, + "lineHeight": 1.25 + }, + { + "type": "rectangle", + "version": 681, + "versionNonce": 401284907, + "index": "b00", + "isDeleted": false, + "id": "KDJpBck_w1h8TuMdnJYRg", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 592, + "y": 262, + "strokeColor": "#1e1e1e", + "backgroundColor": "#ffffff", + "width": 110, + "height": 60, + "seed": 346089867, + "groupIds": [], + "frameId": null, + "roundness": { + "type": 3 + }, + "boundElements": [ + { + "type": "text", + "id": "REi_xyXDla4WKHb41sHqb" + } + ], + "updated": 1715611372763, + "link": null, + "locked": false + }, + { + "type": "text", + "version": 610, + "versionNonce": 2119204074, + "index": "b01", + "isDeleted": false, + "id": "REi_xyXDla4WKHb41sHqb", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 599.690055847168, + "y": 267, + "strokeColor": "#1e1e1e", + "backgroundColor": "transparent", + "width": 94.61988830566406, + "height": 50, + "seed": 1713696005, + "groupIds": [], + "frameId": null, + "roundness": null, + "boundElements": [], + "updated": 1715848874349, + "link": null, + "locked": false, + "fontSize": 20, + "fontFamily": 1, + "text": "Election \nGuidelines", + "textAlign": "center", + "verticalAlign": "middle", + "containerId": "KDJpBck_w1h8TuMdnJYRg", + "originalText": "Election Guidelines", + "autoResize": true, + "lineHeight": 1.25 + }, + { + "type": "text", + "version": 625, + "versionNonce": 716283574, + "index": "b02", + "isDeleted": false, + "id": "OlwcOnYb6Wordg902LGn_", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 634, + "y": 189, + "strokeColor": "#1e1e1e", + "backgroundColor": "transparent", + "width": 63.84027099609375, + "height": 35, + "seed": 284214251, + "groupIds": [], + "frameId": null, + "roundness": null, + "boundElements": [], + "updated": 1715848874349, + "link": null, + "locked": false, + "fontSize": 28, + "fontFamily": 1, + "text": "2019", + "textAlign": "left", + "verticalAlign": "top", + "containerId": null, + "originalText": "2019", + "autoResize": true, + "lineHeight": 1.25 + }, + { + "type": "text", + "version": 307, + "versionNonce": 1237667754, + "index": "b03", + "isDeleted": false, + "id": "qNgb7esow0bIRBGqc_eIw", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 813, + "y": 192, + "strokeColor": "#1e1e1e", + "backgroundColor": "transparent", + "width": 78.40032958984375, + "height": 35, + "seed": 1937732581, + "groupIds": [], + "frameId": null, + "roundness": null, + "boundElements": [], + "updated": 1715848874349, + "link": null, + "locked": false, + "fontSize": 28, + "fontFamily": 1, + "text": "2020", + "textAlign": "left", + "verticalAlign": "top", + "containerId": null, + "originalText": "2020", + "autoResize": true, + "lineHeight": 1.25 + }, + { + "type": "text", + "version": 214, + "versionNonce": 465065974, + "index": "b04", + "isDeleted": false, + "id": "dAIT_xd1pXIKNP_CzmK7Y", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 972, + "y": 193, + "strokeColor": "#1e1e1e", + "backgroundColor": "transparent", + "width": 66.72427368164062, + "height": 35, + "seed": 1595079851, + "groupIds": [], + "frameId": null, + "roundness": null, + "boundElements": [], + "updated": 1715848874349, + "link": null, + "locked": false, + "fontSize": 28, + "fontFamily": 1, + "text": "2021", + "textAlign": "left", + "verticalAlign": "top", + "containerId": null, + "originalText": "2021", + "autoResize": true, + "lineHeight": 1.25 + }, + { + "type": "text", + "version": 233, + "versionNonce": 1553058410, + "index": "b05", + "isDeleted": false, + "id": "IryrmJ4qtIoqB23h22Oay", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 1122, + "y": 193, + "strokeColor": "#1e1e1e", + "backgroundColor": "transparent", + "width": 79.07232666015625, + "height": 35, + "seed": 1379465995, + "groupIds": [], + "frameId": null, + "roundness": null, + "boundElements": [], + "updated": 1715848874349, + "link": null, + "locked": false, + "fontSize": 28, + "fontFamily": 1, + "text": "2022", + "textAlign": "left", + "verticalAlign": "top", + "containerId": null, + "originalText": "2022", + "autoResize": true, + "lineHeight": 1.25 + }, + { + "type": "text", + "version": 236, + "versionNonce": 1175841078, + "index": "b06", + "isDeleted": false, + "id": "KS3cVnTYuNU10JPXgCG2U", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 1303, + "y": 193, + "strokeColor": "#1e1e1e", + "backgroundColor": "transparent", + "width": 78.20433044433594, + "height": 35, + "seed": 102688107, + "groupIds": [], + "frameId": null, + "roundness": null, + "boundElements": [], + "updated": 1715848874349, + "link": null, + "locked": false, + "fontSize": 28, + "fontFamily": 1, + "text": "2023", + "textAlign": "left", + "verticalAlign": "top", + "containerId": null, + "originalText": "2023", + "autoResize": true, + "lineHeight": 1.25 + }, + { + "type": "text", + "version": 221, + "versionNonce": 1031859498, + "index": "b07", + "isDeleted": false, + "id": "4TS-xLBk3A96YvyU6CENj", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 1476, + "y": 193, + "strokeColor": "#1e1e1e", + "backgroundColor": "transparent", + "width": 77.05632019042969, + "height": 35, + "seed": 975584203, + "groupIds": [], + "frameId": null, + "roundness": null, + "boundElements": [], + "updated": 1715848874349, + "link": null, + "locked": false, + "fontSize": 28, + "fontFamily": 1, + "text": "2024", + "textAlign": "left", + "verticalAlign": "top", + "containerId": null, + "originalText": "2024", + "autoResize": true, + "lineHeight": 1.25 + }, + { + "type": "rectangle", + "version": 747, + "versionNonce": 1806914827, + "index": "b0E", + "isDeleted": false, + "id": "jSkAqcxPaqpnbj0qO7EX6", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 616, + "y": 337, + "strokeColor": "#1e1e1e", + "backgroundColor": "#ffffff", + "width": 146.99999999999997, + "height": 35, + "seed": 1818032555, + "groupIds": [], + "frameId": null, + "roundness": { + "type": 3 + }, + "boundElements": [ + { + "type": "text", + "id": "w19tQXrveWMoQg1mnTjU9" + } + ], + "updated": 1715611374088, + "link": null, + "locked": false + }, + { + "type": "text", + "version": 761, + "versionNonce": 154096246, + "index": "b0F", + "isDeleted": false, + "id": "w19tQXrveWMoQg1mnTjU9", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 628.0400695800781, + "y": 342, + "strokeColor": "#1e1e1e", + "backgroundColor": "transparent", + "width": 122.91986083984375, + "height": 25, + "seed": 1837534283, + "groupIds": [], + "frameId": null, + "roundness": null, + "boundElements": [], + "updated": 1715848874349, + "link": null, + "locked": false, + "fontSize": 20, + "fontFamily": 1, + "text": "attck4fraud", + "textAlign": "center", + "verticalAlign": "middle", + "containerId": "jSkAqcxPaqpnbj0qO7EX6", + "originalText": "attck4fraud", + "autoResize": true, + "lineHeight": 1.25 + }, + { + "type": "rectangle", + "version": 838, + "versionNonce": 806242091, + "index": "b0G", + "isDeleted": false, + "id": "J-ZGdgvnKUxEOKEEr-ytt", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 640, + "y": 388, + "strokeColor": "#1e1e1e", + "backgroundColor": "#ffffff", + "width": 140.99999999999997, + "height": 60, + "seed": 923926405, + "groupIds": [], + "frameId": null, + "roundness": { + "type": 3 + }, + "boundElements": [ + { + "type": "text", + "id": "XLmN7bQVFpE_iZtgRUTXC" + } + ], + "updated": 1715611375555, + "link": null, + "locked": false + }, + { + "type": "text", + "version": 767, + "versionNonce": 1644017642, + "index": "b0H", + "isDeleted": false, + "id": "XLmN7bQVFpE_iZtgRUTXC", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 654.5200653076172, + "y": 393, + "strokeColor": "#1e1e1e", + "backgroundColor": "transparent", + "width": 111.95986938476562, + "height": 50, + "seed": 1242679013, + "groupIds": [], + "frameId": null, + "roundness": null, + "boundElements": [], + "updated": 1715848874349, + "link": null, + "locked": false, + "fontSize": 20, + "fontFamily": 1, + "text": "o365/exch \ntechniques", + "textAlign": "center", + "verticalAlign": "middle", + "containerId": "J-ZGdgvnKUxEOKEEr-ytt", + "originalText": "o365/exch techniques", + "autoResize": true, + "lineHeight": 1.25 + }, + { + "type": "rectangle", + "version": 701, + "versionNonce": 1485502443, + "index": "b0L", + "isDeleted": false, + "id": "rrN9nqAJQYVGa9udVtCGH", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 812, + "y": 252, + "strokeColor": "#1e1e1e", + "backgroundColor": "#ffffff", + "width": 110, + "height": 85, + "seed": 58849483, + "groupIds": [], + "frameId": null, + "roundness": { + "type": 3 + }, + "boundElements": [ + { + "type": "text", + "id": "2n6gffylMmoyt_VMh3OML" + } + ], + "updated": 1715611381370, + "link": null, + "locked": false + }, + { + "type": "text", + "version": 672, + "versionNonce": 264868790, + "index": "b0M", + "isDeleted": false, + "id": "2n6gffylMmoyt_VMh3OML", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 825.5100402832031, + "y": 257, + "strokeColor": "#1e1e1e", + "backgroundColor": "transparent", + "width": 82.97991943359375, + "height": 75, + "seed": 1375643499, + "groupIds": [], + "frameId": null, + "roundness": null, + "boundElements": [], + "updated": 1715848874349, + "link": null, + "locked": false, + "fontSize": 20, + "fontFamily": 1, + "text": "Bhadra \nThreat \nModelling", + "textAlign": "center", + "verticalAlign": "middle", + "containerId": "rrN9nqAJQYVGa9udVtCGH", + "originalText": "Bhadra Threat Modelling", + "autoResize": true, + "lineHeight": 1.25 + }, + { + "type": "rectangle", + "version": 730, + "versionNonce": 1608963563, + "index": "b0N", + "isDeleted": false, + "id": "rNMX2WbqEuMfNX5uZZGsE", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 837, + "y": 362, + "strokeColor": "#1e1e1e", + "backgroundColor": "#ffffff", + "width": 110, + "height": 60, + "seed": 737000261, + "groupIds": [], + "frameId": null, + "roundness": { + "type": 3 + }, + "boundElements": [ + { + "type": "text", + "id": "T7X3OrBckqqknfkB_ly7f" + } + ], + "updated": 1715611384987, + "link": null, + "locked": false + }, + { + "type": "text", + "version": 679, + "versionNonce": 1511205546, + "index": "b0O", + "isDeleted": false, + "id": "T7X3OrBckqqknfkB_ly7f", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 859.9100341796875, + "y": 367, + "strokeColor": "#1e1e1e", + "backgroundColor": "transparent", + "width": 64.179931640625, + "height": 50, + "seed": 1803553445, + "groupIds": [], + "frameId": null, + "roundness": null, + "boundElements": [], + "updated": 1715848874349, + "link": null, + "locked": false, + "fontSize": 20, + "fontFamily": 1, + "text": "SOD \nMatrix", + "textAlign": "center", + "verticalAlign": "middle", + "containerId": "rNMX2WbqEuMfNX5uZZGsE", + "originalText": "SOD Matrix", + "autoResize": true, + "lineHeight": 1.25 + }, + { + "type": "rectangle", + "version": 837, + "versionNonce": 631646475, + "index": "b0P", + "isDeleted": false, + "id": "BGRBfO_hjIhVicgi4cZ9E", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 942, + "y": 431, + "strokeColor": "#1e1e1e", + "backgroundColor": "#ffffff", + "width": 110, + "height": 60, + "seed": 1483759205, + "groupIds": [], + "frameId": null, + "roundness": { + "type": 3 + }, + "boundElements": [ + { + "type": "text", + "id": "26ucjupyl7HMHlWo4I4q2" + } + ], + "updated": 1715615195310, + "link": null, + "locked": false + }, + { + "type": "text", + "version": 779, + "versionNonce": 1678355702, + "index": "b0Q", + "isDeleted": false, + "id": "26ucjupyl7HMHlWo4I4q2", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 970.6500244140625, + "y": 448.5, + "strokeColor": "#1e1e1e", + "backgroundColor": "transparent", + "width": 52.699951171875, + "height": 25, + "seed": 838945221, + "groupIds": [], + "frameId": null, + "roundness": null, + "boundElements": [], + "updated": 1715848874349, + "link": null, + "locked": false, + "fontSize": 20, + "fontFamily": 1, + "text": "RSIT", + "textAlign": "center", + "verticalAlign": "middle", + "containerId": "BGRBfO_hjIhVicgi4cZ9E", + "originalText": "RSIT", + "autoResize": true, + "lineHeight": 1.25 + }, + { + "type": "rectangle", + "version": 1304, + "versionNonce": 1683860459, + "index": "b0eV", + "isDeleted": false, + "id": "QJGA56lJhXruZMOo69h-r", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 1353.5, + "y": 513, + "strokeColor": "#1e1e1e", + "backgroundColor": "#ffffff", + "width": 137.00000000000006, + "height": 60, + "seed": 623084901, + "groupIds": [ + "g9lX8TfBmCIqXwpAXreQD" + ], + "frameId": null, + "roundness": { + "type": 3 + }, + "boundElements": [], + "updated": 1715615135762, + "link": null, + "locked": false + }, + { + "type": "image", + "version": 301, + "versionNonce": 2134308491, + "index": "b0f", + "isDeleted": false, + "id": "jjhwTYUDRs4oWO43obEjn", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 1355, + "y": 523, + "strokeColor": "transparent", + "backgroundColor": "#ffffff", + "width": 125.00000000000006, + "height": 41.666666666666686, + "seed": 305781515, + "groupIds": [ + "g9lX8TfBmCIqXwpAXreQD" + ], + "frameId": null, + "roundness": null, + "boundElements": [], + "updated": 1715615135762, + "link": null, + "locked": false, + "status": "saved", + "fileId": "838ae5c0b7ec24ac0134b8747b057ab7401eeb8e", + "scale": [ + 1, + 1 + ] + }, + { + "type": "rectangle", + "version": 597, + "versionNonce": 195940293, + "index": "b0hV", + "isDeleted": false, + "id": "JNJ5APGeDAMGPowU75xO4", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 404, + "y": 262, + "strokeColor": "#1e1e1e", + "backgroundColor": "#ffffff", + "width": 150.00000000000003, + "height": 60, + "seed": 1300592299, + "groupIds": [ + "4tMIqoE79IBpeqUxcOWla" + ], + "frameId": null, + "roundness": { + "type": 3 + }, + "boundElements": [], + "updated": 1715614376239, + "link": null, + "locked": false + }, + { + "type": "image", + "version": 178, + "versionNonce": 1934200613, + "index": "b0i", + "isDeleted": false, + "id": "w1CERLx9uZu9UM0Y55i6z", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 408, + "y": 277.3316582914573, + "strokeColor": "transparent", + "backgroundColor": "#ffffff", + "width": 143.99999999999997, + "height": 29.668341708542705, + "seed": 346935141, + "groupIds": [ + "4tMIqoE79IBpeqUxcOWla" + ], + "frameId": null, + "roundness": null, + "boundElements": [], + "updated": 1715614376239, + "link": null, + "locked": false, + "status": "saved", + "fileId": "de8a1edfcb20ef80094bdd3818ea4ee22288da41", + "scale": [ + 1, + 1 + ] + }, + { + "type": "rectangle", + "version": 719, + "versionNonce": 361097675, + "index": "b0iV", + "isDeleted": false, + "id": "ASFJnnNpcrsVnRoSOhgGO", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 704, + "y": 459, + "strokeColor": "#1e1e1e", + "backgroundColor": "#ffffff", + "width": 110, + "height": 60, + "seed": 1122887685, + "groupIds": [ + "A-Al5WbqX_Xw1OFngLLe-" + ], + "frameId": null, + "roundness": { + "type": 3 + }, + "boundElements": [], + "updated": 1715614450111, + "link": null, + "locked": false + }, + { + "type": "image", + "version": 162, + "versionNonce": 1670223109, + "index": "b0j", + "isDeleted": false, + "id": "UdKk7pVVJgmoZwS0QPBWt", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 711, + "y": 467.5, + "strokeColor": "transparent", + "backgroundColor": "#ffffff", + "width": 101, + "height": 39.84765625, + "seed": 1110388581, + "groupIds": [ + "A-Al5WbqX_Xw1OFngLLe-" + ], + "frameId": null, + "roundness": null, + "boundElements": [], + "updated": 1715614450111, + "link": null, + "locked": false, + "status": "saved", + "fileId": "9c007f1a47dae6e7fbb8299a367a4ef28f27d18e", + "scale": [ + 1, + 1 + ] + }, + { + "type": "rectangle", + "version": 927, + "versionNonce": 1569930251, + "index": "b0jV", + "isDeleted": false, + "id": "GegZgqNS5gXqkV9NRh4QR", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 976, + "y": 511, + "strokeColor": "#1e1e1e", + "backgroundColor": "#1971c2", + "width": 174.0000000000001, + "height": 60, + "seed": 1785280107, + "groupIds": [ + "g3JiiRRr4JlTzIcEEi8Ci" + ], + "frameId": null, + "roundness": { + "type": 3 + }, + "boundElements": [], + "updated": 1715614587410, + "link": null, + "locked": false + }, + { + "type": "image", + "version": 330, + "versionNonce": 931496619, + "index": "b0k", + "isDeleted": false, + "id": "8pQTA2mcADwDnHc-9Bn-8", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 982.5, + "y": 521.5, + "strokeColor": "transparent", + "backgroundColor": "#ffffff", + "width": 165, + "height": 36.24504361617764, + "seed": 1886835173, + "groupIds": [ + "g3JiiRRr4JlTzIcEEi8Ci" + ], + "frameId": null, + "roundness": null, + "boundElements": [], + "updated": 1715614587410, + "link": null, + "locked": false, + "status": "saved", + "fileId": "4b02ca2754d95923da6bf30a5e7e529d0373da10", + "scale": [ + 1, + 1 + ] + }, + { + "type": "rectangle", + "version": 928, + "versionNonce": 1508678597, + "index": "b0kV", + "isDeleted": false, + "id": "fCoU9SwtFwlyxGxCBMMdl", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 1041.5, + "y": 266, + "strokeColor": "#1e1e1e", + "backgroundColor": "#ffffff", + "width": 319.00000000000006, + "height": 60, + "seed": 1566530891, + "groupIds": [ + "h9sNiJtF_os_cFcQ950oL" + ], + "frameId": null, + "roundness": { + "type": 3 + }, + "boundElements": [], + "updated": 1715614635040, + "link": null, + "locked": false + }, + { + "type": "image", + "version": 103, + "versionNonce": 667867941, + "index": "b0l", + "isDeleted": false, + "id": "lbcSiRv8EDyGxduW44za_", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 1037, + "y": 276.5, + "strokeColor": "transparent", + "backgroundColor": "#1971c2", + "width": 318.0000000000001, + "height": 35.60217391304349, + "seed": 2044077829, + "groupIds": [ + "h9sNiJtF_os_cFcQ950oL" + ], + "frameId": null, + "roundness": null, + "boundElements": [], + "updated": 1715614635040, + "link": null, + "locked": false, + "status": "saved", + "fileId": "0dc8eb62e66d5f69472dcc916c3a4c459619737b", + "scale": [ + 1, + 1 + ] + }, + { + "type": "rectangle", + "version": 1259, + "versionNonce": 1246356651, + "index": "b0mV", + "isDeleted": false, + "id": "Duk_m-eu88C_a8em3MVBh", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 1283.6833333333334, + "y": 444, + "strokeColor": "#1e1e1e", + "backgroundColor": "#0d2f4f", + "width": 184.6333333333334, + "height": 58, + "seed": 1942626763, + "groupIds": [ + "kEwXYL0aGzcmgPV4q1qR5" + ], + "frameId": null, + "roundness": { + "type": 3 + }, + "boundElements": [], + "updated": 1715615136513, + "link": null, + "locked": false + }, + { + "type": "image", + "version": 235, + "versionNonce": 1956517707, + "index": "b0n", + "isDeleted": false, + "id": "CUfe2JNDLDEcXWmo9HQeK", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 1287.0666666666666, + "y": 457.05, + "strokeColor": "transparent", + "backgroundColor": "#1971c2", + "width": 180.7666666666667, + "height": 24.704777777777778, + "seed": 730458155, + "groupIds": [ + "kEwXYL0aGzcmgPV4q1qR5" + ], + "frameId": null, + "roundness": null, + "boundElements": [], + "updated": 1715615136513, + "link": null, + "locked": false, + "status": "saved", + "fileId": "561d5e3a2c39d1d47ceebae7fdf1219563fc1dbe", + "scale": [ + 1, + 1 + ] + }, + { + "type": "rectangle", + "version": 1293, + "versionNonce": 768907877, + "index": "b0oV", + "isDeleted": false, + "id": "L1wEqDd6vd_VxyIu2SIsK", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 1449.5, + "y": 255, + "strokeColor": "#1e1e1e", + "backgroundColor": "#ffffff", + "width": 233.00000000000006, + "height": 60, + "seed": 1946568613, + "groupIds": [ + "KZrrjED6jyJPFzTlz_0e0" + ], + "frameId": null, + "roundness": { + "type": 3 + }, + "boundElements": [], + "updated": 1715614963753, + "link": null, + "locked": false + }, + { + "type": "image", + "version": 108, + "versionNonce": 920918987, + "index": "b0p", + "isDeleted": false, + "id": "1clkH4YTXfGU0gnF2VnKz", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 1456, + "y": 265, + "strokeColor": "transparent", + "backgroundColor": "#0d2f4f", + "width": 222.85714285714292, + "height": 39.00000000000001, + "seed": 2140679019, + "groupIds": [ + "KZrrjED6jyJPFzTlz_0e0" + ], + "frameId": null, + "roundness": null, + "boundElements": [], + "updated": 1715614963753, + "link": null, + "locked": false, + "status": "saved", + "fileId": "e23f8ae812db6e31b9eb076f6be3ed3c517189e9", + "scale": [ + 1, + 1 + ] + }, + { + "type": "rectangle", + "version": 1282, + "versionNonce": 2134128133, + "index": "b0pG", + "isDeleted": false, + "id": "yM2P2XBhryftL9pPbg7qo", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 1474.5, + "y": 339, + "strokeColor": "#1e1e1e", + "backgroundColor": "#ffffff", + "width": 137.00000000000006, + "height": 60, + "seed": 1789721611, + "groupIds": [ + "RX21GV1XjeuQm1lN2KH2M" + ], + "frameId": null, + "roundness": { + "type": 3 + }, + "boundElements": [ + { + "type": "text", + "id": "OfGe-cTTaDASONMoEIw1H" + } + ], + "updated": 1715615010860, + "link": null, + "locked": false + }, + { + "type": "text", + "version": 1347, + "versionNonce": 2087470442, + "index": "b0pV", + "isDeleted": false, + "id": "OfGe-cTTaDASONMoEIw1H", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 1486.0100631713867, + "y": 356.5, + "strokeColor": "#1e1e1e", + "backgroundColor": "transparent", + "width": 113.97987365722656, + "height": 25, + "seed": 2070364843, + "groupIds": [ + "RX21GV1XjeuQm1lN2KH2M" + ], + "frameId": null, + "roundness": null, + "boundElements": [], + "updated": 1715848874349, + "link": null, + "locked": false, + "fontSize": 20, + "fontFamily": 1, + "text": " DWVA", + "textAlign": "center", + "verticalAlign": "middle", + "containerId": "yM2P2XBhryftL9pPbg7qo", + "originalText": " DWVA", + "autoResize": true, + "lineHeight": 1.25 + }, + { + "type": "image", + "version": 128, + "versionNonce": 196859435, + "index": "b0q", + "isDeleted": false, + "id": "jA242IrMuZ4oq10Rra7nN", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 1481, + "y": 337.75199999999995, + "strokeColor": "transparent", + "backgroundColor": "#0d2f4f", + "width": 64.96943231441055, + "height": 59.51200000000006, + "seed": 1005477451, + "groupIds": [ + "RX21GV1XjeuQm1lN2KH2M" + ], + "frameId": null, + "roundness": null, + "boundElements": [], + "updated": 1715615010860, + "link": null, + "locked": false, + "status": "saved", + "fileId": "b21cc62a4c31f6d88d7382c1d31ae265aa2c7ee6", + "scale": [ + 1, + 1 + ] + }, + { + "type": "rectangle", + "version": 1101, + "versionNonce": 14854443, + "index": "b0tG", + "isDeleted": false, + "id": "PL1dGet47jGBIX6SjAwUZ", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 1266.5, + "y": 342, + "strokeColor": "#1e1e1e", + "backgroundColor": "#a5d8ff", + "width": 172.00000000000006, + "height": 73, + "seed": 527491301, + "groupIds": [ + "IUB7-Ujp-jKPUM5bqBqvK" + ], + "frameId": null, + "roundness": { + "type": 3 + }, + "boundElements": [ + { + "type": "text", + "id": "_Iw9mUBlEuiVhJ2q_5zta" + } + ], + "updated": 1715615147601, + "link": null, + "locked": false + }, + { + "type": "text", + "version": 1111, + "versionNonce": 57974326, + "index": "b0tV", + "isDeleted": false, + "id": "_Iw9mUBlEuiVhJ2q_5zta", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 1280.9200744628906, + "y": 353.5, + "strokeColor": "#ffffff", + "backgroundColor": "transparent", + "width": 143.15985107421875, + "height": 50, + "seed": 2060287045, + "groupIds": [ + "IUB7-Ujp-jKPUM5bqBqvK" + ], + "frameId": null, + "roundness": null, + "boundElements": [], + "updated": 1715848874349, + "link": null, + "locked": false, + "fontSize": 20, + "fontFamily": 1, + "text": "\nTMSS Storage", + "textAlign": "center", + "verticalAlign": "middle", + "containerId": "PL1dGet47jGBIX6SjAwUZ", + "originalText": "\nTMSS Storage", + "autoResize": true, + "lineHeight": 1.25 + }, + { + "type": "image", + "version": 224, + "versionNonce": 1152864165, + "index": "b0u", + "isDeleted": false, + "id": "mxuZU-hJPka--ODK39NT-", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "angle": 0, + "x": 1279, + "y": 347.02847222222215, + "strokeColor": "transparent", + "backgroundColor": "#0d2f4f", + "width": 152.30944625407167, + "height": 32.47152777777778, + "seed": 993548683, + "groupIds": [ + "IUB7-Ujp-jKPUM5bqBqvK" + ], + "frameId": null, + "roundness": null, + "boundElements": [], + "updated": 1715615147600, + "link": null, + "locked": false, + "status": "saved", + "fileId": "64fe4b8341b25d16feaaf404e6c1e8c9f8f41d74", + "scale": [ + 1, + 1 + ] + }, + { + "id": "0Hh5iMLHCuFKbm-jPWKRa", + "type": "text", + "x": 455.25, + "y": 119.32981698320714, + "width": 506.51666259765625, + "height": 25, + "angle": 0, + "strokeColor": "#1e1e1e", + "backgroundColor": "transparent", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "groupIds": [], + "frameId": null, + "index": "b0v", + "roundness": null, + "seed": 620987306, + "version": 289, + "versionNonce": 151230902, + "isDeleted": false, + "boundElements": null, + "updated": 1715850462309, + "link": null, + "locked": false, + "text": "Timeline of galaxies created and available in MISP", + "fontSize": 20, + "fontFamily": 1, + "textAlign": "left", + "verticalAlign": "top", + "containerId": null, + "originalText": "Timeline of galaxies created and available in MISP", + "autoResize": true, + "lineHeight": 1.25 + }, + { + "id": "u-R8QNIMtJdgvkjKQGARH", + "type": "image", + "x": 981.75, + "y": 56.19505135820714, + "width": 113.62566844919785, + "height": 83, + "angle": 0, + "strokeColor": "transparent", + "backgroundColor": "transparent", + "fillStyle": "solid", + "strokeWidth": 2, + "strokeStyle": "solid", + "roughness": 1, + "opacity": 100, + "groupIds": [], + "frameId": null, + "index": "b0w", + "roundness": null, + "seed": 1388251318, + "version": 565, + "versionNonce": 523097462, + "isDeleted": false, + "boundElements": null, + "updated": 1715850465190, + "link": null, + "locked": false, + "status": "saved", + "fileId": "733fb1ee80cedcc03a6e77c5eca059001015b72a", + "scale": [ + 1, + 1 + ] + } + ], + "appState": { + "gridSize": null, + "viewBackgroundColor": "#ffffff" + }, + "files": { + "838ae5c0b7ec24ac0134b8747b057ab7401eeb8e": { + "mimeType": "image/png", + "id": "838ae5c0b7ec24ac0134b8747b057ab7401eeb8e", + "dataURL": "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAjoAAAC+CAYAAAA89qUnAAAAAXNSR0IArs4c6QAAIABJREFUeF7tnXecHGX9+D+f2bs0WnI7q/QmXUh2NoAUvwqISkBCbjaHYFdEwQaKUhQLNoq9o2KjiHiZuRDAAEoTRFRuZhOKgEgnCDN7CQTSbvf5/H5zyYW7vS3zPDNb73P/8CL7ac/7mX3ms0/5PAj8xwSYABNgAkyACTCBDiWAHdqulmvWrEx2dkLQ/gQwZSQ4DQtA+BwWNzzjd9PTMHjdmpYLmgNiAkyACTABJtDmBDjRqVMHzkqbhyc0PA0JDgGEPWq6IVpGAEsAcInvWvfWlGcBJsAEmAATYAJMoCYBTnRqIpITSGXMdxLA2QiYkdN8VZqABgHER31n8aCqDdZjAkyACTABJsAEADjRiekpSKWzewLSbwDx8JhMAgD9dv36xFkvPdA/FJ9NtsQEmAATYAJMYPIQ4EQnhr5OGubRGuAAIGwZg7lxJojgWRJFM79s8T/jts32mAATYAJMgAl0OgFOdCL2cMrIfggQfhXRTE11AfCJvGP9pKYgCzABJsAEmAATYAKbCXCiE+Fh0DPmmQj4vQgmpFSJ4F2+a10tpcTCTIAJMAEmwAQmMQFOdBQ7P2lkT9cQfqqorq5WhIy3zHLVDbAmE2ACTIAJMIHJQ4ATHYW+Ts5ZcLCWSPxDQTWyCgE9XRBi9qrc4lWRjbEBJsAEmAATYAIdToATHdkO3rFvup4q/hsRd5FVjUuegH7hO/ZH47LHdpgAE2ACTIAJdCoBTnQkezZlmN8ExPMk1eIXL4r/85YN3BW/YbbIBJgAE2ACTKBzCHCiI9GX2xxw3KwpXdOeqscxcokwRkSJ4F7ftQ6S1WN5JsAEmAATYAKTiQAnOhK9rWeyn0OASyRU6ipaKIgDVi4fuL+uTtg4E2ACTIAJMIE2JsCJjkTn6ZnsvxFgHwmVuoqSgO/5OeszdXXCxpkAE2ACTIAJtDEBTnRCdp4+p3cvTGgPhxRvjBjRC55rv7YxztgLE2ACTIAJMIH2I8CJTsg+SxnmKYB4WUjxholtKGi7v7i8//GGOWRHTIAJMAEmwATaiAAnOiE7SzfMSxGx5Y50FwkWDrmWFbIZLMYEmAATYAJMYFIR4EQnZHfrmexfEeD/Qoo3TEwAfTPv2F9omEN2xASYABNgAkygjQhwohOys/RM1kEAI6R4w8SI6A++a5/cMIfsiAkwASbABJhAGxHgRCdkZ+kZcxABMyHFGydGsNRzrWMb57C+nrbYf/5rp0/Rdgy8rN0gnnnl/iXP19cjW2cCTIAJMIFOJsCJTsjeTRnmXYB4eEjxhokRwe2+ax3ZMId1cKQb2QMB6EMIuBAQUuNcEHiA1E+Ev/Fd6946uGeTTIAJMAEm0MEEONEJ2bkpw1wKiMeEFG+YGAHd5jv2UQ1zGKOj1JysARp8AxDmhTFLBH9CAefz7e1haLEME2ACTIAJBAQ40Qn5HOiZ7C8Q4NSQ4g0TC17+vmsd1zCH8ThCPd17FmjaNxGgW9LkWhJwhp+zfimpx+JMgAkwASYwCQlwohOy01vt+ofNYRPYnmtlQzajJcSSRvZcDeHCKMEIgvPyrnVRFBusywSYABNgAp1PgBOdkH3cY/QemkDt7pDiDRSjn3qO/fEGOozkKmUsmEeQuB4RtCiGiEAg0JGea/81ih3WZQJMgAkwgc4mwImORP/qhrkSEWdKqNRfVNDnvZwdaXak/kGOeuhLpAzxH0DYLRafRMs8NzEXoL8Yiz02wgSYABNgAh1HgBMdiS7VjezPEOE0CZW6iwqA9+Yd68q6O4rBgZ7Onooa/CIGU5tNCKL35V37ijhtsi0mwASYABPoHAKc6Ej0ZSq9IA1awpVQqbuoADLzjj1Qd0cxONAz2XsQ4A0xmNpsgoju8F37iDhtsi0mwASYABPoHAKc6Ej2pW5kb0OElnmxkoCPtMMJJH2uuR0SrpDEHUqckLb3B+3nQgmzEBNgAkyACUwqApzoSHZ3cs6Cg7VE4h+SanUTJ6Cv+I59Qd0cxGRYTy88AjW6LSZz48yQwCP93KLb62GbbTIBJsAEmEB7E+BER6H/9HT2u6jBpxVU41ch+rPn2m+L33C8FnWj9yRE7ep4rW60RiRO9t2BP9TDNttkAkyACTCB9ibAiY5i/6WMrAsIaUX1WNU8x2r5ftQz5pkI+L1YG77JGBGc7rvWpfWwzTaZABNgAkygvQm0/AuyVfH27H/CTlp3Vw4RepodIxG8y3etusyWxNW2ZDq7QNOgLpumiyDmDTkDN8YVK9thAkyACTCBziHAiU6EvkzN6X0jJPAmAJwRwUxkVQK403esN0U2VEcDs2b37t/Vpd1XDxcCYd/8oPVQPWyzTSbABJgAE2hvApzoROy/kc3JWuL6CbduR7Qrqy4EHZzP2f+S1WugPOqG+RQi7hinTyJ60nftXeO0ybaYABNgAkygcwhwohNDX24193h9GnX/AgB7YzCnZKIdZnX0jPlzBPyIUgMrKRH92HPtT8Zqk40xASbABJhAxxDgRCfGrtQNcz4C/AAQmzLDUCTqG3LtRTE2KVZT2xxg7t7djY8gQCIOwwRQHC5oe764vP/xOOyxDSbABJgAE+g8Apzo1KFPU3OyJ0KCPgmAb6yD+YomiegZXxveGwavW9NIvzK+dMP8JSJ+WEanSoN5NicWkGyECTABJtC5BDjRqWPfjmzATeACAjwCkPZCwJ3GuiOiRwBgTEVf3AIRDowWUovfZr7rEdP0WcmlUatLE8Ht/sr8PHji9nXReLE2E2ACTIAJdDIBTnRasHdnHXDCAV1diSMA8R0AIF0MsNUv+kzt17clTS1ej4hvVsJPsBTWayd6D/a/rKTPSkygyQS22qc3OWUGvFkj7SAC2hUAtwWgkvEYg394khAeQAEPDEPxwVW5xU80OXQp98mM2YsAc8IqCaB7uFREWFosF5YAJzphSTVJLhgQp03H0wHx4wCwbagwCF7ZUNQOaPW9K0kj+ysN4UOh2rRJSBD8Ou9ap8joTHbZlGFeBIjn1IsDEa1ChDwAeEC4koB8IPQR6XEgcaeXW5yrl++adnc9YlqqJ7m2ptw4AVrjOfYWcjq1pXWj982IWh8RHYWI+9bWKCNB8AoALAOgOwRot+TdRbco2WmQkm5k8zK1xgjgKd+xdmlQeOPcpNK9faBpf2yg73VAsBqQVgf/JQi+O7AcQfy9qHXdvXKw/6l6xKI8HhDc7bnW4fWIqZZNPWPeioBH1pIr/ZwA/ug71js50ZEl10R53chegAhfChMCAbi+Y2XCyDZTpidjHqIBfgEBgtmrin8EcD0W4UveMqulbo9vJruwvpUHtrAOasgRBAM53kpAVl4bthq6h6zJiU7PHvO21raaEexJOw0R9owJ6atmCF4RANcg4RWtdt9bKtP7QQDt17JtJqITfNdeIqsXVb4JiU7VkAnoOSRYVCzCJUPL7Weitm9UP8p4QIJO9XP2ZXHFEsZO0jDfqyFeHkaWEx0VSi2oo8/p3QsS+HsEnFsrPCL6me/aH6sl1wqfp/br2xamFvsIcD9A2Fhrh+CZ4BfOBm1D/+rB6/xWiLMdY4gysNWjvQRwJRbhuw1JWpuY6Ojp7KmAdAkizqwHxzKDulsU9MmVOftvjfBXy4fqNTlEcIvvWkfXsh/3562W6IxtHxFcXSwULlx537WRi65GGQ+C2dt1kNjrZbffi5t/OXsz0wtmdmPiEdU6dTyj04heqqOPlJG9EBDOreWiHa6HqNUG/jwagSgDWzTP1bWD2k8g8Et1nYlQSnRgredYytXOg6SdpoorEeEt9eRXyTYR/R7XJ87yHuz/XzP8Bz5npc3DuzS8S9W/ALFf3hn4t6q+it7G07JwjYpuo3SCHwnrSPtMlEQj6nhARFf4rv2+RrQ5lTF/DYAfjOCr33OsE3npKgLBZqvqRvZkRPh9jdfJmiIVDxpyr32w2fGy/+YQ0NPmxajh2c3xHsIrgTUMdNYq134yhLScyI5901OvEbLlFtZ5jjVdztFG6Z7Z5o5aF/wTAbdT0Y9LJ1guRKLzPXfgxwAg4rIb1o6eyV6DACeGlS+Va8ZsdDskOgEnIlgJSOf6jv3LkXlvyb84xgMicYTvDtwh6VpKPNjWkAD8u5TSRGFOdCICbAn1VDp7LGhwQ9VgCB71tA1zGro3oiXocBABgTgGtgaQXAdAX/PwyW/B4OBwbP4amOhsXH4VdwPCbrHFH9UQwd0Ew32+u2RFVFNh9bec3fuaaV34LAJ2hdWZKEdr6JXCtv7DS1ar25DTbJdEZ7RVwXKW71rvkmtlTOMBweOeq+0J0F+U9R9Ovi+hZ8QDCLB3OPmKUpzoRATYMup6euERqIlFAJisFNToWmXLBM2BNIxA1KnqhgW68efpQ4IK2dhmIJWWrhROXe3YN11PFXOIuFcjeYXxFcwAFImOb9TeHZlDE1XjF3Cml7N+EKaNcci08h6dSu0TBD/Mu9YZMu2Pazwgoi/5rv01Gd9hZXXD/CIifjWsfK33Hi9dRSXZIvqpzPw9gLr+XO36CQL6iu/YF7RIyBxGgwjENbA1KNyRqXkqwrz8cusfkX02KNHRjeyXEKElv1vBBlLQYD9/0B5TnDQy2YoGUkb2BdXNo+OMBjPRrhX/SbUKkbdjorOxKfQFz7G/GbZH4xwPNgzT6168z34srO8wcsFVQVO68b9hZGvJ8GbkWoTa8PNgynh6QrsJENIVM1wSJ/vuwB/asHkcsiKBOAc2xRBU1NYVQfRGLh6nlOjIbUbW55rbIY0MzEr7elTgyOgIENm8M2DL6KjK6uned6OmXamqP0GPisd67uKlsdmrYqjdlq7GNkUm4YhzPCCg23zHPirO/tGN7G1RK+ePiYeXruLsnJaxNff4GbrovhYRKx7PJIKDfNe6t2Vi5kDqSiDOga2ugZYxXgQxL1Kyo5ToyC1d6Rnz5wj4kUazCeMvOKXjO9Z7w8jGIaNnsvcgwBvisBXYIII/+a51XFz2qtlp3xmdYMmXrvId+z1hOMU9HsR5sjdKzZxybecZnTBPRBvL6IZ5GSJWqCBM/oZC4uBWr5zcxvhbKvS4B7bGNw7f5DmL7lTyW+dEJygImNh6xotKsY1RIoJ7ASioejzyhwAzATH01QkVBvmnxEtrDhh6dOlLUeMLo6/PNjPYhYNhZGVkNmBxjxcHF8eylNGpiU7QrkJBHLBy+cD9tdjGPh4QPT9MYp9VucWravmu9vk2Bxw3a0r31EcAUI9iZ6wuJzpxkWxhO9U2dBHBf8TqNQc2ahBsYUwdH5rawEaPEcHTYeEgQoIAdim9uDasflU5Ak8Izcgv639W2p5KokPwiudaW4bxlUybH9A0/E0Y2QkyBL8DEjesFXDHy8sHXij9fOT6l2lwFCG+BQCPkq2s3IgjwGNj1g3zckSMffaIBHzPz1mfUWIsodRjmAsTiP0SKq0lSnS559rvrxWU2nhQ3SoRXOq71um1fFf7vPqPczXLBHSN79gn8WZkNX5to5XMZD+hAfyoXMBEdIfv2ke0TWM4UCUCKgMbCfE5PzfwbVmHwYWtYoo4GhFORISTZfUryhP93XPtw6Tt1TnR0Q3zakQ8STKutUKIk/O5gWtl9GamF+zahYn3IdIna/3qJYBv+Y7VsNpJI/sDu7TnZdoTVpYAXvQLq3eA5TdvnvEKqysjp5LojL5IZfwEspuKSu4oAHbRgktdEY5TuctprN9gE7/vWj21YlEZD2rZDD4XxeIb8ssW/zOMbKlMak7vGyGhqc3aVnHIiY5Kb7SpTrUTIUEVVd+1392mTeOwQxBQGdgI4Gzfsb4VwnxFkeScvh0wUfwsAnwEAJUrDY86IBCf8Z2B70nFpJLoQPg9OrphPouI28vEJIDMvGMPyOiUyuoZ86MIcDYA7l76GRE84LvW/lHsy+qmDPN8QKzLUeMgFiI43XetS2XjkpFX2aMTZ9mOWZns7C6iLwLiQpm4x8oWBL2xVhkBlfEgVDxEyzzXrngQppoNPZN9KIaaORNc8NJVqJ7rHKFqV0YIAd/I56zzO6e13JKxBFQGtjgSndEYtpp7vD5VdJ+LiGdF6hmCl2G9tqfU1QZ1THRmze3bpouE1L4EInrEd+2oRdA2Y9Qz2c8hQFBvZNroPxaLsP/QMuuBSKwllfWMuaKe1aCJ6N++a+8nGZaUeLMTndFgk+ns+zUNfisV/Ku/Bi7yXOu8aroq40HYWIjos75rfyesfCBXzySZEx2ZnugQ2ar3YzW4OFeHIG2LZqgMbHEmOqOQdCN7IAANIOLGS1sV/gjgl75jhT/hVMdEJ5np3VcDTe5qFQLbc62sQtMrqsya27dzlxCXAsI8pVmviMGoJAgAdBcAvlHGtQDxlrwzcKuMjoysSjvinNEZG6t6NXO6yXPsY5qV6ADQmmIB9g5723qcNXPKtZkTHZlvQAfJVp/ZoQ/mc7baL4kOYtRpTWmVRCfgOrLBdgZeD4CHKHNep20XelannonOnAUHa4mEXFFDgqWeax2r3PYqinraPM7P2dWvg6mD41TGvFMqaSF4dEOB3i5bFI4AFvuO1VuHJoyYbKVEZ+Npvun/rbUXq5QFATm+Y89tXqIzUt38et+xjg/TT3rGvAUBY63DM9YvJzpheqFDZZKG+TUNscJSFZ3kOXZL3+Dbod1St2a1UqITNDI4RtrdNXW58swO0YWea38+FLA6Jjo9Ru+hCdTuDhXHqBDRE55rt85dWFLBTxQe2VcCsEzKzKbZ41TGvBEA3y6jO0y0a10uf22xRGck8cqYPwHAj8nwIaCnfcfeuZmJTuBbCOjN56zF1eJIZrLv0QCukGmfrCwnOrLEOkxeT/d+FjWt/GZTAcd5OetPHdbkSducVkt0go5Izs6+QeuCe9Q6hfKeY4ertVHHRCeVXpAGLeHKtqEIdOiQYyu2XdZbfeVVjgQPi+KsoOZKMmP2aoBSFZtJ0CV+zj6nHq1qpRmdke+IAp9Az3OsqqepVcYDWd4jCdcLib3hmf615XRnphfM7MbEI7FcFVIlOE50ZHuuA+WrHT0XRG/Nu/ZfOrDZk65JKgOb6vFyGbhJI3uuhnChjM5m2bDJuEqiE7KOzsjeGBJPSsdP8HhxuPDmofuvDV2nSNpHAxQ2FnibFtyKvnkjdC23RPQr37U/PConu4mZCIb8lfkd4Inb19XyJft5I4+Xh4ktqbI0GiQ6uGELGLxuTSUfKuNBmHhLZYjoO75rf7acrkqCrBQD19FRwdZ5OinDPAUQLyvTsrVAdIzn2n/tvFZPrhapDGyNSHRgx77pqVTxcUB8rWyPhC6LUMdEJ4g5lcmSbOwb5cknQWf6uYGr1PSbr7XpxNclMpEQFA/0ncWbqyfrGfMrCPhlGRtAcIrnWr+W0gkh3GqJjj6ndy9MaA+HCH2cSCvM6GwOSBQNL7c4NzbAetXMKceJ6+jIPj0dLK8b2dMQ4WcTm0hroEhv95YN3NXBze/4piklOjHU0QkDVs+YZyKgXG2cIE0Iisg51syaPlQSHYk6OqmMeR8AKtesIaDnQMAVSPgHb5klvQxWs/11FNAz2ScRoOp+kLHuCWjQd+wDx/5bUGtJS4hnJMO8z3Os2ZI6NcVbbelqVto8vEtDqbGXAF7yHWubao1VGw/oGgR8Z02IJQJE9E/ftcfdfaZnsv9GgH3kbcGXEeECGT1eupKhNQlkU+nsGaDB98slO6KAR+WXW3KnSyYBs3ZpotLAplgZWZpJMKvzmuLTAJiU1aUCzfWX205VPZVEJ+TSVeA3lcn++P+vFnxcNvayvz4JgqPq1wBQbriw/s4X77thZRx262FDN8z5iChV2VmI8qc6dSO7BBFCndIZbUuYwniy7W61GZ1UpveDAJrczBXB455rTSgiOZaF2niARwJSkGhIV9IfW+xRtWYOEf0cBV0pWz2ZZ3RkvwWTQL5iBWWCl0URjuZkpz0fArWBTe0KCBVCumFeiogfldUNVTOmzomOnl54BGp0m2zs4eTpLiK4mQhuzOfsf4XTaYyUbph/RsSjw3ojolW+l9i+3ObUVDp7LGggdSxe9eqFavG2WqKjZ8w/yM6iEMCdvmO9KfYZHYFHFlA83o1BMi5X5ZyAVuO6xF4bpg9vMYUSj4Z9ZkbliOgZWFPYD6cl5nCiI0uP5csSqPQLdeRhBe045VukmXfTCCglOg1augqg9GR6j0mAtlQWUKjigSqJjsTS1cZZnWjLV+HaTT4AXF8kuCGxPnGj92D/y+H04pdSKZRIQN/3HfvTlaLRDfMJRNxFJlpC2t4ftJ+T0amaAKR7+0DT/ihjr14FA1UYB3GHueNMaTwo0lH+Mvu2agdYqnEjgqsBaVuV+7xGD8ao7O3hpSuZp3mSyeqZ7HUI8I5yzRZCLJC9jHCS4Wu55ioNbA1MdIKLQGGaWC0LLtSltA1IdPRM9ngEWCIbfxT5YDM2AP3CdwfuiGJHRVc3zJ8iouRN1cN7es6Sir/mU5nsFwDg6zLxENHXfNf+koxOWyQ6s9+2RSqx5d8AcY5s24joBN+1qz6LSuPBpkRnU2IvVyBSthFj5AXBr/OudcqIX4WLPznRiQC/41VH9k2IoM5H+Q1/dTr10PFcm9RApYGtgYnOpsFTelNvMKXtu/ZOVbE2INEZid/ILgKEWK92CPO4EMDDBPCjvGP9JIx8VJmN93sVV8gsXxDBLb5rVV3m2mL/+a+dMaX7f1LxEb3gubb0ib1KPlphM3JQX6ZL0yzVasEF1GauHOx/sWpCZ5gXAaJULSIak+hsM3fB66ZQ4n6ZsgJS/bpJmIhWiNVr9x16dOlLnOioEGSdmgRS+/VtS1OL/6pUvZYvAq2JsGUElBKdRm1G3kQpZWQtQDBloAXLqb5jbx17oiOxGXnUd1CyX9tqevB92UumDfHJ0n9B0HlebqA/PpsTLVU+tFDZa5Fg4ZBrWbXiSmWywbJRXy25sZ+TEO+J64h+s/fo6OnedwPiJYi4vQyDV2Xpt55jf7CWrtp4gEf6uUW3j9pWPS1ZK7Zxn5fUylKb0aFrfMc+qWoFRamgWLjjCMw64IQDuroT91T89UawtKBpJ9f6BdFxYNqsQWoDW+M2Iwc49Yz5cwQMf1nnpj6oVTMEVGZ0FBKdIJzgl243abchYPVZpno+PwR3Cw1OyQ9aD9XDTcrI/gcQ9pCw/T/PsbYLI580zKM1xD+HkR2VIaJ/+a59sIxOJdlGJjrBnW+J6bBjt9D2Jo2Ck0wnqCc4G1skisU35Jct/mctFmrjwfhEJ/CRMsy7AfHQWv6UPif4nedaHxiry4mOEklWCkMgmek1NdAq/hojgKeKw4V3rLzv2vvC2GOZxhNQGtgavHSlp7PfRQ0qblatSG2dtlXVjbkqiY7kZuSxsQUvsKkz8HcIeFzje3qcx/M9x/pGnDGkjAXzABNSV8MQwVd91wpdEDCVMYOLLKsejy5tkxB0cByn0lSWruLkG8UWAd3gO3bZfZWldpXGgzFLV6P2knOz+2gE/44SdwXd/xVQ26f0B7RaogN/9B3rnTyjU4de6jSTyXT265oGwWbBin8k4CN+zvplp7W9E9qjp82LUcOzZdoiSJybdwcultGJIpsyzB8C4idlbXiOpW08bFLhb+N+s4rl8CtorfMca7psLGPlgx8ISNoPEWGHKHYi6t7sOdqxAP3FiHZG1FOGuRQQjwlriwjE2uHh7V+5f8nzYXXUqi3Dlb5jvTesj0pyqTnZEyER1DFqu7+1oqjtmV/W/2yYyNXGAzw67y66pdR+0ug9R0PtojB+Q8tUuN4llVn4fwAkW6m/33OsEznRCU1/cgumjOyfAGFeNQpBbQtcl/hwM4++Tu5eKt96pV9wDd6jkzSyv9IQPiTZf2s9x5pRVUdlRkdx6ao0Dn3v+VvR9O5zNA0+AwCREidJLpvFQ1+VUcNBKjN/D4Du/8jFQQOeY0vtuwpmxKbN0IKj9FJ/awvitS8vH3hBSqlEWGXpKoq/uHQFwcfyrlWmsn2c48HEpatR67ph/hMRD4qjPQR0le/Y7ylnS21Gh/foxNEvk8bGlrN7XzMtoT2ECLOqJjsE/ymA6FvlDiybNHBavKFKiU6jl64y5q3SNTbCnLpRSXQiLF2VexS2NPpS01EEyzexVFCWftwEfd7L2WqXp25ylsxkv68BnCHjuyjE24ZyA1J7bgL7umFehYjvkvEFRF/0XFvqeHqp/bZcuiK4yHOt82RYKY0HZZauRn32zMm+PpGA4BRWxD/y169P7P3SA/1D8SU6vHQVsVMmn7puZE9GhN+HabkA+GTesYLy+PzXZAIqA5sAOifv2FIXNkZppm5kh2ol0aX2Q21EVUp0oPZMkUJjR45mC5ElJLOxe3hozdoC7aY84zH3+Bk6TXkOAaqfcBvHhB7zHPt1CpiCJbI3AaJUfaDgzjDfsRVPK22Mst2WroJrEXzXPk2Wsdp4IN6SdwZureRL9WqHsfYEkJl37IGKPhTq6AAAL13JPiAsP3I65vqwgzQBLC6i9gE+ldXcJ0dlYKMGzuhEqAJbe2+GUqJDazzH3qKevbaxSGIx2LB8DBGeIJvkKcT2E8+xPqGgB8m0+TFNQ8k6PXQPAdyk4i/Qkb7RPFAS4sQox+vbakaH6GLPtc9V4as0HlSZ0RmNQc9kHQQwVGIKU2FabemKZ3RU+mPS64zU15kmHg77646AniagM/POgD3p4TUJgNLA1sA9Onqm99MI2nel8YRZrlBJdGLaoyPTnh6j91Ak7TgN4ThASMvohpVdv15LVloWqGZDN8wHEXHfsH6aJUdEf/Vd+82q/ttmjw7RpzzX/pFqO9XGg8p7dEbjmGn0zulGLScfF+XXUmLfl91+r5quWqLDe3Tk+4M1RggkDfO9GuLlMjiI6C8FEqeuyi1+QkaPZaMTUBnYGrl0lTKyfwOEw2RbOnoHTlU9lUQH6rN0FbZ9+lxzOxK4AIH01HCbAAAgAElEQVSOQcC3AEIss0sqy8lJY+FbNKS/hI292XKFgjhg5fIBpf0irb90RTcNC3Fa1DFUbTyovnS1eVbHyF6ACJLXctBJnmPXPO2mkujw0lWzv5Ft7l83sjcgwrGSzVgngL6cfyHxo3K3GEvaYvGQBFQGtkYtXc2a3bt/V5emVIPJww1bwOB11Y+OKyU69V+6Ctl1I2I9cxa+TdPEiQh4UpSkhwiu811rvoxv3cguRoQTZHSaKRvqotcKAbbi0lVw6zsBXo4AV/iudW8cbJXGgxBLV2OSnfsR4fVhYg22N/iO1RtGViXRieWuq+Scvh0QxbGAkEGE3YlgN0TYc+RadYDHEOExEvRAUdNuXulYy8M0hmXag0DQ91pCBMdNFY7Nkk8EPyxqid+tHOx/qj1a3L5RKg1sDdqjoxvZ3yPCydJ0if7mufYba+p1QKIz2saRe5AwqM2DSjVjiOBZ37V2rMlsk0DP/ifslJjS1Xbfzw3D63pevO+GlWHbOSrXmokO/Ml3rViLTyqNBzKJTmbBXIREzaSMCFauHR7eN2ydpcYlOvv1TdGn0GEAYh5qGNRUOSDswxR8yQBoKSEtpZfW/WX0oq6w+izXegR0w/wiIn41SmQE4AJAkDA9CUDjfp0T4TpA8c/8C11/5xkgdcpKA1sDEp3knAUHa4nEP1RaFnoZpoMSnc0vZMM8BRAvU+HmDeWnwxO3rwujq2eylyDA58LItpKM6mxkKyY6I1xjvkRZaTyQSHSCkFOG+U1ArHrsnQS928/ZoU7xjthUOHUlP6MTVBhNFc8ihLMRcCvVBzuololIvyMqnO+7S1ao2mG9FiCw6xHT9J5ksDF55/pHQ/cAwR2FQvEqvm5CjrbSwFbnRCc4dURThRPMAMu1ZqP0sCjOWpVbvKqmbgcmOkGbk+ns+zUNfluz/SUCRMM7hBp3d+ybrqeKKxBxpqyPpssTPeG59m6ycagkOkRwOxBeUMsXaUVNI/w9IMrftk7wcrFI+w4tt4OVksh/SuOBZKITBKlnsg8hwN7lAlZZRq13oqOljOwHCOCrMZczXysEfBfXDl/sP7xkdeTeYwNNIZDKmO8EwD800nlQPwWQvuo7A9c30m+7+lIa2Op86ira3o9wtzSP9JdKohPh1NU2Bxw3q7u7e3ffWTxY7+clZWQfAwS5F7qAvbycVbPCcSrCrFG92x3GPhGd4Lv2kjCyozIqp66CavDB7dhh/KTS2WNBgxvCyJbKENBtvmMfpaJbqqM2HtQ+dVXqJzk7+watC+6Z0BaiVaDBfv6g/ZxMe9QSnZCnrvS0+WFA/AkiTJEJKqwsEVzqr9fOgAf7N4TVYbnWIpDKmH8HwEMaHhXRjWuGCx8Iu8bb8PhaxKHKwFbPU1e6kf0ZIkgXOhvFuQGLe7w4uPi/ofCqJDoRTl3phnk7Ir6ZCM7yXUv+yHyoRm0U0g3zWkSU2ly8oaDt/uLy/sdrudGNbOgNpbVsNePz4JSn79pvlfGteOpqpCBdWD8pw/wdIL4vrPw4ORJneO7AD5V0xyipjQfhTl2VxqYb5rcR8ayx/y4EfCCfs34n2w6VRKf2qatgP87U4k8Q8cOyAUnLE9xNMNwXakpV2jgr1JuAPtvMYBfW/Rds+XZQvii0+UO5RXfXu53tal9lYKM6zOgElYETQlyBCMersiSiy3zXPjW0vkqiozijo2fMnyPgRzbHRnTjWki8r1Z9kNBtKRHUM9lrECD0SzZQD1NLR/HyRNVm1E2PCsP7+MuXPBzWQb1ndII4Nn4HikFdIpUqzusAhg/wnCWPhm1TOTm18UB+RmfEd/D9m5W8DxD2GPl/gqWea8me1h1RVUl0RmfcKl7qqWfMMxHwe1GASuoGmXEwBSgk9Vi8BQjohnkZIp7SlFAIXi4UxaGq9TOaEnMDnaoMbHHP6PSkFx6mobgGEUOf+pmAiOBlWK/t6T3Y/7/Q+FQSHYUZnVQ6ewZo8P2JMdMLIPCT3jLrj6FjDilYbQ9EJROeY9W8yDllmP2AuDBkGC0sRj/1HDv0/WKNmNEZeWEbC+YBJv6kAi7UtSc1DKuNB2ozOiPJXdo8vEvDu4DgFSG0vcPesl7aDJVEp+qMTk+6960aajcigqbSGco6EcpaK/tsgGJQ9VRDPBEIDgOEnRBwu+AIPgI+JQhugwRcmR+0HmpAKHVzsc3cBa+bQolIvzSiBBfcdSM2FN8wdP+1T0ex04m6agNbPHddBRdaTgVxvobwqchsBZzp5awfSNlpQKITjJcJTbu5WlwENAhEZ/nugNQdTpVs9mR6j0mAtlSGBRH8x3etvarpbCobEcumV5nY6iS7toDadmGvoGlUorMx2YmwhAX0Bc+xv6nKTG08UE90gjhHLoUlus9z7V8px61w6qpiopNKZ/ckDe4NW+JfNeiKehHvK4k9HnWDmEz3zkdN+3KY+z9Gd+/7uUW3q7tsrqZuZJdEWZaIGj0RPChWrzmUSxeMJ6kysEVZugrqvXRr2tsJ4HgEfHfUfg30CeBO37HeJG1LJdGRWLpKzs3ugwT/CDteEsGfBIivD7kDf5duyyaFVGb+HkRdd8gufxDRH3zXrlqzKGmYX9MQz5eJjYi+47v2Z2V0VGRThvk/6VNLEvtaGrF0NdruiEtYUBguzFY9fao2HiguXal0dAUdlRmdiktXI5kXwBkxxidnimiZ59p1uetFLpAI0nOPn5ESU64ABFPaCtGPPTdxJkB/UVq3yQq60ftmRK3JiZrEiZwm82qUe5WBDYj+TAih9z0RQQIRdwWivRDx4DjbFszWrd1QMJQ2ndcx0QlOWE3pnvovAFS4pZseA4JrqAiL/OW2E5ZX0siejkgXq5T4IEGn+jm7av2dVMb0AFAPG8+IXMiTXFI2ywgn09mvaxp8QcYOET3iu3bZI86ldhqZ6AS+oyxhAdD9nmOHrmM3tq0q4wGJDkp0ZqYX7NqtJf4NANNkHqa4ZYnEyb470NAjy3G1Yau5x+tTqftGBJyrbpNu8nDYrFneXt1B3TRThvk4BC+8Jv4JQQfnc/a/mhhCS7lWGdhaqQFFEocpz4DUMdHRM+atCHhkZFYEjxPCMgRaAQKeAY3+VwRthSYoiRruFiSPAEG9IZwd5QqIYoF2qlaLRe0OO7jFd62jIzMIYWCmYe7SjSh9V14R4Jghx6p5k3qjE52RZCdj/gYAPxCi+RNFiC70XPvzsroq40FHJTq6YV6KiB+VBRe3PAE87DvWPnHbbYA9LZXJBglaX1RfRPRz37WVj+BG9a+q3wrVVJWXOVQb3eJ6KgNbqzSJCN7lu9bVyvGoJDpQ+66rCSeslANsmOJ9nmPNruZNN7L/QoQDZSIqEvUNufYiGZ0osip37AXLhWGuUVAqGAjwR9+x3qnapmAJq4tEsD9zWxUbogCH5JdbUtXFVcYDUigYqNKeajpqS1cb+2fsDnzUM+azwUbZuANUsScQ9m23DboqD1A1NkRwuu9al6rwa5ZOcAFhIkE1fz3VO76w9ULqHUcr2I/7uWxUmwSJc/PuwMWR/NUh0Ulmsu/RAK6IFFeDlQWJ9+fdgcsrua1U3K1qmASe51qvaWRT9Ez2eASQKgQYxBem9lIzEp0gtohLWI95LyT2l7kiR2U86JhEpydjHpIAVN4gF/fDLgjOy7vWRXHbrZe9nj3mbZ3Yavp/ADHOL/59nqMZ7bRfp2e2uWOiC5t+8kkI+EY+Z0ltqqzXs9FsuyoDW7NjBqJPea79o8hxKCU6sNZzrBkVfc89foZOU65CgAWR42uIgdr7OXTDvAoR3yUTTrO+Y7qRfUa2Sj8Bfd937E9XnzHInggJuEaGweipHkmdCeIRl7B+5Ll26FONKuOBgGinrqLyGUkI4zh1pdL4OIKvZIMA/uE7VuOr7So2SjfMsxDx24rqFdWKBAuHXMuK22697G2aiq19B1G9AthkN456E3UOsWHmW+27XavhkZerxjpQSnRqL10FLvSM+WUE/Eqt9jT782IR9h9aZj1QKY6gBMB0FC/IxllAbZeVg/0Nv91c5TJhAlrt4/C21fY9NmtGJ+A+8kN56xlBcUOlJSyZPTQq40HHzOiMli6XfdjrJU8Awz4+sQUMDg7Xy0ecdvVM9h4EeEOcNgNbMnepxO1bxV5qv75tYZqQusNExU8YHc/JdwPcXggj28kyetq8GDU8u9XbSEC3Fgg+tMq1n4wt1uAy4teINZL21nmONT2MTjLTe5QG2lWqL6gwPlRlCKBIQmTzuYFrq9lQSdgI4HrfsZQrXKu2KdDbYv/5r53e3b1Cts6bIPhY3rV+Vsl3I+volItBn2MeiQm8VYVNcDLRx+E9whxgURkPBOHReXfRLSqxxaWjWLF75IqOzXt0dMN8AhF3iSuoOOwMi+Juq3KLpXfZx+Fbxoa+9/ytcIvul2R0wstS3nNsueOe4Y3HLqnPnr83dnW3RvHDddp2UlV0Y6fRGgZVfsE1MnIieBZJfNrLDfTH7reOMzqjsW48Zj7t53EcQoi1/SFrkukZc4X03kwBx3k5S6m6bxxtTBnZRYCQlbFFRP/2XXu/iolOurcPNE2qgjVF3IxcGksqY/4aAD8o065XZek3nmN/qJauynjQMTM6KcNcB4hTa0Fq5OdFoEOHHHvC7aeNjCGMr1R6QRq0hBtGVkVmWBRnrcotbvpyUJjYU3OyBiQgdF2QMDZVZcJsQFS13U56KgNbI9oXLCcA4bf9lflL4Inb19XFZwMSndG4g2rFGuDZsRw5jwIjuCoDiid67uKalZNTGfOdAChVyoMAnvIdq6k/ipOGebSG+GdZTNVe2M1cutr8DO0xb2ttqxkPyu5B2syBisfW6neV8aBTEp3gWHTLFagTAnrzOWux7MPcaPlkOrtA02CgXn7b6QSabmQPRISWqGETpXpovfqyGXZVBrZ6xhm8KAHE93Fd1y+9B/tfrqevkUsFe5Jr5XyE26NTyebIwQ6CLwPiMXJ+o0uPVAeHQt+Qe+2DYaylDPMuQDw8jOxmGUGf93L2hVI6dRBOZcz/AuDuMqYJYLHvWL3ldFoh0QniinRylej5dWvp9asfGshX4qIyHnRKooN6JrseAbplHpp6y8pssKp3LNXs1/vEWrss4QWMZhq9c7pRyzWzP0Z9CxD75Z2BoADmpP5TGdjiBkYEKwHoDwSa1dC1fqVEp8apq5BweowT9tOw6zwEeE9IFWUxIniASHyh1n6csQ5UZ6LXFsRrX14+IL15WblxFRT1dO9nUdO+JWu3uKGwc7k78Zq9R2dsO5JG9lcaQs1lqPJtpwHPsStW5VcZDzrp1JX8PSKyT5ikfLvMZGyqKP24ZPNCiRNQwXeGprfLptpW2qPTrFMhoTq2gUIqA1v08Oi/BHgfAN0BIO70ncWD0W0qWFBKdKLN6JRGufXr+3qmdIssIL0DEd8WW+V5glcA4K+C4Jp8zvqdLB2VI82tdDhiq316k9NmaL5su4HgIs+1zivVa5UZnSCu4BSWttX0BxBxR+n2BYdYqtwuoDIedMqMTnCbag4Q56hArZdOG+1NQd0wn5G9ZC8Mt3Y7Zr9pY+ZQmLbVW2b9ei350gP9LRFLvdtazf42B5i7dye0nRsRg8DhF8IumzQinsCHnl54hIwv1KDoOYvulNGRke1JLzxMQ3EoIhxOhPsjBtc71P4bmRVD+BsB3UlEdypfi7HJVTATrQlN7rof3PCI7y5ZUTvaxkjomQVzQXRtJeVNK6wul3gHx+ynEb1exlY9n/co31sketFbZpXdN6pitwCFXLP3ic6a27dzgopSs1yC4P6gcvfmU1cqu9hlHgh52fY6bZQysr8FhPfLt7O6RrsVTgxak8pkKW4O0vaaULVVOkZWYAKbCAQzoaBN2VyVHlEIKhae94emPiVT9ZaBMgEmMJHAmOPl2dMQoWKNgUbDa6Up0jBtr9fN3e20P2eUk9INyGEgS8gQ0e991363hAqLMgEmwASYQAcSGJPozN8eoCtYfhl7/1XTmtyON5inMuaNAPj2uKC168WeKSP7cpRbluPgJwDem3esK+OwxTaYABNgAkygfQmMS2rqVd1XFg8RbBCr16SGHl1apyJ8shGFkx+Zfu7q/gcCbBNOo7IUAT29jhJzX3b7vai2Gqm/qZT5i430Weor2Mvge9oOPOXfzF5g30yACTCB1iAwPtExek9C1K5udmjtOpMRcAtuoiVIXC9bnryE+VoQxcO83OKWOKYt8zwkM737aqCFquEhY1dGloAu8B275e8gkmkTyzIBJsAEmIAagQnLVC1w+mrd2oLYpRXqNKghBUhmek0N8AoArHwDckXj5EORer1lA3ep+m+mXjKT/bgG8OOmxUDwyrq1YpdqBbOaFhs7ZgJMgAkwgYYTmJDoBGXME6DVLB1et0iJLvZc+9y62W+Q4WTaPEhD/AUgpMO6JKI7EAsf9pwlj4bVaTU5PWPegoBHNS2uIrzTW2ZJ3VfTtFjZMRNgAkyACdSdQNmNx7phXo2IJ9Xde4kDIviPWL3mwHbbm1ONUzLde4KG+HFAfGslueCEGQjtUj+36PZGM4/Tnz7X3A4Jm1Zjg4h+5bv2h+NsE9tiAkyACTCB9iZQ/oTVjn3TUylxt8xsRFQMBPASCjjQy1n/iWqrFfWD6qhTu8UhpNFOCJAkAS8I0p5KDOPddb/vp0FAdCP7M0Q4rUHuSt3c7L2gLeANyE2iz26ZABNgAi1KoOJR8p79T9gp0d01CAipesdOBEKQOGYoNyB9G229Y2P74QhsM7tvtyld4rFw0jFLEV3uuXbsxRpjjpLNMQEmwASYQBMIVK2Zk5yb3QcJBhBgn3rFFszkAIh3+87A9fXywXbrT6BZy52CxLl5d+Di+reQPTABJsAEmEA7EqhZHHDj5WIzLkeEE+JuIAE8DIXhE/zlSx6O2zbbaxyBWWnz8C4NG3pKjAD+WBDFc1blFj/RuJayJybABJgAE2g3AjUTndEGJY3s6QjwDUSYFUcjiehnRS1x3srB/qYWl4ujLZPaxq5HTNNn9TyEiLs0ggMRBHWevuu71r2N8Mc+mAATYAJMoL0JhE50gmYGN1N3d007HwA+gQhTVJpOREtA0Of8ZQOPqOizTmsRSGWyQc2cj0tFRfQEIeYQaAUBeEB4EALsCwi7bbZD8DIhrUTAlUTwDBAN4IbEHzpl47YULxZmAkyACTABZQJSic6ol2A5C7eedjQSzgPAeYiwQ6UIRk5TAd1CApcWkG5e5dpPKkfLii1FoCeTfXsC4EaJoG4mQT/0c/YNEjosygSYABNgAkxAmYBSolPqbcvZva+Z0oW7awJ2J8SdNSCPBDxW0OAxTmyU+6alFbeZu+B13ZQYDHWvF0GuQPSJlTn7by3dKA6OCTABJsAEOo5ALIlOx1HhBlUnMPf4GTpNCZKcmqfxBNA5ece+hJEyASbABJgAE2gGAU50mkG9zX2mjKwFCGbVZgT7cIqQ9ZfbTps3l8NnAkyACTCBNibAiU4bd14zQk8Z5kWAeE413yMbztcU3uM/vGR1M2Jkn0yACTABJsAERglwosPPQmgCqUzvBwG0X1dVEHCml7N+ENooCzIBJsAEmAATqCMBTnTqCLeTTPfMWfi2RIJuqtQmInoGAHu5vk0n9Tq3hQkwASbQ/gQ40Wn/Pqx7C5Jp8yBNg9sBcEYFZ8vXbBh+2yv3L3m+7sGwAybABJgAE2ACEgQ40ZGANRlFe+ZkX69pdBcizizffrrJw2ETBq9bMxn5cJuZABNgAkygtQlwotPa/dPU6DbeYJ+4FxBfUzYQvjW8qf3DzpkAE2ACTKA2AU50ajOalBKpzPw9CLpuRcCdygEQAr6Rz1nBdSD8xwSYABNgAkygZQlwotOyXdO8wHqME/ZLQOK2yjM5cJHnWuc1L0L23GkEttqnN9nVLbbHLm1LQfTcqsTTz8Lg4HCntZPbwwTahsAe86ZuM336DomEti3g8CpBuGJVbvGqtol/TKCc6LRjr9UxZj2zYC6Q9peKe3KIk5w64q+baT1tXowanh3FQZEKrx9yr30wio1R3dR+fVvStMKpSNpbCeAQRJg11i4RESI8QAR/Ewi/HXLse+LwO2pDz5hnIuD3xtoURO/Lu/YVVf3s2Dc99RpRsh+N7vIc+/9U49Mz2VVjr1IhoicLJNK1XirBNSxTKPFoid9+z7FOVI0lTJ0sAFoDhCsI6AkEum6dVvj96sHrfFWfKnpbv76vZ+qU4gpAnDqqH5z89F17ZwAgFZuVdPRM9goEeE9UmwLgB3nHOlPFjm5k7wegbUZ1EeBJz7XfqGKrmo6e6X0HAmaJ4DBE3GuCLNELBHAPEdyU35C4DB7s3xBnDHrGvAUBj9psk2i9QDLyzsC/a/kp/R4B0GOeY78u0ONEpxa9SfR50lj4Fg3Fkkqnq4joO75rf3YSIemYprZSopM0sqdrSF8DwGRYwAR0w9oNhVPiOtnXyonOJiY3e4719mp86pHoqDwnBFBEoqsAC1/znCWliVfYLpaSS2XMzwPgN0qVCGC+71jXSRmrIdwiic7Q+B8D9F/PsfeIq53BLL6GicsRcG5Ym0S0QgB+asi1rLA6teQmJDqBAsGjsF4zvAf7X66epI3/wcCJTi3ak/DzVDp7Bmjw/UpNJ4Arfcd67yRE0xFNVnmBlTY8hhkd1A3zJ4h4ugpUInhWQOFtccwqtUGiA4LgvLxrXVSJVaskOqPxEcAwCPF5PzfwbZX+ldDRUoYZzOa8dkKiQ/QX37XfKmGrpminJzo9Ru+hGmpLQ13QXEJrZOaV4Atezr6wJsgQAmUTnSDXIbjOd635nOiEgMgi5Qnohnk5IlZOYohu9Fx7HvNrXwKtkOikDPObgBhpbxcBvFhEbfbKwf6novRGOyQ6RCAEiDcOuQN/L9fWeiQ64ZauapAnWuS59jsBQETpo0q6qXRvH2jaHyt9vmGYXvfiffZjcfnu5EQnOTe7j0Y0WKVGWiiMJMTn4khwKyU6I0GQOMNzB35YKSBeugrVVZNPaEujLzUditcC4qGVWk9Ajo/D/8d1ctr7+Sj7AiO6nBAeD9uydZT4yctuvxdWfqycnjaPQw2vn/ALHKgABD8AgtuKicR9IwnMHvOmJree0YdEX0fEXSb4I8h5q9ccAo8uXa8SS6DTDonOxsGdnl8zXJhTbsmuUYmOAPomCu3Po6xJE7OQwIBgmQPpbQjYVdoPUfaj1OpTPZP9KwJU2RNFP/Uc++O17IT9PJkxexFgTjl5JDh3/D4hWAlIZV/GAuieIWfgxrB+x31/jGzsS1cj++SmFgdL9+IECTYgLCJBSzXCZd6w9kCwFyc5Z8HBmEichQAT9oCNzOwAHOG59l9V2jeqUy3RGZkxhOKhvrN4sJwPTnSikO9Q3W0OMHfv7sbbECDYvFf2jwCeWr9GZFY/NJDvUAyTplnlZnQE4dF5d9EtdYewY990PVV8FBG3L/G1tgh0VKWNxpsG4l8i4kkTXqQ1lnVqtaltEp2Nyc7fN208HTdD0rhEB96bd6wry75cjPnbA3ZfjxAkPuP/qEBz/eW2U6svZD6flcnO7gJYNk6HaP3YZAMIXoH12ra19nTI+K0kW+3lGof9zQlAHRIdPZP9FgKM23MZJBNEOK/auJCakz0REvSb0lkgInrE157cP8ppyaozOhuXsJ4tUHH/chv1OdGJ84nrAFvJ2dk3YAKWlp50KRmm1gjEuflB66EOaPKkb0IzEx09Y34FAb9c2gnFIr59aNmim2t1jp4xr0TAd5c+n+vXJ3Z66YH+oVr6ZV/QLXzqqly8waxK3rG/MPazVkh0gniC0gBTp2vLEGGH8QkILPVc61iV/qmYWBjmZYh4yqufU54ILkTE8fuCGnS5cLsmOjMNc5cuwMcQQRvLWgj6YD5n/7ZWn6UM800EeFupPhB9ynPtH9XSr5w4lpy6Ki8YbNQ/pvR0HSc6qtQ7UG/j8UGt5qkEASKbdwbsDkQwKZvU5ETnqdLCk0T0c9+1TwvTGT17zNs6sdWMZwFhy7HyJOhUP2dfFsZGqUxbzeiM/JIlEkI7Zmxi2CqJTsB244lN+kspZ0La3h+0n1Ppo1KdckfKgeji4uq130xsPf258TMMI0eLg1NJsR41n/gcVT7pE0ebR23oMc/opDLZIGn++rjvE8A/fMc6JGzcupH9GSKM+w6PbHVw7NAnt8p8L8cfL68czPmeY407dceJTtie63C5lNH7KUDtBzWbSXSx59rn1pRjgbYh0KxEJ5VekAYt4ZaCKhTEASuXD9wfFmDKMH8IiJ8cNzCHOIlR5Zdj69TRMcyV4+pWUbBvioJTRYePby+tIpHYP7+s/9ng31sp0QniSRnZvwHCYeOTUfiIn7N+Gbafq8kljey5GsLm0z1B8lfUErsG+7r0TPYXCHDqOH0Bx3k5609x+K78HLVnoqMb5j8R8aDxfSX3wyG4BzGRgAnfYaLhHXx3yQoV7rqR/QsivGWsriD4tYbwoZLvvgDCt/i5RbdvTgZL6lHx8XKVHmhznWTa/Jim4U9qNYPqcDyzlk/+vP4EKmxGXkYANSudEuCyvGudoRKlnskejwBLxukSPeG59m4y9irMRC73HKvsJtFatltqRqc00QH675oNhcNndHctKz1CTUCDPj55aLAPotUSnXJLlATwbd+xPlerP0J8rumG+SQi7jgqG9RW8h37HcH/l3/p0k2eYwdLHHX7a9elq5Rh/q/02SpuKOw8dP+1T8vAShnZFwAhNVanCHSoaoHPconOujVCnzodl5YmZgCUX7Oh8PrRjfo8oyPTcx0ou2nqfwUgbFGteQT09Ib1ibTqvocORNcxTYp2vFy98q+ezp6KGvxi3K+xMS+osIBnGr1zulHLlSRMz3uuvW1YG2PlWj3RCZZdZqXNwxOIfy2zD+JHnmt/qh6JTvmZvxAVozfO6MxRRh8AAA83SURBVHwIEH41vj/ot55jf1Clj8bq9BjZbAJh0Tg7JTM2KcO8e+wJ0mDGZ7gAe8R51Ly0HW2a6AT1rIqIuLlgcMDKd+2E7FKfbpj/QMSDx3IRQizI5wauVenzcolOAbWZWgG2RK14/4SK/WM26nOio0K8g3R0o/fNiNrmKb4KTVtbADhkpWMt76Cmc1M2EWhWopMyzFMAcfw+GpLfpFr2FzvRC55rTygaF6bTWyrRqTLl/v9fSF9ExK+WtimoADyMxQfjvgKiVRMd3TBvR8Q3j3IIToT6jrXr2Bdz0jDfqyFeXpIMjySFYZ4JFZmOSnS0J6fKnpgqTS4DhpESndIrIABgWBRnBaesejK9xyRAWzqhnzZtteBER+UJ7iCdWQeccEBXd1eNBIZO8hz7mg5qNjdlDIGmJTrp7LGgwQ3jZnSCY6iuvbdMB+nphUegRreNswPg+o6VkbEzKpsyzE8C4rh6J6Huutr1iGmpnuTa8XHQrb5jj9tXIBNTjZclbjpye+T4Fzi8XBSYTSTophImf/QdKyjWp/RXbolTQOXj5WOd6Ib5VUT84rh4BF3i5+xzlILZpFR2/ApqQJH2m7F2BcEULUF/QoBgZmLjH8HLsF7brl5Hzds00QnqSE08IFAUe/vLBh6R6SvdMJ8eu5w4gpzgIN+17pWxMypb7nj5aKITyKSM7IWAMGH/aHCCU0vQH8dXd+a7rlT6oK11dCP7ACLsV64RMa6jtzWjTg4+SsFABHrScwbGvVTCstpmdt9uU7rEhCq1shsWy91tREBX+Y6tdNliMp19v6bBuGO0guBjedf6WbW2bTm79zXTu7Tnx73MiS7zXXv8RtiwgEaKF07Y0DruHqOt5h6vTxVTcqXHt4OaIhP+DaB5iU4m+28E2Gd84kUf9R173NKlBJoRUd0wg1pKH5bVezXZiXbkuZrftk10DPPPiHh0SV+d5jv2z8Ny3lhVGcZdthnce1ZELblysP/FsHbGypVbuhqb6ACApmeyt5cWjCSi4GLc6ePqKcGr94HxpZ4qvdGGOsF9JgnU7i4NnYh+5bu2+iDShiwmY8jNOnU18qLKZB9CgHEzOET0Nd+1vxSyLzCVMR8FwN3HDcxCvMfPDVwV0sY4Md0w5yPiuH0EBPR937E/Xc1eMtN7lAbauCKLAuicvGNfohLHJj7jbi8fe1pk1ObIfh0Nbi9XhbjEb+y3l4eZ0am0rFBAbZco13Vs3F84/YXxLzBZ0vU7at62iU6m99MI2ndLSEpt7k8a2R9oCOOWBYnor75rb15ilO2pWjM6gb0t9p//2hlTuh6ofSkwz+jI8u8I+WCfg6bRpwFhNyT8ZxHEkkr36HREg7kRmwk0M9FJGubXNMTzS7pjXQHgDWH2hCWN3nM01MZfbkm0fkNh/XYv3nfDSpVuDgqmdSM+UfKL9jn/hcTr4Jn+cUtT435xZsyfI+BHxidceOTYY66y8YR9WSYz5tka4MU17Dc80QmukpmGxcHSWkkQXNXhWhMqJsvwCdnmmiaLAMcMOda4Zb6aSiEEwvZdCFNVReKuozMzvWDXLtQeG7shOQiACM7yXas0AZoQW1A2gjTtXxMS7xr3UdXiECbRGflxMMc8EjS4pTT+8fY50anFmz9nAh1FoJmJTrD0Mo26n5xYMh5WChLvHMoNbL5HqQS6pmfMLwLBlycMaAQXea4V6YJQ3cg+U2bpZ7GPG95d7m63ZNo8CDX8+9g9IEHJfB83zIxyF5zMyzJlmEsBsdqR6UYmOlpqTnYhafS9Mtd7ABXpKH+ZPW5fleSXasKRckn9zeJjj6Kr2iinJ9N3UfzGnegEsaQM83eA+L7SuIjgq75rXVDpUtaedO9bExr+HgD1Et3/eUP53eCJ29eptjVsojOS7BjZCxChyqwwJzqq/cB6TKAtCTQz0RkZVDPm5wFwXCXTUZDB8qmA4neH3GsfHLnQc4upcxATcwDpw6VHV0d+dQI9PTy8fo7qbM6o33KbZ0c+I3hcIHyHqHBbEFNwxcG0GfhRAvwKAnSPfQDiWPqVeVnOTC+Y2YWJ+ydct/BqULEnOgA0QACbDzMQ4SxEMEYu9iypVr25TwF+6TvWuJkv2S9OcJmmBjiuOnvYZULdyD6CCHuOecbqctRcpu9k2z9Wvh6JTlCeoJsSDgJsPTHZoX8h4Ve8nBVcQkr67Pl7oZaYDRrOA8Cy5QKI4F2+a10dqZ1VTl2VsRv8EPoLAo7fqP9qehtUx35d8L+8RydKr7AuE2gTAs1OdDYlO8FFgB+IgizYdAjFwiH+8iUPR7EzEs9+fdvCVPGfSi/rWvaD2RyE4f08Z8mjtWSrfS77stw4swR3V9ivEynRiXY6b3Mr7/NeWnNQlNvlA0t6xrx17Ess4L0eN2y/evA6vxbvVDp7Bmjw/XFJaYg9WLXsln4u23ey9kfl65HoBLZ70gsPS2gU7DmbphpboLdpFmjCfXayNmVmdALbIz9CpuMDpcUPN/rlGR1Z/izPBNqaQCskOsEPq6SRPQeRvhZiU+0E3kTwABSHs3EkOaPGk+neEzRNW6zSuQLgk3nH+rGK7lgdlZdluRf5JpvNTnRu3jC87qSos23JTO++GmgPlrAN3bZZc/u26RLF58duYiaAl3zcsF2UZcZOS3SC9owU4wRcDIhBXSLZv3UC4LN5x6pZdT+MYdlEJ7BZsbAmJzphkLMME+gcAi2S6IwATc5ZcLCW0H4FgPuHIUwEgpAuyr+09qtRZwnK+UumswsQ4deIMCtMPACwThB8ptZR9JC2yh0v3zzlXs2GbmQXI8IJqslAOdtlyxCEaEiwnEgCv5jPWb8LIV5TRC+z6VsQHp13F4078Vadj3k5Ir53rIwQ9PF8zv5pzQBCCqgkqSFNjxOr14zOqJOR021bT78QAD8WPj66RwB9KO8MjDtiHl5/oqRKohNYKb80zjM6UfqCdZlA2xFopURnI7y+hJ4pfAoJ3w+IFe6rojUEaAsqXDiyf6eOf9sccNysrq5pH0WAD43d2zHOJdHzhHC1KMB3hpbbz8QVjurLUt97/lY4o2t5yS/x0LMeMSQ6a4HgT0DiGi/XZQP0F+NgUu5IORE96W+8Hy30beSpOb1vhIR25/iYXn35xRGrat/J+q53orM54cmYhyQAzgYI9uKUX84ion8FV31sqo8Uuj/CtFk10QlmiycW1uREJwxzlmECTKABBIJNkV2EczTCHYBgSwHwHGj0VP6ldX+rxwxOrSaNHL2FrnHT+ILIG1pmPVBLlz9nAh1BYO7xM3qKXYcnUNsJkLYVgC8C0IoigbPKtZ9stzbyZuR26zGOlwkwASbABJgAEwhNgBOd0KhYkAkwASbABJgAE2g3ApzotFuPcbxMgAkwASbABJhAaAKc6IRGxYJMgAkwASbABJhAuxHgRKfdeozjZQJMgAkwASbABEIT4EQnNCoWZAJMgAkwASbABNqNACc67dZjHC8TYAJMgAkwASYQmgAnOqFRqQnOmtu3c1ex+G7S4K0AuD0C6UElfCDwCMBDhGeA6Pq1Rbrm5eUDL6h5YS0mwASYABNgAkygHAFOdOr0XAT3b3QhXgIIh4V2QXTjMNC5q9yBZaF1WJAJMAEmwASYABOoSIATnZgfDn1O716Q0C5GgAUqpoN7fQDo16IIF8RZZl4lFtZhAkyACTABJtDuBDjRibEHewxzoRZcDgi4VQxm/0ckTvLdgTtisMUmmAATYAJMgAlMSgKc6MTR7fv1TUlNLX4HED8Rh7lRGwRQREFf9HL2RTKX2cUZA9tiAkyACTABJtDOBDjRiaH3kpnsezSAK2IwNcHEyFKWoKP9ZfZt9bDPNpkAE2ACTIAJdDIBTnQi9m4y07uvBngvAM6IaKqyOtHza4YLc165f8nzdfPBhpkAE2ACTIAJdCABTnQidqpumP9ExIMimqmpTkDX+I59Uk1BFmACTIAJMAEmwAQ2E+BEJ8LDoBu9JyFqV0cwIaVaBDp0yLHvkVJiYSbABJgAE2ACk5gAJzoROl83zKcRcccIJuRUif7mufYb5ZRYmgkwASbABJjA5CXAiY5i3/dkzEMSgH9XVFdSIyICKOzou0tWKBlgJSbABJgAE2ACk4wAJzqKHZ4yzIsA8RxFdWU1Ijjdd61LlQ2wIhNgAkyACTCBSUSAEx3Fzk4ZZg4Q5yiqK6sR0A2+Y79D2QArMgEmwASYABOYRAQ40VHsbD2TXYUA2yiqq6sRLfNcO61ugDWZABNgAkyACUweApzoKPT1zPSCmd1aYqWCamQVAnjRd6yZkQ2xASbABJgAE2ACk4AAJzoKnZxKL0iDlnAVVGNR8Yby0+GJ29fFYoyNMAEmwASYABPoYAKc6Ch0Ls/oKEBjFSbABJgAE2ACTSDAiY4i9JRhrgPEqYrqymoE8LDvWPsoG2BFJsAEmAATYAKTiAAnOoqdnTLMxwFxV0V1ZTUi+ovv2m9VNsCKTIAJMAEmwAQmEQFOdBQ7WzfMSxHxo4rqymqC4Ly8a12kbIAVmQATYAJMgAlMIgKc6Ch2dk+m95gEaEsV1ZXVBMK++UHrIWUDrMgEmAATYAJMYBIR4EQnQmenMtnnAGDbCCakVAlo0HfsA6WUWJgJMAEmwASYwCQmwIlOhM7XjexpiPCzCCakVIsg5g05AzdKKbEwE2ACTIAJMIFJTIATnUid35dIZYqPAODukcyEUCaiO3zXPiKEKIswASbABJgAE2ACmwhwohPxUUils8eCBjdENFNLfS2I4mFebnGuliB/zgSYABNgAkyACbxKgBOdGJ4GPWOeiYDfi8HUBBNEIATAiUOuZdXDPttkAkyACTABJtDJBDjRial3dcP8NiKeFZO5zWaI6LO+a38nbrtsjwkwASbABJjAZCDAiU6MvRzM7ADBdxExMlci2EAoTs47A3aMIbIpJsAEmAATYAKTikDkF/KkohWiscl07wka4vejVU2m+4Hg455r/zWESxZhAkyACTABJsAEKhDgRKdOj0Yq3dsHiJ8GxENDuyD6cxHxO0OOdVNoHRZkAkyACTABJsAEKhLgRKfOD8esuX07a0K8SwN6ByHujwDbvOqSfAJYjkTXEhQX+e6SFXUOh80zASbABJgAE5hUBDjRaXB363vP30pM7dpmqHt4CAavW9Ng9+yOCTABJsAEmMCkIsCJzqTqbm4sE2ACTIAJMIHJReD/AYsNZswurLOcAAAAAElFTkSuQmCC", + "created": 1715614310154, + "lastRetrieved": 1715614310154 + }, + "de8a1edfcb20ef80094bdd3818ea4ee22288da41": { + "mimeType": "image/png", + "id": "de8a1edfcb20ef80094bdd3818ea4ee22288da41", + "dataURL": "data:image/png;base64,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", + "created": 1715614353891, + "lastRetrieved": 1715614353891 + }, + "9c007f1a47dae6e7fbb8299a367a4ef28f27d18e": { + "mimeType": "image/png", + "id": "9c007f1a47dae6e7fbb8299a367a4ef28f27d18e", + "dataURL": "data:image/png;base64,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", + "created": 1715614437436, + "lastRetrieved": 1715614437436 + }, + "4b02ca2754d95923da6bf30a5e7e529d0373da10": { + "mimeType": "image/png", + "id": "4b02ca2754d95923da6bf30a5e7e529d0373da10", + "dataURL": "data:image/png;base64,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", + "created": 1715614544262, + "lastRetrieved": 1715614544262 + }, + "0dc8eb62e66d5f69472dcc916c3a4c459619737b": { + "mimeType": "image/png", + "id": "0dc8eb62e66d5f69472dcc916c3a4c459619737b", + "dataURL": "data:image/png;base64,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", + "created": 1715614617200, + "lastRetrieved": 1715614617200 + }, + "561d5e3a2c39d1d47ceebae7fdf1219563fc1dbe": { + "mimeType": "image/png", + "id": "561d5e3a2c39d1d47ceebae7fdf1219563fc1dbe", + "dataURL": "data:image/png;base64,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", + "created": 1715614777987, + "lastRetrieved": 1715614777987 + }, + "e23f8ae812db6e31b9eb076f6be3ed3c517189e9": { + "mimeType": "image/png", + "id": "e23f8ae812db6e31b9eb076f6be3ed3c517189e9", + "dataURL": "data:image/png;base64,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", + "created": 1715614951131, + "lastRetrieved": 1715614951131 + }, + "b21cc62a4c31f6d88d7382c1d31ae265aa2c7ee6": { + "mimeType": "image/png", + "id": "b21cc62a4c31f6d88d7382c1d31ae265aa2c7ee6", + "dataURL": "data:image/png;base64,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", + "created": 1715614977583, + "lastRetrieved": 1715614977583 + }, + "64fe4b8341b25d16feaaf404e6c1e8c9f8f41d74": { + "mimeType": "image/png", + "id": "64fe4b8341b25d16feaaf404e6c1e8c9f8f41d74", + "dataURL": "data:image/png;base64,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", + "created": 1715615084085, + "lastRetrieved": 1715615084085 + }, + "733fb1ee80cedcc03a6e77c5eca059001015b72a": { + "mimeType": "image/svg+xml", + "id": "733fb1ee80cedcc03a6e77c5eca059001015b72a", + "dataURL": "data:image/svg+xml;base64,<svg xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:cc="http://creativecommons.org/ns#" xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#" xmlns:svg="http://www.w3.org/2000/svg" xmlns="http://www.w3.org/2000/svg" xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd" xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape" width="67.622406mm" height="49.558979mm" viewBox="0 0 67.622406 49.558979" version="1.1" id="svg108" inkscape:version="0.92.3 (2405546, 2018-03-11)" sodipodi:docname="misp-logo.svg">
  <defs id="defs102">
    <clipPath clipPathUnits="userSpaceOnUse" id="clipPath312-7">
      <path inkscape:connector-curvature="0" d="M 0,0 H 595.276 V 841.89 H 0 Z" id="path314-0"/>
    </clipPath>
    <clipPath clipPathUnits="userSpaceOnUse" id="clipPath1086">
      <path inkscape:connector-curvature="0" d="M 0,0 H 595.276 V 841.89 H 0 Z" id="path1088"/>
    </clipPath>
  </defs>
  <sodipodi:namedview id="base" pagecolor="#ffffff" bordercolor="#666666" borderopacity="1.0" inkscape:pageopacity="0.0" inkscape:pageshadow="2" inkscape:zoom="0.35" inkscape:cx="-155.06677" inkscape:cy="96.511905" inkscape:document-units="mm" inkscape:current-layer="layer1" showgrid="false" fit-margin-top="0" fit-margin-left="0" fit-margin-right="0" fit-margin-bottom="0" inkscape:window-width="1920" inkscape:window-height="1025" inkscape:window-x="0" inkscape:window-y="27" inkscape:window-maximized="1"/>
  <metadata id="metadata105">
    <rdf:RDF>
      <cc:Work rdf:about="">
        <dc:format>image/svg+xml</dc:format>
        <dc:type rdf:resource="http://purl.org/dc/dcmitype/StillImage"/>
        <dc:title/>
      </cc:Work>
    </rdf:RDF>
  </metadata>
  <g inkscape:label="Layer 1" inkscape:groupmode="layer" id="layer1" transform="translate(-6.2542725,-124.80979)">
    <g id="g1076" transform="matrix(0.35277777,0,0,-0.35277777,6.2542725,151.16434)" inkscape:export-filename="/home/adulau/misp.png" inkscape:export-xdpi="100" inkscape:export-ydpi="100">
      <path d="M 0,0 H 14.014 L 22.629,-14.129 31.245,0 H 45.258 V -40.204 H 31.875 v 19.93 l -9.246,-14.302 h -0.23 l -9.247,14.302 v -19.93 H 0 Z" style="fill:#5f6062;fill-opacity:1;fill-rule:nonzero;stroke:none" id="path1078" inkscape:connector-curvature="0"/>
    </g>
    <path d="m 24.567932,151.16434 h 4.741334 v 14.18308 h -4.741334 z" style="fill:#5f6062;fill-opacity:1;fill-rule:nonzero;stroke:none;stroke-width:0.28222224" id="path1080" inkscape:connector-curvature="0" inkscape:export-filename="/home/adulau/misp.png" inkscape:export-xdpi="100" inkscape:export-ydpi="100"/>
    <g id="g1082" transform="matrix(0.35277777,0,0,-0.35277777,-74.454256,298.51394)" inkscape:export-filename="/home/adulau/misp.png" inkscape:export-xdpi="100" inkscape:export-ydpi="100">
      <g id="g1084" clip-path="url(#clipPath1086)">
        <g id="g1090" transform="translate(297.5875,384.2569)">
          <path d="m 0,0 7.18,8.558 c 4.365,-3.332 9.361,-4.71 14.071,-4.71 2.412,0 3.446,0.631 3.446,1.723 v 0.115 c 0,1.148 -1.263,1.78 -5.571,2.642 C 10.108,10.166 2.183,12.75 2.183,21.25 v 0.115 c 0,7.639 5.973,13.555 17.058,13.555 7.753,0 13.497,-1.838 18.149,-5.514 l -6.547,-9.074 c -3.791,2.756 -8.328,3.962 -12.062,3.962 -2.009,0 -2.928,-0.689 -2.928,-1.665 v -0.115 c 0,-1.091 1.09,-1.781 5.34,-2.585 10.282,-1.895 17.173,-4.882 17.173,-12.98 V 6.834 C 38.366,-1.608 31.417,-6.777 20.619,-6.777 12.464,-6.777 5.112,-4.48 0,0" style="fill:#5f6062;fill-opacity:1;fill-rule:nonzero;stroke:none" id="path1092" inkscape:connector-curvature="0"/>
        </g>
        <g id="g1094" transform="translate(340.0289,418.4302)">
          <path d="m 0,0 h 18.091 c 10.683,0 17.977,-4.767 17.977,-14.301 v -0.115 c 0,-9.707 -7.409,-14.876 -18.264,-14.876 H 13.439 V -40.204 H 0 Z m 17.058,-19.7 c 3.446,0 5.743,1.551 5.743,4.422 v 0.115 c 0,2.929 -2.125,4.423 -5.686,4.423 h -3.676 v -8.96 z" style="fill:#5f6062;fill-opacity:1;fill-rule:nonzero;stroke:none" id="path1096" inkscape:connector-curvature="0"/>
        </g>
      </g>
    </g>
    <text xml:space="preserve" style="font-style:normal;font-variant:normal;font-weight:bold;font-stretch:normal;font-size:3.38666677px;line-height:0%;font-family:sans-serif;-inkscape-font-specification:'Sans Bold';text-align:start;letter-spacing:0px;word-spacing:0px;writing-mode:lr-tb;text-anchor:start;fill:#5f6062;fill-opacity:1;stroke:none;stroke-width:0.28222224" x="7.8113232" y="172.66331" id="text4094" inkscape:export-filename="/home/adulau/misp.png" inkscape:export-xdpi="100" inkscape:export-ydpi="100"><tspan sodipodi:role="line" id="tspan4096" x="7.8113232" y="172.66331" style="font-size:7.90222216px;line-height:1.25;font-family:sans-serif;stroke-width:0.28222224">Threat Sharing</tspan></text>
    <g id="g308" transform="matrix(0.17650827,0,0,-0.17650827,-4.3435815,225.27546)">
      <g id="g310-5" clip-path="url(#clipPath312-7)">
        <g id="g316" transform="translate(385.579,529.5928)">
          <path d="m 0,0 h -5.184 v -56.985 c 0,-8.879 -5.16,-16.902 -15.523,-16.902 h -101.465 v -2.709 c 0,-7.851 8.922,-15.763 18.084,-15.763 h 77.581 l 29.678,-17.449 -4.31,17.449 H 0 c 9.156,0 13.287,7.906 13.287,15.763 v 63.068 C 13.287,-5.683 9.156,0 0,0" style="fill:#2fa1db;fill-opacity:1;fill-rule:nonzero;stroke:none" id="path318" inkscape:connector-curvature="0"/>
        </g>
        <g id="g320-4" transform="translate(349.7253,569.1839)">
          <path d="m 0,0 h -117.85 c -10.369,0 -22.301,-9.211 -22.301,-18.09 v -71.424 c 0,-8.177 10.11,-14.082 19.807,-14.987 l -6.311,-23.958 40.441,23.786 H 0 c 10.363,0 19.937,6.286 19.937,15.159 v 57.786 13.638 C 19.937,-9.211 10.363,0 0,0 m -99.871,-60.292 c -5.88,0 -10.645,4.766 -10.645,10.646 0,5.88 4.765,10.646 10.645,10.646 5.874,0 10.646,-4.766 10.646,-10.646 0,-5.88 -4.772,-10.646 -10.646,-10.646 m 39.764,0 c -5.88,0 -10.646,4.766 -10.646,10.646 0,5.88 4.766,10.646 10.646,10.646 5.88,0 10.646,-4.766 10.646,-10.646 0,-5.88 -4.766,-10.646 -10.646,-10.646 m 39.77,0 c -5.881,0 -10.652,4.766 -10.652,10.646 0,5.88 4.771,10.646 10.652,10.646 5.868,0 10.645,-4.766 10.645,-10.646 0,-5.88 -4.777,-10.646 -10.645,-10.646" style="fill:#2fa1db;fill-opacity:1;fill-rule:nonzero;stroke:none" id="path322-8" inkscape:connector-curvature="0"/>
        </g>
      </g>
    </g>
  </g>
</svg>", + "created": 1715848922877, + "lastRetrieved": 1715848922877 + } + } +} \ No newline at end of file diff --git a/x.17-eu-attack-community/screenshots/timeline.png b/x.17-eu-attack-community/screenshots/timeline.png new file mode 100644 index 0000000..2f7a870 Binary files /dev/null and b/x.17-eu-attack-community/screenshots/timeline.png differ diff --git a/x.17-eu-attack-community/screenshots/tmss-almost-same-code.png b/x.17-eu-attack-community/screenshots/tmss-almost-same-code.png new file mode 100644 index 0000000..7c54e38 Binary files /dev/null and b/x.17-eu-attack-community/screenshots/tmss-almost-same-code.png differ diff --git a/x.17-eu-attack-community/screenshots/uuid-extraction.png b/x.17-eu-attack-community/screenshots/uuid-extraction.png new file mode 100644 index 0000000..f2c52de Binary files /dev/null and b/x.17-eu-attack-community/screenshots/uuid-extraction.png differ diff --git a/x.17-eu-attack-community/screenshots/uuid-generation.png b/x.17-eu-attack-community/screenshots/uuid-generation.png new file mode 100644 index 0000000..072c38d Binary files /dev/null and b/x.17-eu-attack-community/screenshots/uuid-generation.png differ diff --git a/x.17-eu-attack-community/slide.aux b/x.17-eu-attack-community/slide.aux new file mode 100644 index 0000000..e7c2fe1 --- /dev/null +++ b/x.17-eu-attack-community/slide.aux @@ -0,0 +1,28 @@ +\relax +\providecommand\hyper@newdestlabel[2]{} +\providecommand\HyperFirstAtBeginDocument{\AtBeginDocument} +\HyperFirstAtBeginDocument{\ifx\hyper@anchor\@undefined +\global\let\oldcontentsline\contentsline +\gdef\contentsline#1#2#3#4{\oldcontentsline{#1}{#2}{#3}} +\global\let\oldnewlabel\newlabel +\gdef\newlabel#1#2{\newlabelxx{#1}#2} +\gdef\newlabelxx#1#2#3#4#5#6{\oldnewlabel{#1}{{#2}{#3}}} +\AtEndDocument{\ifx\hyper@anchor\@undefined +\let\contentsline\oldcontentsline +\let\newlabel\oldnewlabel +\fi} +\fi} +\global\let\hyper@last\relax +\gdef\HyperFirstAtBeginDocument#1{#1} +\providecommand\HyField@AuxAddToFields[1]{} +\providecommand\HyField@AuxAddToCoFields[2]{} +\providecommand\BKM@entry[2]{} +\@input{content.aux} +\providecommand \oddpage@label [2]{} +\pgfsyspdfmark {pgfid1}{1398509}{15859109} +\@writefile{nav}{\headcommand {\beamer@partpages {1}{14}}} +\@writefile{nav}{\headcommand {\beamer@subsectionpages {1}{14}}} +\@writefile{nav}{\headcommand {\beamer@sectionpages {1}{14}}} +\@writefile{nav}{\headcommand {\beamer@documentpages {14}}} +\@writefile{nav}{\headcommand {\gdef \inserttotalframenumber {13}}} +\gdef \@abspage@last{14} diff --git a/x.17-eu-attack-community/slide.log b/x.17-eu-attack-community/slide.log new file mode 100644 index 0000000..f3fa823 --- /dev/null +++ b/x.17-eu-attack-community/slide.log @@ -0,0 +1,1468 @@ +This is pdfTeX, Version 3.141592653-2.6-1.40.22 (TeX Live 2022/dev/Debian) (preloaded format=pdflatex 2024.5.9) 16 MAY 2024 21:00 +entering extended mode + restricted \write18 enabled. + %&-line parsing enabled. +**slide.tex +(./slide.tex +LaTeX2e <2021-11-15> patch level 1 +L3 programming layer <2022-01-21> +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamer.cls +Document Class: beamer 2022/01/21 v3.65 A class for typesetting presentations +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbasemodes.sty +(/usr/share/texlive/texmf-dist/tex/latex/etoolbox/etoolbox.sty +Package: etoolbox 2020/10/05 v2.5k e-TeX tools for LaTeX (JAW) +\etb@tempcnta=\count185 +) +\beamer@tempbox=\box50 +\beamer@tempcount=\count186 +\c@beamerpauses=\count187 + +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbasedecode.sty +\beamer@slideinframe=\count188 +\beamer@minimum=\count189 +\beamer@decode@box=\box51 +) +\beamer@commentbox=\box52 +\beamer@modecount=\count190 +) +(/usr/share/texlive/texmf-dist/tex/generic/iftex/ifpdf.sty +Package: ifpdf 2019/10/25 v3.4 ifpdf legacy package. Use iftex instead. + +(/usr/share/texlive/texmf-dist/tex/generic/iftex/iftex.sty +Package: iftex 2020/03/06 v1.0d TeX engine tests +)) +\headdp=\dimen138 +\footheight=\dimen139 +\sidebarheight=\dimen140 +\beamer@tempdim=\dimen141 +\beamer@finalheight=\dimen142 +\beamer@animht=\dimen143 +\beamer@animdp=\dimen144 +\beamer@animwd=\dimen145 +\beamer@leftmargin=\dimen146 +\beamer@rightmargin=\dimen147 +\beamer@leftsidebar=\dimen148 +\beamer@rightsidebar=\dimen149 +\beamer@boxsize=\dimen150 +\beamer@vboxoffset=\dimen151 +\beamer@descdefault=\dimen152 +\beamer@descriptionwidth=\dimen153 +\beamer@lastskip=\skip47 +\beamer@areabox=\box53 +\beamer@animcurrent=\box54 +\beamer@animshowbox=\box55 +\beamer@sectionbox=\box56 +\beamer@logobox=\box57 +\beamer@linebox=\box58 +\beamer@sectioncount=\count191 +\beamer@subsubsectionmax=\count192 +\beamer@subsectionmax=\count193 +\beamer@sectionmax=\count194 +\beamer@totalheads=\count195 +\beamer@headcounter=\count196 +\beamer@partstartpage=\count197 +\beamer@sectionstartpage=\count198 +\beamer@subsectionstartpage=\count199 +\beamer@animationtempa=\count266 +\beamer@animationtempb=\count267 +\beamer@xpos=\count268 +\beamer@ypos=\count269 +\beamer@ypos@offset=\count270 +\beamer@showpartnumber=\count271 +\beamer@currentsubsection=\count272 +\beamer@coveringdepth=\count273 +\beamer@sectionadjust=\count274 +\beamer@toclastsection=\count275 +\beamer@tocsectionnumber=\count276 + +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbaseoptions.sty +(/usr/share/texlive/texmf-dist/tex/latex/graphics/keyval.sty +Package: keyval 2014/10/28 v1.15 key=value parser (DPC) +\KV@toks@=\toks16 +)) +\beamer@paperwidth=\skip48 +\beamer@paperheight=\skip49 + +(/usr/share/texlive/texmf-dist/tex/latex/geometry/geometry.sty +Package: geometry 2020/01/02 v5.9 Page Geometry + +(/usr/share/texlive/texmf-dist/tex/generic/iftex/ifvtex.sty +Package: ifvtex 2019/10/25 v1.7 ifvtex legacy package. Use iftex instead. +) +\Gm@cnth=\count277 +\Gm@cntv=\count278 +\c@Gm@tempcnt=\count279 +\Gm@bindingoffset=\dimen154 +\Gm@wd@mp=\dimen155 +\Gm@odd@mp=\dimen156 +\Gm@even@mp=\dimen157 +\Gm@layoutwidth=\dimen158 +\Gm@layoutheight=\dimen159 +\Gm@layouthoffset=\dimen160 +\Gm@layoutvoffset=\dimen161 +\Gm@dimlist=\toks17 +) +(/usr/share/texlive/texmf-dist/tex/latex/pgf/basiclayer/pgfcore.sty +(/usr/share/texlive/texmf-dist/tex/latex/graphics/graphicx.sty +Package: graphicx 2021/09/16 v1.2d Enhanced LaTeX Graphics (DPC,SPQR) + +(/usr/share/texlive/texmf-dist/tex/latex/graphics/graphics.sty +Package: graphics 2021/03/04 v1.4d Standard LaTeX Graphics (DPC,SPQR) + +(/usr/share/texlive/texmf-dist/tex/latex/graphics/trig.sty +Package: trig 2021/08/11 v1.11 sin cos tan (DPC) +) +(/usr/share/texlive/texmf-dist/tex/latex/graphics-cfg/graphics.cfg +File: graphics.cfg 2016/06/04 v1.11 sample graphics configuration +) +Package graphics Info: Driver file: pdftex.def on input line 107. + +(/usr/share/texlive/texmf-dist/tex/latex/graphics-def/pdftex.def +File: pdftex.def 2020/10/05 v1.2a Graphics/color driver for pdftex +)) +\Gin@req@height=\dimen162 +\Gin@req@width=\dimen163 +) +(/usr/share/texlive/texmf-dist/tex/latex/pgf/systemlayer/pgfsys.sty +(/usr/share/texlive/texmf-dist/tex/latex/pgf/utilities/pgfrcs.sty +(/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfutil-common.tex +\pgfutil@everybye=\toks18 +\pgfutil@tempdima=\dimen164 +\pgfutil@tempdimb=\dimen165 + +(/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfutil-common-lists.t +ex)) (/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfutil-latex.def +\pgfutil@abb=\box59 +) (/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfrcs.code.tex +(/usr/share/texlive/texmf-dist/tex/generic/pgf/pgf.revision.tex) +Package: pgfrcs 2021/05/15 v3.1.9a (3.1.9a) +)) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsys.code.tex +Package: pgfsys 2021/05/15 v3.1.9a (3.1.9a) + +(/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfkeys.code.tex +\pgfkeys@pathtoks=\toks19 +\pgfkeys@temptoks=\toks20 + +(/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfkeysfiltered.code.t +ex +\pgfkeys@tmptoks=\toks21 +)) +\pgf@x=\dimen166 +\pgf@y=\dimen167 +\pgf@xa=\dimen168 +\pgf@ya=\dimen169 +\pgf@xb=\dimen170 +\pgf@yb=\dimen171 +\pgf@xc=\dimen172 +\pgf@yc=\dimen173 +\pgf@xd=\dimen174 +\pgf@yd=\dimen175 +\w@pgf@writea=\write3 +\r@pgf@reada=\read2 +\c@pgf@counta=\count280 +\c@pgf@countb=\count281 +\c@pgf@countc=\count282 +\c@pgf@countd=\count283 +\t@pgf@toka=\toks22 +\t@pgf@tokb=\toks23 +\t@pgf@tokc=\toks24 +\pgf@sys@id@count=\count284 + (/usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgf.cfg +File: pgf.cfg 2021/05/15 v3.1.9a (3.1.9a) +) +Driver file for pgf: pgfsys-pdftex.def + +(/usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsys-pdftex.def +File: pgfsys-pdftex.def 2021/05/15 v3.1.9a (3.1.9a) + +(/usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsys-common-pdf.de +f +File: pgfsys-common-pdf.def 2021/05/15 v3.1.9a (3.1.9a) +))) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsyssoftpath.code. +tex +File: pgfsyssoftpath.code.tex 2021/05/15 v3.1.9a (3.1.9a) +\pgfsyssoftpath@smallbuffer@items=\count285 +\pgfsyssoftpath@bigbuffer@items=\count286 +) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsysprotocol.code. +tex +File: pgfsysprotocol.code.tex 2021/05/15 v3.1.9a (3.1.9a) +)) (/usr/share/texlive/texmf-dist/tex/latex/xcolor/xcolor.sty +Package: xcolor 2021/10/31 v2.13 LaTeX color extensions (UK) + +(/usr/share/texlive/texmf-dist/tex/latex/graphics-cfg/color.cfg +File: color.cfg 2016/01/02 v1.6 sample color configuration +) +Package xcolor Info: Driver file: pdftex.def on input line 227. +Package xcolor Info: Model `cmy' substituted by `cmy0' on input line 1352. +Package xcolor Info: Model `hsb' substituted by `rgb' on input line 1356. +Package xcolor Info: Model `RGB' extended on input line 1368. +Package xcolor Info: Model `HTML' substituted by `rgb' on input line 1370. +Package xcolor Info: Model `Hsb' substituted by `hsb' on input line 1371. +Package xcolor Info: Model `tHsb' substituted by `hsb' on input line 1372. +Package xcolor Info: Model `HSB' substituted by `hsb' on input line 1373. +Package xcolor Info: Model `Gray' substituted by `gray' on input line 1374. +Package xcolor Info: Model `wave' substituted by `hsb' on input line 1375. +) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcore.code.tex +Package: pgfcore 2021/05/15 v3.1.9a (3.1.9a) + +(/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmath.code.tex +(/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathcalc.code.tex +(/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathutil.code.tex) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathparser.code.tex +\pgfmath@dimen=\dimen176 +\pgfmath@count=\count287 +\pgfmath@box=\box60 +\pgfmath@toks=\toks25 +\pgfmath@stack@operand=\toks26 +\pgfmath@stack@operation=\toks27 +) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.code.tex +(/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.basic.code +.tex) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.trigonomet +ric.code.tex) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.random.cod +e.tex) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.comparison +.code.tex) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.base.code. +tex) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.round.code +.tex) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.misc.code. +tex) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.integerari +thmetics.code.tex))) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfloat.code.tex +\c@pgfmathroundto@lastzeros=\count288 +)) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfint.code.tex) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepoints.code.te +x +File: pgfcorepoints.code.tex 2021/05/15 v3.1.9a (3.1.9a) +\pgf@picminx=\dimen177 +\pgf@picmaxx=\dimen178 +\pgf@picminy=\dimen179 +\pgf@picmaxy=\dimen180 +\pgf@pathminx=\dimen181 +\pgf@pathmaxx=\dimen182 +\pgf@pathminy=\dimen183 +\pgf@pathmaxy=\dimen184 +\pgf@xx=\dimen185 +\pgf@xy=\dimen186 +\pgf@yx=\dimen187 +\pgf@yy=\dimen188 +\pgf@zx=\dimen189 +\pgf@zy=\dimen190 +) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepathconstruct. +code.tex +File: pgfcorepathconstruct.code.tex 2021/05/15 v3.1.9a (3.1.9a) +\pgf@path@lastx=\dimen191 +\pgf@path@lasty=\dimen192 +) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepathusage.code +.tex +File: pgfcorepathusage.code.tex 2021/05/15 v3.1.9a (3.1.9a) +\pgf@shorten@end@additional=\dimen193 +\pgf@shorten@start@additional=\dimen194 +) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorescopes.code.te +x +File: pgfcorescopes.code.tex 2021/05/15 v3.1.9a (3.1.9a) +\pgfpic=\box61 +\pgf@hbox=\box62 +\pgf@layerbox@main=\box63 +\pgf@picture@serial@count=\count289 +) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoregraphicstate.c +ode.tex +File: pgfcoregraphicstate.code.tex 2021/05/15 v3.1.9a (3.1.9a) +\pgflinewidth=\dimen195 +) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoretransformation +s.code.tex +File: pgfcoretransformations.code.tex 2021/05/15 v3.1.9a (3.1.9a) +\pgf@pt@x=\dimen196 +\pgf@pt@y=\dimen197 +\pgf@pt@temp=\dimen198 +) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorequick.code.tex +File: pgfcorequick.code.tex 2021/05/15 v3.1.9a (3.1.9a) +) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoreobjects.code.t +ex +File: pgfcoreobjects.code.tex 2021/05/15 v3.1.9a (3.1.9a) +) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepathprocessing +.code.tex +File: pgfcorepathprocessing.code.tex 2021/05/15 v3.1.9a (3.1.9a) +) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorearrows.code.te +x +File: pgfcorearrows.code.tex 2021/05/15 v3.1.9a (3.1.9a) +\pgfarrowsep=\dimen199 +) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoreshade.code.tex +File: pgfcoreshade.code.tex 2021/05/15 v3.1.9a (3.1.9a) +\pgf@max=\dimen256 +\pgf@sys@shading@range@num=\count290 +\pgf@shadingcount=\count291 +) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoreimage.code.tex +File: pgfcoreimage.code.tex 2021/05/15 v3.1.9a (3.1.9a) + +(/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoreexternal.code. +tex +File: pgfcoreexternal.code.tex 2021/05/15 v3.1.9a (3.1.9a) +\pgfexternal@startupbox=\box64 +)) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorelayers.code.te +x +File: pgfcorelayers.code.tex 2021/05/15 v3.1.9a (3.1.9a) +) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoretransparency.c +ode.tex +File: pgfcoretransparency.code.tex 2021/05/15 v3.1.9a (3.1.9a) +) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepatterns.code. +tex +File: pgfcorepatterns.code.tex 2021/05/15 v3.1.9a (3.1.9a) +) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorerdf.code.tex +File: pgfcorerdf.code.tex 2021/05/15 v3.1.9a (3.1.9a) +))) (/usr/share/texlive/texmf-dist/tex/latex/base/size11.clo +File: size11.clo 2021/10/04 v1.4n Standard LaTeX file (size option) +) +(/usr/share/texlive/texmf-dist/tex/latex/pgf/utilities/xxcolor.sty +Package: xxcolor 2003/10/24 ver 0.1 +\XC@nummixins=\count292 +\XC@countmixins=\count293 +) +(/usr/share/texlive/texmf-dist/tex/latex/base/atbegshi-ltx.sty +Package: atbegshi-ltx 2021/01/10 v1.0c Emulation of the original atbegshi +package with kernel methods +) +(/usr/share/texlive/texmf-dist/tex/latex/hyperref/hyperref.sty +Package: hyperref 2021-06-07 v7.00m Hypertext links for LaTeX + +(/usr/share/texlive/texmf-dist/tex/generic/ltxcmds/ltxcmds.sty +Package: ltxcmds 2020-05-10 v1.25 LaTeX kernel commands for general use (HO) +) +(/usr/share/texlive/texmf-dist/tex/generic/pdftexcmds/pdftexcmds.sty +Package: pdftexcmds 2020-06-27 v0.33 Utility functions of pdfTeX for LuaTeX (HO +) + +(/usr/share/texlive/texmf-dist/tex/generic/infwarerr/infwarerr.sty +Package: infwarerr 2019/12/03 v1.5 Providing info/warning/error messages (HO) +) +Package pdftexcmds Info: \pdf@primitive is available. +Package pdftexcmds Info: \pdf@ifprimitive is available. +Package pdftexcmds Info: \pdfdraftmode found. +) +(/usr/share/texlive/texmf-dist/tex/generic/kvsetkeys/kvsetkeys.sty +Package: kvsetkeys 2019/12/15 v1.18 Key value parser (HO) +) +(/usr/share/texlive/texmf-dist/tex/generic/kvdefinekeys/kvdefinekeys.sty +Package: kvdefinekeys 2019-12-19 v1.6 Define keys (HO) +) +(/usr/share/texlive/texmf-dist/tex/generic/pdfescape/pdfescape.sty +Package: pdfescape 2019/12/09 v1.15 Implements pdfTeX's escape features (HO) +) +(/usr/share/texlive/texmf-dist/tex/latex/hycolor/hycolor.sty +Package: hycolor 2020-01-27 v1.10 Color options for hyperref/bookmark (HO) +) +(/usr/share/texlive/texmf-dist/tex/latex/letltxmacro/letltxmacro.sty +Package: letltxmacro 2019/12/03 v1.6 Let assignment for LaTeX macros (HO) +) +(/usr/share/texlive/texmf-dist/tex/latex/auxhook/auxhook.sty +Package: auxhook 2019-12-17 v1.6 Hooks for auxiliary files (HO) +) +(/usr/share/texlive/texmf-dist/tex/latex/kvoptions/kvoptions.sty +Package: kvoptions 2020-10-07 v3.14 Key value format for package options (HO) +) +\@linkdim=\dimen257 +\Hy@linkcounter=\count294 +\Hy@pagecounter=\count295 + +(/usr/share/texlive/texmf-dist/tex/latex/hyperref/pd1enc.def +File: pd1enc.def 2021-06-07 v7.00m Hyperref: PDFDocEncoding definition (HO) +Now handling font encoding PD1 ... +... no UTF-8 mapping file for font encoding PD1 +) +(/usr/share/texlive/texmf-dist/tex/latex/hyperref/hyperref-langpatches.def +File: hyperref-langpatches.def 2021-06-07 v7.00m Hyperref: patches for babel la +nguages +) +(/usr/share/texlive/texmf-dist/tex/generic/intcalc/intcalc.sty +Package: intcalc 2019/12/15 v1.3 Expandable calculations with integers (HO) +) +(/usr/share/texlive/texmf-dist/tex/generic/etexcmds/etexcmds.sty +Package: etexcmds 2019/12/15 v1.7 Avoid name clashes with e-TeX commands (HO) +) +\Hy@SavedSpaceFactor=\count296 + +(/usr/share/texlive/texmf-dist/tex/latex/hyperref/puenc.def +File: puenc.def 2021-06-07 v7.00m Hyperref: PDF Unicode definition (HO) +Now handling font encoding PU ... +... no UTF-8 mapping file for font encoding PU +) +Package hyperref Info: Option `bookmarks' set `true' on input line 4073. +Package hyperref Info: Option `bookmarksopen' set `true' on input line 4073. +Package hyperref Info: Option `implicit' set `false' on input line 4073. +Package hyperref Info: Hyper figures OFF on input line 4192. +Package hyperref Info: Link nesting OFF on input line 4197. +Package hyperref Info: Hyper index ON on input line 4200. +Package hyperref Info: Plain pages OFF on input line 4207. +Package hyperref Info: Backreferencing OFF on input line 4212. +Package hyperref Info: Implicit mode OFF; no redefinition of LaTeX internals. +Package hyperref Info: Bookmarks ON on input line 4445. +\c@Hy@tempcnt=\count297 + +(/usr/share/texlive/texmf-dist/tex/latex/url/url.sty +\Urlmuskip=\muskip16 +Package: url 2013/09/16 ver 3.4 Verb mode for urls, etc. +) +LaTeX Info: Redefining \url on input line 4804. +\XeTeXLinkMargin=\dimen258 + +(/usr/share/texlive/texmf-dist/tex/generic/bitset/bitset.sty +Package: bitset 2019/12/09 v1.3 Handle bit-vector datatype (HO) + +(/usr/share/texlive/texmf-dist/tex/generic/bigintcalc/bigintcalc.sty +Package: bigintcalc 2019/12/15 v1.5 Expandable calculations on big integers (HO +) +)) +\Fld@menulength=\count298 +\Field@Width=\dimen259 +\Fld@charsize=\dimen260 +Package hyperref Info: Hyper figures OFF on input line 6076. +Package hyperref Info: Link nesting OFF on input line 6081. +Package hyperref Info: Hyper index ON on input line 6084. +Package hyperref Info: backreferencing OFF on input line 6091. +Package hyperref Info: Link coloring OFF on input line 6096. +Package hyperref Info: Link coloring with OCG OFF on input line 6101. +Package hyperref Info: PDF/A mode OFF on input line 6106. +LaTeX Info: Redefining \ref on input line 6146. +LaTeX Info: Redefining \pageref on input line 6150. +\Hy@abspage=\count299 + + +Package hyperref Message: Stopped early. + +) +Package hyperref Info: Driver (autodetected): hpdftex. + (/usr/share/texlive/texmf-dist/tex/latex/hyperref/hpdftex.def +File: hpdftex.def 2021-06-07 v7.00m Hyperref driver for pdfTeX + +(/usr/share/texlive/texmf-dist/tex/latex/base/atveryend-ltx.sty +Package: atveryend-ltx 2020/08/19 v1.0a Emulation of the original atveryend pac +kage +with kernel methods +) +\Fld@listcount=\count300 +\c@bookmark@seq@number=\count301 + +(/usr/share/texlive/texmf-dist/tex/latex/rerunfilecheck/rerunfilecheck.sty +Package: rerunfilecheck 2019/12/05 v1.9 Rerun checks for auxiliary files (HO) + +(/usr/share/texlive/texmf-dist/tex/generic/uniquecounter/uniquecounter.sty +Package: uniquecounter 2019/12/15 v1.4 Provide unlimited unique counter (HO) +) +Package uniquecounter Info: New unique counter `rerunfilecheck' on input line 2 +86. +)) +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbaserequires.sty +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbasecompatibility.sty) +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbasefont.sty +(/usr/share/texlive/texmf-dist/tex/latex/amsfonts/amssymb.sty +Package: amssymb 2013/01/14 v3.01 AMS font symbols + +(/usr/share/texlive/texmf-dist/tex/latex/amsfonts/amsfonts.sty +Package: amsfonts 2013/01/14 v3.01 Basic AMSFonts support +\@emptytoks=\toks28 +\symAMSa=\mathgroup4 +\symAMSb=\mathgroup5 +LaTeX Font Info: Redeclaring math symbol \hbar on input line 98. +LaTeX Font Info: Overwriting math alphabet `\mathfrak' in version `bold' +(Font) U/euf/m/n --> U/euf/b/n on input line 106. +)) +(/usr/share/texlive/texmf-dist/tex/latex/sansmathaccent/sansmathaccent.sty +Package: sansmathaccent 2020/01/31 + +(/usr/share/texlive/texmf-dist/tex/latex/koma-script/scrlfile.sty +Package: scrlfile 2021/11/13 v3.35 KOMA-Script package (file load hooks) + +(/usr/share/texlive/texmf-dist/tex/latex/koma-script/scrlfile-hook.sty +Package: scrlfile-hook 2021/11/13 v3.35 KOMA-Script package (using LaTeX hooks) + + +(/usr/share/texlive/texmf-dist/tex/latex/koma-script/scrlogo.sty +Package: scrlogo 2021/11/13 v3.35 KOMA-Script package (logo) +))))) +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbasetranslator.sty +(/usr/share/texlive/texmf-dist/tex/latex/translator/translator.sty +Package: translator 2021-05-31 v1.12d Easy translation of strings in LaTeX +)) +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbasemisc.sty) +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbasetwoscreens.sty) +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbaseoverlay.sty +\beamer@argscount=\count302 +\beamer@lastskipcover=\skip50 +\beamer@trivlistdepth=\count303 +) +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbasetitle.sty) +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbasesection.sty +\c@lecture=\count304 +\c@part=\count305 +\c@section=\count306 +\c@subsection=\count307 +\c@subsubsection=\count308 +) +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbaseframe.sty +\beamer@framebox=\box65 +\beamer@frametitlebox=\box66 +\beamer@zoombox=\box67 +\beamer@zoomcount=\count309 +\beamer@zoomframecount=\count310 +\beamer@frametextheight=\dimen261 +\c@subsectionslide=\count311 +\beamer@frametopskip=\skip51 +\beamer@framebottomskip=\skip52 +\beamer@frametopskipautobreak=\skip53 +\beamer@framebottomskipautobreak=\skip54 +\beamer@envbody=\toks29 +\framewidth=\dimen262 +\c@framenumber=\count312 +) +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbaseverbatim.sty +\beamer@verbatimfileout=\write4 +) +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbaseframesize.sty +\beamer@splitbox=\box68 +\beamer@autobreakcount=\count313 +\beamer@autobreaklastheight=\dimen263 +\beamer@frametitletoks=\toks30 +\beamer@framesubtitletoks=\toks31 +) +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbaseframecomponents.sty +\beamer@footins=\box69 +) +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbasecolor.sty) +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbasenotes.sty +\beamer@frameboxcopy=\box70 +) +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbasetoc.sty) +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbasetemplates.sty +\beamer@sbttoks=\toks32 + +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbaseauxtemplates.sty +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbaseboxes.sty +\bmb@box=\box71 +\bmb@colorbox=\box72 +\bmb@boxwidth=\dimen264 +\bmb@boxheight=\dimen265 +\bmb@prevheight=\dimen266 +\bmb@temp=\dimen267 +\bmb@dima=\dimen268 +\bmb@dimb=\dimen269 +\bmb@prevheight=\dimen270 +) +\beamer@blockheadheight=\dimen271 +)) +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbaselocalstructure.sty +(/usr/share/texlive/texmf-dist/tex/latex/tools/enumerate.sty +Package: enumerate 2015/07/23 v3.00 enumerate extensions (DPC) +\@enLab=\toks33 +) +\beamer@bibiconwidth=\skip55 +\c@figure=\count314 +\c@table=\count315 +\abovecaptionskip=\skip56 +\belowcaptionskip=\skip57 +) +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbasenavigation.sty +\beamer@section@min@dim=\dimen272 +) +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbasetheorems.sty +(/usr/share/texlive/texmf-dist/tex/latex/amsmath/amsmath.sty +Package: amsmath 2021/10/15 v2.17l AMS math features +\@mathmargin=\skip58 + +For additional information on amsmath, use the `?' option. +(/usr/share/texlive/texmf-dist/tex/latex/amsmath/amstext.sty +Package: amstext 2021/08/26 v2.01 AMS text + +(/usr/share/texlive/texmf-dist/tex/latex/amsmath/amsgen.sty +File: amsgen.sty 1999/11/30 v2.0 generic functions +\@emptytoks=\toks34 +\ex@=\dimen273 +)) +(/usr/share/texlive/texmf-dist/tex/latex/amsmath/amsbsy.sty +Package: amsbsy 1999/11/29 v1.2d Bold Symbols +\pmbraise@=\dimen274 +) +(/usr/share/texlive/texmf-dist/tex/latex/amsmath/amsopn.sty +Package: amsopn 2021/08/26 v2.02 operator names +) +\inf@bad=\count316 +LaTeX Info: Redefining \frac on input line 234. +\uproot@=\count317 +\leftroot@=\count318 +LaTeX Info: Redefining \overline on input line 399. +\classnum@=\count319 +\DOTSCASE@=\count320 +LaTeX Info: Redefining \ldots on input line 496. +LaTeX Info: Redefining \dots on input line 499. +LaTeX Info: Redefining \cdots on input line 620. +\Mathstrutbox@=\box73 +\strutbox@=\box74 +\big@size=\dimen275 +LaTeX Font Info: Redeclaring font encoding OML on input line 743. +LaTeX Font Info: Redeclaring font encoding OMS on input line 744. +\macc@depth=\count321 +\c@MaxMatrixCols=\count322 +\dotsspace@=\muskip17 +\c@parentequation=\count323 +\dspbrk@lvl=\count324 +\tag@help=\toks35 +\row@=\count325 +\column@=\count326 +\maxfields@=\count327 +\andhelp@=\toks36 +\eqnshift@=\dimen276 +\alignsep@=\dimen277 +\tagshift@=\dimen278 +\tagwidth@=\dimen279 +\totwidth@=\dimen280 +\lineht@=\dimen281 +\@envbody=\toks37 +\multlinegap=\skip59 +\multlinetaggap=\skip60 +\mathdisplay@stack=\toks38 +LaTeX Info: Redefining \[ on input line 2938. +LaTeX Info: Redefining \] on input line 2939. +) +(/usr/share/texlive/texmf-dist/tex/latex/amscls/amsthm.sty +Package: amsthm 2020/05/29 v2.20.6 +\thm@style=\toks39 +\thm@bodyfont=\toks40 +\thm@headfont=\toks41 +\thm@notefont=\toks42 +\thm@headpunct=\toks43 +\thm@preskip=\skip61 +\thm@postskip=\skip62 +\thm@headsep=\skip63 +\dth@everypar=\toks44 +) +\c@theorem=\count328 +) +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerbasethemes.sty)) +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerthemedefault.sty +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerfontthemedefault.sty) +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamercolorthemedefault.sty) +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerinnerthemedefault.sty +\beamer@dima=\dimen282 +\beamer@dimb=\dimen283 +) +(/usr/share/texlive/texmf-dist/tex/latex/beamer/beamerouterthemedefault.sty))) +(/usr/share/texlive/texmf-dist/tex/latex/beamertheme-focus/beamerthemefocus.sty +Package: beamerthemefocus 2021/12/08 v3.1.0 Focus Beamer theme +(/usr/share/texlive/texmf-dist/tex/latex/base/fontenc.sty +Package: fontenc 2021/04/29 v2.0v Standard LaTeX package +) +(/usr/share/texlive/texmf-dist/tex/latex/fira/FiraSans.sty +Package: FiraSans 2019/10/10 (Bob Tennent and autoinst) Style file for Fira San +s fonts. + +(/usr/share/texlive/texmf-dist/tex/generic/iftex/ifxetex.sty +Package: ifxetex 2019/10/25 v0.7 ifxetex legacy package. Use iftex instead. +) +(/usr/share/texlive/texmf-dist/tex/generic/iftex/ifluatex.sty +Package: ifluatex 2019/10/25 v1.5 ifluatex legacy package. Use iftex instead. +) +(/usr/share/texlive/texmf-dist/tex/latex/xkeyval/xkeyval.sty +Package: xkeyval 2020/11/20 v2.8 package option processing (HA) + +(/usr/share/texlive/texmf-dist/tex/generic/xkeyval/xkeyval.tex +(/usr/share/texlive/texmf-dist/tex/generic/xkeyval/xkvutils.tex +\XKV@toks=\toks45 +\XKV@tempa@toks=\toks46 +) +\XKV@depth=\count329 +File: xkeyval.tex 2014/12/03 v2.7a key=value parser (HA) +)) +(/usr/share/texlive/texmf-dist/tex/latex/base/textcomp.sty +Package: textcomp 2020/02/02 v2.0n Standard LaTeX package +) +(/usr/share/texlive/texmf-dist/tex/latex/fontaxes/fontaxes.sty +Package: fontaxes 2020/07/21 v1.0e Font selection axes +LaTeX Info: Redefining \upshape on input line 29. +LaTeX Info: Redefining \itshape on input line 31. +LaTeX Info: Redefining \slshape on input line 33. +LaTeX Info: Redefining \swshape on input line 35. +LaTeX Info: Redefining \scshape on input line 37. +LaTeX Info: Redefining \sscshape on input line 39. +LaTeX Info: Redefining \ulcshape on input line 41. +LaTeX Info: Redefining \textsw on input line 47. +LaTeX Info: Redefining \textssc on input line 48. +LaTeX Info: Redefining \textulc on input line 49. +)) +(/usr/share/texlive/texmf-dist/tex/latex/fira/FiraMono.sty +Package: FiraMono 2019/10/10 (Bob Tennent and autoinst) Style file for Fira Mon +o fonts. + +(/usr/share/texlive/texmf-dist/tex/latex/base/fontenc.sty +Package: fontenc 2021/04/29 v2.0v Standard LaTeX package +LaTeX Font Info: Trying to load font information for T1+FiraSans-OsF on inpu +t line 112. + +(/usr/share/texlive/texmf-dist/tex/latex/fira/T1FiraSans-OsF.fd +File: T1FiraSans-OsF.fd 2019/10/10 (autoinst) Font definitions for T1/FiraSans- +OsF. +) +LaTeX Font Info: Font shape `T1/FiraSans-OsF/m/n' in size <10.95> not availa +ble +(Font) Font shape `T1/FiraSans-OsF/regular/n' tried instead on inp +ut line 112. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/regular/n' will be +(Font) scaled to size 10.95pt on input line 112. +)) +(/usr/share/texlive/texmf-dist/tex/latex/beamertheme-focus/beamercolorthemefocu +s.sty) +(/usr/share/texlive/texmf-dist/tex/latex/beamertheme-focus/beamerfontthemefocus +.sty) +(/usr/share/texlive/texmf-dist/tex/latex/beamertheme-focus/beamerinnerthemefocu +s.sty (/usr/share/texlive/texmf-dist/tex/latex/pgf/frontendlayer/tikz.sty +(/usr/share/texlive/texmf-dist/tex/latex/pgf/basiclayer/pgf.sty +Package: pgf 2021/05/15 v3.1.9a (3.1.9a) + +(/usr/share/texlive/texmf-dist/tex/generic/pgf/modules/pgfmoduleshapes.code.tex +File: pgfmoduleshapes.code.tex 2021/05/15 v3.1.9a (3.1.9a) +\pgfnodeparttextbox=\box75 +) (/usr/share/texlive/texmf-dist/tex/generic/pgf/modules/pgfmoduleplot.code.tex +File: pgfmoduleplot.code.tex 2021/05/15 v3.1.9a (3.1.9a) +) +(/usr/share/texlive/texmf-dist/tex/latex/pgf/compatibility/pgfcomp-version-0-65 +.sty +Package: pgfcomp-version-0-65 2021/05/15 v3.1.9a (3.1.9a) +\pgf@nodesepstart=\dimen284 +\pgf@nodesepend=\dimen285 +) +(/usr/share/texlive/texmf-dist/tex/latex/pgf/compatibility/pgfcomp-version-1-18 +.sty +Package: pgfcomp-version-1-18 2021/05/15 v3.1.9a (3.1.9a) +)) (/usr/share/texlive/texmf-dist/tex/latex/pgf/utilities/pgffor.sty +(/usr/share/texlive/texmf-dist/tex/latex/pgf/utilities/pgfkeys.sty +(/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfkeys.code.tex)) +(/usr/share/texlive/texmf-dist/tex/latex/pgf/math/pgfmath.sty +(/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmath.code.tex)) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgffor.code.tex +Package: pgffor 2021/05/15 v3.1.9a (3.1.9a) + +(/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmath.code.tex) +\pgffor@iter=\dimen286 +\pgffor@skip=\dimen287 +\pgffor@stack=\toks47 +\pgffor@toks=\toks48 +)) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/tikz.code.tex +Package: tikz 2021/05/15 v3.1.9a (3.1.9a) + +(/usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/pgflibraryplothandlers +.code.tex +File: pgflibraryplothandlers.code.tex 2021/05/15 v3.1.9a (3.1.9a) +\pgf@plot@mark@count=\count330 +\pgfplotmarksize=\dimen288 +) +\tikz@lastx=\dimen289 +\tikz@lasty=\dimen290 +\tikz@lastxsaved=\dimen291 +\tikz@lastysaved=\dimen292 +\tikz@lastmovetox=\dimen293 +\tikz@lastmovetoy=\dimen294 +\tikzleveldistance=\dimen295 +\tikzsiblingdistance=\dimen296 +\tikz@figbox=\box76 +\tikz@figbox@bg=\box77 +\tikz@tempbox=\box78 +\tikz@tempbox@bg=\box79 +\tikztreelevel=\count331 +\tikznumberofchildren=\count332 +\tikznumberofcurrentchild=\count333 +\tikz@fig@count=\count334 + +(/usr/share/texlive/texmf-dist/tex/generic/pgf/modules/pgfmodulematrix.code.tex +File: pgfmodulematrix.code.tex 2021/05/15 v3.1.9a (3.1.9a) +\pgfmatrixcurrentrow=\count335 +\pgfmatrixcurrentcolumn=\count336 +\pgf@matrix@numberofcolumns=\count337 +) +\tikz@expandcount=\count338 + +(/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tik +zlibrarytopaths.code.tex +File: tikzlibrarytopaths.code.tex 2021/05/15 v3.1.9a (3.1.9a) +)))) +(/usr/share/texlive/texmf-dist/tex/latex/beamertheme-focus/beamerouterthemefocu +s.sty +(/usr/share/texlive/texmf-dist/tex/latex/appendixnumberbeamer/appendixnumberbea +mer.sty) (/usr/share/texlive/texmf-dist/tex/latex/bookmark/bookmark.sty +Package: bookmark 2020-11-06 v1.29 PDF bookmarks (HO) + +(/usr/share/texlive/texmf-dist/tex/latex/bookmark/bkm-pdftex.def +File: bkm-pdftex.def 2020-11-06 v1.29 bookmark driver for pdfTeX (HO) +\BKM@id=\count339 +)) +\c@realframenumber=\count340 +\focus@pbar@height=\skip64 +\focus@pbar@leftoffset=\skip65 +\focus@pbar@rightoffset=\skip66 +)) +(/usr/share/texlive/texmf-dist/tex/latex/base/inputenc.sty +Package: inputenc 2021/02/14 v1.3d Input encoding file +\inpenc@prehook=\toks49 +\inpenc@posthook=\toks50 +) +(/usr/share/texlive/texmf-dist/tex/latex/listings/listings.sty +\lst@mode=\count341 +\lst@gtempboxa=\box80 +\lst@token=\toks51 +\lst@length=\count342 +\lst@currlwidth=\dimen297 +\lst@column=\count343 +\lst@pos=\count344 +\lst@lostspace=\dimen298 +\lst@width=\dimen299 +\lst@newlines=\count345 +\lst@lineno=\count346 +\lst@maxwidth=\dimen300 + +(/usr/share/texlive/texmf-dist/tex/latex/listings/lstmisc.sty +File: lstmisc.sty 2020/03/24 1.8d (Carsten Heinz) +\c@lstnumber=\count347 +\lst@skipnumbers=\count348 +\lst@framebox=\box81 +) +(/usr/share/texlive/texmf-dist/tex/latex/listings/listings.cfg +File: listings.cfg 2020/03/24 1.8d listings configuration +)) +Package: listings 2020/03/24 1.8d (Carsten Heinz) + +(/usr/share/texlive/texmf-dist/tex/latex/adjustbox/adjustbox.sty +Package: adjustbox 2020/08/19 v1.3 Adjusting TeX boxes (trim, clip, ...) + +(/usr/share/texlive/texmf-dist/tex/latex/adjustbox/adjcalc.sty +Package: adjcalc 2012/05/16 v1.1 Provides advanced setlength with multiple back +-ends (calc, etex, pgfmath) +) +(/usr/share/texlive/texmf-dist/tex/latex/adjustbox/trimclip.sty +Package: trimclip 2020/08/19 v1.2 Trim and clip general TeX material + +(/usr/share/texlive/texmf-dist/tex/latex/collectbox/collectbox.sty +Package: collectbox 2012/05/17 v0.4b Collect macro arguments as boxes +\collectedbox=\box82 +) +\tc@llx=\dimen301 +\tc@lly=\dimen302 +\tc@urx=\dimen303 +\tc@ury=\dimen304 +Package trimclip Info: Using driver 'tc-pdftex.def'. + +(/usr/share/texlive/texmf-dist/tex/latex/adjustbox/tc-pdftex.def +File: tc-pdftex.def 2019/01/04 v2.2 Clipping driver for pdftex +)) +\adjbox@Width=\dimen305 +\adjbox@Height=\dimen306 +\adjbox@Depth=\dimen307 +\adjbox@Totalheight=\dimen308 +\adjbox@pwidth=\dimen309 +\adjbox@pheight=\dimen310 +\adjbox@pdepth=\dimen311 +\adjbox@ptotalheight=\dimen312 + +(/usr/share/texlive/texmf-dist/tex/latex/ifoddpage/ifoddpage.sty +Package: ifoddpage 2016/04/23 v1.1 Conditionals for odd/even page detection +\c@checkoddpage=\count349 +) +(/usr/share/texlive/texmf-dist/tex/latex/varwidth/varwidth.sty +Package: varwidth 2009/03/30 ver 0.92; Variable-width minipages +\@vwid@box=\box83 +\sift@deathcycles=\count350 +\@vwid@loff=\dimen313 +\@vwid@roff=\dimen314 +)) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tik +zlibrarypositioning.code.tex +File: tikzlibrarypositioning.code.tex 2021/05/15 v3.1.9a (3.1.9a) +) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tik +zlibraryshapes.code.tex +File: tikzlibraryshapes.code.tex 2021/05/15 v3.1.9a (3.1.9a) + +(/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tik +zlibraryshapes.geometric.code.tex +File: tikzlibraryshapes.geometric.code.tex 2021/05/15 v3.1.9a (3.1.9a) + +(/usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/shapes/pgflibraryshape +s.geometric.code.tex +File: pgflibraryshapes.geometric.code.tex 2021/05/15 v3.1.9a (3.1.9a) +)) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tik +zlibraryshapes.misc.code.tex +File: tikzlibraryshapes.misc.code.tex 2021/05/15 v3.1.9a (3.1.9a) + +(/usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/shapes/pgflibraryshape +s.misc.code.tex +File: pgflibraryshapes.misc.code.tex 2021/05/15 v3.1.9a (3.1.9a) +)) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tik +zlibraryshapes.symbols.code.tex +File: tikzlibraryshapes.symbols.code.tex 2021/05/15 v3.1.9a (3.1.9a) + +(/usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/shapes/pgflibraryshape +s.symbols.code.tex +File: pgflibraryshapes.symbols.code.tex 2021/05/15 v3.1.9a (3.1.9a) +)) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tik +zlibraryshapes.arrows.code.tex +File: tikzlibraryshapes.arrows.code.tex 2021/05/15 v3.1.9a (3.1.9a) + +(/usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/shapes/pgflibraryshape +s.arrows.code.tex +File: pgflibraryshapes.arrows.code.tex 2021/05/15 v3.1.9a (3.1.9a) +)) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tik +zlibraryshapes.callouts.code.tex +(/usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/shapes/pgflibraryshape +s.callouts.code.tex)) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tik +zlibraryshapes.multipart.code.tex +File: tikzlibraryshapes.multipart.code.tex 2021/05/15 v3.1.9a (3.1.9a) + +(/usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/shapes/pgflibraryshape +s.multipart.code.tex +File: pgflibraryshapes.multipart.code.tex 2021/05/15 v3.1.9a (3.1.9a) +\pgfnodepartlowerbox=\box84 +\pgfnodeparttwobox=\box85 +\pgfnodepartthreebox=\box86 +\pgfnodepartfourbox=\box87 +\pgfnodeparttwentybox=\box88 +\pgfnodepartnineteenbox=\box89 +\pgfnodeparteighteenbox=\box90 +\pgfnodepartseventeenbox=\box91 +\pgfnodepartsixteenbox=\box92 +\pgfnodepartfifteenbox=\box93 +\pgfnodepartfourteenbox=\box94 +\pgfnodepartthirteenbox=\box95 +\pgfnodeparttwelvebox=\box96 +\pgfnodepartelevenbox=\box97 +\pgfnodeparttenbox=\box98 +\pgfnodepartninebox=\box99 +\pgfnodeparteightbox=\box100 +\pgfnodepartsevenbox=\box101 +\pgfnodepartsixbox=\box102 +\pgfnodepartfivebox=\box103 +))) +(/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tik +zlibraryarrows.code.tex +File: tikzlibraryarrows.code.tex 2021/05/15 v3.1.9a (3.1.9a) + +(/usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/pgflibraryarrows.code. +tex +File: pgflibraryarrows.code.tex 2021/05/15 v3.1.9a (3.1.9a) +\arrowsize=\dimen315 +)) (/usr/share/texlive/texmf-dist/tex/latex/l3backend/l3backend-pdftex.def +File: l3backend-pdftex.def 2022-01-12 L3 backend support: PDF output (pdfTeX) +\l__color_backend_stack_int=\count351 +\l__pdf_internal_box=\box104 +) +(./slide.aux (./content.aux)) +\openout1 = `slide.aux'. + +LaTeX Font Info: Checking defaults for OML/cmm/m/it on input line 22. +LaTeX Font Info: ... okay on input line 22. +LaTeX Font Info: Checking defaults for OMS/cmsy/m/n on input line 22. +LaTeX Font Info: ... okay on input line 22. +LaTeX Font Info: Checking defaults for OT1/cmr/m/n on input line 22. +LaTeX Font Info: ... okay on input line 22. +LaTeX Font Info: Checking defaults for T1/cmr/m/n on input line 22. +LaTeX Font Info: ... okay on input line 22. +LaTeX Font Info: Checking defaults for TS1/cmr/m/n on input line 22. +LaTeX Font Info: ... okay on input line 22. +LaTeX Font Info: Checking defaults for OMX/cmex/m/n on input line 22. +LaTeX Font Info: ... okay on input line 22. +LaTeX Font Info: Checking defaults for U/cmr/m/n on input line 22. +LaTeX Font Info: ... okay on input line 22. +LaTeX Font Info: Checking defaults for PD1/pdf/m/n on input line 22. +LaTeX Font Info: ... okay on input line 22. +LaTeX Font Info: Checking defaults for PU/pdf/m/n on input line 22. +LaTeX Font Info: ... okay on input line 22. + +*geometry* driver: auto-detecting +*geometry* detected driver: pdftex +*geometry* verbose mode - [ preamble ] result: +* driver: pdftex +* paper: custom +* layout: +* layoutoffset:(h,v)=(0.0pt,0.0pt) +* modes: includehead includefoot +* h-part:(L,W,R)=(21.33955pt, 412.56497pt, 21.33955pt) +* v-part:(T,H,B)=(0.0pt, 256.0748pt, 0.0pt) +* \paperwidth=455.24408pt +* \paperheight=256.0748pt +* \textwidth=412.56497pt +* \textheight=227.62207pt +* \oddsidemargin=-50.93044pt +* \evensidemargin=-50.93044pt +* \topmargin=-72.26999pt +* \headheight=14.22636pt +* \headsep=0.0pt +* \topskip=11.0pt +* \footskip=14.22636pt +* \marginparwidth=4.0pt +* \marginparsep=10.0pt +* \columnsep=10.0pt +* \skip\footins=10.0pt plus 4.0pt minus 2.0pt +* \hoffset=0.0pt +* \voffset=0.0pt +* \mag=1000 +* \@twocolumnfalse +* \@twosidefalse +* \@mparswitchfalse +* \@reversemarginfalse +* (1in=72.27pt=25.4mm, 1cm=28.453pt) + +(/usr/share/texlive/texmf-dist/tex/context/base/mkii/supp-pdf.mkii +[Loading MPS to PDF converter (version 2006.09.02).] +\scratchcounter=\count352 +\scratchdimen=\dimen316 +\scratchbox=\box105 +\nofMPsegments=\count353 +\nofMParguments=\count354 +\everyMPshowfont=\toks52 +\MPscratchCnt=\count355 +\MPscratchDim=\dimen317 +\MPnumerator=\count356 +\makeMPintoPDFobject=\count357 +\everyMPtoPDFconversion=\toks53 +) (/usr/share/texlive/texmf-dist/tex/latex/epstopdf-pkg/epstopdf-base.sty +Package: epstopdf-base 2020-01-24 v2.11 Base part for package epstopdf +Package epstopdf-base Info: Redefining graphics rule for `.eps' on input line 4 +85. + +(/usr/share/texlive/texmf-dist/tex/latex/latexconfig/epstopdf-sys.cfg +File: epstopdf-sys.cfg 2010/07/13 v1.3 Configuration of (r)epstopdf for TeX Liv +e +)) +Package hyperref Info: Link coloring OFF on input line 22. + +(/usr/share/texlive/texmf-dist/tex/latex/hyperref/nameref.sty +Package: nameref 2021-04-02 v2.47 Cross-referencing by name of section + +(/usr/share/texlive/texmf-dist/tex/latex/refcount/refcount.sty +Package: refcount 2019/12/15 v3.6 Data extraction from label references (HO) +) +(/usr/share/texlive/texmf-dist/tex/generic/gettitlestring/gettitlestring.sty +Package: gettitlestring 2019/12/15 v1.6 Cleanup title references (HO) +) +\c@section@level=\count358 +) +LaTeX Info: Redefining \ref on input line 22. +LaTeX Info: Redefining \pageref on input line 22. +LaTeX Info: Redefining \nameref on input line 22. +LaTeX Font Info: Overwriting symbol font `operators' in version `normal' +(Font) OT1/cmr/m/n --> OT1/cmss/m/n on input line 22. +LaTeX Font Info: Overwriting symbol font `operators' in version `bold' +(Font) OT1/cmr/bx/n --> OT1/cmss/b/n on input line 22. +\symnumbers=\mathgroup6 +\sympureletters=\mathgroup7 +LaTeX Font Info: Overwriting math alphabet `\mathrm' in version `normal' +(Font) OT1/cmss/m/n --> T1/cmr/m/n on input line 22. +LaTeX Font Info: Redeclaring math alphabet \mathbf on input line 22. +LaTeX Font Info: Overwriting math alphabet `\mathbf' in version `normal' +(Font) OT1/cmr/bx/n --> T1/FiraSans-OsF/b/n on input line 22. +LaTeX Font Info: Overwriting math alphabet `\mathbf' in version `bold' +(Font) OT1/cmr/bx/n --> T1/FiraSans-OsF/b/n on input line 22. +LaTeX Font Info: Redeclaring math alphabet \mathsf on input line 22. +LaTeX Font Info: Overwriting math alphabet `\mathsf' in version `normal' +(Font) OT1/cmss/m/n --> T1/FiraSans-OsF/m/n on input line 22. +LaTeX Font Info: Overwriting math alphabet `\mathsf' in version `bold' +(Font) OT1/cmss/bx/n --> T1/FiraSans-OsF/m/n on input line 22. + +LaTeX Font Info: Redeclaring math alphabet \mathit on input line 22. +LaTeX Font Info: Overwriting math alphabet `\mathit' in version `normal' +(Font) OT1/cmr/m/it --> T1/FiraSans-OsF/m/it on input line 22. + +LaTeX Font Info: Overwriting math alphabet `\mathit' in version `bold' +(Font) OT1/cmr/bx/it --> T1/FiraSans-OsF/m/it on input line 22 +. +LaTeX Font Info: Redeclaring math alphabet \mathtt on input line 22. +LaTeX Font Info: Overwriting math alphabet `\mathtt' in version `normal' +(Font) OT1/cmtt/m/n --> T1/FiraMono-TOsF/m/n on input line 22. + +LaTeX Font Info: Overwriting math alphabet `\mathtt' in version `bold' +(Font) OT1/cmtt/m/n --> T1/FiraMono-TOsF/m/n on input line 22. + +LaTeX Font Info: Overwriting symbol font `numbers' in version `bold' +(Font) T1/FiraSans-OsF/m/n --> T1/FiraSans-OsF/b/n on input li +ne 22. +LaTeX Font Info: Overwriting symbol font `pureletters' in version `bold' +(Font) T1/FiraSans-OsF/m/it --> T1/FiraSans-OsF/b/it on input +line 22. +LaTeX Font Info: Overwriting math alphabet `\mathrm' in version `bold' +(Font) OT1/cmss/b/n --> T1/cmr/b/n on input line 22. +LaTeX Font Info: Overwriting math alphabet `\mathbf' in version `bold' +(Font) T1/FiraSans-OsF/b/n --> T1/FiraSans-OsF/b/n on input li +ne 22. +LaTeX Font Info: Overwriting math alphabet `\mathsf' in version `bold' +(Font) T1/FiraSans-OsF/m/n --> T1/FiraSans-OsF/b/n on input li +ne 22. +LaTeX Font Info: Overwriting math alphabet `\mathit' in version `bold' +(Font) T1/FiraSans-OsF/m/it --> T1/FiraSans-OsF/b/it on input +line 22. +LaTeX Font Info: Overwriting math alphabet `\mathtt' in version `bold' +(Font) T1/FiraMono-TOsF/m/n --> T1/FiraMono-TOsF/b/n on input +line 22. + +(/usr/share/texlive/texmf-dist/tex/latex/translator/translator-basic-dictionary +-English.dict +Dictionary: translator-basic-dictionary, Language: English +) +(/usr/share/texlive/texmf-dist/tex/latex/translator/translator-bibliography-dic +tionary-English.dict +Dictionary: translator-bibliography-dictionary, Language: English +) +(/usr/share/texlive/texmf-dist/tex/latex/translator/translator-environment-dict +ionary-English.dict +Dictionary: translator-environment-dictionary, Language: English +) +(/usr/share/texlive/texmf-dist/tex/latex/translator/translator-months-dictionar +y-English.dict +Dictionary: translator-months-dictionary, Language: English +) +(/usr/share/texlive/texmf-dist/tex/latex/translator/translator-numbers-dictiona +ry-English.dict +Dictionary: translator-numbers-dictionary, Language: English +) +(/usr/share/texlive/texmf-dist/tex/latex/translator/translator-theorem-dictiona +ry-English.dict +Dictionary: translator-theorem-dictionary, Language: English +) +\c@mv@tabular=\count359 +\c@mv@boldtabular=\count360 +\c@lstlisting=\count361 + (./slide.nav) +LaTeX Font Info: Font shape `T1/FiraSans-OsF/m/n' in size <6> not available +(Font) Font shape `T1/FiraSans-OsF/regular/n' tried instead on inp +ut line 22. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/regular/n' will be +(Font) scaled to size 6.0pt on input line 22. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/m/n' in size <8> not available +(Font) Font shape `T1/FiraSans-OsF/regular/n' tried instead on inp +ut line 22. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/regular/n' will be +(Font) scaled to size 8.0pt on input line 22. +\openout2 = `content.aux'. + + (./content.tex +LaTeX Font Info: Font shape `T1/FiraSans-OsF/m/n' in size <20.74> not availa +ble +(Font) Font shape `T1/FiraSans-OsF/regular/n' tried instead on inp +ut line 6. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/regular/n' will be +(Font) scaled to size 20.74pt on input line 6. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/m/sc' in size <20.74> not avail +able +(Font) Font shape `T1/FiraSans-OsF/regular/sc' tried instead on in +put line 6. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/regular/sc' will be +(Font) scaled to size 20.74pt on input line 6. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/b/sc' in size <20.74> not avail +able +(Font) Font shape `T1/FiraSans-OsF/bold/sc' tried instead on input + line 6. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/bold/sc' will be +(Font) scaled to size 20.74pt on input line 6. + +Underfull \hbox (badness 3068) in paragraph at lines 6--6 +[]\T1/FiraSans-OsF/bold/sc/20.74 Developing a Threat In-tel-li-gence Model + [] + +LaTeX Font Info: Font shape `T1/FiraSans-OsF/m/n' in size <14.4> not availab +le +(Font) Font shape `T1/FiraSans-OsF/regular/n' tried instead on inp +ut line 6. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/regular/n' will be +(Font) scaled to size 14.4pt on input line 6. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/m/sc' in size <14.4> not availa +ble +(Font) Font shape `T1/FiraSans-OsF/regular/sc' tried instead on in +put line 6. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/regular/sc' will be +(Font) scaled to size 14.4pt on input line 6. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/m/sc' in size <10> not availabl +e +(Font) Font shape `T1/FiraSans-OsF/regular/sc' tried instead on in +put line 6. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/regular/sc' will be +(Font) scaled to size 10.0pt on input line 6. + +File: misp.pdf Graphic file (type pdf) + +Package pdftex.def Info: misp.pdf used on input line 6. +(pdftex.def) Requested size: 125.06136pt x 91.65472pt. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/m/n' in size <12> not available + +(Font) Font shape `T1/FiraSans-OsF/regular/n' tried instead on inp +ut line 6. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/regular/n' will be +(Font) scaled to size 12.0pt on input line 6. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/m/sc' in size <12> not availabl +e +(Font) Font shape `T1/FiraSans-OsF/regular/sc' tried instead on in +put line 6. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/regular/sc' will be +(Font) scaled to size 12.0pt on input line 6. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/m/n' in size <4> not available +(Font) Font shape `T1/FiraSans-OsF/regular/n' tried instead on inp +ut line 6. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/regular/n' will be +(Font) scaled to size 4.0pt on input line 6. +[1 + + +{/var/lib/texmf/fonts/map/pdftex/updmap/pdftex.map} <./misp.pdf>] +LaTeX Font Info: Trying to load font information for U+msa on input line 14. + + +(/usr/share/texlive/texmf-dist/tex/latex/amsfonts/umsa.fd +File: umsa.fd 2013/01/14 v3.01 AMS symbols A +) +LaTeX Font Info: Trying to load font information for U+msb on input line 14. + + +(/usr/share/texlive/texmf-dist/tex/latex/amsfonts/umsb.fd +File: umsb.fd 2013/01/14 v3.01 AMS symbols B +) +LaTeX Font Info: Font shape `T1/FiraSans-OsF/m/it' in size <10.95> not avail +able +(Font) Font shape `T1/FiraSans-OsF/regular/it' tried instead on in +put line 14. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/regular/it' will be +(Font) scaled to size 10.95pt on input line 14. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/m/it' in size <8> not available + +(Font) Font shape `T1/FiraSans-OsF/regular/it' tried instead on in +put line 14. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/regular/it' will be +(Font) scaled to size 8.0pt on input line 14. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/m/it' in size <6> not available + +(Font) Font shape `T1/FiraSans-OsF/regular/it' tried instead on in +put line 14. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/regular/it' will be +(Font) scaled to size 6.0pt on input line 14. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/m/n' in size <9> not available +(Font) Font shape `T1/FiraSans-OsF/regular/n' tried instead on inp +ut line 14. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/regular/n' will be +(Font) scaled to size 9.0pt on input line 14. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/m/n' in size <5> not available +(Font) Font shape `T1/FiraSans-OsF/regular/n' tried instead on inp +ut line 14. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/regular/n' will be +(Font) scaled to size 5.0pt on input line 14. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/m/it' in size <9> not available + +(Font) Font shape `T1/FiraSans-OsF/regular/it' tried instead on in +put line 14. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/regular/it' will be +(Font) scaled to size 9.0pt on input line 14. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/m/it' in size <5> not available + +(Font) Font shape `T1/FiraSans-OsF/regular/it' tried instead on in +put line 14. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/regular/it' will be +(Font) scaled to size 5.0pt on input line 14. +LaTeX Font Info: Trying to load font information for T1+FiraMono-TOsF on inp +ut line 14. + +(/usr/share/texlive/texmf-dist/tex/latex/fira/T1FiraMono-TOsF.fd +File: T1FiraMono-TOsF.fd 2019/10/10 (autoinst) Font definitions for T1/FiraMono +-TOsF. +) +LaTeX Font Info: Font shape `T1/FiraMono-TOsF/m/n' in size <9> not available + +(Font) Font shape `T1/FiraMono-TOsF/regular/n' tried instead on in +put line 14. +LaTeX Font Info: Font shape `T1/FiraMono-TOsF/regular/n' will be +(Font) scaled to size 9.0pt on input line 14. + [2 + +] +LaTeX Font Info: Font shape `T1/FiraSans-OsF/b/n' in size <10.95> not availa +ble +(Font) Font shape `T1/FiraSans-OsF/bold/n' tried instead on input +line 26. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/bold/n' will be +(Font) scaled to size 10.95pt on input line 26. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/m/n' in size <10> not available + +(Font) Font shape `T1/FiraSans-OsF/regular/n' tried instead on inp +ut line 26. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/regular/n' will be +(Font) scaled to size 10.0pt on input line 26. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/m/n' in size <7> not available +(Font) Font shape `T1/FiraSans-OsF/regular/n' tried instead on inp +ut line 26. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/regular/n' will be +(Font) scaled to size 7.0pt on input line 26. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/m/it' in size <10> not availabl +e +(Font) Font shape `T1/FiraSans-OsF/regular/it' tried instead on in +put line 26. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/regular/it' will be +(Font) scaled to size 10.0pt on input line 26. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/m/it' in size <7> not available + +(Font) Font shape `T1/FiraSans-OsF/regular/it' tried instead on in +put line 26. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/regular/it' will be +(Font) scaled to size 7.0pt on input line 26. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/b/n' in size <10> not available + +(Font) Font shape `T1/FiraSans-OsF/bold/n' tried instead on input +line 26. +LaTeX Font Info: Font shape `T1/FiraSans-OsF/bold/n' will be +(Font) scaled to size 10.0pt on input line 26. + [3 + +] +[4 + +] +<./screenshots/timeline.png, id=59, 2606.73875pt x 1116.17pt> +File: ./screenshots/timeline.png Graphic file (type png) + +Package pdftex.def Info: ./screenshots/timeline.png used on input line 46. +(pdftex.def) Requested size: 417.08673pt x 178.59085pt. + +Overfull \hbox (4.52176pt too wide) in paragraph at lines 46--46 + [] + [] + +[5 + + <./screenshots/timeline.png>] [6 + +] +<./screenshots/uuid-extraction.png, id=72, 528.97626pt x 61.22874pt> +File: ./screenshots/uuid-extraction.png Graphic file (type png) + +Package pdftex.def Info: ./screenshots/uuid-extraction.png used on input line +87. +(pdftex.def) Requested size: 158.69409pt x 18.36876pt. +<./screenshots/uuid-generation.png, id=73, 668.4975pt x 144.54pt> +File: ./screenshots/uuid-generation.png Graphic file (type png) + +Package pdftex.def Info: ./screenshots/uuid-generation.png used on input line +87. +(pdftex.def) Requested size: 200.5508pt x 43.36232pt. + [7 + + <./screenshots/uuid-extraction.png> <./screenshots/uuid-generation.png>] +LaTeX Font Info: Font shape `T1/FiraMono-TOsF/m/n' in size <10.95> not avail +able +(Font) Font shape `T1/FiraMono-TOsF/regular/n' tried instead on in +put line 105. +LaTeX Font Info: Font shape `T1/FiraMono-TOsF/regular/n' will be +(Font) scaled to size 10.95pt on input line 105. +<./screenshots/rel-gen-example.png, id=82, 1160.335pt x 256.96pt> +File: ./screenshots/rel-gen-example.png Graphic file (type png) + +Package pdftex.def Info: ./screenshots/rel-gen-example.png used on input line +105. +(pdftex.def) Requested size: 406.12334pt x 89.93733pt. + [8 + + <./screenshots/rel-gen-example.png>] +<./screenshots/new-uuids-everywhere.png, id=89, 1487.5575pt x 208.78pt> +File: ./screenshots/new-uuids-everywhere.png Graphic file (type png) + +Package pdftex.def Info: ./screenshots/new-uuids-everywhere.png used on input +line 123. +(pdftex.def) Requested size: 446.27069pt x 62.63448pt. + +Overfull \hbox (33.70572pt too wide) in paragraph at lines 123--123 + [] + [] + +[9 + + <./screenshots/new-uuids-everywhere.png>] [10 + +] +<./screenshots/misp-galaxy-website.png, id=101, 1408.26125pt x 915.42pt> +File: ./screenshots/misp-galaxy-website.png Graphic file (type png) + +Package pdftex.def Info: ./screenshots/misp-galaxy-website.png used on input l +ine 150. +(pdftex.def) Requested size: 281.64726pt x 183.08075pt. + +Overfull \vbox (41.93419pt too high) detected at line 150 + [] + +[11 + + <./screenshots/misp-galaxy-website.png>] [12 + +] [13 + +] +LaTeX Font Info: Font shape `T1/FiraMono-TOsF/m/n' in size <10> not availabl +e +(Font) Font shape `T1/FiraMono-TOsF/regular/n' tried instead on in +put line 186. +LaTeX Font Info: Font shape `T1/FiraMono-TOsF/regular/n' will be +(Font) scaled to size 10.0pt on input line 186. + [14 + +]) +\tf@nav=\write5 +\openout5 = `slide.nav'. + +\tf@toc=\write6 +\openout6 = `slide.toc'. + +\tf@snm=\write7 +\openout7 = `slide.snm'. + + (./slide.aux +(./content.aux)) ) +Here is how much of TeX's memory you used: + 31134 strings out of 478287 + 640338 string characters out of 5849290 + 890126 words of memory out of 5000000 + 48627 multiletter control sequences out of 15000+600000 + 836424 words of font info for 107 fonts, out of 8000000 for 9000 + 1141 hyphenation exceptions out of 8191 + 128i,16n,122p,424b,877s stack positions out of 5000i,500n,10000p,200000b,80000s +{/usr/share/texlive/texmf-dist/fonts/enc/dvips/fira/fir_iln36 +p.enc}{/usr/share/texlive/texmf-dist/fonts/enc/dvips/fira/fir_d4q673.enc}{/usr/ +share/texlive/texmf-dist/fonts/enc/dvips/fira/fir_2mfh3o.enc} +Output written on slide.pdf (14 pages, 854602 bytes). +PDF statistics: + 162 PDF objects out of 1000 (max. 8388607) + 111 compressed objects within 2 object streams + 29 named destinations out of 1000 (max. 500000) + 78 words of extra memory for PDF output out of 10000 (max. 10000000) + diff --git a/x.17-eu-attack-community/slide.nav b/x.17-eu-attack-community/slide.nav new file mode 100644 index 0000000..d693e49 --- /dev/null +++ b/x.17-eu-attack-community/slide.nav @@ -0,0 +1,33 @@ +\headcommand {\slideentry {0}{0}{1}{1/1}{}{0}} +\headcommand {\beamer@framepages {1}{1}} +\headcommand {\slideentry {0}{0}{2}{2/2}{}{0}} +\headcommand {\beamer@framepages {2}{2}} +\headcommand {\slideentry {0}{0}{3}{3/3}{}{0}} +\headcommand {\beamer@framepages {3}{3}} +\headcommand {\slideentry {0}{0}{4}{4/4}{}{0}} +\headcommand {\beamer@framepages {4}{4}} +\headcommand {\slideentry {0}{0}{5}{5/5}{}{0}} +\headcommand {\beamer@framepages {5}{5}} +\headcommand {\slideentry {0}{0}{6}{6/6}{}{0}} +\headcommand {\beamer@framepages {6}{6}} +\headcommand {\slideentry {0}{0}{7}{7/7}{}{0}} +\headcommand {\beamer@framepages {7}{7}} +\headcommand {\slideentry {0}{0}{8}{8/8}{}{0}} +\headcommand {\beamer@framepages {8}{8}} +\headcommand {\slideentry {0}{0}{9}{9/9}{}{0}} +\headcommand {\beamer@framepages {9}{9}} +\headcommand {\slideentry {0}{0}{10}{10/10}{}{0}} +\headcommand {\beamer@framepages {10}{10}} +\headcommand {\slideentry {0}{0}{11}{11/11}{}{0}} +\headcommand {\beamer@framepages {11}{11}} +\headcommand {\slideentry {0}{0}{12}{12/12}{}{0}} +\headcommand {\beamer@framepages {12}{12}} +\headcommand {\slideentry {0}{0}{13}{13/13}{}{0}} +\headcommand {\beamer@framepages {13}{13}} +\headcommand {\slideentry {0}{0}{14}{14/14}{}{0}} +\headcommand {\beamer@framepages {14}{14}} +\headcommand {\beamer@partpages {1}{14}} +\headcommand {\beamer@subsectionpages {1}{14}} +\headcommand {\beamer@sectionpages {1}{14}} +\headcommand {\beamer@documentpages {14}} +\headcommand {\gdef \inserttotalframenumber {13}} diff --git a/x.17-eu-attack-community/slide.pdf b/x.17-eu-attack-community/slide.pdf new file mode 100644 index 0000000..e8a72ec Binary files /dev/null and b/x.17-eu-attack-community/slide.pdf differ diff --git a/x.17-eu-attack-community/slide.snm b/x.17-eu-attack-community/slide.snm new file mode 100644 index 0000000..e69de29 diff --git a/x.17-eu-attack-community/slide.tex b/x.17-eu-attack-community/slide.tex new file mode 100644 index 0000000..317dace --- /dev/null +++ b/x.17-eu-attack-community/slide.tex @@ -0,0 +1,25 @@ +\documentclass[aspectratio=169]{beamer} +\usetheme[numbering=progressbar]{focus} +\definecolor{main}{RGB}{47, 161, 219} +\definecolor{textcolor}{RGB}{128, 128, 128} +\definecolor{background}{RGB}{240, 247, 255} + +\usepackage[utf8]{inputenc} +\usepackage{tikz} +\usepackage{listings} +\usepackage{adjustbox} +\usetikzlibrary{positioning} +\usetikzlibrary{shapes,arrows} +%\usepackage[T1]{fontenc} +%\usepackage[scaled]{beramono} +\author{\small{MISP Project}} +\title{Developing a Threat Intelligence Model and Framework?} +\subtitle{\small{How You Can Promote Its Use in MISP and Other TIPs.}} +\institute{} +\titlegraphic{\includegraphics[scale=0.65]{misp.pdf}} + +\date{12th EU MITRE ATT\&CK Community} +\begin{document} +\include{content} +\end{document} + diff --git a/x.17-eu-attack-community/slide.toc b/x.17-eu-attack-community/slide.toc new file mode 100644 index 0000000..e69de29