- CitrineOS core extracted (CSMS OCPP 2.0.1) - OpenOCPP extracted (firmware OCPP 1.6J/2.0.1) - ShapeShifter library installed (pip install -e) - ShapeShifter specification extracted - EVerest extracted TODO updated with progress
76 lines
37 KiB
XML
76 lines
37 KiB
XML
<?xml version="1.0" encoding="UTF-8"?>
|
|
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
|
|
<svg version="1.2" width="189.99mm" height="100.45mm" viewBox="0 0 18999 10045" preserveAspectRatio="xMidYMid" fill-rule="evenodd" stroke-width="28.222" stroke-linejoin="round" xmlns="http://www.w3.org/2000/svg" xmlns:ooo="http://xml.openoffice.org/svg/export" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:presentation="http://sun.com/xmlns/staroffice/presentation" xmlns:smil="http://www.w3.org/2001/SMIL20/" xmlns:anim="urn:oasis:names:tc:opendocument:xmlns:animation:1.0" xmlns:svg="urn:oasis:names:tc:opendocument:xmlns:svg-compatible:1.0" xml:space="preserve">
|
|
<defs class="ClipPathGroup">
|
|
<clipPath id="presentation_clip_path" clipPathUnits="userSpaceOnUse">
|
|
<rect x="0" y="0" width="18999" height="10045"/>
|
|
</clipPath>
|
|
<clipPath id="presentation_clip_path_shrink" clipPathUnits="userSpaceOnUse">
|
|
<rect x="18" y="10" width="18962" height="10025"/>
|
|
</clipPath>
|
|
</defs>
|
|
<defs class="TextShapeIndex">
|
|
<g ooo:slide="id1" ooo:id-list="id3"/>
|
|
</defs>
|
|
<defs class="EmbeddedBulletChars">
|
|
<g id="bullet-char-template-57356" transform="scale(0.00048828125,-0.00048828125)">
|
|
<path d="M 580,1141 L 1163,571 580,0 -4,571 580,1141 Z"/>
|
|
</g>
|
|
<g id="bullet-char-template-57354" transform="scale(0.00048828125,-0.00048828125)">
|
|
<path d="M 8,1128 L 1137,1128 1137,0 8,0 8,1128 Z"/>
|
|
</g>
|
|
<g id="bullet-char-template-10146" transform="scale(0.00048828125,-0.00048828125)">
|
|
<path d="M 174,0 L 602,739 174,1481 1456,739 174,0 Z M 1358,739 L 309,1346 659,739 1358,739 Z"/>
|
|
</g>
|
|
<g id="bullet-char-template-10132" transform="scale(0.00048828125,-0.00048828125)">
|
|
<path d="M 2015,739 L 1276,0 717,0 1260,543 174,543 174,936 1260,936 717,1481 1274,1481 2015,739 Z"/>
|
|
</g>
|
|
<g id="bullet-char-template-10007" transform="scale(0.00048828125,-0.00048828125)">
|
|
<path d="M 0,-2 C -7,14 -16,27 -25,37 L 356,567 C 262,823 215,952 215,954 215,979 228,992 255,992 264,992 276,990 289,987 310,991 331,999 354,1012 L 381,999 492,748 772,1049 836,1024 860,1049 C 881,1039 901,1025 922,1006 886,937 835,863 770,784 769,783 710,716 594,584 L 774,223 C 774,196 753,168 711,139 L 727,119 C 717,90 699,76 672,76 641,76 570,178 457,381 L 164,-76 C 142,-110 111,-127 72,-127 30,-127 9,-110 8,-76 1,-67 -2,-52 -2,-32 -2,-23 -1,-13 0,-2 Z"/>
|
|
</g>
|
|
<g id="bullet-char-template-10004" transform="scale(0.00048828125,-0.00048828125)">
|
|
<path d="M 285,-33 C 182,-33 111,30 74,156 52,228 41,333 41,471 41,549 55,616 82,672 116,743 169,778 240,778 293,778 328,747 346,684 L 369,508 C 377,444 397,411 428,410 L 1163,1116 C 1174,1127 1196,1133 1229,1133 1271,1133 1292,1118 1292,1087 L 1292,965 C 1292,929 1282,901 1262,881 L 442,47 C 390,-6 338,-33 285,-33 Z"/>
|
|
</g>
|
|
<g id="bullet-char-template-9679" transform="scale(0.00048828125,-0.00048828125)">
|
|
<path d="M 813,0 C 632,0 489,54 383,161 276,268 223,411 223,592 223,773 276,916 383,1023 489,1130 632,1184 813,1184 992,1184 1136,1130 1245,1023 1353,916 1407,772 1407,592 1407,412 1353,268 1245,161 1136,54 992,0 813,0 Z"/>
|
|
</g>
|
|
<g id="bullet-char-template-8226" transform="scale(0.00048828125,-0.00048828125)">
|
|
<path d="M 346,457 C 273,457 209,483 155,535 101,586 74,649 74,723 74,796 101,859 155,911 209,963 273,989 346,989 419,989 480,963 531,910 582,859 608,796 608,723 608,648 583,586 532,535 482,483 420,457 346,457 Z"/>
|
|
</g>
|
|
<g id="bullet-char-template-8211" transform="scale(0.00048828125,-0.00048828125)">
|
|
<path d="M -4,459 L 1135,459 1135,606 -4,606 -4,459 Z"/>
|
|
</g>
|
|
<g id="bullet-char-template-61548" transform="scale(0.00048828125,-0.00048828125)">
|
|
<path d="M 173,740 C 173,903 231,1043 346,1159 462,1274 601,1332 765,1332 928,1332 1067,1274 1183,1159 1299,1043 1357,903 1357,740 1357,577 1299,437 1183,322 1067,206 928,148 765,148 601,148 462,206 346,322 231,437 173,577 173,740 Z"/>
|
|
</g>
|
|
</defs>
|
|
<g>
|
|
<g id="id2" class="Master_Slide">
|
|
<g id="bg-id2" class="Background"/>
|
|
<g id="bo-id2" class="BackgroundObjects"/>
|
|
</g>
|
|
</g>
|
|
<g class="SlideGroup">
|
|
<g>
|
|
<g id="container-id1">
|
|
<g id="id1" class="Slide" clip-path="url(#presentation_clip_path)">
|
|
<g class="Page">
|
|
<g class="Graphic">
|
|
<g id="id3">
|
|
<rect class="BoundingBox" stroke="none" fill="none" x="0" y="0" width="19000" height="10046"/>
|
|
<defs>
|
|
<clipPath id="clip_path_1" clipPathUnits="userSpaceOnUse">
|
|
<path d="M 0,0 L 18999,0 18999,10045 0,10045 0,0 Z"/>
|
|
</clipPath>
|
|
</defs>
|
|
<g clip-path="url(#clip_path_1)">
|
|
<image x="0" y="0" width="19021" height="10089" preserveAspectRatio="none" xlink:href="data:image/png;base64,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"/>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
</svg> |