aboutsummaryrefslogtreecommitdiff
diff options
context:
space:
mode:
authorAlex <alex@adnab.me>2023-03-08 13:14:46 +0000
committerAlex <alex@adnab.me>2023-03-08 13:14:46 +0000
commit9e061d5a70f35db7c62c79089567ef4dc226e413 (patch)
tree989af788c173cc951913b139557b45443c742592
parent2dc80abbb117d5e85f9c19c99b442e42ad2ca240 (diff)
parentdb69267a56d388ef7e86fbd53a5c24fb110742ba (diff)
downloadgarage-9e061d5a70f35db7c62c79089567ef4dc226e413.tar.gz
garage-9e061d5a70f35db7c62c79089567ef4dc226e413.zip
Merge pull request 'Update logo for stickers' (#521) from logo_autocollants into main
Reviewed-on: https://git.deuxfleurs.fr/Deuxfleurs/garage/pulls/521
-rw-r--r--doc/sticker/Garage.svg182
-rw-r--r--doc/sticker/Garage_NGI.pdf (renamed from doc/sticker/Garage.pdf)0
-rw-r--r--doc/sticker/Garage_NGI.png (renamed from doc/sticker/Garage.png)bin15861 -> 15861 bytes
-rw-r--r--doc/sticker/Garage_NGI.svg1
4 files changed, 182 insertions, 1 deletions
diff --git a/doc/sticker/Garage.svg b/doc/sticker/Garage.svg
index da04692b..9464986f 100644
--- a/doc/sticker/Garage.svg
+++ b/doc/sticker/Garage.svg
@@ -1 +1,181 @@
-<svg id="Hexagone" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 141.62 163.87"><defs><style>.cls-1{fill:#4f4f4f;}.cls-2{fill:#f7f6f2;}.cls-3{fill:#010101;}.cls-4{fill:#ffd953;}.cls-5{fill:#55c4f1;}.cls-6{fill:#57c4f2;}.cls-7{fill:#f39133;}</style></defs><polygon class="cls-1" points="141.62 122.91 141.62 40.97 70.81 0 0 40.97 0 122.91 70.81 163.88 141.62 122.91"/><path class="cls-2" d="M134.92,114.73V49.15a7.46,7.46,0,0,0-3.72-6.46L74.53,16.35a7.44,7.44,0,0,0-7.44,0L10.42,42.69A7.46,7.46,0,0,0,6.7,49.15v65.58a7.45,7.45,0,0,0,3.72,6.45l56.67,26.34a7.44,7.44,0,0,0,7.44,0l56.67-26.34A7.45,7.45,0,0,0,134.92,114.73Z" transform="translate(0 0)"/><image width="1603" height="416" transform="translate(46.49 117.44) scale(0.03 0.03)" xlink:href="data:image/png;base64,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"/><path id="path6" class="cls-3" d="M81.41,50.94a5.33,5.33,0,0,1-2.23-.24L51.51,43.21a9.66,9.66,0,0,1-2.06-1Z" transform="translate(0 0)"/><path id="path8" class="cls-1" d="M39.35,98h4.21c1.51,0,2.31.72,2.31,2.15v6.93A18.33,18.33,0,0,1,39,108.23a6.61,6.61,0,0,1-5.64-2.55,11.44,11.44,0,0,1-1.91-7c0-3,.79-5.26,2.38-6.86a7.94,7.94,0,0,1,5.81-2.47,10.75,10.75,0,0,1,6.2,1.92,3.61,3.61,0,0,1-.56,1.43,3.2,3.2,0,0,1-1,1,8.17,8.17,0,0,0-4.53-1.6,4.42,4.42,0,0,0-3.58,1.6c-.88,1.11-1.27,2.78-1.27,5.1,0,4.38,1.59,6.53,4.85,6.53a18.48,18.48,0,0,0,2.94-.32v-2.47a10.14,10.14,0,0,1,.08-1.75H40.62a2.05,2.05,0,0,1-1.19-.32,1.32,1.32,0,0,1-.4-1A9.18,9.18,0,0,1,39.35,98Z" transform="translate(0 0)"/><path id="path10" class="cls-1" d="M59.78,106.32a2.9,2.9,0,0,1-.47,1,1.89,1.89,0,0,1-.64.72,3.06,3.06,0,0,1-2.46-1.6,5.3,5.3,0,0,1-3.82,1.68,3.94,3.94,0,0,1-3.1-1.2,4.43,4.43,0,0,1-1-2.79,3.89,3.89,0,0,1,1.44-3.34,5.72,5.72,0,0,1,3.73-1.12,21.53,21.53,0,0,1,2.31.08v-.8c0-1.43-.64-2.07-2-2.07a12.84,12.84,0,0,0-4.05,1,3.67,3.67,0,0,1-.88-2.39,14.16,14.16,0,0,1,5.73-1.2,4.54,4.54,0,0,1,3.26,1.12,4.34,4.34,0,0,1,1.27,3.35v5.41C59,105.28,59.23,105.92,59.78,106.32Zm-6.68-.64a3.62,3.62,0,0,0,2.63-1.28v-2.31a16.56,16.56,0,0,0-2-.08,2.14,2.14,0,0,0-1.67.56,1.92,1.92,0,0,0-.56,1.43,2.17,2.17,0,0,0,.48,1.36,2.6,2.6,0,0,0,1.11.32Z" transform="translate(0 0)"/><path id="path12" class="cls-1" d="M61.93,96.2a2.7,2.7,0,0,1,.48-1,1.87,1.87,0,0,1,.63-.72,3.35,3.35,0,0,1,2.79,2.39,3.54,3.54,0,0,1,3.42-2.39,9.8,9.8,0,0,1,1.51.16,6,6,0,0,1-.8,3.11,6.08,6.08,0,0,0-1.19-.16,3,3,0,0,0-2.63,1.75v8.45a11.72,11.72,0,0,1-1.59.16,11.94,11.94,0,0,1-1.67-.16V98.9a3.35,3.35,0,0,0-1-2.7Z" transform="translate(0 0)"/><path id="path14" class="cls-1" d="M83.08,106.32a2.75,2.75,0,0,1-.48,1A1.87,1.87,0,0,1,82,108a3.07,3.07,0,0,1-2.47-1.6,5.26,5.26,0,0,1-3.81,1.68,4,4,0,0,1-3.11-1.2,4.48,4.48,0,0,1-1-2.79A3.91,3.91,0,0,1,73,100.74a5.54,5.54,0,0,1,3.66-1.12A21.62,21.62,0,0,1,79,99.7v-.8c0-1.43-.64-2.07-2-2.07a12.89,12.89,0,0,0-4.06,1A3.71,3.71,0,0,1,72,95.4a14.14,14.14,0,0,1,5.72-1.2A4.51,4.51,0,0,1,81,95.32a4.31,4.31,0,0,1,1.28,3.35v5.41a2.67,2.67,0,0,0,.79,2.24Zm-6.68-.64A3.64,3.64,0,0,0,79,104.4v-2.31a16.64,16.64,0,0,0-2-.08,2.13,2.13,0,0,0-1.67.56,1.92,1.92,0,0,0-.56,1.43,2.17,2.17,0,0,0,.48,1.36,2.56,2.56,0,0,0,1.11.32Z" transform="translate(0 0)"/><path id="path16" class="cls-1" d="M86.34,106.24a9.07,9.07,0,0,1-1.19-5,7.37,7.37,0,0,1,1.51-5,4.69,4.69,0,0,1,3.66-1.84,5.22,5.22,0,0,1,3.57,1.36A3,3,0,0,1,96,94.6a2.06,2.06,0,0,1,.72.72c.16.32.31.56.47,1a3,3,0,0,0-.71,2.31v7.49c0,2.79-.48,4.78-1.35,6s-2.47,1.76-4.54,1.76a14,14,0,0,1-4.77-.88,3.6,3.6,0,0,1,.8-2.39,7.79,7.79,0,0,0,3.58.8,2.77,2.77,0,0,0,2.38-.88,3.84,3.84,0,0,0,.64-2.47v-1a5.13,5.13,0,0,1-3.34,1.28,4.35,4.35,0,0,1-3.5-2Zm6.76-2.16V98a3.53,3.53,0,0,0-2.31-1.12A2.06,2.06,0,0,0,89,98a6.74,6.74,0,0,0-.63,3.27,6.23,6.23,0,0,0,.55,3.1,1.93,1.93,0,0,0,1.51,1,3.13,3.13,0,0,0,2.63-1.28Z" transform="translate(0 0)"/><path id="path18" class="cls-1" d="M110,102.33h-7.4a4.2,4.2,0,0,0,.72,2.39,2.46,2.46,0,0,0,2.14.88,9.11,9.11,0,0,0,3.5-1,3.36,3.36,0,0,1,1,2,8.31,8.31,0,0,1-5.09,1.52,4.86,4.86,0,0,1-4.3-1.91,8.76,8.76,0,0,1-1.27-5,8.17,8.17,0,0,1,1.43-5,4.77,4.77,0,0,1,4.06-1.92,5.23,5.23,0,0,1,4.05,1.6,5.75,5.75,0,0,1,1.43,4.06,12.9,12.9,0,0,1-.23,2.39Zm-5.09-5.66c-1.43,0-2.23,1.12-2.31,3.27h4.61v-.32a4.2,4.2,0,0,0-.55-2.15,2.15,2.15,0,0,0-1.75-.8Z" transform="translate(0 0)"/><path id="path24-3-6" class="cls-4" d="M70.68,27a8.16,8.16,0,0,0-3.42.72L32.11,43.37A1.33,1.33,0,0,0,31.4,45h0c0,.08,0,.08.08.16l5.64,11.15h4.93l-.71-3.9c-.08-.32-.56-2.55-1-4.14l16.46,5.18a15,15,0,0,0,.88,2.86H84.27A15,15,0,0,0,85,53.49l16.38-5.1c-.48,1.59-1,3.82-1,4.14l-.71,3.9h4.93l5.56-11.07.08-.08.08-.16h0a.72.72,0,0,0,.08-.4,1.42,1.42,0,0,0-.79-1.27L74.41,27.83A7.86,7.86,0,0,0,70.68,27Z" transform="translate(0 0)"/><path id="path24-3" class="cls-5" d="M70.68,34.36a8.16,8.16,0,0,0-3.42.72L32.11,50.7a1.33,1.33,0,0,0-.71,1.67h0c0,.08,0,.08.08.16l3,6.06H41c-.24-.88-.48-1.92-.8-3l9.31,3H92l9.3-3c-.32,1-.56,2.07-.8,3H107l3-6,.08-.08.08-.16h0a.72.72,0,0,0,.08-.4,1.4,1.4,0,0,0-.79-1.27L74.33,35.08A9.58,9.58,0,0,0,70.68,34.36Z" transform="translate(0 0)"/><path id="path24" class="cls-4" d="M110.27,59.46a.72.72,0,0,1-.08.4h0l-.08.16h0l-.08.08L101.53,77c-1.2,2.31-3.34,2.23-3-.08l1.74-9.56c.08-.32.56-2.55,1-4.14l-16.38,5.1c-2.55,16.81-24.65,17-28.23,0L40.22,63.13c.48,1.59,1,3.82,1,4.14L43,76.83c.39,2.39-1.83,2.47-3,.08l-8.58-17c0-.08-.08-.08-.08-.16A1.22,1.22,0,0,1,32,58.11h0L67.1,42.49a9,9,0,0,1,7.07,0l35.15,15.62A1.49,1.49,0,0,1,110.27,59.46Z" transform="translate(0 0)"/><path id="path26" class="cls-6" d="M82,62.41l15.18-6.14a.74.74,0,0,0,.4-.87.66.66,0,0,0-.4-.4c-1.75-.72-4-1.59-6.12-2.47-.4-.16-4.13,2.55-4.45,2.79l-6.52,5.26C78.55,62,79.9,63.29,82,62.41Z" transform="translate(0 0)"/><ellipse id="circle28" class="cls-6" cx="70.99" cy="68.39" rx="7.95" ry="7.97"/><path id="path6-0" class="cls-3" d="M81.41,50.94a5.33,5.33,0,0,1-2.23-.24L51.51,43.21a9.66,9.66,0,0,1-2.06-1Z" transform="translate(0 0)"/><path id="path8-6" class="cls-1" d="M39.35,98h4.21c1.51,0,2.31.72,2.31,2.15v6.93A18.33,18.33,0,0,1,39,108.23a6.61,6.61,0,0,1-5.64-2.55,11.44,11.44,0,0,1-1.91-7c0-3,.79-5.26,2.38-6.86a7.94,7.94,0,0,1,5.81-2.47,10.75,10.75,0,0,1,6.2,1.92,3.61,3.61,0,0,1-.56,1.43,3.2,3.2,0,0,1-1,1,8.17,8.17,0,0,0-4.53-1.6,4.42,4.42,0,0,0-3.58,1.6c-.88,1.11-1.27,2.78-1.27,5.1,0,4.38,1.59,6.53,4.85,6.53a18.48,18.48,0,0,0,2.94-.32v-2.47a10.14,10.14,0,0,1,.08-1.75H40.62a2.05,2.05,0,0,1-1.19-.32,1.32,1.32,0,0,1-.4-1A9.18,9.18,0,0,1,39.35,98Z" transform="translate(0 0)"/><path id="path10-2" class="cls-1" d="M59.78,106.32a2.9,2.9,0,0,1-.47,1,1.89,1.89,0,0,1-.64.72,3.06,3.06,0,0,1-2.46-1.6,5.3,5.3,0,0,1-3.82,1.68,3.94,3.94,0,0,1-3.1-1.2,4.43,4.43,0,0,1-1-2.79,3.89,3.89,0,0,1,1.44-3.34,5.72,5.72,0,0,1,3.73-1.12,21.53,21.53,0,0,1,2.31.08v-.8c0-1.43-.64-2.07-2-2.07a12.84,12.84,0,0,0-4.05,1,3.67,3.67,0,0,1-.88-2.39,14.16,14.16,0,0,1,5.73-1.2,4.54,4.54,0,0,1,3.26,1.12,4.34,4.34,0,0,1,1.27,3.35v5.41C59,105.28,59.23,105.92,59.78,106.32Zm-6.68-.64a3.62,3.62,0,0,0,2.63-1.28v-2.31a16.56,16.56,0,0,0-2-.08,2.14,2.14,0,0,0-1.67.56,1.92,1.92,0,0,0-.56,1.43,2.17,2.17,0,0,0,.48,1.36,2.6,2.6,0,0,0,1.11.32Z" transform="translate(0 0)"/><path id="path12-6" class="cls-1" d="M61.93,96.2a2.7,2.7,0,0,1,.48-1,1.87,1.87,0,0,1,.63-.72,3.35,3.35,0,0,1,2.79,2.39,3.54,3.54,0,0,1,3.42-2.39,9.8,9.8,0,0,1,1.51.16,6,6,0,0,1-.8,3.11,6.08,6.08,0,0,0-1.19-.16,3,3,0,0,0-2.63,1.75v8.45a11.72,11.72,0,0,1-1.59.16,11.94,11.94,0,0,1-1.67-.16V98.9a3.35,3.35,0,0,0-1-2.7Z" transform="translate(0 0)"/><path id="path14-1" class="cls-1" d="M83.08,106.32a2.75,2.75,0,0,1-.48,1A1.87,1.87,0,0,1,82,108a3.07,3.07,0,0,1-2.47-1.6,5.26,5.26,0,0,1-3.81,1.68,4,4,0,0,1-3.11-1.2,4.48,4.48,0,0,1-1-2.79A3.91,3.91,0,0,1,73,100.74a5.54,5.54,0,0,1,3.66-1.12A21.62,21.62,0,0,1,79,99.7v-.8c0-1.43-.64-2.07-2-2.07a12.89,12.89,0,0,0-4.06,1A3.71,3.71,0,0,1,72,95.4a14.14,14.14,0,0,1,5.72-1.2A4.51,4.51,0,0,1,81,95.32a4.31,4.31,0,0,1,1.28,3.35v5.41a2.67,2.67,0,0,0,.79,2.24Zm-6.68-.64A3.64,3.64,0,0,0,79,104.4v-2.31a16.64,16.64,0,0,0-2-.08,2.13,2.13,0,0,0-1.67.56,1.92,1.92,0,0,0-.56,1.43,2.17,2.17,0,0,0,.48,1.36,2.56,2.56,0,0,0,1.11.32Z" transform="translate(0 0)"/><path id="path16-8" class="cls-1" d="M86.34,106.24a9.07,9.07,0,0,1-1.19-5,7.37,7.37,0,0,1,1.51-5,4.69,4.69,0,0,1,3.66-1.84,5.22,5.22,0,0,1,3.57,1.36A3,3,0,0,1,96,94.6a2.06,2.06,0,0,1,.72.72c.16.32.31.56.47,1a3,3,0,0,0-.71,2.31v7.49c0,2.79-.48,4.78-1.35,6s-2.47,1.76-4.54,1.76a14,14,0,0,1-4.77-.88,3.6,3.6,0,0,1,.8-2.39,7.79,7.79,0,0,0,3.58.8,2.77,2.77,0,0,0,2.38-.88,3.84,3.84,0,0,0,.64-2.47v-1a5.13,5.13,0,0,1-3.34,1.28,4.35,4.35,0,0,1-3.5-2Zm6.76-2.16V98a3.53,3.53,0,0,0-2.31-1.12A2.06,2.06,0,0,0,89,98a6.74,6.74,0,0,0-.63,3.27,6.23,6.23,0,0,0,.55,3.1,1.93,1.93,0,0,0,1.51,1,3.13,3.13,0,0,0,2.63-1.28Z" transform="translate(0 0)"/><path id="path18-7" class="cls-1" d="M110,102.33h-7.4a4.2,4.2,0,0,0,.72,2.39,2.46,2.46,0,0,0,2.14.88,9.11,9.11,0,0,0,3.5-1,3.36,3.36,0,0,1,1,2,8.31,8.31,0,0,1-5.09,1.52,4.86,4.86,0,0,1-4.3-1.91,8.76,8.76,0,0,1-1.27-5,8.17,8.17,0,0,1,1.43-5,4.77,4.77,0,0,1,4.06-1.92,5.23,5.23,0,0,1,4.05,1.6,5.75,5.75,0,0,1,1.43,4.06,12.9,12.9,0,0,1-.23,2.39Zm-5.09-5.66c-1.43,0-2.23,1.12-2.31,3.27h4.61v-.32a4.2,4.2,0,0,0-.55-2.15,2.15,2.15,0,0,0-1.75-.8Z" transform="translate(0 0)"/><path id="path24-3-6-9" class="cls-7" d="M70.68,27a8.16,8.16,0,0,0-3.42.72L32.11,43.37A1.33,1.33,0,0,0,31.4,45h0c0,.08,0,.08.08.16l5.64,11.15h4.93l-.71-3.9c-.08-.32-.56-2.55-1-4.14l16.46,5.18a15,15,0,0,0,.88,2.86H84.27A15,15,0,0,0,85,53.49l16.38-5.1c-.48,1.59-1,3.82-1,4.14l-.71,3.9h4.93l5.56-11.07.08-.08.08-.16h0a.72.72,0,0,0,.08-.4,1.42,1.42,0,0,0-.79-1.27L74.41,27.83A7.86,7.86,0,0,0,70.68,27Z" transform="translate(0 0)"/><path id="path24-3-2" class="cls-1" d="M70.68,34.36a8.16,8.16,0,0,0-3.42.72L32.11,50.7a1.33,1.33,0,0,0-.71,1.67h0c0,.08,0,.08.08.16l3,6.06H41c-.24-.88-.48-1.92-.8-3l9.31,3H92l9.3-3c-.32,1-.56,2.07-.8,3H107l3-6,.08-.08.08-.16h0a.72.72,0,0,0,.08-.4,1.4,1.4,0,0,0-.79-1.27L74.33,35.08A9.58,9.58,0,0,0,70.68,34.36Z" transform="translate(0 0)"/><path id="path24-0" class="cls-7" d="M110.27,59.46a.72.72,0,0,1-.08.4h0l-.08.16h0l-.08.08L101.53,77c-1.2,2.31-3.34,2.23-3-.08l1.74-9.56c.08-.32.56-2.55,1-4.14l-16.38,5.1c-2.55,16.81-24.65,17-28.23,0L40.22,63.13c.48,1.59,1,3.82,1,4.14L43,76.83c.39,2.39-1.83,2.47-3,.08l-8.58-17c0-.08-.08-.08-.08-.16A1.22,1.22,0,0,1,32,58.11h0L67.1,42.49a9,9,0,0,1,7.07,0l35.15,15.62A1.49,1.49,0,0,1,110.27,59.46Z" transform="translate(0 0)"/><path id="path26-2" class="cls-1" d="M82,62.41l15.18-6.14a.74.74,0,0,0,.4-.87.66.66,0,0,0-.4-.4c-1.75-.72-4-1.59-6.12-2.47-.4-.16-4.13,2.55-4.45,2.79l-6.52,5.26C78.55,62,79.9,63.29,82,62.41Z" transform="translate(0 0)"/><ellipse id="circle28-3" class="cls-1" cx="70.99" cy="68.39" rx="7.95" ry="7.97"/></svg> \ No newline at end of file
+<?xml version="1.0" encoding="UTF-8" standalone="no"?>
+<svg
+ id="Hexagone"
+ viewBox="0 0 141.62 163.87"
+ version="1.1"
+ sodipodi:docname="Garage.svg"
+ inkscape:version="1.2.2 (b0a8486541, 2022-12-01)"
+ xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
+ xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
+ xmlns="http://www.w3.org/2000/svg"
+ xmlns:svg="http://www.w3.org/2000/svg">
+ <sodipodi:namedview
+ id="namedview38"
+ pagecolor="#ffffff"
+ bordercolor="#000000"
+ borderopacity="0.25"
+ inkscape:showpageshadow="2"
+ inkscape:pageopacity="0.0"
+ inkscape:pagecheckerboard="0"
+ inkscape:deskcolor="#d1d1d1"
+ showgrid="false"
+ inkscape:zoom="3.7584062"
+ inkscape:cx="79.821069"
+ inkscape:cy="72.238067"
+ inkscape:window-width="1920"
+ inkscape:window-height="1056"
+ inkscape:window-x="0"
+ inkscape:window-y="1080"
+ inkscape:window-maximized="1"
+ inkscape:current-layer="Hexagone" />
+ <defs
+ id="defs4">
+ <style
+ id="style2">.cls-1{fill:#4f4f4f;}.cls-2{fill:#f7f6f2;}.cls-3{fill:#010101;}.cls-4{fill:#ffd953;}.cls-5{fill:#55c4f1;}.cls-6{fill:#57c4f2;}.cls-7{fill:#f39133;}</style>
+ </defs>
+ <polygon
+ class="cls-1"
+ points="141.62 122.91 141.62 40.97 70.81 0 0 40.97 0 122.91 70.81 163.88 141.62 122.91"
+ id="polygon6" />
+ <path
+ class="cls-2"
+ d="M134.92,114.73V49.15a7.46,7.46,0,0,0-3.72-6.46L74.53,16.35a7.44,7.44,0,0,0-7.44,0L10.42,42.69A7.46,7.46,0,0,0,6.7,49.15v65.58a7.45,7.45,0,0,0,3.72,6.45l56.67,26.34a7.44,7.44,0,0,0,7.44,0l56.67-26.34A7.45,7.45,0,0,0,134.92,114.73Z"
+ transform="translate(0 0)"
+ id="path8" />
+ <g
+ id="g888"
+ transform="translate(-0.00649891,-0.19994428)">
+ <title
+ id="title904">texte garage</title>
+ <path
+ id="path13"
+ class="cls-1"
+ d="m 33.056701,108.51228 h 5.052 c 1.812,0 2.772,0.864 2.772,2.58 v 8.316 a 21.996,21.996 0 0 1 -8.244,1.38 7.932,7.932 0 0 1 -6.768,-3.06 13.728,13.728 0 0 1 -2.292,-8.4 c 0,-3.6 0.948,-6.312 2.856,-8.232 a 9.528,9.528 0 0 1 6.972,-2.964002 12.9,12.9 0 0 1 7.44,2.304002 4.332,4.332 0 0 1 -0.672,1.716 3.84,3.84 0 0 1 -1.2,1.2 9.804,9.804 0 0 0 -5.436,-1.92 5.304,5.304 0 0 0 -4.296,1.92 c -1.056,1.332 -1.524,3.336 -1.524,6.12 0,5.256 1.908,7.836 5.82,7.836 a 22.176,22.176 0 0 0 3.528,-0.384 v -2.964 a 12.168,12.168 0 0 1 0.096,-2.1 h -2.58 a 2.46,2.46 0 0 1 -1.428,-0.384 1.584,1.584 0 0 1 -0.48,-1.2 11.016,11.016 0 0 1 0.384,-1.764 z"
+ style="stroke-width:1.2" />
+ <path
+ id="path10"
+ class="cls-1"
+ d="m 57.572701,118.49628 a 3.48,3.48 0 0 1 -0.564,1.2 2.268,2.268 0 0 1 -0.768,0.864 3.672,3.672 0 0 1 -2.952,-1.92 6.36,6.36 0 0 1 -4.584,2.016 4.728,4.728 0 0 1 -3.72,-1.44 5.316,5.316 0 0 1 -1.2,-3.348 4.668,4.668 0 0 1 1.728,-4.008 6.864,6.864 0 0 1 4.476,-1.344 25.836,25.836 0 0 1 2.772,0.096 v -0.96 c 0,-1.716 -0.768,-2.484 -2.4,-2.484 a 15.408,15.408 0 0 0 -4.86,1.2 4.404,4.404 0 0 1 -1.056,-2.868 16.992,16.992 0 0 1 6.876,-1.44 5.448,5.448 0 0 1 3.912,1.344 5.208,5.208 0 0 1 1.524,4.02 v 6.492 c -0.12,1.332 0.156,2.1 0.816,2.58 z m -8.016,-0.768 a 4.344,4.344 0 0 0 3.156,-1.536 v -2.772 a 19.872,19.872 0 0 0 -2.4,-0.096 2.568,2.568 0 0 0 -2.004,0.672 2.304,2.304 0 0 0 -0.672,1.716 2.604,2.604 0 0 0 0.576,1.632 3.12,3.12 0 0 0 1.332,0.384 z"
+ style="stroke-width:1.2" />
+ <path
+ id="path12"
+ class="cls-1"
+ d="m 60.152701,106.35228 a 3.24,3.24 0 0 1 0.576,-1.2 2.244,2.244 0 0 1 0.756,-0.864 4.02,4.02 0 0 1 3.348,2.868 4.248,4.248 0 0 1 4.104,-2.868 11.76,11.76 0 0 1 1.812,0.192 7.2,7.2 0 0 1 -0.96,3.732 7.296,7.296 0 0 0 -1.428,-0.192 3.6,3.6 0 0 0 -3.156,2.1 v 10.14 a 14.064,14.064 0 0 1 -1.908,0.192 14.328,14.328 0 0 1 -2.004,-0.192 v -10.668 a 4.02,4.02 0 0 0 -1.2,-3.24 z"
+ style="stroke-width:1.2" />
+ <path
+ id="path14"
+ class="cls-1"
+ d="m 85.532701,118.49628 a 3.3,3.3 0 0 1 -0.576,1.2 2.244,2.244 0 0 1 -0.72,0.816 3.684,3.684 0 0 1 -2.964,-1.92 6.312,6.312 0 0 1 -4.572,2.016 4.8,4.8 0 0 1 -3.732,-1.44 5.376,5.376 0 0 1 -1.2,-3.348 4.692,4.692 0 0 1 1.668,-4.02 6.648,6.648 0 0 1 4.392,-1.344 25.944,25.944 0 0 1 2.808,0.096 v -0.96 c 0,-1.716 -0.768,-2.484 -2.4,-2.484 a 15.468,15.468 0 0 0 -4.872,1.2 4.452,4.452 0 0 1 -1.128,-2.916 16.968,16.968 0 0 1 6.864,-1.44 5.412,5.412 0 0 1 3.936,1.344 5.172,5.172 0 0 1 1.536,4.02 v 6.492 a 3.204,3.204 0 0 0 0.948,2.688 z m -8.016,-0.768 a 4.368,4.368 0 0 0 3.12,-1.536 v -2.772 a 19.968,19.968 0 0 0 -2.4,-0.096 2.556,2.556 0 0 0 -2.004,0.672 2.304,2.304 0 0 0 -0.672,1.716 2.604,2.604 0 0 0 0.576,1.632 3.072,3.072 0 0 0 1.332,0.384 z"
+ style="stroke-width:1.2" />
+ <path
+ id="path16"
+ class="cls-1"
+ d="m 89.444701,118.40028 a 10.884,10.884 0 0 1 -1.428,-6 8.844,8.844 0 0 1 1.812,-6 5.628,5.628 0 0 1 4.392,-2.208 6.264,6.264 0 0 1 4.284,1.632 3.6,3.6 0 0 1 2.531999,-1.392 2.472,2.472 0 0 1 0.864,0.864 c 0.192,0.384 0.372,0.672 0.564,1.2 a 3.6,3.6 0 0 0 -0.852,2.772 v 8.988 c 0,3.348 -0.576,5.736 -1.619999,7.2 -1.044,1.464 -2.964,2.112 -5.448,2.112 a 16.8,16.8 0 0 1 -5.724,-1.056 4.32,4.32 0 0 1 0.96,-2.868 9.348,9.348 0 0 0 4.296,0.96 3.324,3.324 0 0 0 2.856,-1.056 4.608,4.608 0 0 0 0.768,-2.964 v -1.2 a 6.156,6.156 0 0 1 -4.008,1.536 5.22,5.22 0 0 1 -4.2,-2.4 z m 8.112,-2.592 v -7.296 a 4.236,4.236 0 0 0 -2.772,-1.344 2.472,2.472 0 0 0 -2.148,1.344 8.088,8.088 0 0 0 -0.756,3.924 7.476,7.476 0 0 0 0.66,3.72 2.316,2.316 0 0 0 1.812,1.2 3.756,3.756 0 0 0 3.156,-1.536 z"
+ style="stroke-width:1.2" />
+ <path
+ id="path18"
+ class="cls-1"
+ d="m 117.8367,113.70828 h -8.88 a 5.04,5.04 0 0 0 0.864,2.868 2.952,2.952 0 0 0 2.568,1.056 10.932,10.932 0 0 0 4.2,-1.2 4.032,4.032 0 0 1 1.2,2.4 9.972,9.972 0 0 1 -6.108,1.824 5.832,5.832 0 0 1 -5.16,-2.292 10.512,10.512 0 0 1 -1.524,-6 9.804,9.804 0 0 1 1.716,-6 5.724,5.724 0 0 1 4.872,-2.304 6.276,6.276 0 0 1 4.86,1.92 6.9,6.9 0 0 1 1.716,4.872 15.48,15.48 0 0 1 -0.276,2.868 z m -6.108,-6.792 c -1.716,0 -2.676,1.344 -2.772,3.924 h 5.532 v -0.384 a 5.04,5.04 0 0 0 -0.66,-2.58 2.58,2.58 0 0 0 -2.1,-0.96 z"
+ style="stroke-width:1.2" />
+ <path
+ id="path8-6"
+ class="cls-1"
+ d="m 33.056701,108.51228 h 5.052 c 1.812,0 2.772,0.864 2.772,2.58 v 8.316 a 21.996,21.996 0 0 1 -8.244,1.38 7.932,7.932 0 0 1 -6.768,-3.06 13.728,13.728 0 0 1 -2.292,-8.4 c 0,-3.6 0.948,-6.312 2.856,-8.232 a 9.528,9.528 0 0 1 6.972,-2.964002 12.9,12.9 0 0 1 7.44,2.304002 4.332,4.332 0 0 1 -0.672,1.716 3.84,3.84 0 0 1 -1.2,1.2 9.804,9.804 0 0 0 -5.436,-1.92 5.304,5.304 0 0 0 -4.296,1.92 c -1.056,1.332 -1.524,3.336 -1.524,6.12 0,5.256 1.908,7.836 5.82,7.836 a 22.176,22.176 0 0 0 3.528,-0.384 v -2.964 a 12.168,12.168 0 0 1 0.096,-2.1 h -2.58 a 2.46,2.46 0 0 1 -1.428,-0.384 1.584,1.584 0 0 1 -0.48,-1.2 11.016,11.016 0 0 1 0.384,-1.764 z"
+ style="stroke-width:1.2" />
+ <path
+ id="path10-2"
+ class="cls-1"
+ d="m 57.572701,118.49628 a 3.48,3.48 0 0 1 -0.564,1.2 2.268,2.268 0 0 1 -0.768,0.864 3.672,3.672 0 0 1 -2.952,-1.92 6.36,6.36 0 0 1 -4.584,2.016 4.728,4.728 0 0 1 -3.72,-1.44 5.316,5.316 0 0 1 -1.2,-3.348 4.668,4.668 0 0 1 1.728,-4.008 6.864,6.864 0 0 1 4.476,-1.344 25.836,25.836 0 0 1 2.772,0.096 v -0.96 c 0,-1.716 -0.768,-2.484 -2.4,-2.484 a 15.408,15.408 0 0 0 -4.86,1.2 4.404,4.404 0 0 1 -1.056,-2.868 16.992,16.992 0 0 1 6.876,-1.44 5.448,5.448 0 0 1 3.912,1.344 5.208,5.208 0 0 1 1.524,4.02 v 6.492 c -0.12,1.332 0.156,2.1 0.816,2.58 z m -8.016,-0.768 a 4.344,4.344 0 0 0 3.156,-1.536 v -2.772 a 19.872,19.872 0 0 0 -2.4,-0.096 2.568,2.568 0 0 0 -2.004,0.672 2.304,2.304 0 0 0 -0.672,1.716 2.604,2.604 0 0 0 0.576,1.632 3.12,3.12 0 0 0 1.332,0.384 z"
+ style="stroke-width:1.2" />
+ <path
+ id="path12-6"
+ class="cls-1"
+ d="m 60.152701,106.35228 a 3.24,3.24 0 0 1 0.576,-1.2 2.244,2.244 0 0 1 0.756,-0.864 4.02,4.02 0 0 1 3.348,2.868 4.248,4.248 0 0 1 4.104,-2.868 11.76,11.76 0 0 1 1.812,0.192 7.2,7.2 0 0 1 -0.96,3.732 7.296,7.296 0 0 0 -1.428,-0.192 3.6,3.6 0 0 0 -3.156,2.1 v 10.14 a 14.064,14.064 0 0 1 -1.908,0.192 14.328,14.328 0 0 1 -2.004,-0.192 v -10.668 a 4.02,4.02 0 0 0 -1.2,-3.24 z"
+ style="stroke-width:1.2" />
+ <path
+ id="path14-1"
+ class="cls-1"
+ d="m 85.532701,118.49628 a 3.3,3.3 0 0 1 -0.576,1.2 2.244,2.244 0 0 1 -0.72,0.816 3.684,3.684 0 0 1 -2.964,-1.92 6.312,6.312 0 0 1 -4.572,2.016 4.8,4.8 0 0 1 -3.732,-1.44 5.376,5.376 0 0 1 -1.2,-3.348 4.692,4.692 0 0 1 1.668,-4.02 6.648,6.648 0 0 1 4.392,-1.344 25.944,25.944 0 0 1 2.808,0.096 v -0.96 c 0,-1.716 -0.768,-2.484 -2.4,-2.484 a 15.468,15.468 0 0 0 -4.872,1.2 4.452,4.452 0 0 1 -1.128,-2.916 16.968,16.968 0 0 1 6.864,-1.44 5.412,5.412 0 0 1 3.936,1.344 5.172,5.172 0 0 1 1.536,4.02 v 6.492 a 3.204,3.204 0 0 0 0.948,2.688 z m -8.016,-0.768 a 4.368,4.368 0 0 0 3.12,-1.536 v -2.772 a 19.968,19.968 0 0 0 -2.4,-0.096 2.556,2.556 0 0 0 -2.004,0.672 2.304,2.304 0 0 0 -0.672,1.716 2.604,2.604 0 0 0 0.576,1.632 3.072,3.072 0 0 0 1.332,0.384 z"
+ style="stroke-width:1.2" />
+ <path
+ id="path16-8"
+ class="cls-1"
+ d="m 89.444701,118.40028 a 10.884,10.884 0 0 1 -1.428,-6 8.844,8.844 0 0 1 1.812,-6 5.628,5.628 0 0 1 4.392,-2.208 6.264,6.264 0 0 1 4.284,1.632 3.6,3.6 0 0 1 2.531999,-1.392 2.472,2.472 0 0 1 0.864,0.864 c 0.192,0.384 0.372,0.672 0.564,1.2 a 3.6,3.6 0 0 0 -0.852,2.772 v 8.988 c 0,3.348 -0.576,5.736 -1.619999,7.2 -1.044,1.464 -2.964,2.112 -5.448,2.112 a 16.8,16.8 0 0 1 -5.724,-1.056 4.32,4.32 0 0 1 0.96,-2.868 9.348,9.348 0 0 0 4.296,0.96 3.324,3.324 0 0 0 2.856,-1.056 4.608,4.608 0 0 0 0.768,-2.964 v -1.2 a 6.156,6.156 0 0 1 -4.008,1.536 5.22,5.22 0 0 1 -4.2,-2.4 z m 8.112,-2.592 v -7.296 a 4.236,4.236 0 0 0 -2.772,-1.344 2.472,2.472 0 0 0 -2.148,1.344 8.088,8.088 0 0 0 -0.756,3.924 7.476,7.476 0 0 0 0.66,3.72 2.316,2.316 0 0 0 1.812,1.2 3.756,3.756 0 0 0 3.156,-1.536 z"
+ style="stroke-width:1.2" />
+ <path
+ id="path18-7"
+ class="cls-1"
+ d="m 117.8367,113.70828 h -8.88 a 5.04,5.04 0 0 0 0.864,2.868 2.952,2.952 0 0 0 2.568,1.056 10.932,10.932 0 0 0 4.2,-1.2 4.032,4.032 0 0 1 1.2,2.4 9.972,9.972 0 0 1 -6.108,1.824 5.832,5.832 0 0 1 -5.16,-2.292 10.512,10.512 0 0 1 -1.524,-6 9.804,9.804 0 0 1 1.716,-6 5.724,5.724 0 0 1 4.872,-2.304 6.276,6.276 0 0 1 4.86,1.92 6.9,6.9 0 0 1 1.716,4.872 15.48,15.48 0 0 1 -0.276,2.868 z m -6.108,-6.792 c -1.716,0 -2.676,1.344 -2.772,3.924 h 5.532 v -0.384 a 5.04,5.04 0 0 0 -0.66,-2.58 2.58,2.58 0 0 0 -2.1,-0.96 z"
+ style="stroke-width:1.2" />
+ </g>
+ <g
+ id="g902"
+ transform="translate(-0.00649891,3.8000556)">
+ <path
+ id="path6"
+ class="cls-3"
+ d="m 83.528701,52.040278 a 6.396,6.396 0 0 1 -2.676,-0.288 l -33.204,-8.988 a 11.592,11.592 0 0 1 -2.472,-1.2 z"
+ style="stroke-width:1.2" />
+ <path
+ id="path24-3-6"
+ class="cls-4"
+ d="m 70.652701,23.312278 a 9.792,9.792 0 0 0 -4.104,0.864 l -42.18,18.78 a 1.596,1.596 0 0 0 -0.852,1.956 v 0 c 0,0.096 0,0.096 0.096,0.192 l 6.768,13.38 h 5.916 l -0.852,-4.68 c -0.096,-0.384 -0.672,-3.06 -1.2,-4.968 l 19.752,6.216 a 18,18 0 0 0 1.056,3.432 h 31.908 a 18,18 0 0 0 0.876,-3.384 l 19.655999,-6.12 c -0.576,1.908 -1.2,4.584 -1.2,4.968 l -0.852,4.68 h 5.916 l 6.672,-13.284 0.096,-0.096 0.096,-0.192 v 0 a 0.864,0.864 0 0 0 0.096,-0.48 1.704,1.704 0 0 0 -0.948,-1.524 l -42.239999,-18.744 a 9.432,9.432 0 0 0 -4.476,-0.996 z"
+ style="stroke-width:1.2" />
+ <path
+ id="path24-3"
+ class="cls-5"
+ d="m 70.652701,32.144278 a 9.792,9.792 0 0 0 -4.104,0.864 l -42.18,18.744 a 1.596,1.596 0 0 0 -0.852,2.004 v 0 c 0,0.096 0,0.096 0.096,0.192 l 3.6,7.272 h 7.824 c -0.288,-1.056 -0.576,-2.304 -0.96,-3.6 l 11.172,3.6 h 50.988 l 11.159999,-3.6 c -0.384,1.2 -0.672,2.484 -0.96,3.6 h 7.8 l 3.6,-7.2 0.096,-0.096 0.096,-0.192 v 0 a 0.864,0.864 0 0 0 0.096,-0.48 1.68,1.68 0 0 0 -0.948,-1.524 l -42.143999,-18.72 a 11.496,11.496 0 0 0 -4.38,-0.864 z"
+ style="stroke-width:1.2" />
+ <path
+ id="path24"
+ class="cls-4"
+ d="m 118.1607,62.264278 a 0.864,0.864 0 0 1 -0.096,0.48 v 0 l -0.096,0.192 v 0 l -0.096,0.096 -10.2,20.28 c -1.44,2.772 -4.008,2.676 -3.6,-0.096 l 2.088,-11.472 c 0.096,-0.384 0.672,-3.06 1.2,-4.968 l -19.655999,6.12 c -3.06,20.172 -29.58,20.4 -33.876,0 l -19.728,-6.228 c 0.576,1.908 1.2,4.584 1.2,4.968 l 2.136,11.472 c 0.468,2.868 -2.196,2.964 -3.6,0.096 l -10.296,-20.4 c 0,-0.096 -0.096,-0.096 -0.096,-0.192 a 1.464,1.464 0 0 1 0.792,-1.968 v 0 l 42.12,-18.744 a 10.8,10.8 0 0 1 8.484,0 l 42.179999,18.744 a 1.788,1.788 0 0 1 1.14,1.62 z"
+ style="stroke-width:1.2" />
+ <path
+ id="path26"
+ class="cls-6"
+ d="m 84.236701,65.804278 18.215999,-7.368 a 0.888,0.888 0 0 0 0.48,-1.044 0.792,0.792 0 0 0 -0.48,-0.48 c -2.1,-0.864 -4.799999,-1.908 -7.343999,-2.964 -0.48,-0.192 -4.956,3.06 -5.34,3.348 l -7.824,6.312 c -1.848,1.704 -0.228,3.252 2.292,2.196 z"
+ style="stroke-width:1.2" />
+ <ellipse
+ id="circle28"
+ class="cls-6"
+ cx="71.024696"
+ cy="72.980278"
+ rx="9.54"
+ ry="9.5640001"
+ style="stroke-width:1.2" />
+ <path
+ id="path6-0"
+ class="cls-3"
+ d="m 83.528701,52.040278 a 6.396,6.396 0 0 1 -2.676,-0.288 l -33.204,-8.988 a 11.592,11.592 0 0 1 -2.472,-1.2 z"
+ style="stroke-width:1.2" />
+ <path
+ id="path24-3-6-9"
+ class="cls-7"
+ d="m 70.652701,23.312278 a 9.792,9.792 0 0 0 -4.104,0.864 l -42.18,18.78 a 1.596,1.596 0 0 0 -0.852,1.956 v 0 c 0,0.096 0,0.096 0.096,0.192 l 6.768,13.38 h 5.916 l -0.852,-4.68 c -0.096,-0.384 -0.672,-3.06 -1.2,-4.968 l 19.752,6.216 a 18,18 0 0 0 1.056,3.432 h 31.908 a 18,18 0 0 0 0.876,-3.384 l 19.655999,-6.12 c -0.576,1.908 -1.2,4.584 -1.2,4.968 l -0.852,4.68 h 5.916 l 6.672,-13.284 0.096,-0.096 0.096,-0.192 v 0 a 0.864,0.864 0 0 0 0.096,-0.48 1.704,1.704 0 0 0 -0.948,-1.524 l -42.239999,-18.744 a 9.432,9.432 0 0 0 -4.476,-0.996 z"
+ style="stroke-width:1.2" />
+ <path
+ id="path24-3-2"
+ class="cls-1"
+ d="m 70.652701,32.144278 a 9.792,9.792 0 0 0 -4.104,0.864 l -42.18,18.744 a 1.596,1.596 0 0 0 -0.852,2.004 v 0 c 0,0.096 0,0.096 0.096,0.192 l 3.6,7.272 h 7.824 c -0.288,-1.056 -0.576,-2.304 -0.96,-3.6 l 11.172,3.6 h 50.988 l 11.159999,-3.6 c -0.384,1.2 -0.672,2.484 -0.96,3.6 h 7.8 l 3.6,-7.2 0.096,-0.096 0.096,-0.192 v 0 a 0.864,0.864 0 0 0 0.096,-0.48 1.68,1.68 0 0 0 -0.948,-1.524 l -42.143999,-18.72 a 11.496,11.496 0 0 0 -4.38,-0.864 z"
+ style="stroke-width:1.2" />
+ <path
+ id="path24-0"
+ class="cls-7"
+ d="m 118.1607,62.264278 a 0.864,0.864 0 0 1 -0.096,0.48 v 0 l -0.096,0.192 v 0 l -0.096,0.096 -10.2,20.28 c -1.44,2.772 -4.008,2.676 -3.6,-0.096 l 2.088,-11.472 c 0.096,-0.384 0.672,-3.06 1.2,-4.968 l -19.655999,6.12 c -3.06,20.172 -29.58,20.4 -33.876,0 l -19.728,-6.228 c 0.576,1.908 1.2,4.584 1.2,4.968 l 2.136,11.472 c 0.468,2.868 -2.196,2.964 -3.6,0.096 l -10.296,-20.4 c 0,-0.096 -0.096,-0.096 -0.096,-0.192 a 1.464,1.464 0 0 1 0.792,-1.968 v 0 l 42.12,-18.744 a 10.8,10.8 0 0 1 8.484,0 l 42.179999,18.744 a 1.788,1.788 0 0 1 1.14,1.62 z"
+ style="stroke-width:1.2" />
+ <path
+ id="path26-2"
+ class="cls-1"
+ d="m 84.236701,65.804278 18.215999,-7.368 a 0.888,0.888 0 0 0 0.48,-1.044 0.792,0.792 0 0 0 -0.48,-0.48 c -2.1,-0.864 -4.799999,-1.908 -7.343999,-2.964 -0.48,-0.192 -4.956,3.06 -5.34,3.348 l -7.824,6.312 c -1.848,1.704 -0.228,3.252 2.292,2.196 z"
+ style="stroke-width:1.2" />
+ <ellipse
+ id="circle28-3"
+ class="cls-1"
+ cx="71.024696"
+ cy="72.980278"
+ rx="9.54"
+ ry="9.5640001"
+ style="stroke-width:1.2" />
+ </g>
+</svg>
diff --git a/doc/sticker/Garage.pdf b/doc/sticker/Garage_NGI.pdf
index 1359a30d..1359a30d 100644
--- a/doc/sticker/Garage.pdf
+++ b/doc/sticker/Garage_NGI.pdf
diff --git a/doc/sticker/Garage.png b/doc/sticker/Garage_NGI.png
index ab95b731..ab95b731 100644
--- a/doc/sticker/Garage.png
+++ b/doc/sticker/Garage_NGI.png
Binary files differ
diff --git a/doc/sticker/Garage_NGI.svg b/doc/sticker/Garage_NGI.svg
new file mode 100644
index 00000000..da04692b
--- /dev/null
+++ b/doc/sticker/Garage_NGI.svg
@@ -0,0 +1 @@
+<svg id="Hexagone" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 141.62 163.87"><defs><style>.cls-1{fill:#4f4f4f;}.cls-2{fill:#f7f6f2;}.cls-3{fill:#010101;}.cls-4{fill:#ffd953;}.cls-5{fill:#55c4f1;}.cls-6{fill:#57c4f2;}.cls-7{fill:#f39133;}</style></defs><polygon class="cls-1" points="141.62 122.91 141.62 40.97 70.81 0 0 40.97 0 122.91 70.81 163.88 141.62 122.91"/><path class="cls-2" d="M134.92,114.73V49.15a7.46,7.46,0,0,0-3.72-6.46L74.53,16.35a7.44,7.44,0,0,0-7.44,0L10.42,42.69A7.46,7.46,0,0,0,6.7,49.15v65.58a7.45,7.45,0,0,0,3.72,6.45l56.67,26.34a7.44,7.44,0,0,0,7.44,0l56.67-26.34A7.45,7.45,0,0,0,134.92,114.73Z" transform="translate(0 0)"/><image width="1603" height="416" transform="translate(46.49 117.44) scale(0.03 0.03)" xlink:href="data:image/png;base64,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"/><path id="path6" class="cls-3" d="M81.41,50.94a5.33,5.33,0,0,1-2.23-.24L51.51,43.21a9.66,9.66,0,0,1-2.06-1Z" transform="translate(0 0)"/><path id="path8" class="cls-1" d="M39.35,98h4.21c1.51,0,2.31.72,2.31,2.15v6.93A18.33,18.33,0,0,1,39,108.23a6.61,6.61,0,0,1-5.64-2.55,11.44,11.44,0,0,1-1.91-7c0-3,.79-5.26,2.38-6.86a7.94,7.94,0,0,1,5.81-2.47,10.75,10.75,0,0,1,6.2,1.92,3.61,3.61,0,0,1-.56,1.43,3.2,3.2,0,0,1-1,1,8.17,8.17,0,0,0-4.53-1.6,4.42,4.42,0,0,0-3.58,1.6c-.88,1.11-1.27,2.78-1.27,5.1,0,4.38,1.59,6.53,4.85,6.53a18.48,18.48,0,0,0,2.94-.32v-2.47a10.14,10.14,0,0,1,.08-1.75H40.62a2.05,2.05,0,0,1-1.19-.32,1.32,1.32,0,0,1-.4-1A9.18,9.18,0,0,1,39.35,98Z" transform="translate(0 0)"/><path id="path10" class="cls-1" d="M59.78,106.32a2.9,2.9,0,0,1-.47,1,1.89,1.89,0,0,1-.64.72,3.06,3.06,0,0,1-2.46-1.6,5.3,5.3,0,0,1-3.82,1.68,3.94,3.94,0,0,1-3.1-1.2,4.43,4.43,0,0,1-1-2.79,3.89,3.89,0,0,1,1.44-3.34,5.72,5.72,0,0,1,3.73-1.12,21.53,21.53,0,0,1,2.31.08v-.8c0-1.43-.64-2.07-2-2.07a12.84,12.84,0,0,0-4.05,1,3.67,3.67,0,0,1-.88-2.39,14.16,14.16,0,0,1,5.73-1.2,4.54,4.54,0,0,1,3.26,1.12,4.34,4.34,0,0,1,1.27,3.35v5.41C59,105.28,59.23,105.92,59.78,106.32Zm-6.68-.64a3.62,3.62,0,0,0,2.63-1.28v-2.31a16.56,16.56,0,0,0-2-.08,2.14,2.14,0,0,0-1.67.56,1.92,1.92,0,0,0-.56,1.43,2.17,2.17,0,0,0,.48,1.36,2.6,2.6,0,0,0,1.11.32Z" transform="translate(0 0)"/><path id="path12" class="cls-1" d="M61.93,96.2a2.7,2.7,0,0,1,.48-1,1.87,1.87,0,0,1,.63-.72,3.35,3.35,0,0,1,2.79,2.39,3.54,3.54,0,0,1,3.42-2.39,9.8,9.8,0,0,1,1.51.16,6,6,0,0,1-.8,3.11,6.08,6.08,0,0,0-1.19-.16,3,3,0,0,0-2.63,1.75v8.45a11.72,11.72,0,0,1-1.59.16,11.94,11.94,0,0,1-1.67-.16V98.9a3.35,3.35,0,0,0-1-2.7Z" transform="translate(0 0)"/><path id="path14" class="cls-1" d="M83.08,106.32a2.75,2.75,0,0,1-.48,1A1.87,1.87,0,0,1,82,108a3.07,3.07,0,0,1-2.47-1.6,5.26,5.26,0,0,1-3.81,1.68,4,4,0,0,1-3.11-1.2,4.48,4.48,0,0,1-1-2.79A3.91,3.91,0,0,1,73,100.74a5.54,5.54,0,0,1,3.66-1.12A21.62,21.62,0,0,1,79,99.7v-.8c0-1.43-.64-2.07-2-2.07a12.89,12.89,0,0,0-4.06,1A3.71,3.71,0,0,1,72,95.4a14.14,14.14,0,0,1,5.72-1.2A4.51,4.51,0,0,1,81,95.32a4.31,4.31,0,0,1,1.28,3.35v5.41a2.67,2.67,0,0,0,.79,2.24Zm-6.68-.64A3.64,3.64,0,0,0,79,104.4v-2.31a16.64,16.64,0,0,0-2-.08,2.13,2.13,0,0,0-1.67.56,1.92,1.92,0,0,0-.56,1.43,2.17,2.17,0,0,0,.48,1.36,2.56,2.56,0,0,0,1.11.32Z" transform="translate(0 0)"/><path id="path16" class="cls-1" d="M86.34,106.24a9.07,9.07,0,0,1-1.19-5,7.37,7.37,0,0,1,1.51-5,4.69,4.69,0,0,1,3.66-1.84,5.22,5.22,0,0,1,3.57,1.36A3,3,0,0,1,96,94.6a2.06,2.06,0,0,1,.72.72c.16.32.31.56.47,1a3,3,0,0,0-.71,2.31v7.49c0,2.79-.48,4.78-1.35,6s-2.47,1.76-4.54,1.76a14,14,0,0,1-4.77-.88,3.6,3.6,0,0,1,.8-2.39,7.79,7.79,0,0,0,3.58.8,2.77,2.77,0,0,0,2.38-.88,3.84,3.84,0,0,0,.64-2.47v-1a5.13,5.13,0,0,1-3.34,1.28,4.35,4.35,0,0,1-3.5-2Zm6.76-2.16V98a3.53,3.53,0,0,0-2.31-1.12A2.06,2.06,0,0,0,89,98a6.74,6.74,0,0,0-.63,3.27,6.23,6.23,0,0,0,.55,3.1,1.93,1.93,0,0,0,1.51,1,3.13,3.13,0,0,0,2.63-1.28Z" transform="translate(0 0)"/><path id="path18" class="cls-1" d="M110,102.33h-7.4a4.2,4.2,0,0,0,.72,2.39,2.46,2.46,0,0,0,2.14.88,9.11,9.11,0,0,0,3.5-1,3.36,3.36,0,0,1,1,2,8.31,8.31,0,0,1-5.09,1.52,4.86,4.86,0,0,1-4.3-1.91,8.76,8.76,0,0,1-1.27-5,8.17,8.17,0,0,1,1.43-5,4.77,4.77,0,0,1,4.06-1.92,5.23,5.23,0,0,1,4.05,1.6,5.75,5.75,0,0,1,1.43,4.06,12.9,12.9,0,0,1-.23,2.39Zm-5.09-5.66c-1.43,0-2.23,1.12-2.31,3.27h4.61v-.32a4.2,4.2,0,0,0-.55-2.15,2.15,2.15,0,0,0-1.75-.8Z" transform="translate(0 0)"/><path id="path24-3-6" class="cls-4" d="M70.68,27a8.16,8.16,0,0,0-3.42.72L32.11,43.37A1.33,1.33,0,0,0,31.4,45h0c0,.08,0,.08.08.16l5.64,11.15h4.93l-.71-3.9c-.08-.32-.56-2.55-1-4.14l16.46,5.18a15,15,0,0,0,.88,2.86H84.27A15,15,0,0,0,85,53.49l16.38-5.1c-.48,1.59-1,3.82-1,4.14l-.71,3.9h4.93l5.56-11.07.08-.08.08-.16h0a.72.72,0,0,0,.08-.4,1.42,1.42,0,0,0-.79-1.27L74.41,27.83A7.86,7.86,0,0,0,70.68,27Z" transform="translate(0 0)"/><path id="path24-3" class="cls-5" d="M70.68,34.36a8.16,8.16,0,0,0-3.42.72L32.11,50.7a1.33,1.33,0,0,0-.71,1.67h0c0,.08,0,.08.08.16l3,6.06H41c-.24-.88-.48-1.92-.8-3l9.31,3H92l9.3-3c-.32,1-.56,2.07-.8,3H107l3-6,.08-.08.08-.16h0a.72.72,0,0,0,.08-.4,1.4,1.4,0,0,0-.79-1.27L74.33,35.08A9.58,9.58,0,0,0,70.68,34.36Z" transform="translate(0 0)"/><path id="path24" class="cls-4" d="M110.27,59.46a.72.72,0,0,1-.08.4h0l-.08.16h0l-.08.08L101.53,77c-1.2,2.31-3.34,2.23-3-.08l1.74-9.56c.08-.32.56-2.55,1-4.14l-16.38,5.1c-2.55,16.81-24.65,17-28.23,0L40.22,63.13c.48,1.59,1,3.82,1,4.14L43,76.83c.39,2.39-1.83,2.47-3,.08l-8.58-17c0-.08-.08-.08-.08-.16A1.22,1.22,0,0,1,32,58.11h0L67.1,42.49a9,9,0,0,1,7.07,0l35.15,15.62A1.49,1.49,0,0,1,110.27,59.46Z" transform="translate(0 0)"/><path id="path26" class="cls-6" d="M82,62.41l15.18-6.14a.74.74,0,0,0,.4-.87.66.66,0,0,0-.4-.4c-1.75-.72-4-1.59-6.12-2.47-.4-.16-4.13,2.55-4.45,2.79l-6.52,5.26C78.55,62,79.9,63.29,82,62.41Z" transform="translate(0 0)"/><ellipse id="circle28" class="cls-6" cx="70.99" cy="68.39" rx="7.95" ry="7.97"/><path id="path6-0" class="cls-3" d="M81.41,50.94a5.33,5.33,0,0,1-2.23-.24L51.51,43.21a9.66,9.66,0,0,1-2.06-1Z" transform="translate(0 0)"/><path id="path8-6" class="cls-1" d="M39.35,98h4.21c1.51,0,2.31.72,2.31,2.15v6.93A18.33,18.33,0,0,1,39,108.23a6.61,6.61,0,0,1-5.64-2.55,11.44,11.44,0,0,1-1.91-7c0-3,.79-5.26,2.38-6.86a7.94,7.94,0,0,1,5.81-2.47,10.75,10.75,0,0,1,6.2,1.92,3.61,3.61,0,0,1-.56,1.43,3.2,3.2,0,0,1-1,1,8.17,8.17,0,0,0-4.53-1.6,4.42,4.42,0,0,0-3.58,1.6c-.88,1.11-1.27,2.78-1.27,5.1,0,4.38,1.59,6.53,4.85,6.53a18.48,18.48,0,0,0,2.94-.32v-2.47a10.14,10.14,0,0,1,.08-1.75H40.62a2.05,2.05,0,0,1-1.19-.32,1.32,1.32,0,0,1-.4-1A9.18,9.18,0,0,1,39.35,98Z" transform="translate(0 0)"/><path id="path10-2" class="cls-1" d="M59.78,106.32a2.9,2.9,0,0,1-.47,1,1.89,1.89,0,0,1-.64.72,3.06,3.06,0,0,1-2.46-1.6,5.3,5.3,0,0,1-3.82,1.68,3.94,3.94,0,0,1-3.1-1.2,4.43,4.43,0,0,1-1-2.79,3.89,3.89,0,0,1,1.44-3.34,5.72,5.72,0,0,1,3.73-1.12,21.53,21.53,0,0,1,2.31.08v-.8c0-1.43-.64-2.07-2-2.07a12.84,12.84,0,0,0-4.05,1,3.67,3.67,0,0,1-.88-2.39,14.16,14.16,0,0,1,5.73-1.2,4.54,4.54,0,0,1,3.26,1.12,4.34,4.34,0,0,1,1.27,3.35v5.41C59,105.28,59.23,105.92,59.78,106.32Zm-6.68-.64a3.62,3.62,0,0,0,2.63-1.28v-2.31a16.56,16.56,0,0,0-2-.08,2.14,2.14,0,0,0-1.67.56,1.92,1.92,0,0,0-.56,1.43,2.17,2.17,0,0,0,.48,1.36,2.6,2.6,0,0,0,1.11.32Z" transform="translate(0 0)"/><path id="path12-6" class="cls-1" d="M61.93,96.2a2.7,2.7,0,0,1,.48-1,1.87,1.87,0,0,1,.63-.72,3.35,3.35,0,0,1,2.79,2.39,3.54,3.54,0,0,1,3.42-2.39,9.8,9.8,0,0,1,1.51.16,6,6,0,0,1-.8,3.11,6.08,6.08,0,0,0-1.19-.16,3,3,0,0,0-2.63,1.75v8.45a11.72,11.72,0,0,1-1.59.16,11.94,11.94,0,0,1-1.67-.16V98.9a3.35,3.35,0,0,0-1-2.7Z" transform="translate(0 0)"/><path id="path14-1" class="cls-1" d="M83.08,106.32a2.75,2.75,0,0,1-.48,1A1.87,1.87,0,0,1,82,108a3.07,3.07,0,0,1-2.47-1.6,5.26,5.26,0,0,1-3.81,1.68,4,4,0,0,1-3.11-1.2,4.48,4.48,0,0,1-1-2.79A3.91,3.91,0,0,1,73,100.74a5.54,5.54,0,0,1,3.66-1.12A21.62,21.62,0,0,1,79,99.7v-.8c0-1.43-.64-2.07-2-2.07a12.89,12.89,0,0,0-4.06,1A3.71,3.71,0,0,1,72,95.4a14.14,14.14,0,0,1,5.72-1.2A4.51,4.51,0,0,1,81,95.32a4.31,4.31,0,0,1,1.28,3.35v5.41a2.67,2.67,0,0,0,.79,2.24Zm-6.68-.64A3.64,3.64,0,0,0,79,104.4v-2.31a16.64,16.64,0,0,0-2-.08,2.13,2.13,0,0,0-1.67.56,1.92,1.92,0,0,0-.56,1.43,2.17,2.17,0,0,0,.48,1.36,2.56,2.56,0,0,0,1.11.32Z" transform="translate(0 0)"/><path id="path16-8" class="cls-1" d="M86.34,106.24a9.07,9.07,0,0,1-1.19-5,7.37,7.37,0,0,1,1.51-5,4.69,4.69,0,0,1,3.66-1.84,5.22,5.22,0,0,1,3.57,1.36A3,3,0,0,1,96,94.6a2.06,2.06,0,0,1,.72.72c.16.32.31.56.47,1a3,3,0,0,0-.71,2.31v7.49c0,2.79-.48,4.78-1.35,6s-2.47,1.76-4.54,1.76a14,14,0,0,1-4.77-.88,3.6,3.6,0,0,1,.8-2.39,7.79,7.79,0,0,0,3.58.8,2.77,2.77,0,0,0,2.38-.88,3.84,3.84,0,0,0,.64-2.47v-1a5.13,5.13,0,0,1-3.34,1.28,4.35,4.35,0,0,1-3.5-2Zm6.76-2.16V98a3.53,3.53,0,0,0-2.31-1.12A2.06,2.06,0,0,0,89,98a6.74,6.74,0,0,0-.63,3.27,6.23,6.23,0,0,0,.55,3.1,1.93,1.93,0,0,0,1.51,1,3.13,3.13,0,0,0,2.63-1.28Z" transform="translate(0 0)"/><path id="path18-7" class="cls-1" d="M110,102.33h-7.4a4.2,4.2,0,0,0,.72,2.39,2.46,2.46,0,0,0,2.14.88,9.11,9.11,0,0,0,3.5-1,3.36,3.36,0,0,1,1,2,8.31,8.31,0,0,1-5.09,1.52,4.86,4.86,0,0,1-4.3-1.91,8.76,8.76,0,0,1-1.27-5,8.17,8.17,0,0,1,1.43-5,4.77,4.77,0,0,1,4.06-1.92,5.23,5.23,0,0,1,4.05,1.6,5.75,5.75,0,0,1,1.43,4.06,12.9,12.9,0,0,1-.23,2.39Zm-5.09-5.66c-1.43,0-2.23,1.12-2.31,3.27h4.61v-.32a4.2,4.2,0,0,0-.55-2.15,2.15,2.15,0,0,0-1.75-.8Z" transform="translate(0 0)"/><path id="path24-3-6-9" class="cls-7" d="M70.68,27a8.16,8.16,0,0,0-3.42.72L32.11,43.37A1.33,1.33,0,0,0,31.4,45h0c0,.08,0,.08.08.16l5.64,11.15h4.93l-.71-3.9c-.08-.32-.56-2.55-1-4.14l16.46,5.18a15,15,0,0,0,.88,2.86H84.27A15,15,0,0,0,85,53.49l16.38-5.1c-.48,1.59-1,3.82-1,4.14l-.71,3.9h4.93l5.56-11.07.08-.08.08-.16h0a.72.72,0,0,0,.08-.4,1.42,1.42,0,0,0-.79-1.27L74.41,27.83A7.86,7.86,0,0,0,70.68,27Z" transform="translate(0 0)"/><path id="path24-3-2" class="cls-1" d="M70.68,34.36a8.16,8.16,0,0,0-3.42.72L32.11,50.7a1.33,1.33,0,0,0-.71,1.67h0c0,.08,0,.08.08.16l3,6.06H41c-.24-.88-.48-1.92-.8-3l9.31,3H92l9.3-3c-.32,1-.56,2.07-.8,3H107l3-6,.08-.08.08-.16h0a.72.72,0,0,0,.08-.4,1.4,1.4,0,0,0-.79-1.27L74.33,35.08A9.58,9.58,0,0,0,70.68,34.36Z" transform="translate(0 0)"/><path id="path24-0" class="cls-7" d="M110.27,59.46a.72.72,0,0,1-.08.4h0l-.08.16h0l-.08.08L101.53,77c-1.2,2.31-3.34,2.23-3-.08l1.74-9.56c.08-.32.56-2.55,1-4.14l-16.38,5.1c-2.55,16.81-24.65,17-28.23,0L40.22,63.13c.48,1.59,1,3.82,1,4.14L43,76.83c.39,2.39-1.83,2.47-3,.08l-8.58-17c0-.08-.08-.08-.08-.16A1.22,1.22,0,0,1,32,58.11h0L67.1,42.49a9,9,0,0,1,7.07,0l35.15,15.62A1.49,1.49,0,0,1,110.27,59.46Z" transform="translate(0 0)"/><path id="path26-2" class="cls-1" d="M82,62.41l15.18-6.14a.74.74,0,0,0,.4-.87.66.66,0,0,0-.4-.4c-1.75-.72-4-1.59-6.12-2.47-.4-.16-4.13,2.55-4.45,2.79l-6.52,5.26C78.55,62,79.9,63.29,82,62.41Z" transform="translate(0 0)"/><ellipse id="circle28-3" class="cls-1" cx="70.99" cy="68.39" rx="7.95" ry="7.97"/></svg> \ No newline at end of file