text
stringlengths
66
672k
description
stringlengths
9
102
input
stringlengths
1
94
output
stringlengths
242
672k
png_processed
bool
2 classes
png_data
unknown
<s>[INST] Icon of Hotel here are the inputs Hotel [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M352.7 103m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M807.7 951h-449V192L643.8 87l163.9 105z" fill="#F7D4FF" /><path d="M643.7 951h-285V192l285-105z" fill="#FFE0B6" /><path d="M523.7 951.5h-314v-531l199-74 115 74z" fill="#DAE5FF" /><path d="M408.4 951.5H209.7V420.4l199-73.9z" fill="#FFEB4D" /><path d="M951.7 686.6c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17-9.8 0-16.1 5-20.8 10.5v-24.3c3.4-3.1 5.9-6.8 8.2-9.9 5.1-7.3 7.7-10.2 12.7-10.2 5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17-9.8 0-16.1 5-20.8 10.5V192c0-2.7-1.4-5.3-3.7-6.7l-164-105.1c-1.3-0.8-2.8-1.3-4.3-1.3h-0.1c-0.9 0-1.9 0.2-2.8 0.5l-285 105.1c-3.1 1.2-5.2 4.2-5.2 7.5v167.5l-143.8 53.4c-3.1 1.2-5.2 4.2-5.2 7.5V943h-101c-4.4 0-8 3.6-8 8s3.6 8 8 8h106.2c0.9 0.3 1.8 0.5 2.8 0.5h314c1 0 1.9-0.2 2.8-0.5h398.2c4.4 0 8-3.6 8-8s-3.6-8-8-8h-109V695.5c3.4-3.1 5.9-6.8 8.1-9.9 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2 5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8z m-585-489l269-99.1V943h-104V420.5c0-2.7-1.4-5.3-3.7-6.7l-115-74c-0.1-0.1-0.2-0.1-0.4-0.2-0.1-0.1-0.2-0.1-0.3-0.2-0.2-0.1-0.3-0.2-0.5-0.2-0.1 0-0.2-0.1-0.3-0.1-0.2-0.1-0.4-0.1-0.5-0.2-0.1 0-0.2-0.1-0.4-0.1s-0.4-0.1-0.5-0.1c-0.1 0-0.3 0-0.4-0.1H407.9c-0.2 0-0.3 0.1-0.5 0.1-0.1 0-0.3 0-0.4 0.1-0.1 0-0.3 0.1-0.4 0.1-0.2 0-0.3 0.1-0.5 0.1l-39.2 14.6v-156z m49.9 163.6l99 63.7V943h-99.3l0.3-581.8z m-198.9 64.9l133-49.5 16-6 34-12.6-0.3 585H217.7V426.1zM799.6 943h-148V101.5l148 94.9V943zM111.1 282.6c13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17-4.4 0-8 3.6-8 8s3.6 8 8 8c5 0 7.5 3 12.7 10.2 5 7.2 11.9 17 25.7 17zM72.7 205.4c5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17-4.4 0-8 3.6-8 8s3.5 8 8 8zM352.7 143c22.1 0 40-17.9 40-40s-17.9-40-40-40-40 17.9-40 40 17.9 40 40 40z m0-64c13.2 0 24 10.8 24 24s-10.8 24-24 24-24-10.8-24-24 10.8-24 24-24z" fill="#9A2D2F" /><path d="M350.6 376.6l-133 49.5v139.3c20.6-29.8 27.8-74 30-88.4 5.5-35.5 35.5-26 79.5-49 31.1-16.2 43.5-39.7 46.4-59.9l-6.9 2.6-16 5.9zM366.7 353.6l12.8-4.7c11.3-18.6 15.9-43.6 59.7-58.8 48-16.7 15.5-65.8 33.5-98.5s65.3-9.8 105.3-45.8c13.7-12.3 19.9-24 22.1-34.1l-233.4 86v155.9z" fill="#FFFFFF" /></svg> </s>
Icon of Hotel
Hotel
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M352.7 103m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M807.7 951h-449V192L643.8 87l163.9 105z" fill="#F7D4FF" /><path d="M643.7 951h-285V192l285-105z" fill="#FFE0B6" /><path d="M523.7 951.5h-314v-531l199-74 115 74z" fill="#DAE5FF" /><path d="M408.4 951.5H209.7V420.4l199-73.9z" fill="#FFEB4D" /><path d="M951.7 686.6c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17-9.8 0-16.1 5-20.8 10.5v-24.3c3.4-3.1 5.9-6.8 8.2-9.9 5.1-7.3 7.7-10.2 12.7-10.2 5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17-9.8 0-16.1 5-20.8 10.5V192c0-2.7-1.4-5.3-3.7-6.7l-164-105.1c-1.3-0.8-2.8-1.3-4.3-1.3h-0.1c-0.9 0-1.9 0.2-2.8 0.5l-285 105.1c-3.1 1.2-5.2 4.2-5.2 7.5v167.5l-143.8 53.4c-3.1 1.2-5.2 4.2-5.2 7.5V943h-101c-4.4 0-8 3.6-8 8s3.6 8 8 8h106.2c0.9 0.3 1.8 0.5 2.8 0.5h314c1 0 1.9-0.2 2.8-0.5h398.2c4.4 0 8-3.6 8-8s-3.6-8-8-8h-109V695.5c3.4-3.1 5.9-6.8 8.1-9.9 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2 5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8z m-585-489l269-99.1V943h-104V420.5c0-2.7-1.4-5.3-3.7-6.7l-115-74c-0.1-0.1-0.2-0.1-0.4-0.2-0.1-0.1-0.2-0.1-0.3-0.2-0.2-0.1-0.3-0.2-0.5-0.2-0.1 0-0.2-0.1-0.3-0.1-0.2-0.1-0.4-0.1-0.5-0.2-0.1 0-0.2-0.1-0.4-0.1s-0.4-0.1-0.5-0.1c-0.1 0-0.3 0-0.4-0.1H407.9c-0.2 0-0.3 0.1-0.5 0.1-0.1 0-0.3 0-0.4 0.1-0.1 0-0.3 0.1-0.4 0.1-0.2 0-0.3 0.1-0.5 0.1l-39.2 14.6v-156z m49.9 163.6l99 63.7V943h-99.3l0.3-581.8z m-198.9 64.9l133-49.5 16-6 34-12.6-0.3 585H217.7V426.1zM799.6 943h-148V101.5l148 94.9V943zM111.1 282.6c13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17-4.4 0-8 3.6-8 8s3.6 8 8 8c5 0 7.5 3 12.7 10.2 5 7.2 11.9 17 25.7 17zM72.7 205.4c5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17-4.4 0-8 3.6-8 8s3.5 8 8 8zM352.7 143c22.1 0 40-17.9 40-40s-17.9-40-40-40-40 17.9-40 40 17.9 40 40 40z m0-64c13.2 0 24 10.8 24 24s-10.8 24-24 24-24-10.8-24-24 10.8-24 24-24z" fill="#9A2D2F" /><path d="M350.6 376.6l-133 49.5v139.3c20.6-29.8 27.8-74 30-88.4 5.5-35.5 35.5-26 79.5-49 31.1-16.2 43.5-39.7 46.4-59.9l-6.9 2.6-16 5.9zM366.7 353.6l12.8-4.7c11.3-18.6 15.9-43.6 59.7-58.8 48-16.7 15.5-65.8 33.5-98.5s65.3-9.8 105.3-45.8c13.7-12.3 19.9-24 22.1-34.1l-233.4 86v155.9z" fill="#FFFFFF" /></svg>
true
"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"
<s>[INST] Icon of Polaroid here are the inputs Polaroid [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M242 280.3c-12.9 0-19.2-10.1-23.8-17.4-4.3-6.9-6.5-9.9-10.2-9.9s-5.9 3-10.2 9.9c-4.6 7.3-10.9 17.4-23.8 17.4s-19.2-10.1-23.8-17.4c-4.3-6.9-6.5-9.9-10.2-9.9s-5.9 3-10.2 9.9c-4.6 7.3-10.9 17.4-23.8 17.4s-19.2-10.1-23.8-17.4C77.9 256 75.7 253 72 253c-4.4 0-8-3.6-8-8s3.6-8 8-8c12.9 0 19.2 10.1 23.8 17.4 4.3 6.9 6.5 9.9 10.2 9.9s5.9-3 10.2-9.9C120.7 247 127 237 140 237s19.2 10.1 23.8 17.4c4.3 6.9 6.5 9.9 10.2 9.9 3.7 0 5.9-3 10.2-9.9C188.8 247 195 237 208 237s19.2 10.1 23.8 17.4c4.3 6.9 6.5 9.9 10.2 9.9 4.4 0 8 3.6 8 8s-3.6 8-8 8zM263.9 230.3c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M352 104.7m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M352 144.7c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M368.9 234.7h320v204h-320z" fill="#C2F2FF" /><path d="M547.4 287.2L410.2 438.7h246.1z" fill="#FFACC2" /><path d="M623.9 484.7h-255l150.4-166z" fill="#DAE5FF" /><path d="M590.1 347.1l-40.2-9.9-52 5.2 49.5-54.6z" fill="#FFFFFF" /><path d="M477.8 364.5l22.8 16.7 18.6-14 41.3 16.9-41.2-65.3z" fill="#FFFFFF" /><path d="M439.9 311.7c-13.2 0-24-10.8-24-24s10.8-24 24-24 24 10.8 24 24-10.7 24-24 24z m0-32c-4.4 0-8 3.6-8 8s3.6 8 8 8 8-3.6 8-8-3.6-8-8-8z" fill="#9A2D2F" /><path d="M439.9 287.7m-16 0a16 16 0 1 0 32 0 16 16 0 1 0-32 0Z" fill="#FFEB4D" /><path d="M800.9 950.7h-576c-17.6 0-32-14.4-32-32v-448c0-17.6 14.4-32 32-32h576c17.6 0 32 14.4 32 32v448c0 17.6-14.4 32-32 32z" fill="#FFACC2" /><path d="M800.9 950.7h-576c-17.6 0-32-14.4-32-32v-96h640v96c0 17.6-14.4 32-32 32z" fill="#FFEB4D" /><path d="M512.9 695.7m-193 0a193 193 0 1 0 386 0 193 193 0 1 0-386 0Z" fill="#DAE5FF" /><path d="M512.9 695.7m-144 0a144 144 0 1 0 288 0 144 144 0 1 0-288 0Z" fill="#FFFFFF" /><path d="M311.9 539.7h-58c-8.8 0-16-7.2-16-16s7.2-16 16-16h58c8.8 0 16 7.2 16 16s-7.2 16-16 16z" fill="#FFFFFF" /><path d="M516.3 695.5m-48 0a48 48 0 1 0 96 0 48 48 0 1 0-96 0Z" fill="#FFC0F0" /><path d="M512.9 847.7c83.8 0 152-68.2 152-152s-68.2-152-152-152-152 68.2-152 152 68.2 152 152 152z m0-288c75 0 136 61 136 136s-61 136-136 136-136-61-136-136 61-136 136-136zM311.9 499.7h-58c-13.2 0-24 10.8-24 24s10.8 24 24 24h58c13.2 0 24-10.8 24-24 0-13.3-10.7-24-24-24z m0 32h-58c-4.4 0-8-3.6-8-8s3.6-8 8-8h58c4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M516.3 751.5c30.9 0 56-25.1 56-56s-25.1-56-56-56-56 25.1-56 56 25.1 56 56 56z m0-96c22.1 0 40 17.9 40 40s-17.9 40-40 40-40-17.9-40-40 17.9-40 40-40z" fill="#9A2D2F" /><path d="M951 686.3c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-4.4-6.2-10.2-14.5-20.6-16.5v-33c2.3 1.6 4.5 4.4 7.5 8.7 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-4.4-6.2-10.2-14.5-20.6-16.5V470.7c0-22.1-17.9-40-40-40h-104v-196c0-4.4-3.6-8-8-8h-320c-4.4 0-8 3.6-8 8v196h-136c-22.1 0-40 17.9-40 40v448c0 9 3 17.3 8 24h-91.6c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.6-8-8-8h-92.4c5-6.7 8-15 8-24V676.5c2.3 1.6 4.5 4.4 7.5 8.7 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.4-7.9-7.8-7.9zM376.9 242.7h304v188h-20.6L553.9 282.5c-1.4-2-3.6-3.2-6-3.3-2.4-0.1-4.8 0.8-6.4 2.6L406.6 430.7h-29.7v-188z m162.4 122.7l1.2 1.8-18.2-7.4c-2.6-1.1-5.6-0.7-7.8 1l-13.8 10.4-10.8-7.9 12-13.3 16.4-18.1 9.8 15.5 11.2 18z m-10-45.8l17.4-19.2 24.2 33.6-19.1-4.7c-0.6-0.2-1.3-0.2-1.9-0.2h-0.8l-12.9 1.3-6.9-10.8z m-33.4 68c2.8 2.1 6.7 2.1 9.5-0.1l14.9-11.3 34.7 14.2 25.3 40.2H428.6l50.2-55.5 17.1 12.5z m71.5-7.6c0-0.1-0.1-0.2-0.1-0.2l-14.7-23.2-6.9-11 3.6-0.4 36.4 9 54.9 76.4h-41.3L567.4 380z m257.5 538.7c0 13.2-10.7 24-24 24h-576c-13.2 0-24-10.8-24-24v-88h163.2c36.8 40.5 89.9 66 148.8 66s112-25.5 148.8-66h163.2v88z m-497-223c0-102 83-185 185-185s185 83 185 185-83 185-185 185-185-83-185-185z m497 119H674.8c24.6-33.3 39.1-74.5 39.1-119 0-110.8-90.2-201-201-201s-201 90.2-201 201c0 44.5 14.5 85.7 39.1 119H200.9v-344c0-13.2 10.8-24 24-24h576c13.2 0 24 10.8 24 24v344z" fill="#9A2D2F" /><path d="M200.9 565.1c5.8-1.4 10.9-3.1 15-5.4 11.2-6.3 16.7-13.3 19.8-20.4-3.6-4.2-5.8-9.7-5.8-15.6 0-12.1 9.1-22.2 20.8-23.8 8.4-7.9 24.1-14.3 55.2-18 58.1-6.9 69.4-24.8 70.8-35.3H224.9c-13.2 0-24 10.8-24 24v94.5z" fill="#FFFFFF" /></svg> </s>
Icon of Polaroid
Polaroid
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M242 280.3c-12.9 0-19.2-10.1-23.8-17.4-4.3-6.9-6.5-9.9-10.2-9.9s-5.9 3-10.2 9.9c-4.6 7.3-10.9 17.4-23.8 17.4s-19.2-10.1-23.8-17.4c-4.3-6.9-6.5-9.9-10.2-9.9s-5.9 3-10.2 9.9c-4.6 7.3-10.9 17.4-23.8 17.4s-19.2-10.1-23.8-17.4C77.9 256 75.7 253 72 253c-4.4 0-8-3.6-8-8s3.6-8 8-8c12.9 0 19.2 10.1 23.8 17.4 4.3 6.9 6.5 9.9 10.2 9.9s5.9-3 10.2-9.9C120.7 247 127 237 140 237s19.2 10.1 23.8 17.4c4.3 6.9 6.5 9.9 10.2 9.9 3.7 0 5.9-3 10.2-9.9C188.8 247 195 237 208 237s19.2 10.1 23.8 17.4c4.3 6.9 6.5 9.9 10.2 9.9 4.4 0 8 3.6 8 8s-3.6 8-8 8zM263.9 230.3c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M352 104.7m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M352 144.7c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M368.9 234.7h320v204h-320z" fill="#C2F2FF" /><path d="M547.4 287.2L410.2 438.7h246.1z" fill="#FFACC2" /><path d="M623.9 484.7h-255l150.4-166z" fill="#DAE5FF" /><path d="M590.1 347.1l-40.2-9.9-52 5.2 49.5-54.6z" fill="#FFFFFF" /><path d="M477.8 364.5l22.8 16.7 18.6-14 41.3 16.9-41.2-65.3z" fill="#FFFFFF" /><path d="M439.9 311.7c-13.2 0-24-10.8-24-24s10.8-24 24-24 24 10.8 24 24-10.7 24-24 24z m0-32c-4.4 0-8 3.6-8 8s3.6 8 8 8 8-3.6 8-8-3.6-8-8-8z" fill="#9A2D2F" /><path d="M439.9 287.7m-16 0a16 16 0 1 0 32 0 16 16 0 1 0-32 0Z" fill="#FFEB4D" /><path d="M800.9 950.7h-576c-17.6 0-32-14.4-32-32v-448c0-17.6 14.4-32 32-32h576c17.6 0 32 14.4 32 32v448c0 17.6-14.4 32-32 32z" fill="#FFACC2" /><path d="M800.9 950.7h-576c-17.6 0-32-14.4-32-32v-96h640v96c0 17.6-14.4 32-32 32z" fill="#FFEB4D" /><path d="M512.9 695.7m-193 0a193 193 0 1 0 386 0 193 193 0 1 0-386 0Z" fill="#DAE5FF" /><path d="M512.9 695.7m-144 0a144 144 0 1 0 288 0 144 144 0 1 0-288 0Z" fill="#FFFFFF" /><path d="M311.9 539.7h-58c-8.8 0-16-7.2-16-16s7.2-16 16-16h58c8.8 0 16 7.2 16 16s-7.2 16-16 16z" fill="#FFFFFF" /><path d="M516.3 695.5m-48 0a48 48 0 1 0 96 0 48 48 0 1 0-96 0Z" fill="#FFC0F0" /><path d="M512.9 847.7c83.8 0 152-68.2 152-152s-68.2-152-152-152-152 68.2-152 152 68.2 152 152 152z m0-288c75 0 136 61 136 136s-61 136-136 136-136-61-136-136 61-136 136-136zM311.9 499.7h-58c-13.2 0-24 10.8-24 24s10.8 24 24 24h58c13.2 0 24-10.8 24-24 0-13.3-10.7-24-24-24z m0 32h-58c-4.4 0-8-3.6-8-8s3.6-8 8-8h58c4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M516.3 751.5c30.9 0 56-25.1 56-56s-25.1-56-56-56-56 25.1-56 56 25.1 56 56 56z m0-96c22.1 0 40 17.9 40 40s-17.9 40-40 40-40-17.9-40-40 17.9-40 40-40z" fill="#9A2D2F" /><path d="M951 686.3c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-4.4-6.2-10.2-14.5-20.6-16.5v-33c2.3 1.6 4.5 4.4 7.5 8.7 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-4.4-6.2-10.2-14.5-20.6-16.5V470.7c0-22.1-17.9-40-40-40h-104v-196c0-4.4-3.6-8-8-8h-320c-4.4 0-8 3.6-8 8v196h-136c-22.1 0-40 17.9-40 40v448c0 9 3 17.3 8 24h-91.6c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.6-8-8-8h-92.4c5-6.7 8-15 8-24V676.5c2.3 1.6 4.5 4.4 7.5 8.7 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.4-7.9-7.8-7.9zM376.9 242.7h304v188h-20.6L553.9 282.5c-1.4-2-3.6-3.2-6-3.3-2.4-0.1-4.8 0.8-6.4 2.6L406.6 430.7h-29.7v-188z m162.4 122.7l1.2 1.8-18.2-7.4c-2.6-1.1-5.6-0.7-7.8 1l-13.8 10.4-10.8-7.9 12-13.3 16.4-18.1 9.8 15.5 11.2 18z m-10-45.8l17.4-19.2 24.2 33.6-19.1-4.7c-0.6-0.2-1.3-0.2-1.9-0.2h-0.8l-12.9 1.3-6.9-10.8z m-33.4 68c2.8 2.1 6.7 2.1 9.5-0.1l14.9-11.3 34.7 14.2 25.3 40.2H428.6l50.2-55.5 17.1 12.5z m71.5-7.6c0-0.1-0.1-0.2-0.1-0.2l-14.7-23.2-6.9-11 3.6-0.4 36.4 9 54.9 76.4h-41.3L567.4 380z m257.5 538.7c0 13.2-10.7 24-24 24h-576c-13.2 0-24-10.8-24-24v-88h163.2c36.8 40.5 89.9 66 148.8 66s112-25.5 148.8-66h163.2v88z m-497-223c0-102 83-185 185-185s185 83 185 185-83 185-185 185-185-83-185-185z m497 119H674.8c24.6-33.3 39.1-74.5 39.1-119 0-110.8-90.2-201-201-201s-201 90.2-201 201c0 44.5 14.5 85.7 39.1 119H200.9v-344c0-13.2 10.8-24 24-24h576c13.2 0 24 10.8 24 24v344z" fill="#9A2D2F" /><path d="M200.9 565.1c5.8-1.4 10.9-3.1 15-5.4 11.2-6.3 16.7-13.3 19.8-20.4-3.6-4.2-5.8-9.7-5.8-15.6 0-12.1 9.1-22.2 20.8-23.8 8.4-7.9 24.1-14.3 55.2-18 58.1-6.9 69.4-24.8 70.8-35.3H224.9c-13.2 0-24 10.8-24 24v94.5z" fill="#FFFFFF" /></svg>
true
"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"
<s>[INST] Icon of Wine here are the inputs Wine [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M264.3 282.6c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.9-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM264.3 232.6c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.9-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M353.3 103m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M353.3 143c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M393.3 360.3h-80V179.2c0-7.7 6.2-13.9 13.9-13.9h52.1c7.7 0 13.9 6.2 13.9 13.9v181.1z" fill="#FFACC2" /><path d="M455.3 950.7h-204c-18.1 0-33-14.8-33-33v-432c0-74.2 60.7-135 135-135 74.2 0 135 60.7 135 135v432c0 18.2-14.8 33-33 33z" fill="#FFACC2" /><path d="M272.3 516.7h162v300h-162z" fill="#DAE5FF" /><path d="M434.3 824.7h-162c-4.4 0-8-3.6-8-8v-300c0-4.4 3.6-8 8-8h162c4.4 0 8 3.6 8 8v300c0 4.5-3.6 8-8 8z m-154-16h146v-284h-146v284z" fill="#9A2D2F" /><path d="M397.3 236.8h-88c-3.3 0-6-2.7-6-6v-20c0-3.3 2.7-6 6-6h88c3.3 0 6 2.7 6 6v20c0 3.3-2.7 6-6 6z" fill="#DAE5FF" /><path d="M576.7 640.5c-66.2 0-126.3-54-119.9-120 1.3-12.9 10-51 10-51h219.8s8.1 38.1 9.3 51c6 66-53 120-119.2 120z" fill="#FFFFFF" /><path d="M696.1 520.8H456.8v0.3c-6.4 66 53.7 120 120 120s125.3-54 119.3-120v-0.3z" fill="#FFACC2" /><path d="M576.8 632.5c32.1 0 64.1-14 85.5-37.5 0.4-0.4 0.7-0.9 1.1-1.3-19.7 17.5-26.6 15.3-40.3 19.8-26.7 8.8-34.7-7.5-48.7-10-14.8-2.6-33 16.2-63 0.5-12-6.3-26.2-18.3-33.5-25.9 3.4 5.7 7.4 11.1 12.1 16.2 21.8 23.9 54.2 38.2 86.8 38.2z" fill="#FFFFFF" /><path d="M746.7 640.5c-66.2 0-126.3-54-119.9-120 1.3-12.9 10-51 10-51h219.8s8.1 38.1 9.3 51c6 66-53 120-119.2 120z" fill="#FFFFFF" /><path d="M865.9 520h-239v0.3C620.4 586.1 680.5 640 746.7 640c66.2 0 125.2-53.9 119.2-119.7v-0.3z" fill="#FFACC2" /><path d="M746.7 632.5c32.1 0 64-14 85.5-37.5 0.4-0.4 0.7-0.9 1.1-1.3-19.7 17.5-26.6 15.3-40.3 19.8-26.6 8.7-34.6-7.5-48.6-10-14.8-2.6-33 16.2-62.9 0.5-12-6.3-26.1-18.3-33.5-25.9 3.4 5.7 7.4 11.1 12.1 16.2 21.6 23.9 54 38.2 86.6 38.2zM321.3 244.8v101.6c10.3-2.4 21-3.6 32-3.6 2.4 0 4.9 0.1 7.3 0.2-12-12.9-26.8-25.3-27.6-51.3-0.3-10.4-0.7-29.6 3.1-46.9h-14.8zM311.3 212.8v16h29.9c3.1-6.7 7.2-12.3 12.8-16h-42.7zM327.2 173.3c-3.3 0-5.9 2.7-5.9 5.9v17.6h50.5c4.4-6.9 7.5-15.1 9.7-23.1-0.7-0.3-1.4-0.4-2.1-0.4h-52.2z" fill="#FFFFFF" /><path d="M951.3 716.7c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17-1.5 0-2.8 0.4-4 1.1v-36.2c1.2 0.7 2.5 1.1 4 1.1 5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-2.5-3.6-5.5-7.8-9.5-11.1 26.1-5.8 50.1-19.5 68.4-39.5 20.1-22 30.7-49.2 30.4-77.4 0-3-0.2-5.9-0.4-8.9v-0.4c0-0.1 0-0.3-0.1-0.4-1.5-14-9-49.4-9.3-50.9-0.8-3.7-4-6.3-7.8-6.3H494.2c-8.8-51.3-45-93.3-92.9-110.5V244.2c5.8-1.7 10-7.1 10-13.4v-20c0-6.3-4.2-11.7-10-13.4v-18.2c0-12.1-9.8-21.9-21.9-21.9h-52.1c-12.1 0-21.9 9.8-21.9 21.9v18.2c-5.8 1.7-10 7.1-10 13.4v20c0 6.3 4.2 11.7 10 13.4V351c-55.3 19.8-95 72.7-95 134.7v432c0 9.5 3.3 18.3 8.7 25.2H99.3c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.6-8-8-8h-168V704.3c1.2 0.7 2.5 1.1 4 1.1 5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-7.9-8-7.9zM643.2 477.5h206.9c1.7 8.4 4.8 23.6 6.6 34.5H636.1c1.9-11 5.2-26.1 7.1-34.5zM490 594.3c-16.2-17.8-25.1-39.4-25.7-61.7v-3.7h154v2.2c0.2 26.9 10.6 52.8 29.9 74 0.5 0.5 1 1.1 1.5 1.6-20.4 16.4-46.7 25.8-73 25.8-32.6 0-65-14.3-86.7-38.2z m-1.8 21.2c-0.1-0.1-0.2-0.1-0.2-0.2 0 0.1 0.1 0.1 0.2 0.2z m-3.9-3.5l-0.5-0.5c0.2 0.1 0.3 0.3 0.5 0.5z m142.5-134.5s0-0.1 0 0c-2.1 9.7-5.4 24.9-7 35.3H466c1.9-11 5.3-26.7 7.2-35.3h153.6zM321.3 179.2c0-3.3 2.7-5.9 5.9-5.9h52.1c3.3 0 5.9 2.7 5.9 5.9v17.6h-64v-17.6z m-10 33.6h84v16h-84v-16z m74 32v101.6c-10.3-2.4-21-3.6-32-3.6s-21.7 1.3-32 3.6V244.8h64z m-159 240.9c0-33.8 13.3-65.6 37.3-89.7 13.1-13.1 28.4-22.9 45.1-29.2 14.1-5.3 29.1-8.1 44.5-8.1s30.5 2.8 44.5 8.1c16.7 6.3 32.1 16.2 45.1 29.2 18.2 18.2 30.2 40.9 35 65.4h-11.2c-3.7 0-7 2.6-7.8 6.2-0.4 1.6-8.9 38.7-10.2 52-0.4 3.9-0.5 7.8-0.5 11.6 0.1 27 10.5 53 29.9 74.3 0.7 0.8 1.4 1.5 2.1 2.3v309.8c0 13.8-11.2 25-25 25h-204c-13.8 0-25-11.2-25-25V485.7z m270 432.1V622.1c21 15.7 46.7 25.3 73 26.8V943h-81.7c5.4-7 8.7-15.7 8.7-25.2z m89 25.2V648.9c28.3-1.8 55.2-12.7 76.7-30.8 21.7 17.7 49.2 28.5 77.3 30.2V943h-154z m161.4-311c-32.5 0-64.9-14.2-86.6-38.1-17.1-18.8-26.1-41.9-25.7-65.7v-0.3h223.9v4.6c-0.8 22.6-9.8 44.3-26.1 62.1-21.5 23.5-53.5 37.4-85.5 37.4z" fill="#9A2D2F" /><path d="M253.3 407.7c1.8 2 3.6 4.1 5.3 6.3 29.2 38.8 67.5 18.9 77 10.5 17.5-15.5 39.4-20.6 74.2-11.8 18.7 4.8 26.1-5.7 29.8-20-12.3-11.4-26.4-20.2-41.7-25.9-14.1-5.3-29.1-8.1-44.5-8.1s-30.5 2.8-44.5 8.1c-16.7 6.3-32.1 16.2-45.1 29.2-3.9 3.8-7.3 7.6-10.5 11.7z" fill="#FFFFFF" /></svg> </s>
Icon of Wine
Wine
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M264.3 282.6c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.9-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM264.3 232.6c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.9-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M353.3 103m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M353.3 143c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M393.3 360.3h-80V179.2c0-7.7 6.2-13.9 13.9-13.9h52.1c7.7 0 13.9 6.2 13.9 13.9v181.1z" fill="#FFACC2" /><path d="M455.3 950.7h-204c-18.1 0-33-14.8-33-33v-432c0-74.2 60.7-135 135-135 74.2 0 135 60.7 135 135v432c0 18.2-14.8 33-33 33z" fill="#FFACC2" /><path d="M272.3 516.7h162v300h-162z" fill="#DAE5FF" /><path d="M434.3 824.7h-162c-4.4 0-8-3.6-8-8v-300c0-4.4 3.6-8 8-8h162c4.4 0 8 3.6 8 8v300c0 4.5-3.6 8-8 8z m-154-16h146v-284h-146v284z" fill="#9A2D2F" /><path d="M397.3 236.8h-88c-3.3 0-6-2.7-6-6v-20c0-3.3 2.7-6 6-6h88c3.3 0 6 2.7 6 6v20c0 3.3-2.7 6-6 6z" fill="#DAE5FF" /><path d="M576.7 640.5c-66.2 0-126.3-54-119.9-120 1.3-12.9 10-51 10-51h219.8s8.1 38.1 9.3 51c6 66-53 120-119.2 120z" fill="#FFFFFF" /><path d="M696.1 520.8H456.8v0.3c-6.4 66 53.7 120 120 120s125.3-54 119.3-120v-0.3z" fill="#FFACC2" /><path d="M576.8 632.5c32.1 0 64.1-14 85.5-37.5 0.4-0.4 0.7-0.9 1.1-1.3-19.7 17.5-26.6 15.3-40.3 19.8-26.7 8.8-34.7-7.5-48.7-10-14.8-2.6-33 16.2-63 0.5-12-6.3-26.2-18.3-33.5-25.9 3.4 5.7 7.4 11.1 12.1 16.2 21.8 23.9 54.2 38.2 86.8 38.2z" fill="#FFFFFF" /><path d="M746.7 640.5c-66.2 0-126.3-54-119.9-120 1.3-12.9 10-51 10-51h219.8s8.1 38.1 9.3 51c6 66-53 120-119.2 120z" fill="#FFFFFF" /><path d="M865.9 520h-239v0.3C620.4 586.1 680.5 640 746.7 640c66.2 0 125.2-53.9 119.2-119.7v-0.3z" fill="#FFACC2" /><path d="M746.7 632.5c32.1 0 64-14 85.5-37.5 0.4-0.4 0.7-0.9 1.1-1.3-19.7 17.5-26.6 15.3-40.3 19.8-26.6 8.7-34.6-7.5-48.6-10-14.8-2.6-33 16.2-62.9 0.5-12-6.3-26.1-18.3-33.5-25.9 3.4 5.7 7.4 11.1 12.1 16.2 21.6 23.9 54 38.2 86.6 38.2zM321.3 244.8v101.6c10.3-2.4 21-3.6 32-3.6 2.4 0 4.9 0.1 7.3 0.2-12-12.9-26.8-25.3-27.6-51.3-0.3-10.4-0.7-29.6 3.1-46.9h-14.8zM311.3 212.8v16h29.9c3.1-6.7 7.2-12.3 12.8-16h-42.7zM327.2 173.3c-3.3 0-5.9 2.7-5.9 5.9v17.6h50.5c4.4-6.9 7.5-15.1 9.7-23.1-0.7-0.3-1.4-0.4-2.1-0.4h-52.2z" fill="#FFFFFF" /><path d="M951.3 716.7c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17-1.5 0-2.8 0.4-4 1.1v-36.2c1.2 0.7 2.5 1.1 4 1.1 5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-2.5-3.6-5.5-7.8-9.5-11.1 26.1-5.8 50.1-19.5 68.4-39.5 20.1-22 30.7-49.2 30.4-77.4 0-3-0.2-5.9-0.4-8.9v-0.4c0-0.1 0-0.3-0.1-0.4-1.5-14-9-49.4-9.3-50.9-0.8-3.7-4-6.3-7.8-6.3H494.2c-8.8-51.3-45-93.3-92.9-110.5V244.2c5.8-1.7 10-7.1 10-13.4v-20c0-6.3-4.2-11.7-10-13.4v-18.2c0-12.1-9.8-21.9-21.9-21.9h-52.1c-12.1 0-21.9 9.8-21.9 21.9v18.2c-5.8 1.7-10 7.1-10 13.4v20c0 6.3 4.2 11.7 10 13.4V351c-55.3 19.8-95 72.7-95 134.7v432c0 9.5 3.3 18.3 8.7 25.2H99.3c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.6-8-8-8h-168V704.3c1.2 0.7 2.5 1.1 4 1.1 5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-7.9-8-7.9zM643.2 477.5h206.9c1.7 8.4 4.8 23.6 6.6 34.5H636.1c1.9-11 5.2-26.1 7.1-34.5zM490 594.3c-16.2-17.8-25.1-39.4-25.7-61.7v-3.7h154v2.2c0.2 26.9 10.6 52.8 29.9 74 0.5 0.5 1 1.1 1.5 1.6-20.4 16.4-46.7 25.8-73 25.8-32.6 0-65-14.3-86.7-38.2z m-1.8 21.2c-0.1-0.1-0.2-0.1-0.2-0.2 0 0.1 0.1 0.1 0.2 0.2z m-3.9-3.5l-0.5-0.5c0.2 0.1 0.3 0.3 0.5 0.5z m142.5-134.5s0-0.1 0 0c-2.1 9.7-5.4 24.9-7 35.3H466c1.9-11 5.3-26.7 7.2-35.3h153.6zM321.3 179.2c0-3.3 2.7-5.9 5.9-5.9h52.1c3.3 0 5.9 2.7 5.9 5.9v17.6h-64v-17.6z m-10 33.6h84v16h-84v-16z m74 32v101.6c-10.3-2.4-21-3.6-32-3.6s-21.7 1.3-32 3.6V244.8h64z m-159 240.9c0-33.8 13.3-65.6 37.3-89.7 13.1-13.1 28.4-22.9 45.1-29.2 14.1-5.3 29.1-8.1 44.5-8.1s30.5 2.8 44.5 8.1c16.7 6.3 32.1 16.2 45.1 29.2 18.2 18.2 30.2 40.9 35 65.4h-11.2c-3.7 0-7 2.6-7.8 6.2-0.4 1.6-8.9 38.7-10.2 52-0.4 3.9-0.5 7.8-0.5 11.6 0.1 27 10.5 53 29.9 74.3 0.7 0.8 1.4 1.5 2.1 2.3v309.8c0 13.8-11.2 25-25 25h-204c-13.8 0-25-11.2-25-25V485.7z m270 432.1V622.1c21 15.7 46.7 25.3 73 26.8V943h-81.7c5.4-7 8.7-15.7 8.7-25.2z m89 25.2V648.9c28.3-1.8 55.2-12.7 76.7-30.8 21.7 17.7 49.2 28.5 77.3 30.2V943h-154z m161.4-311c-32.5 0-64.9-14.2-86.6-38.1-17.1-18.8-26.1-41.9-25.7-65.7v-0.3h223.9v4.6c-0.8 22.6-9.8 44.3-26.1 62.1-21.5 23.5-53.5 37.4-85.5 37.4z" fill="#9A2D2F" /><path d="M253.3 407.7c1.8 2 3.6 4.1 5.3 6.3 29.2 38.8 67.5 18.9 77 10.5 17.5-15.5 39.4-20.6 74.2-11.8 18.7 4.8 26.1-5.7 29.8-20-12.3-11.4-26.4-20.2-41.7-25.9-14.1-5.3-29.1-8.1-44.5-8.1s-30.5 2.8-44.5 8.1c-16.7 6.3-32.1 16.2-45.1 29.2-3.9 3.8-7.3 7.6-10.5 11.7z" fill="#FFFFFF" /></svg>
true
"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"
<s>[INST] Icon of Cocktail here are the inputs Cocktail [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M948.6 703c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM948.6 653c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM261.6 282.9c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.9 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM261.6 233c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M348.7 103.3m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M348.7 143.3c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-18 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M554.1 408.8c58.3 0 105.5-47.2 105.5-105.5s-47.2-105.5-105.5-105.5S448.6 245 448.6 303.3s47.2 105.5 105.5 105.5z" fill="#C0FCD0" /><path d="M330.6 627.3l224-324h-448z" fill="#FFFFFF" /><path d="M500.6 381.3h-340l170 246z" fill="#FFACC2" /><path d="M330.6 613.2l54.5-78.8c-18.2 5.1-28.8 25.9-49.1 23.5-25.5-3-24-37.8-42.7-40.5-3.3-0.5-15.1-3.7-28 1.3l65.3 94.5z" fill="#FFFFFF" /><path d="M823.1 408.8c58.3 0 105.5-47.2 105.5-105.5s-47.2-105.5-105.5-105.5S717.6 245 717.6 303.3s47.2 105.5 105.5 105.5z" fill="#FFEB4D" /><path d="M599.6 627.3l224-324h-448z" fill="#FFFFFF" /><path d="M769.5 381.3h-340l170 246z" fill="#C0FCD0" /><path d="M599.6 613.2l54.5-78.8c-18.2 5.1-28.8 25.9-49.1 23.5-25.5-3-24-37.8-42.7-40.5-3.3-0.5-15.1-3.7-28 1.3l65.3 94.5z" fill="#FFFFFF" /><path d="M920.6 943.3H607.3V630.2l158.4-229.1c16.9 10 36.5 15.7 57.5 15.7 62.6 0 113.5-50.9 113.5-113.5s-50.9-113.5-113.5-113.5c-59.9 0-109.1 46.6-113.2 105.4h-42.6c-1.2-17.5-6.4-33.9-14.7-48.3-0.1-0.1-0.1-0.3-0.2-0.4-0.1-0.2-0.2-0.4-0.3-0.5-19.7-33.6-56.2-56.2-97.9-56.2s-78.2 22.6-97.9 56.2c-0.1 0.2-0.2 0.3-0.3 0.5-0.1 0.1-0.1 0.3-0.2 0.4-8.3 14.4-13.5 30.8-14.7 48.3h-65.3c-0.3 0-0.6 0-0.9 0.1H106.6c-3 0-5.7 1.7-7.1 4.3-1.4 2.6-1.2 5.8 0.5 8.3l222.6 321.9v313.5h-225c-4.4 0-8 3.6-8 8s3.6 8 8 8h823c4.4 0 8-3.6 8-8s-3.6-8-8-8z m-10.4-681c0.4-0.2 0.7-0.5 1-0.7 6 12.7 9.4 26.8 9.4 41.8s-3.4 29.1-9.4 41.8c-0.3-0.3-0.7-0.5-1-0.7l-71.1-41 71.1-41.2z m-6.9-14.4c-0.4 0.1-0.8 0.3-1.1 0.5l-71.1 41v-82.1c0-0.4 0-0.9-0.1-1.3 29.9 2.6 56.1 18.5 72.3 41.9z m-72.2 151.3v-82.1l71.1 41c0.4 0.2 0.7 0.4 1.1 0.5-16.2 23.4-42.4 39.4-72.3 41.8 0.1-0.3 0.1-0.7 0.1-1.2zM599.9 612.7h-0.6-0.1L466.9 421.3l-22.1-32h304.3c1.1 0.9 2.2 1.9 3.3 2.7L599.9 612.7z m174.8-224.8l40.4-58.4v69.7c0 0.4 0 0.9 0.1 1.3-14.6-1.2-28.3-5.6-40.5-12.6z m40.5-181.8c-0.1 0.4-0.1 0.8-0.1 1.3v82.1l-71.1-41c-0.4-0.2-0.7-0.4-1.1-0.5 16.2-23.5 42.4-39.4 72.3-41.9zM735 261.6c0.3 0.3 0.7 0.5 1 0.7l57.1 33h-67.2c1-12 4.2-23.4 9.1-33.7z m-92.7 0.1c4.9 10.3 8 21.7 9 33.6h-67.2l58.2-33.6z m-80.2-55.5c29.8 2.4 55.9 18.4 72.1 41.7l-72.1 41.6v-83.3z m-16 0v83.3L474 247.8c16.2-23.3 42.3-39.2 72.1-41.6zM466 261.7l58.2 33.6H457c0.9-12 4.1-23.3 9-33.6z m243.9 49.6H808.2L797 327.7l-31.5 45.6H433.7l-42.9-62h319.1z m-588 0h249.6l42.9 62H164.7l-42.8-62z m54 78h249.5l28.1 40.7 1.9 2.7-123.5 178.7c-0.4-0.1-0.8-0.1-1.3-0.1s-0.8 0-1.3 0.1L175.9 389.3z m162.7 240.5l126.5-183 126.1 182.5v314H338.6V629.8z" fill="#9A2D2F" /></svg> </s>
Icon of Cocktail
Cocktail
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M948.6 703c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM948.6 653c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM261.6 282.9c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.9 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM261.6 233c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M348.7 103.3m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M348.7 143.3c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-18 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M554.1 408.8c58.3 0 105.5-47.2 105.5-105.5s-47.2-105.5-105.5-105.5S448.6 245 448.6 303.3s47.2 105.5 105.5 105.5z" fill="#C0FCD0" /><path d="M330.6 627.3l224-324h-448z" fill="#FFFFFF" /><path d="M500.6 381.3h-340l170 246z" fill="#FFACC2" /><path d="M330.6 613.2l54.5-78.8c-18.2 5.1-28.8 25.9-49.1 23.5-25.5-3-24-37.8-42.7-40.5-3.3-0.5-15.1-3.7-28 1.3l65.3 94.5z" fill="#FFFFFF" /><path d="M823.1 408.8c58.3 0 105.5-47.2 105.5-105.5s-47.2-105.5-105.5-105.5S717.6 245 717.6 303.3s47.2 105.5 105.5 105.5z" fill="#FFEB4D" /><path d="M599.6 627.3l224-324h-448z" fill="#FFFFFF" /><path d="M769.5 381.3h-340l170 246z" fill="#C0FCD0" /><path d="M599.6 613.2l54.5-78.8c-18.2 5.1-28.8 25.9-49.1 23.5-25.5-3-24-37.8-42.7-40.5-3.3-0.5-15.1-3.7-28 1.3l65.3 94.5z" fill="#FFFFFF" /><path d="M920.6 943.3H607.3V630.2l158.4-229.1c16.9 10 36.5 15.7 57.5 15.7 62.6 0 113.5-50.9 113.5-113.5s-50.9-113.5-113.5-113.5c-59.9 0-109.1 46.6-113.2 105.4h-42.6c-1.2-17.5-6.4-33.9-14.7-48.3-0.1-0.1-0.1-0.3-0.2-0.4-0.1-0.2-0.2-0.4-0.3-0.5-19.7-33.6-56.2-56.2-97.9-56.2s-78.2 22.6-97.9 56.2c-0.1 0.2-0.2 0.3-0.3 0.5-0.1 0.1-0.1 0.3-0.2 0.4-8.3 14.4-13.5 30.8-14.7 48.3h-65.3c-0.3 0-0.6 0-0.9 0.1H106.6c-3 0-5.7 1.7-7.1 4.3-1.4 2.6-1.2 5.8 0.5 8.3l222.6 321.9v313.5h-225c-4.4 0-8 3.6-8 8s3.6 8 8 8h823c4.4 0 8-3.6 8-8s-3.6-8-8-8z m-10.4-681c0.4-0.2 0.7-0.5 1-0.7 6 12.7 9.4 26.8 9.4 41.8s-3.4 29.1-9.4 41.8c-0.3-0.3-0.7-0.5-1-0.7l-71.1-41 71.1-41.2z m-6.9-14.4c-0.4 0.1-0.8 0.3-1.1 0.5l-71.1 41v-82.1c0-0.4 0-0.9-0.1-1.3 29.9 2.6 56.1 18.5 72.3 41.9z m-72.2 151.3v-82.1l71.1 41c0.4 0.2 0.7 0.4 1.1 0.5-16.2 23.4-42.4 39.4-72.3 41.8 0.1-0.3 0.1-0.7 0.1-1.2zM599.9 612.7h-0.6-0.1L466.9 421.3l-22.1-32h304.3c1.1 0.9 2.2 1.9 3.3 2.7L599.9 612.7z m174.8-224.8l40.4-58.4v69.7c0 0.4 0 0.9 0.1 1.3-14.6-1.2-28.3-5.6-40.5-12.6z m40.5-181.8c-0.1 0.4-0.1 0.8-0.1 1.3v82.1l-71.1-41c-0.4-0.2-0.7-0.4-1.1-0.5 16.2-23.5 42.4-39.4 72.3-41.9zM735 261.6c0.3 0.3 0.7 0.5 1 0.7l57.1 33h-67.2c1-12 4.2-23.4 9.1-33.7z m-92.7 0.1c4.9 10.3 8 21.7 9 33.6h-67.2l58.2-33.6z m-80.2-55.5c29.8 2.4 55.9 18.4 72.1 41.7l-72.1 41.6v-83.3z m-16 0v83.3L474 247.8c16.2-23.3 42.3-39.2 72.1-41.6zM466 261.7l58.2 33.6H457c0.9-12 4.1-23.3 9-33.6z m243.9 49.6H808.2L797 327.7l-31.5 45.6H433.7l-42.9-62h319.1z m-588 0h249.6l42.9 62H164.7l-42.8-62z m54 78h249.5l28.1 40.7 1.9 2.7-123.5 178.7c-0.4-0.1-0.8-0.1-1.3-0.1s-0.8 0-1.3 0.1L175.9 389.3z m162.7 240.5l126.5-183 126.1 182.5v314H338.6V629.8z" fill="#9A2D2F" /></svg>
true
"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"
<s>[INST] Icon of Milk Tea here are the inputs Milk Tea [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M261.5 283.6c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.9-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.5 8-8 8zM261.5 233.6c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.9-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.5 8-8 8z" fill="#9A2D2F" /><path d="M349.5 104m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M349.5 144c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.7-24-24-24z" fill="#9A2D2F" /><path d="M746.5 951h-280l-50-631h380z" fill="#C0FCD0" /><path d="M773.6 794.5l22.9-280h-380l22.9 280z" fill="#FFEB4D" /><path d="M804 320.5H409.1c-6.9 0-12.6-5.6-12.6-12.6v-8.8c0-14.7 11.9-26.6 26.6-26.6h366.7c14.7 0 26.6 11.9 26.6 26.6v8.8c0.1 7-5.5 12.6-12.4 12.6z" fill="#DAE5FF" /><path d="M766.5 273h-320v-42.4c0-16.4 13.3-29.6 29.6-29.6h260.7c16.4 0 29.6 13.3 29.6 29.6V273z" fill="#DAE5FF" /><path d="M948.5 687.6c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-1.7 0-3.1-0.3-4.4-1.1l2.7-33c0.6 0 1.1 0.1 1.7 0.1 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2 5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2h-0.4l10-121.7c0.2-2.2-0.6-4.4-2.1-6.1s-3.6-2.6-5.9-2.6h-6.8l14.2-179c11.3 0 20.6-9.2 20.6-20.6v-8.8c0-19.1-15.5-34.6-34.6-34.6h-15.4v-34.4c0-20.7-16.9-37.6-37.6-37.6h1.6v-12c0-2.2-1.8-4-4-4h-24c-2.2 0-4 1.8-4 4v12H476.2c-20.7 0-37.6 16.9-37.6 37.6v34.4h-15.4c-19.1 0-34.6 15.5-34.6 34.6v8.8c0 11.3 9.2 20.6 20.6 20.6l14.2 179h-6.7c-2.2 0-4.4 0.9-5.9 2.6s-2.3 3.8-2.1 6.1l22.9 280c0.3 4.2 3.8 7.3 8 7.3h7.3l11 140.8H96.5c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.6-8-8-8H755.2l11.2-140.8h7.3c4.2 0 7.6-3.2 8-7.3l7.6-92.9c1.8 0.4 3.7 0.6 5.7 0.6 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2 5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8.1-8z m-494-457.7c0-11.9 9.7-21.6 21.6-21.6h260.7c11.9 0 21.6 9.7 21.6 21.6v34.4h-304v-34.4z m8.3 573.3h287.5l-11.1 140.5H473.9l-11.1-140.5z m303.5-16H446.8l-21.6-264h362.6l-21.5 264z m7.4-280H439.3l-14.1-178.5h362.7l-14.2 178.5z m-364.6-195c-2.5 0-4.6-2-4.6-4.6v-8.8c0-10.3 8.4-18.6 18.6-18.6H789.9c10.3 0 18.6 8.4 18.6 18.6v8.8c0 2.5-2 4.6-4.6 4.6H409.1z" fill="#9A2D2F" /><path d="M368.5 568c-106 0-192 86-192 192s86 192 192 192 192-86 192-192-85.9-192-192-192z m0 256c-35.3 0-64-28.7-64-64s28.7-64 64-64 64 28.7 64 64-28.6 64-64 64z" fill="#FFACC2" /><path d="M368.5 568c-106 0-192 86-192 192 0 14.2 1.5 27.9 4.5 41.2 3.7 14.4 27.9 14.1 39.1 13 19-1.8 43.4 16.8 38.4 41.8s35.3 56.9 65.6 28c21.5-20.5 53.5-16.5 76-6.5 39.3 17.4 69-2 81.5-15.5 15.5-16.7 8.7-43 17.5-61 10.8-22 35.5-1.1 48.5-21 4.9-7.5 9.2-19.1 12.7-30.6C554.7 648.3 471 568 368.5 568z m0 256c-35.3 0-64-28.7-64-64s28.7-64 64-64 64 28.7 64 64-28.6 64-64 64z" fill="#FFFFFF" /><path d="M568.2 748.9v-0.5c-0.1-1.5-0.2-2.9-0.3-4.4 0-0.3-0.1-0.6-0.1-0.9-0.1-1.3-0.2-2.7-0.4-4-0.1-0.7-0.2-1.5-0.3-2.2-0.1-0.9-0.2-1.7-0.3-2.6C556 649 491.5 581 408.9 564.1h-0.2l-4.5-0.9c-0.2 0-0.3-0.1-0.5-0.1-1.4-0.2-2.8-0.5-4.2-0.7-0.3 0-0.6-0.1-0.8-0.1-1.3-0.2-2.6-0.4-3.9-0.5-0.4 0-0.7-0.1-1.1-0.1-1.2-0.2-2.5-0.3-3.7-0.4-0.4 0-0.9-0.1-1.3-0.1-1.2-0.1-2.3-0.2-3.5-0.3-0.5 0-1-0.1-1.5-0.1-1.1-0.1-2.3-0.2-3.4-0.2-0.5 0-1.1-0.1-1.6-0.1-1.2-0.1-2.4-0.1-3.6-0.1-0.5 0-1 0-1.5-0.1-1.7 0-3.4-0.1-5.1-0.1-110.3 0-200 89.7-200 200 0 1.8 0 3.6 0.1 5.3v1c0 1.4 0.1 2.9 0.2 4.3 0 0.3 0 0.7 0.1 1 0.1 1.4 0.2 2.9 0.3 4.3 0 0.4 0.1 0.7 0.1 1.1 0.1 1.4 0.3 2.8 0.4 4.2 0 0.4 0.1 0.8 0.1 1.2 0.2 1.3 0.3 2.7 0.5 4 0.1 0.5 0.1 1 0.2 1.4 0.2 1.2 0.4 2.5 0.5 3.7l0.3 1.8c0.2 1.1 0.4 2.1 0.6 3.2 0.1 0.7 0.3 1.5 0.4 2.2 0.2 0.9 0.4 1.8 0.5 2.6 0.1 0.5 0.2 0.9 0.3 1.4 0 0.1 0 0.2 0.1 0.3v0.2c20 89.5 100 156.6 195.3 156.6 110.3 0 200-89.7 200-200 0-3.7-0.1-7.4-0.3-11.1zM368.5 576c1.6 0 3.1 0 4.7 0.1h1.4c1.1 0 2.2 0.1 3.3 0.1 0.5 0 1 0.1 1.5 0.1 1 0.1 2.1 0.1 3.1 0.2 0.5 0 1 0.1 1.4 0.1 1.1 0.1 2.1 0.2 3.2 0.3 0.4 0 0.9 0.1 1.3 0.1 1.1 0.1 2.2 0.2 3.3 0.4 0.4 0 0.7 0.1 1.1 0.1 1.2 0.2 2.3 0.3 3.5 0.5 0.3 0 0.6 0.1 0.9 0.1 1.2 0.2 2.5 0.4 3.7 0.6 0.2 0 0.4 0.1 0.6 0.1 1.3 0.2 2.7 0.5 4 0.8 0.1 0 0.2 0 0.3 0.1 73.2 15.1 130.6 73.8 143.9 147.6 0 0.1 0 0.3 0.1 0.4 0.2 1.3 0.4 2.5 0.6 3.8 0.1 0.5 0.1 0.9 0.2 1.4 0.1 0.9 0.3 1.9 0.4 2.9 0.1 0.7 0.2 1.4 0.3 2.2 0.1 0.7 0.2 1.4 0.2 2.1l0.3 2.7c0.1 0.5 0.1 1.1 0.1 1.6 0.1 1 0.2 2.1 0.2 3.1v0.7c-3.8 12.2-7.7 21.6-11.3 27.2-3.8 5.8-8.7 6.1-17.7 6.1-9.9 0-23.6 0-31.3 15.8-4.3 8.7-5.3 18.5-6.4 28-1.3 11.9-2.5 23.2-9.8 31.1-5 5.4-32.1 31.5-72.4 13.6-25.2-11.2-60.7-15-84.8 8-15.1 14.4-30.4 8.5-36.2 5.2-10.9-6-17.7-17.1-16-25.8 2.6-13-1-25.7-10.1-35.8-8.8-9.7-21.6-15.6-33.6-15.6-1.1 0-2.2 0-3.2 0.1-13.4 1.2-28.5-0.4-30.5-6.8l-0.3-1.5c-0.2-0.7-0.3-1.5-0.4-2.2-0.1-0.7-0.3-1.5-0.4-2.2-0.2-0.9-0.3-1.8-0.5-2.8l-0.3-1.8c-0.2-1.1-0.3-2.2-0.5-3.3-0.1-0.5-0.1-0.9-0.2-1.4-0.2-1.2-0.3-2.4-0.4-3.6 0-0.4-0.1-0.8-0.1-1.1-0.1-1.3-0.3-2.6-0.4-3.9 0-0.3-0.1-0.7-0.1-1-0.1-1.3-0.2-2.6-0.3-4 0-0.3 0-0.6-0.1-0.9-0.1-1.3-0.1-2.6-0.2-4v-0.9c0-1.6-0.1-3.3-0.1-4.9 0-101.3 82.6-183.8 184-183.8z m0 368c-80.1 0-148.3-51.4-173.6-122.9 7.2 1.7 15.8 2.1 25.8 1.1 7.9-0.7 17.3 3.4 23.5 10.3 4 4.4 8.4 11.9 6.3 22-3.1 15.6 7 33.6 24 43 7.4 4.1 15.1 6.1 22.6 6.1 11.5 0 22.8-4.7 32.4-13.8 18.4-17.5 46.8-14.1 67.2-5 38.9 17.3 72.3 2.4 90.6-17.4 10.8-11.7 12.5-26.8 14-40.2 0.9-8.5 1.8-16.5 4.8-22.7 3.1-6.2 6.9-6.8 16.9-6.8 8.1 0 18.7 0 27-8.3C536.1 876.9 460 944 368.5 944z" fill="#9A2D2F" /><path d="M368.5 832c39.7 0 72-32.3 72-72s-32.3-72-72-72-72 32.3-72 72 32.3 72 72 72z m0-128c30.9 0 56 25.1 56 56s-25.1 56-56 56-56-25.1-56-56 25.2-56 56-56z" fill="#9A2D2F" /><path d="M291.3 662.5l7.8-4.8" fill="#FFACC2" /><path d="M291.3 670.5c-2.7 0-5.3-1.3-6.8-3.8-2.3-3.7-1.2-8.7 2.5-11l7.7-4.8c3.8-2.3 8.7-1.2 11 2.5 2.3 3.7 1.2 8.7-2.5 11l-7.7 4.8c-1.3 0.9-2.7 1.3-4.2 1.3z" fill="#9A2D2F" /><path d="M233 673.3l-1.3 9.5" fill="#FFACC2" /><path d="M231.7 690.8c-0.4 0-0.7 0-1.1-0.1-4.4-0.6-7.4-4.7-6.8-9l1.3-9.5c0.6-4.4 4.7-7.4 9-6.8 4.4 0.6 7.4 4.7 6.8 9l-1.3 9.5c-0.6 4-4 6.9-7.9 6.9z" fill="#9A2D2F" /><path d="M211.1 732.6l1.7 8.3" fill="#FFACC2" /><path d="M212.8 748.9c-3.7 0-7-2.6-7.8-6.4l-1.7-8.3c-0.9-4.3 1.9-8.6 6.2-9.4 4.3-0.9 8.6 1.9 9.4 6.2l1.7 8.3c0.9 4.3-1.9 8.6-6.2 9.4-0.5 0.2-1 0.2-1.6 0.2z" fill="#9A2D2F" /><path d="M252 778.2l5.2 5.7" fill="#FFACC2" /><path d="M257.2 791.9c-2.2 0-4.3-0.9-5.9-2.6l-5.3-5.8c-3-3.3-2.8-8.3 0.5-11.3s8.3-2.8 11.3 0.5l5.3 5.8c3 3.3 2.8 8.3-0.5 11.3-1.5 1.5-3.4 2.1-5.4 2.1z" fill="#9A2D2F" /><path d="M291.3 854.1l-4.9 8.1" fill="#FFACC2" /><path d="M286.4 870.2c-1.4 0-2.9-0.4-4.2-1.2-3.8-2.3-4.9-7.2-2.6-11l5-8.1c2.3-3.8 7.2-4.9 11-2.6 3.8 2.3 4.9 7.2 2.6 11l-5 8.1c-1.5 2.4-4.2 3.8-6.8 3.8z" fill="#9A2D2F" /><path d="M355.3 610.8h7.6" fill="#FFACC2" /><path d="M362.9 618.8h-7.5c-4.4 0-8-3.6-8-8s3.6-8 8-8h7.5c4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M430.8 632.3l8.3 4.1" fill="#FFFFFF" /><path d="M439.1 644.4c-1.2 0-2.4-0.3-3.5-0.8l-8.3-4c-4-1.9-5.6-6.7-3.7-10.7s6.7-5.6 10.7-3.7l8.3 4c4 1.9 5.6 6.7 3.7 10.7-1.4 2.8-4.2 4.5-7.2 4.5z" fill="#9A2D2F" /><path d="M411.8 682.8l6 3.5" fill="#FFFFFF" /><path d="M417.8 694.3c-1.4 0-2.8-0.4-4-1.1l-6-3.5c-3.8-2.2-5.1-7.1-2.9-10.9 2.2-3.8 7.1-5.1 10.9-2.9l6 3.5c3.8 2.2 5.1 7.1 2.9 10.9-1.5 2.6-4.2 4-6.9 4z" fill="#9A2D2F" /><path d="M489 709.8l9.7 6.5" fill="#FFFFFF" /><path d="M498.7 724.3c-1.5 0-3.1-0.4-4.4-1.4l-9.7-6.5c-3.7-2.5-4.7-7.4-2.2-11.1 2.5-3.7 7.4-4.7 11.1-2.2l9.7 6.5c3.7 2.5 4.7 7.4 2.2 11.1-1.6 2.3-4.1 3.6-6.7 3.6z" fill="#9A2D2F" /><path d="M476.9 775.9l-4.9 10.3" fill="#FFFFFF" /><path d="M472 794.2c-1.1 0-2.3-0.2-3.4-0.8-4-1.9-5.7-6.6-3.8-10.6l4.8-10.3c1.9-4 6.6-5.7 10.6-3.8 4 1.9 5.7 6.6 3.8 10.6l-4.8 10.3c-1.3 2.9-4.2 4.6-7.2 4.6z" fill="#9A2D2F" /><path d="M408.4 846.8h9.4" fill="#FFFFFF" /><path d="M417.8 854.8h-9.4c-4.4 0-8-3.6-8-8s3.6-8 8-8h9.4c4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M423.2 280.2c-10.3 0-18.6 8.4-18.6 18.6v8.8c0 2.5 2 4.6 4.6 4.6h52.5c0.5-4.4 1.7-9.5 4.3-16 2.8-7 7.4-12 13.2-16h-56zM454.5 229.9v34.4h56.8c10-4.8 20.2-10.9 29.2-20.6 10.9-11.7 12.9-24.5 11.4-35.4h-75.8c-11.9-0.1-21.6 9.7-21.6 21.6zM459.2 362.3c3.8-16.2 3.5-25.8 2.9-33.6h-36.9l12.6 158.5c24.7-37.1 14.9-96.7 21.4-124.9z" fill="#FFFFFF" /></svg> </s>
Icon of Milk Tea
Milk Tea
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M261.5 283.6c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.9-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.5 8-8 8zM261.5 233.6c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.9-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.5 8-8 8z" fill="#9A2D2F" /><path d="M349.5 104m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M349.5 144c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.7-24-24-24z" fill="#9A2D2F" /><path d="M746.5 951h-280l-50-631h380z" fill="#C0FCD0" /><path d="M773.6 794.5l22.9-280h-380l22.9 280z" fill="#FFEB4D" /><path d="M804 320.5H409.1c-6.9 0-12.6-5.6-12.6-12.6v-8.8c0-14.7 11.9-26.6 26.6-26.6h366.7c14.7 0 26.6 11.9 26.6 26.6v8.8c0.1 7-5.5 12.6-12.4 12.6z" fill="#DAE5FF" /><path d="M766.5 273h-320v-42.4c0-16.4 13.3-29.6 29.6-29.6h260.7c16.4 0 29.6 13.3 29.6 29.6V273z" fill="#DAE5FF" /><path d="M948.5 687.6c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-1.7 0-3.1-0.3-4.4-1.1l2.7-33c0.6 0 1.1 0.1 1.7 0.1 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2 5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2h-0.4l10-121.7c0.2-2.2-0.6-4.4-2.1-6.1s-3.6-2.6-5.9-2.6h-6.8l14.2-179c11.3 0 20.6-9.2 20.6-20.6v-8.8c0-19.1-15.5-34.6-34.6-34.6h-15.4v-34.4c0-20.7-16.9-37.6-37.6-37.6h1.6v-12c0-2.2-1.8-4-4-4h-24c-2.2 0-4 1.8-4 4v12H476.2c-20.7 0-37.6 16.9-37.6 37.6v34.4h-15.4c-19.1 0-34.6 15.5-34.6 34.6v8.8c0 11.3 9.2 20.6 20.6 20.6l14.2 179h-6.7c-2.2 0-4.4 0.9-5.9 2.6s-2.3 3.8-2.1 6.1l22.9 280c0.3 4.2 3.8 7.3 8 7.3h7.3l11 140.8H96.5c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.6-8-8-8H755.2l11.2-140.8h7.3c4.2 0 7.6-3.2 8-7.3l7.6-92.9c1.8 0.4 3.7 0.6 5.7 0.6 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2 5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8.1-8z m-494-457.7c0-11.9 9.7-21.6 21.6-21.6h260.7c11.9 0 21.6 9.7 21.6 21.6v34.4h-304v-34.4z m8.3 573.3h287.5l-11.1 140.5H473.9l-11.1-140.5z m303.5-16H446.8l-21.6-264h362.6l-21.5 264z m7.4-280H439.3l-14.1-178.5h362.7l-14.2 178.5z m-364.6-195c-2.5 0-4.6-2-4.6-4.6v-8.8c0-10.3 8.4-18.6 18.6-18.6H789.9c10.3 0 18.6 8.4 18.6 18.6v8.8c0 2.5-2 4.6-4.6 4.6H409.1z" fill="#9A2D2F" /><path d="M368.5 568c-106 0-192 86-192 192s86 192 192 192 192-86 192-192-85.9-192-192-192z m0 256c-35.3 0-64-28.7-64-64s28.7-64 64-64 64 28.7 64 64-28.6 64-64 64z" fill="#FFACC2" /><path d="M368.5 568c-106 0-192 86-192 192 0 14.2 1.5 27.9 4.5 41.2 3.7 14.4 27.9 14.1 39.1 13 19-1.8 43.4 16.8 38.4 41.8s35.3 56.9 65.6 28c21.5-20.5 53.5-16.5 76-6.5 39.3 17.4 69-2 81.5-15.5 15.5-16.7 8.7-43 17.5-61 10.8-22 35.5-1.1 48.5-21 4.9-7.5 9.2-19.1 12.7-30.6C554.7 648.3 471 568 368.5 568z m0 256c-35.3 0-64-28.7-64-64s28.7-64 64-64 64 28.7 64 64-28.6 64-64 64z" fill="#FFFFFF" /><path d="M568.2 748.9v-0.5c-0.1-1.5-0.2-2.9-0.3-4.4 0-0.3-0.1-0.6-0.1-0.9-0.1-1.3-0.2-2.7-0.4-4-0.1-0.7-0.2-1.5-0.3-2.2-0.1-0.9-0.2-1.7-0.3-2.6C556 649 491.5 581 408.9 564.1h-0.2l-4.5-0.9c-0.2 0-0.3-0.1-0.5-0.1-1.4-0.2-2.8-0.5-4.2-0.7-0.3 0-0.6-0.1-0.8-0.1-1.3-0.2-2.6-0.4-3.9-0.5-0.4 0-0.7-0.1-1.1-0.1-1.2-0.2-2.5-0.3-3.7-0.4-0.4 0-0.9-0.1-1.3-0.1-1.2-0.1-2.3-0.2-3.5-0.3-0.5 0-1-0.1-1.5-0.1-1.1-0.1-2.3-0.2-3.4-0.2-0.5 0-1.1-0.1-1.6-0.1-1.2-0.1-2.4-0.1-3.6-0.1-0.5 0-1 0-1.5-0.1-1.7 0-3.4-0.1-5.1-0.1-110.3 0-200 89.7-200 200 0 1.8 0 3.6 0.1 5.3v1c0 1.4 0.1 2.9 0.2 4.3 0 0.3 0 0.7 0.1 1 0.1 1.4 0.2 2.9 0.3 4.3 0 0.4 0.1 0.7 0.1 1.1 0.1 1.4 0.3 2.8 0.4 4.2 0 0.4 0.1 0.8 0.1 1.2 0.2 1.3 0.3 2.7 0.5 4 0.1 0.5 0.1 1 0.2 1.4 0.2 1.2 0.4 2.5 0.5 3.7l0.3 1.8c0.2 1.1 0.4 2.1 0.6 3.2 0.1 0.7 0.3 1.5 0.4 2.2 0.2 0.9 0.4 1.8 0.5 2.6 0.1 0.5 0.2 0.9 0.3 1.4 0 0.1 0 0.2 0.1 0.3v0.2c20 89.5 100 156.6 195.3 156.6 110.3 0 200-89.7 200-200 0-3.7-0.1-7.4-0.3-11.1zM368.5 576c1.6 0 3.1 0 4.7 0.1h1.4c1.1 0 2.2 0.1 3.3 0.1 0.5 0 1 0.1 1.5 0.1 1 0.1 2.1 0.1 3.1 0.2 0.5 0 1 0.1 1.4 0.1 1.1 0.1 2.1 0.2 3.2 0.3 0.4 0 0.9 0.1 1.3 0.1 1.1 0.1 2.2 0.2 3.3 0.4 0.4 0 0.7 0.1 1.1 0.1 1.2 0.2 2.3 0.3 3.5 0.5 0.3 0 0.6 0.1 0.9 0.1 1.2 0.2 2.5 0.4 3.7 0.6 0.2 0 0.4 0.1 0.6 0.1 1.3 0.2 2.7 0.5 4 0.8 0.1 0 0.2 0 0.3 0.1 73.2 15.1 130.6 73.8 143.9 147.6 0 0.1 0 0.3 0.1 0.4 0.2 1.3 0.4 2.5 0.6 3.8 0.1 0.5 0.1 0.9 0.2 1.4 0.1 0.9 0.3 1.9 0.4 2.9 0.1 0.7 0.2 1.4 0.3 2.2 0.1 0.7 0.2 1.4 0.2 2.1l0.3 2.7c0.1 0.5 0.1 1.1 0.1 1.6 0.1 1 0.2 2.1 0.2 3.1v0.7c-3.8 12.2-7.7 21.6-11.3 27.2-3.8 5.8-8.7 6.1-17.7 6.1-9.9 0-23.6 0-31.3 15.8-4.3 8.7-5.3 18.5-6.4 28-1.3 11.9-2.5 23.2-9.8 31.1-5 5.4-32.1 31.5-72.4 13.6-25.2-11.2-60.7-15-84.8 8-15.1 14.4-30.4 8.5-36.2 5.2-10.9-6-17.7-17.1-16-25.8 2.6-13-1-25.7-10.1-35.8-8.8-9.7-21.6-15.6-33.6-15.6-1.1 0-2.2 0-3.2 0.1-13.4 1.2-28.5-0.4-30.5-6.8l-0.3-1.5c-0.2-0.7-0.3-1.5-0.4-2.2-0.1-0.7-0.3-1.5-0.4-2.2-0.2-0.9-0.3-1.8-0.5-2.8l-0.3-1.8c-0.2-1.1-0.3-2.2-0.5-3.3-0.1-0.5-0.1-0.9-0.2-1.4-0.2-1.2-0.3-2.4-0.4-3.6 0-0.4-0.1-0.8-0.1-1.1-0.1-1.3-0.3-2.6-0.4-3.9 0-0.3-0.1-0.7-0.1-1-0.1-1.3-0.2-2.6-0.3-4 0-0.3 0-0.6-0.1-0.9-0.1-1.3-0.1-2.6-0.2-4v-0.9c0-1.6-0.1-3.3-0.1-4.9 0-101.3 82.6-183.8 184-183.8z m0 368c-80.1 0-148.3-51.4-173.6-122.9 7.2 1.7 15.8 2.1 25.8 1.1 7.9-0.7 17.3 3.4 23.5 10.3 4 4.4 8.4 11.9 6.3 22-3.1 15.6 7 33.6 24 43 7.4 4.1 15.1 6.1 22.6 6.1 11.5 0 22.8-4.7 32.4-13.8 18.4-17.5 46.8-14.1 67.2-5 38.9 17.3 72.3 2.4 90.6-17.4 10.8-11.7 12.5-26.8 14-40.2 0.9-8.5 1.8-16.5 4.8-22.7 3.1-6.2 6.9-6.8 16.9-6.8 8.1 0 18.7 0 27-8.3C536.1 876.9 460 944 368.5 944z" fill="#9A2D2F" /><path d="M368.5 832c39.7 0 72-32.3 72-72s-32.3-72-72-72-72 32.3-72 72 32.3 72 72 72z m0-128c30.9 0 56 25.1 56 56s-25.1 56-56 56-56-25.1-56-56 25.2-56 56-56z" fill="#9A2D2F" /><path d="M291.3 662.5l7.8-4.8" fill="#FFACC2" /><path d="M291.3 670.5c-2.7 0-5.3-1.3-6.8-3.8-2.3-3.7-1.2-8.7 2.5-11l7.7-4.8c3.8-2.3 8.7-1.2 11 2.5 2.3 3.7 1.2 8.7-2.5 11l-7.7 4.8c-1.3 0.9-2.7 1.3-4.2 1.3z" fill="#9A2D2F" /><path d="M233 673.3l-1.3 9.5" fill="#FFACC2" /><path d="M231.7 690.8c-0.4 0-0.7 0-1.1-0.1-4.4-0.6-7.4-4.7-6.8-9l1.3-9.5c0.6-4.4 4.7-7.4 9-6.8 4.4 0.6 7.4 4.7 6.8 9l-1.3 9.5c-0.6 4-4 6.9-7.9 6.9z" fill="#9A2D2F" /><path d="M211.1 732.6l1.7 8.3" fill="#FFACC2" /><path d="M212.8 748.9c-3.7 0-7-2.6-7.8-6.4l-1.7-8.3c-0.9-4.3 1.9-8.6 6.2-9.4 4.3-0.9 8.6 1.9 9.4 6.2l1.7 8.3c0.9 4.3-1.9 8.6-6.2 9.4-0.5 0.2-1 0.2-1.6 0.2z" fill="#9A2D2F" /><path d="M252 778.2l5.2 5.7" fill="#FFACC2" /><path d="M257.2 791.9c-2.2 0-4.3-0.9-5.9-2.6l-5.3-5.8c-3-3.3-2.8-8.3 0.5-11.3s8.3-2.8 11.3 0.5l5.3 5.8c3 3.3 2.8 8.3-0.5 11.3-1.5 1.5-3.4 2.1-5.4 2.1z" fill="#9A2D2F" /><path d="M291.3 854.1l-4.9 8.1" fill="#FFACC2" /><path d="M286.4 870.2c-1.4 0-2.9-0.4-4.2-1.2-3.8-2.3-4.9-7.2-2.6-11l5-8.1c2.3-3.8 7.2-4.9 11-2.6 3.8 2.3 4.9 7.2 2.6 11l-5 8.1c-1.5 2.4-4.2 3.8-6.8 3.8z" fill="#9A2D2F" /><path d="M355.3 610.8h7.6" fill="#FFACC2" /><path d="M362.9 618.8h-7.5c-4.4 0-8-3.6-8-8s3.6-8 8-8h7.5c4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M430.8 632.3l8.3 4.1" fill="#FFFFFF" /><path d="M439.1 644.4c-1.2 0-2.4-0.3-3.5-0.8l-8.3-4c-4-1.9-5.6-6.7-3.7-10.7s6.7-5.6 10.7-3.7l8.3 4c4 1.9 5.6 6.7 3.7 10.7-1.4 2.8-4.2 4.5-7.2 4.5z" fill="#9A2D2F" /><path d="M411.8 682.8l6 3.5" fill="#FFFFFF" /><path d="M417.8 694.3c-1.4 0-2.8-0.4-4-1.1l-6-3.5c-3.8-2.2-5.1-7.1-2.9-10.9 2.2-3.8 7.1-5.1 10.9-2.9l6 3.5c3.8 2.2 5.1 7.1 2.9 10.9-1.5 2.6-4.2 4-6.9 4z" fill="#9A2D2F" /><path d="M489 709.8l9.7 6.5" fill="#FFFFFF" /><path d="M498.7 724.3c-1.5 0-3.1-0.4-4.4-1.4l-9.7-6.5c-3.7-2.5-4.7-7.4-2.2-11.1 2.5-3.7 7.4-4.7 11.1-2.2l9.7 6.5c3.7 2.5 4.7 7.4 2.2 11.1-1.6 2.3-4.1 3.6-6.7 3.6z" fill="#9A2D2F" /><path d="M476.9 775.9l-4.9 10.3" fill="#FFFFFF" /><path d="M472 794.2c-1.1 0-2.3-0.2-3.4-0.8-4-1.9-5.7-6.6-3.8-10.6l4.8-10.3c1.9-4 6.6-5.7 10.6-3.8 4 1.9 5.7 6.6 3.8 10.6l-4.8 10.3c-1.3 2.9-4.2 4.6-7.2 4.6z" fill="#9A2D2F" /><path d="M408.4 846.8h9.4" fill="#FFFFFF" /><path d="M417.8 854.8h-9.4c-4.4 0-8-3.6-8-8s3.6-8 8-8h9.4c4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M423.2 280.2c-10.3 0-18.6 8.4-18.6 18.6v8.8c0 2.5 2 4.6 4.6 4.6h52.5c0.5-4.4 1.7-9.5 4.3-16 2.8-7 7.4-12 13.2-16h-56zM454.5 229.9v34.4h56.8c10-4.8 20.2-10.9 29.2-20.6 10.9-11.7 12.9-24.5 11.4-35.4h-75.8c-11.9-0.1-21.6 9.7-21.6 21.6zM459.2 362.3c3.8-16.2 3.5-25.8 2.9-33.6h-36.9l12.6 158.5c24.7-37.1 14.9-96.7 21.4-124.9z" fill="#FFFFFF" /></svg>
true
"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"
<s>[INST] Icon of Ice Cream here are the inputs Ice Cream [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M951 732.5c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM951 682.5c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM262 283.4c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM262 233.4c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M352 102.3m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M352 142.3c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M698 277.3m-106 0a106 106 0 1 0 212 0 106 106 0 1 0-212 0Z" fill="#C0FCD0" /><path d="M793 383.3m-106 0a106 106 0 1 0 212 0 106 106 0 1 0-212 0Z" fill="#FFACC2" /><path d="M793.3 285c-39 0-72.7 22.9-88.5 55.9 4 1.4 13.9-11.4 36.3-9.5 15.2 1.2 18.3-17.7 30-22.2 8.8-3.4 19.3 4.5 32.9 1.8 11.1-2.2 24.6-19.2 9.9-23.6-6.6-1.6-13.5-2.4-20.6-2.4z" fill="#FFFFFF" /><path d="M611 383.3m-106 0a106 106 0 1 0 212 0 106 106 0 1 0-212 0Z" fill="#FFEB4D" /><path d="M604.4 248.6c0 6.8 16.7-22.2 20.7-19.7s2.1 23.2 11.2 24c10 0.9 17.7-7.9 22.5-17.5 5.8-11.5 6-26.8 19.5-29 11.9-2 15.9 9.8 26.5 13 12.5 3.8 27.5-1.4 33.9-8.2 2.9-3.1 10.4-10.2 1.5-21.8-12.8-6.1-27.1-9.5-42.2-9.5-43.9-0.2-81.1 28.8-93.6 68.7zM611.3 285c-37 0-69.3 20.6-86 51-5 8.4-0.9 14.9 5.3 12.4 17-6.7 20.3-24.7 41.3-27.7 10.9-1.6 56 26.7 77-0.3 12.9-16.6 40.7 1.7 28.2-9.9-17.3-15.8-40.4-25.5-65.8-25.5z" fill="#FFFFFF" /><path d="M491 385.9c0 114.3 92.7 206.9 207 206.9s207-92.6 207-206.9v-0.1H491v0.1z" fill="#DAE5FF" /><path d="M873.9 478.8c-14.8 26-24.3 20.3-36 30.8-29.1 26.3-58 15.2-88.9 22.2-29.3 6.7-38.7 52.6-86.3 42.9-27.9-5.7-51.3-10.6-50.9-9.6 26.1 12.6 55.4 19.7 86.2 19.7 76.1-0.1 142.4-43.1 175.9-106z" fill="#FFFFFF" /><path d="M139 661.3h472v288H139z" fill="#FFE0B6" /><path d="M611 661.3H139l335.6-70z" fill="#FFACC2" /><path d="M139 757.3h472v96H139z" fill="#FFD7F5" /><path d="M386.3 546.2s21.8-9.8 39.1 4c13.1 10.5 19.7 30.6 14.8 56.8-5.3 28.7-36.7 30.7-46.7 26.7s-0.9-6.8-16.3-0.7c-15.3 6.1-55.2-12.5-48.6-49.5 8.1-44.7 49.7-45.3 57.7-37.3z" fill="#FFACC2" /><path d="M912 941.8H706V600.7c54.4-2 105.3-24.1 144-62.8 40.6-40.6 63-94.5 63-151.9v-0.1c0-3.8-2.6-6.9-6.1-7.8-2.5-54.1-42.8-98.5-95.1-107.2-3.3-59.9-53.1-107.6-113.8-107.6-61.3 0-111.4 48.6-113.9 109.2-48.2 11.7-84.5 54.1-87 105.3H491c-4.4 0-7.9 3.5-8 7.9v0.2c0 57.4 22.4 111.4 63 151.9 38.7 38.7 89.6 60.8 144 62.8v341.2h-71V661.3c0-0.5-0.1-1-0.2-1.5v-0.2c0-0.2-0.1-0.3-0.1-0.5 0-0.1-0.1-0.2-0.1-0.3 0-0.1-0.1-0.3-0.2-0.4 0-0.1-0.1-0.2-0.1-0.3-0.1-0.2-0.1-0.3-0.2-0.4 0-0.1-0.1-0.1-0.1-0.2-0.2-0.4-0.5-0.8-0.8-1.2 0 0 0-0.1-0.1-0.1-0.1-0.2-0.3-0.3-0.4-0.5l-0.1-0.1-0.4-0.4c-0.1 0-0.1-0.1-0.2-0.1-0.1-0.1-0.3-0.2-0.4-0.3-0.1 0-0.1-0.1-0.2-0.1-0.1-0.1-0.3-0.2-0.4-0.2-0.1 0-0.2-0.1-0.3-0.1h-0.1l-136.5-70c-1.6-0.8-3.5-1.1-5.3-0.7l-22.9 4.8c-0.5-18.7-7.2-34.2-19.5-43.9-12.5-10-26.7-10-36.2-8.3 1.4-33.7 6.2-103.3 16-122.9 14.7-29.5 37.3-21.8 39.8-20.8 4.1 1.6 8.7-0.3 10.4-4.4 1.7-4.1-0.3-8.8-4.4-10.4-1-0.4-10.2-4-22.1-2.2-11.1 1.6-26.8 8.3-37.9 30.7-12.3 24.7-16.5 102.1-17.6 129.1-6.3-0.9-13.6-0.3-20.7 1.9-11.3 3.6-31.2 14.2-36.8 45.5-2 11.3-0.3 22.2 4.6 31.7l-188 39.2c-0.5 0.1-1 0.3-1.5 0.4-0.1 0.1-0.3 0.1-0.4 0.2-0.1 0-0.2 0.1-0.3 0.1-0.1 0.1-0.2 0.1-0.3 0.2-0.1 0.1-0.2 0.1-0.3 0.2-0.1 0.1-0.2 0.1-0.3 0.2-0.1 0.1-0.2 0.2-0.3 0.2-0.1 0.1-0.2 0.2-0.3 0.2l-0.3 0.3-0.3 0.3c-0.1 0.1-0.2 0.2-0.2 0.3l-0.3 0.3c-0.1 0.1-0.1 0.2-0.2 0.3-0.1 0.1-0.2 0.2-0.2 0.4-0.1 0.1-0.1 0.2-0.2 0.3-0.1 0.1-0.1 0.3-0.2 0.4 0 0.1-0.1 0.2-0.1 0.3-0.1 0.1-0.1 0.3-0.2 0.4 0 0.1-0.1 0.2-0.1 0.3 0 0.1-0.1 0.3-0.1 0.4 0 0.1-0.1 0.2-0.1 0.3 0 0.1-0.1 0.3-0.1 0.4 0 0.1 0 0.2-0.1 0.4 0 0.1 0 0.3-0.1 0.4v281.2H98c-4.4 0-8 3.6-8 8s3.6 8 8 8h814c4.4 0 8-3.6 8-8s-3.6-8.3-8-8.3zM336.6 585.4c3.7-20.8 15.2-29.2 24.1-32.5 9.9-3.7 18.3-1.9 20-0.6 2.4 2.3 5.9 3 8.9 1.6 0.2-0.1 17.5-7.7 30.9 3 8.8 7 13.5 19.5 13.4 34.7 0 4.6-0.5 9.4-1.4 14.4-0.1 0.8-0.3 1.6-0.5 2.3-1.8 6.9-5.8 12-11.8 15.4-9.1 5-20 4.4-23.5 3-1.8-0.7-2.2-1.1-2.4-1.4-2.2-2.5-4.5-3.4-6.9-3.4-2.8 0-5.7 1.2-9 2.5-1.1 0.4-2.4 1-3.9 1.6-2.9 1.2-9.2 0.6-16-2.4-3.2-1.4-6.5-3.3-9.6-5.9-2.3-1.9-4.7-4.2-6.7-7.1-4.5-5.8-7.6-14.2-5.6-25.2z m-0.2 42.9c0.7 0.7 1.5 1.3 2.2 1.9 13 10.6 30.5 15.1 41.7 10.7 1.6-0.6 2.9-1.2 4-1.6 0.4-0.2 0.8-0.3 1.1-0.5 1.3 0.9 3 1.8 5.2 2.7 3.4 1.4 8 2.1 13.1 2.1 7.6 0 16.4-1.8 24.1-6 11-6 18-16 20.4-28.8 0.3-1.4 0.5-2.8 0.7-4.1l24.5-5.1 104.5 53.6H216.5l119.9-24.9z m-189.4 41h456v80H147v-80z m0 96h456v80H147v-80z m0 96h456v80H147v-80z m743.8-483.5H695.2c0-0.8 0.1-1.7 0.2-2.5 0.8-9.9 3.1-19.4 6.7-28.3 2.5-6.3 5.6-12.2 9.3-17.7 17.6-26.4 47.6-43.9 81.7-43.9h2.7c5.4 0.1 10.7 0.7 15.9 1.7 43.3 8.4 76.6 45.5 79.1 90.7zM698 179.3c51.4 0 93.6 39.7 97.7 90H793c-37.1 0-70.2 17.8-91 45.4-20.8-27.6-53.9-45.4-91-45.4-3.6 0-7.2 0.2-10.7 0.5 3.8-50.5 46.2-90.5 97.7-90.5zM584.6 288.9c5.1-1.4 10.4-2.5 15.8-3 3.5-0.4 7-0.6 10.6-0.6 34.1 0 64.1 17.5 81.7 43.9-7.3 13.4-11.9 28.4-13.3 44.3-0.1 1.4-0.2 2.8-0.3 4.3h-166c2.4-42.4 32-77.8 71.5-88.9z m108.8 295.9c-105-2.4-190.2-86.4-194.3-190.9h397.7c-4.1 104.5-89.3 188.6-194.3 190.9-1.2-0.9-7.8-0.9-9.1 0z" fill="#9A2D2F" /><path d="M358.7 566s4.3-7.9 9.7-6.7c5.3 1.2 4.3 4.8 3.1 9.1-1.1 4-5.3 12.6-10.2 10.9-4.2-1.5-5.2-7.8-2.6-13.3z" fill="#FFFFFF" /></svg> </s>
Icon of Ice Cream
Ice Cream
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M951 732.5c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM951 682.5c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM262 283.4c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM262 233.4c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M352 102.3m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M352 142.3c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M698 277.3m-106 0a106 106 0 1 0 212 0 106 106 0 1 0-212 0Z" fill="#C0FCD0" /><path d="M793 383.3m-106 0a106 106 0 1 0 212 0 106 106 0 1 0-212 0Z" fill="#FFACC2" /><path d="M793.3 285c-39 0-72.7 22.9-88.5 55.9 4 1.4 13.9-11.4 36.3-9.5 15.2 1.2 18.3-17.7 30-22.2 8.8-3.4 19.3 4.5 32.9 1.8 11.1-2.2 24.6-19.2 9.9-23.6-6.6-1.6-13.5-2.4-20.6-2.4z" fill="#FFFFFF" /><path d="M611 383.3m-106 0a106 106 0 1 0 212 0 106 106 0 1 0-212 0Z" fill="#FFEB4D" /><path d="M604.4 248.6c0 6.8 16.7-22.2 20.7-19.7s2.1 23.2 11.2 24c10 0.9 17.7-7.9 22.5-17.5 5.8-11.5 6-26.8 19.5-29 11.9-2 15.9 9.8 26.5 13 12.5 3.8 27.5-1.4 33.9-8.2 2.9-3.1 10.4-10.2 1.5-21.8-12.8-6.1-27.1-9.5-42.2-9.5-43.9-0.2-81.1 28.8-93.6 68.7zM611.3 285c-37 0-69.3 20.6-86 51-5 8.4-0.9 14.9 5.3 12.4 17-6.7 20.3-24.7 41.3-27.7 10.9-1.6 56 26.7 77-0.3 12.9-16.6 40.7 1.7 28.2-9.9-17.3-15.8-40.4-25.5-65.8-25.5z" fill="#FFFFFF" /><path d="M491 385.9c0 114.3 92.7 206.9 207 206.9s207-92.6 207-206.9v-0.1H491v0.1z" fill="#DAE5FF" /><path d="M873.9 478.8c-14.8 26-24.3 20.3-36 30.8-29.1 26.3-58 15.2-88.9 22.2-29.3 6.7-38.7 52.6-86.3 42.9-27.9-5.7-51.3-10.6-50.9-9.6 26.1 12.6 55.4 19.7 86.2 19.7 76.1-0.1 142.4-43.1 175.9-106z" fill="#FFFFFF" /><path d="M139 661.3h472v288H139z" fill="#FFE0B6" /><path d="M611 661.3H139l335.6-70z" fill="#FFACC2" /><path d="M139 757.3h472v96H139z" fill="#FFD7F5" /><path d="M386.3 546.2s21.8-9.8 39.1 4c13.1 10.5 19.7 30.6 14.8 56.8-5.3 28.7-36.7 30.7-46.7 26.7s-0.9-6.8-16.3-0.7c-15.3 6.1-55.2-12.5-48.6-49.5 8.1-44.7 49.7-45.3 57.7-37.3z" fill="#FFACC2" /><path d="M912 941.8H706V600.7c54.4-2 105.3-24.1 144-62.8 40.6-40.6 63-94.5 63-151.9v-0.1c0-3.8-2.6-6.9-6.1-7.8-2.5-54.1-42.8-98.5-95.1-107.2-3.3-59.9-53.1-107.6-113.8-107.6-61.3 0-111.4 48.6-113.9 109.2-48.2 11.7-84.5 54.1-87 105.3H491c-4.4 0-7.9 3.5-8 7.9v0.2c0 57.4 22.4 111.4 63 151.9 38.7 38.7 89.6 60.8 144 62.8v341.2h-71V661.3c0-0.5-0.1-1-0.2-1.5v-0.2c0-0.2-0.1-0.3-0.1-0.5 0-0.1-0.1-0.2-0.1-0.3 0-0.1-0.1-0.3-0.2-0.4 0-0.1-0.1-0.2-0.1-0.3-0.1-0.2-0.1-0.3-0.2-0.4 0-0.1-0.1-0.1-0.1-0.2-0.2-0.4-0.5-0.8-0.8-1.2 0 0 0-0.1-0.1-0.1-0.1-0.2-0.3-0.3-0.4-0.5l-0.1-0.1-0.4-0.4c-0.1 0-0.1-0.1-0.2-0.1-0.1-0.1-0.3-0.2-0.4-0.3-0.1 0-0.1-0.1-0.2-0.1-0.1-0.1-0.3-0.2-0.4-0.2-0.1 0-0.2-0.1-0.3-0.1h-0.1l-136.5-70c-1.6-0.8-3.5-1.1-5.3-0.7l-22.9 4.8c-0.5-18.7-7.2-34.2-19.5-43.9-12.5-10-26.7-10-36.2-8.3 1.4-33.7 6.2-103.3 16-122.9 14.7-29.5 37.3-21.8 39.8-20.8 4.1 1.6 8.7-0.3 10.4-4.4 1.7-4.1-0.3-8.8-4.4-10.4-1-0.4-10.2-4-22.1-2.2-11.1 1.6-26.8 8.3-37.9 30.7-12.3 24.7-16.5 102.1-17.6 129.1-6.3-0.9-13.6-0.3-20.7 1.9-11.3 3.6-31.2 14.2-36.8 45.5-2 11.3-0.3 22.2 4.6 31.7l-188 39.2c-0.5 0.1-1 0.3-1.5 0.4-0.1 0.1-0.3 0.1-0.4 0.2-0.1 0-0.2 0.1-0.3 0.1-0.1 0.1-0.2 0.1-0.3 0.2-0.1 0.1-0.2 0.1-0.3 0.2-0.1 0.1-0.2 0.1-0.3 0.2-0.1 0.1-0.2 0.2-0.3 0.2-0.1 0.1-0.2 0.2-0.3 0.2l-0.3 0.3-0.3 0.3c-0.1 0.1-0.2 0.2-0.2 0.3l-0.3 0.3c-0.1 0.1-0.1 0.2-0.2 0.3-0.1 0.1-0.2 0.2-0.2 0.4-0.1 0.1-0.1 0.2-0.2 0.3-0.1 0.1-0.1 0.3-0.2 0.4 0 0.1-0.1 0.2-0.1 0.3-0.1 0.1-0.1 0.3-0.2 0.4 0 0.1-0.1 0.2-0.1 0.3 0 0.1-0.1 0.3-0.1 0.4 0 0.1-0.1 0.2-0.1 0.3 0 0.1-0.1 0.3-0.1 0.4 0 0.1 0 0.2-0.1 0.4 0 0.1 0 0.3-0.1 0.4v281.2H98c-4.4 0-8 3.6-8 8s3.6 8 8 8h814c4.4 0 8-3.6 8-8s-3.6-8.3-8-8.3zM336.6 585.4c3.7-20.8 15.2-29.2 24.1-32.5 9.9-3.7 18.3-1.9 20-0.6 2.4 2.3 5.9 3 8.9 1.6 0.2-0.1 17.5-7.7 30.9 3 8.8 7 13.5 19.5 13.4 34.7 0 4.6-0.5 9.4-1.4 14.4-0.1 0.8-0.3 1.6-0.5 2.3-1.8 6.9-5.8 12-11.8 15.4-9.1 5-20 4.4-23.5 3-1.8-0.7-2.2-1.1-2.4-1.4-2.2-2.5-4.5-3.4-6.9-3.4-2.8 0-5.7 1.2-9 2.5-1.1 0.4-2.4 1-3.9 1.6-2.9 1.2-9.2 0.6-16-2.4-3.2-1.4-6.5-3.3-9.6-5.9-2.3-1.9-4.7-4.2-6.7-7.1-4.5-5.8-7.6-14.2-5.6-25.2z m-0.2 42.9c0.7 0.7 1.5 1.3 2.2 1.9 13 10.6 30.5 15.1 41.7 10.7 1.6-0.6 2.9-1.2 4-1.6 0.4-0.2 0.8-0.3 1.1-0.5 1.3 0.9 3 1.8 5.2 2.7 3.4 1.4 8 2.1 13.1 2.1 7.6 0 16.4-1.8 24.1-6 11-6 18-16 20.4-28.8 0.3-1.4 0.5-2.8 0.7-4.1l24.5-5.1 104.5 53.6H216.5l119.9-24.9z m-189.4 41h456v80H147v-80z m0 96h456v80H147v-80z m0 96h456v80H147v-80z m743.8-483.5H695.2c0-0.8 0.1-1.7 0.2-2.5 0.8-9.9 3.1-19.4 6.7-28.3 2.5-6.3 5.6-12.2 9.3-17.7 17.6-26.4 47.6-43.9 81.7-43.9h2.7c5.4 0.1 10.7 0.7 15.9 1.7 43.3 8.4 76.6 45.5 79.1 90.7zM698 179.3c51.4 0 93.6 39.7 97.7 90H793c-37.1 0-70.2 17.8-91 45.4-20.8-27.6-53.9-45.4-91-45.4-3.6 0-7.2 0.2-10.7 0.5 3.8-50.5 46.2-90.5 97.7-90.5zM584.6 288.9c5.1-1.4 10.4-2.5 15.8-3 3.5-0.4 7-0.6 10.6-0.6 34.1 0 64.1 17.5 81.7 43.9-7.3 13.4-11.9 28.4-13.3 44.3-0.1 1.4-0.2 2.8-0.3 4.3h-166c2.4-42.4 32-77.8 71.5-88.9z m108.8 295.9c-105-2.4-190.2-86.4-194.3-190.9h397.7c-4.1 104.5-89.3 188.6-194.3 190.9-1.2-0.9-7.8-0.9-9.1 0z" fill="#9A2D2F" /><path d="M358.7 566s4.3-7.9 9.7-6.7c5.3 1.2 4.3 4.8 3.1 9.1-1.1 4-5.3 12.6-10.2 10.9-4.2-1.5-5.2-7.8-2.6-13.3z" fill="#FFFFFF" /></svg>
true
"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"
<s>[INST] Icon of Coconut Tree here are the inputs Coconut Tree [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M948.1 702c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM948.1 652c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M339.1 102.3m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M922.4 958.3h-824c-4.4 0-8-3.6-8-8s3.6-8 8-8h824c4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M486.6 270.2l22.8 2.1-37.3 678h-74.9z" fill="#FFD7F5" /><path d="M496.5 297.9l6.5-57.4s-169.2-39.8-254.6-4.9c-66.6 27.2-91.1 89.4-91.4 145.8 0 8.1 60.3-161.6 339.5-83.5z" fill="#FFACC2" /><path d="M498.7 275l4.9-39.6s-88.2-111.7-187.5-102.6c-84.2 7.8-117.6 55.9-137.6 91.1-10.3 18.2 150.8-107.3 320.2 51.1z" fill="#FFEB4D" /><path d="M498.8 297.8l-2.5-57.7s156.7-33.6 246.4 18.6c74 43.1 92.5 90 88.9 146.2-0.5 8.1-52.8-153.4-332.8-107.1z" fill="#DAE5FF" /><path d="M498.3 274.8l-2.1-39.8s98-95.9 197.1-85.7c82.4 8.5 110.5 60.6 128 97.1 9 18.8-142.9-117.7-323 28.4z" fill="#A7F9CE" /><path d="M689 878.3m-48 0a48 48 0 1 0 96 0 48 48 0 1 0-96 0Z" fill="#A7F9CE" /><path d="M765 950.3h-96v-16c0-26.4 21.6-48 48-48s48 21.6 48 48v16z" fill="#F7D4FF" /><path d="M699 949.9H571v-32c0-35.2 28.8-64 64-64s64 28.8 64 64v32z" fill="#FFACC2" /><path d="M744.5 885.6c0.3-2.4 0.5-4.8 0.5-7.3 0-30.9-25.1-56-56-56-19 0-35.8 9.5-45.9 24-2.6-0.3-5.3-0.5-8.1-0.5-39.7 0-72 32.3-72 72v32c0 4.4 3.6 8 8 8h95.4c0.8 0.3 1.7 0.4 2.6 0.4h96c4.4 0 8-3.6 8-8v-16c0-20.8-11.5-39-28.5-48.6zM689 838.3c22.1 0 40 17.9 40 40v1.3c-3.9-0.8-7.9-1.3-12-1.3-6.9 0-13.6 1.3-19.7 3.6-8.3-14.3-21.4-25.5-37-31.4 7.3-7.5 17.5-12.2 28.7-12.2z m-28 103.6h-82v-24c0-30.9 25.1-56 56-56h0.5c5.6 0 11 0.9 16.1 2.5 13.5 4.2 24.8 13.3 31.8 25.2 2.8 4.8 4.9 10.1 6.2 15.6 0.9 4.1 1.5 8.3 1.5 12.6v24H661z m96 0.4h-50v-24.4c0-1.3 0-2.6-0.1-3.8-0.3-6.1-1.4-11.9-3.1-17.5 4.1-1.5 8.6-2.3 13.2-2.3 2.8 0 5.6 0.3 8.3 0.9 5.4 1.1 10.3 3.3 14.7 6.4 10.3 7.2 17.1 19.2 17.1 32.7v8z" fill="#9A2D2F" /><path d="M316.8 140.8c-27.1 2.5-50.2 9.3-70 20.8 7.9 0.1 16.6-0.7 26.2-2.8 20.7-4.5 35 19.5 66.1 22 37 2.9 44.4-13.5 79.4 4.5 12 6.1 21.4 7.4 28.9 5.9-1.8-1.5-3.6-2.9-5.5-4.4-30.2-23.4-76.5-50.5-125.1-46zM562 195c-11.6 7.1-21.9 14.4-30.7 21 16.1 0.2 35.5-4.1 51.7-17.8 44-37.1 78-13.3 92-25.3 4.1-3.5 8.4-9.4 12.5-15.9-47.2-3.2-94.1 18.7-125.5 38z" fill="#FFFFFF" /><path d="M822.2 325.1c-14.7-26.5-39.8-49.8-76.5-71.2-32.4-18.9-75.9-29-129.7-30.3 24.8-6.2 50.1-8.4 75.6-6.5 53.1 4 93.4 24.9 112.7 34.8 3.8 1.9 6.8 3.5 9.1 4.5 2.4 1.1 8.2 3.6 12.6-0.7 1.1-1 4.3-4.8 1.4-10.8-9.4-19.5-21-42-41.3-61.4-24.2-23.1-54.6-36.3-93-40.2-42.3-4.4-91 9.5-140.8 40.1-23.4 14.4-41.8 29.2-52.5 38.4-9.7-10.8-26.7-28.3-48.9-45.5-28.8-22.4-57.7-37.4-85.7-44.8 7.9-7.3 12.8-17.7 12.8-29.3 0-22.1-17.9-40-40-40s-40 17.9-40 40c0 9.6 3.4 18.4 9.1 25.4-27.7 3.4-52.1 11.6-73 24.3-3.4-2-7.5-3.3-12.6-3.3-13.8 0-20.7 9.8-25.7 17-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17-4.4 0-8 3.6-8 8s3.6 8 8 8c5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 3 0 5.6-0.5 7.9-1.3-8.3 10.7-15 21.4-20.6 31.4-0.6 1-1 2-1.2 2.9-3.3-0.4-5.5-3.4-9.5-9.8-4.6-7.3-10.9-17.4-23.8-17.4s-19.2 10.1-23.8 17.4c-4.3 6.9-6.5 9.9-10.2 9.9s-5.9-3-10.2-9.9c-4.6-7.3-10.9-17.4-23.8-17.4-4.4 0-8 3.6-8 8s3.6 8 8 8c3.7 0 5.9 3 10.2 9.9 4.6 7.3 10.9 17.4 23.8 17.4s19.2-10.1 23.8-17.4c4.3-6.9 6.5-9.9 10.2-9.9s5.9 3 10.2 9.9c4.6 7.3 10.9 17.4 23.8 17.4 7.5 0 12.7-3.3 16.7-7.6 1.8-0.7 3.9-1.6 6.3-2.7 20-8.6 61.7-26.5 114.9-26.8h1.4c26.8 0 53 4.5 78.5 13.5-62-4.9-110.2-0.5-143.4 13-32.7 13.3-57.7 35.4-74.5 65.5-14.1 25.3-21.7 55.6-21.9 87.6 0 3.8 2.4 7.1 6 8 0.8 0.2 1.6 0.3 2.4 0.3 4.6 0 7-4.1 8.8-7.3 18.1-31 43.9-55.2 76.7-71.7 28.3-14.3 61.2-22.7 98.1-24.9 40-2.4 84.9 2.5 133.7 14.5l-85.3 645.9c-0.3 2.3 0.4 4.6 1.9 6.3 1.5 1.7 3.7 2.7 6 2.7h74.9c4.2 0 7.8-3.3 8-7.6l35.7-644.4c95.7-13.6 173.8-3.7 232.5 29.5 48 27.2 67.5 61.6 73.9 72.9 2 3.5 4.4 7.7 9 7.7 0.6 0 1.3-0.1 2-0.2 3.5-0.8 6.1-3.9 6.3-7.6 2.2-32.4-3-58.6-16.3-82.4zM338.1 78.3c13.2 0 24 10.8 24 24s-10.8 24-24 24-24-10.8-24-24 10.7-24 24-24z m-28.7 109.5h-1.5c-49.7 0.3-89.5 14.9-112.7 24.5 8.2-12.3 18.5-24.9 32.1-36 23.6-19.2 52.6-30.2 88.6-33.5 48.6-4.5 94.8 22.5 125 46 20.2 15.7 36.2 31.9 45.7 42.3 0.6 0.6 1.7 1.9 1.7 1.9v25c-0.1-0.1-0.2-0.1-0.3-0.2-5.5-4.6-11-9-16.6-13.2-10.8-8.1-21.8-15.3-32.9-21.6-41-23.4-84.1-35.2-129.1-35.2z m-74.8 110.7c-27.2 13.8-50 32.4-68.1 55.5 3.1-18.3 8.9-35.3 17.3-50.4 15-26.8 37.4-46.5 66.6-58.5 24.9-10.2 57.5-13.7 91-13.7 31.9 0 64.5 3.2 91.8 7 15.2 8.9 30.1 19.5 44.7 31.8 3.7 3.1 7.4 6.4 11 9.7l-0.3 9.9c-4.4-1.2-8.7-2.2-13-3.3-97.2-23.8-178.2-19.8-241 12z m228.9 642.8h-58.2l83.9-634.8c1.4 0.4 2.8 0.7 4.2 1.1 1.2 0.3 2.4 0.4 3.6 0.1h1.6l-35.1 633.6zM510 234.4s2.8-2.4 4.4-3.7c10.6-8.9 26.9-21.5 46.7-33.7 32.5-20 81.6-42.7 130.4-37.7 63.8 6.6 93 39.6 112.3 74.4-22.4-11.2-61.1-28.7-110.9-32.5-43.9-3.4-86.8 4.6-128.4 23.8-12.3 5.7-24.5 12.3-36.5 19.9-6.6 4.2-13.1 8.6-19.6 13.3-0.1 0.1-0.2 0.1-0.3 0.2l1.9-24z m245.1 86.5c-44.1-25-98.3-37.5-161.7-37.5-24.5 0-50.5 1.9-77.8 5.6l-10.2 1.5 0.4-10.3c3.4-2.7 6.9-5.4 10.3-7.9 17.2-12.6 34.6-23.1 52.3-31.5 51.9-3.5 121.1-1.2 169.3 26.9 34.2 19.9 57.3 41.2 70.6 65.2 7.9 14.2 12.5 29.5 14.1 46.9-12.3-16.8-33.1-39.6-67.3-58.9z" fill="#9A2D2F" /><path d="M532.1 437.5l15.9 1.3-26.2 511h-52.5z" fill="#DAE5FF" /><path d="M538.9 458.8l4.6-40.2s-118.5-27.8-178.4-3.4c-46.6 19-63.8 62.6-64.1 102 0 5.7 42.3-113.1 237.9-58.4z" fill="#FFACC2" /><path d="M540.4 442.7l3.4-27.7s-61.8-78.2-131.4-71.8c-59 5.4-82.4 39.2-96.4 63.8-7.2 12.7 105.7-75.2 224.4 35.7z" fill="#FFEB4D" /><path d="M540.5 458.7l-1.7-40.4s109.8-23.6 172.7 13c51.9 30.2 64.8 63 62.3 102.4-0.4 5.6-37.1-107.5-233.3-75z" fill="#DAE5FF" /><path d="M540.1 442.6l-1.5-27.9s68.6-67.1 138.1-60c57.7 6 77.4 42.4 89.7 68 6.4 13.1-100.1-82.4-226.3 19.9z" fill="#A7F9CE" /><path d="M770 475.2c-10.5-19-28.4-35.6-54.5-50.8-21.1-12.3-47-18.2-72.3-20.5 52.7-6.8 93.5 14.2 111.1 23.3 2.7 1.4 4.8 2.5 6.5 3.2 1.8 0.8 7.2 3.2 11.5-1 2.1-2.1 3.6-5.9 1.5-10.4-6.6-13.9-15-29.8-29.5-43.6-17.1-16.3-39.5-26-66.6-28.8-30.2-3.1-64.8 6.7-100.1 28.4-15.3 9.4-27.6 19-35.3 25.6-7.1-7.7-18.5-19.2-33-30.4-33.2-25.8-66.9-38-97.4-35.2-67.6 6.2-92.2 49.4-102.7 67.8-2.5 4.3-1.2 8.2 0.7 10.4 4 4.4 9.5 2.4 11.4 1.8 1.7-0.6 3.9-1.6 6.7-2.8 18.4-7.9 61.2-26.3 113.9-15.2-28.6-0.8-57.7 1.5-79.7 10.5-23.4 9.6-41.4 25.3-53.4 46.9-10.1 18.1-15.5 39.7-15.7 62.5 0 3.8 2.4 7 5.9 8 0.8 0.2 1.6 0.3 2.4 0.3 4.5 0 6.8-4 8.2-6.3 12.5-21.3 30.2-37.9 52.8-49.3 40.8-20.7 94.2-23.2 158.7-7.6l-59.6 486.5c-0.3 2.3 0.4 4.6 1.9 6.3s3.7 2.7 6 2.7h52.5c4.3 0 7.8-3.3 8-7.6l24.9-485.6c65.6-9 119.2-2.1 159.5 20.6 33.1 18.7 46.5 42.3 50.9 50.1 1.4 2.5 3.7 6.6 8.4 6.6 0.6 0 1.3-0.1 2-0.2 3.5-0.8 6-3.8 6.3-7.5 1.3-22.8-2.5-41.6-11.9-58.7z m-94-112.5c39.4 4.1 59.5 22.9 72.8 44.1-16.3-7.7-41-17.2-71.4-19.5-30.9-2.4-61.2 3.2-90.6 16.6-12 5.5-23.8 12.3-35.5 20.3-0.2 0.1-0.3 0.2-0.5 0.3l-0.1 0.1s0.7-7.7 1-10.9c2.4-2 5.3-4.5 8.7-7.1C584.1 388 630.3 358 676 362.7z m-267.5 15.2h-1.1c-30.3 0.2-55.4 7.8-72.3 14.3 4.8-6.3 10.4-12.5 17.3-18.1 16.2-13.2 36-20.7 60.8-22.9 47.3-4.4 91.9 34.4 112.5 55.6 2 2.1 3.8 3.9 5.3 5.6 0.1 3.9 0.1 11.7 0.1 11.7-10.3-8.3-20.8-15.5-31.5-21.6-28.9-16.4-59.4-24.6-91.1-24.6zM355 455.6c-16.4 8.3-30.5 19-42.3 32.1 5.8-23.2 20.3-50.8 55.4-65.1 17.2-7 39.7-9.5 62.8-9.5 22 0 44.6 2.2 63.5 4.8 9.7 5.7 19.5 12.6 29.4 20.8 2.7 2.2 5.4 4.6 8.1 7l0.1 2.6v0.2c-3.1-0.8-6.1-1.5-9.1-2.2-67.5-16-123.9-12.9-167.9 9.3z m159.2 486.2h-35.8l58.2-475.4h0.2c0.6 0.2 1.2 0.2 1.7 0.3l-24.3 475.1zM722 471.3c-31.3-17.7-69.6-26.5-114.5-26.5-16.5 0-33.8 1.2-52 3.6-2.4 0.3-4.9 0.7-7.4 1l0.3-3.1c2.5-2 5-3.9 7.5-5.7 11.8-8.6 23.4-15.5 34.7-20.9 35.9-2.4 83.7-0.7 116.8 18.5C731 452 746.9 466.6 756 483c4 7.2 6.8 14.8 8.4 23.1-9.1-10.8-22.6-23.6-42.4-34.8z" fill="#9A2D2F" /></svg> </s>
Icon of Coconut Tree
Coconut Tree
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M948.1 702c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM948.1 652c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M339.1 102.3m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M922.4 958.3h-824c-4.4 0-8-3.6-8-8s3.6-8 8-8h824c4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M486.6 270.2l22.8 2.1-37.3 678h-74.9z" fill="#FFD7F5" /><path d="M496.5 297.9l6.5-57.4s-169.2-39.8-254.6-4.9c-66.6 27.2-91.1 89.4-91.4 145.8 0 8.1 60.3-161.6 339.5-83.5z" fill="#FFACC2" /><path d="M498.7 275l4.9-39.6s-88.2-111.7-187.5-102.6c-84.2 7.8-117.6 55.9-137.6 91.1-10.3 18.2 150.8-107.3 320.2 51.1z" fill="#FFEB4D" /><path d="M498.8 297.8l-2.5-57.7s156.7-33.6 246.4 18.6c74 43.1 92.5 90 88.9 146.2-0.5 8.1-52.8-153.4-332.8-107.1z" fill="#DAE5FF" /><path d="M498.3 274.8l-2.1-39.8s98-95.9 197.1-85.7c82.4 8.5 110.5 60.6 128 97.1 9 18.8-142.9-117.7-323 28.4z" fill="#A7F9CE" /><path d="M689 878.3m-48 0a48 48 0 1 0 96 0 48 48 0 1 0-96 0Z" fill="#A7F9CE" /><path d="M765 950.3h-96v-16c0-26.4 21.6-48 48-48s48 21.6 48 48v16z" fill="#F7D4FF" /><path d="M699 949.9H571v-32c0-35.2 28.8-64 64-64s64 28.8 64 64v32z" fill="#FFACC2" /><path d="M744.5 885.6c0.3-2.4 0.5-4.8 0.5-7.3 0-30.9-25.1-56-56-56-19 0-35.8 9.5-45.9 24-2.6-0.3-5.3-0.5-8.1-0.5-39.7 0-72 32.3-72 72v32c0 4.4 3.6 8 8 8h95.4c0.8 0.3 1.7 0.4 2.6 0.4h96c4.4 0 8-3.6 8-8v-16c0-20.8-11.5-39-28.5-48.6zM689 838.3c22.1 0 40 17.9 40 40v1.3c-3.9-0.8-7.9-1.3-12-1.3-6.9 0-13.6 1.3-19.7 3.6-8.3-14.3-21.4-25.5-37-31.4 7.3-7.5 17.5-12.2 28.7-12.2z m-28 103.6h-82v-24c0-30.9 25.1-56 56-56h0.5c5.6 0 11 0.9 16.1 2.5 13.5 4.2 24.8 13.3 31.8 25.2 2.8 4.8 4.9 10.1 6.2 15.6 0.9 4.1 1.5 8.3 1.5 12.6v24H661z m96 0.4h-50v-24.4c0-1.3 0-2.6-0.1-3.8-0.3-6.1-1.4-11.9-3.1-17.5 4.1-1.5 8.6-2.3 13.2-2.3 2.8 0 5.6 0.3 8.3 0.9 5.4 1.1 10.3 3.3 14.7 6.4 10.3 7.2 17.1 19.2 17.1 32.7v8z" fill="#9A2D2F" /><path d="M316.8 140.8c-27.1 2.5-50.2 9.3-70 20.8 7.9 0.1 16.6-0.7 26.2-2.8 20.7-4.5 35 19.5 66.1 22 37 2.9 44.4-13.5 79.4 4.5 12 6.1 21.4 7.4 28.9 5.9-1.8-1.5-3.6-2.9-5.5-4.4-30.2-23.4-76.5-50.5-125.1-46zM562 195c-11.6 7.1-21.9 14.4-30.7 21 16.1 0.2 35.5-4.1 51.7-17.8 44-37.1 78-13.3 92-25.3 4.1-3.5 8.4-9.4 12.5-15.9-47.2-3.2-94.1 18.7-125.5 38z" fill="#FFFFFF" /><path d="M822.2 325.1c-14.7-26.5-39.8-49.8-76.5-71.2-32.4-18.9-75.9-29-129.7-30.3 24.8-6.2 50.1-8.4 75.6-6.5 53.1 4 93.4 24.9 112.7 34.8 3.8 1.9 6.8 3.5 9.1 4.5 2.4 1.1 8.2 3.6 12.6-0.7 1.1-1 4.3-4.8 1.4-10.8-9.4-19.5-21-42-41.3-61.4-24.2-23.1-54.6-36.3-93-40.2-42.3-4.4-91 9.5-140.8 40.1-23.4 14.4-41.8 29.2-52.5 38.4-9.7-10.8-26.7-28.3-48.9-45.5-28.8-22.4-57.7-37.4-85.7-44.8 7.9-7.3 12.8-17.7 12.8-29.3 0-22.1-17.9-40-40-40s-40 17.9-40 40c0 9.6 3.4 18.4 9.1 25.4-27.7 3.4-52.1 11.6-73 24.3-3.4-2-7.5-3.3-12.6-3.3-13.8 0-20.7 9.8-25.7 17-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17-4.4 0-8 3.6-8 8s3.6 8 8 8c5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 3 0 5.6-0.5 7.9-1.3-8.3 10.7-15 21.4-20.6 31.4-0.6 1-1 2-1.2 2.9-3.3-0.4-5.5-3.4-9.5-9.8-4.6-7.3-10.9-17.4-23.8-17.4s-19.2 10.1-23.8 17.4c-4.3 6.9-6.5 9.9-10.2 9.9s-5.9-3-10.2-9.9c-4.6-7.3-10.9-17.4-23.8-17.4-4.4 0-8 3.6-8 8s3.6 8 8 8c3.7 0 5.9 3 10.2 9.9 4.6 7.3 10.9 17.4 23.8 17.4s19.2-10.1 23.8-17.4c4.3-6.9 6.5-9.9 10.2-9.9s5.9 3 10.2 9.9c4.6 7.3 10.9 17.4 23.8 17.4 7.5 0 12.7-3.3 16.7-7.6 1.8-0.7 3.9-1.6 6.3-2.7 20-8.6 61.7-26.5 114.9-26.8h1.4c26.8 0 53 4.5 78.5 13.5-62-4.9-110.2-0.5-143.4 13-32.7 13.3-57.7 35.4-74.5 65.5-14.1 25.3-21.7 55.6-21.9 87.6 0 3.8 2.4 7.1 6 8 0.8 0.2 1.6 0.3 2.4 0.3 4.6 0 7-4.1 8.8-7.3 18.1-31 43.9-55.2 76.7-71.7 28.3-14.3 61.2-22.7 98.1-24.9 40-2.4 84.9 2.5 133.7 14.5l-85.3 645.9c-0.3 2.3 0.4 4.6 1.9 6.3 1.5 1.7 3.7 2.7 6 2.7h74.9c4.2 0 7.8-3.3 8-7.6l35.7-644.4c95.7-13.6 173.8-3.7 232.5 29.5 48 27.2 67.5 61.6 73.9 72.9 2 3.5 4.4 7.7 9 7.7 0.6 0 1.3-0.1 2-0.2 3.5-0.8 6.1-3.9 6.3-7.6 2.2-32.4-3-58.6-16.3-82.4zM338.1 78.3c13.2 0 24 10.8 24 24s-10.8 24-24 24-24-10.8-24-24 10.7-24 24-24z m-28.7 109.5h-1.5c-49.7 0.3-89.5 14.9-112.7 24.5 8.2-12.3 18.5-24.9 32.1-36 23.6-19.2 52.6-30.2 88.6-33.5 48.6-4.5 94.8 22.5 125 46 20.2 15.7 36.2 31.9 45.7 42.3 0.6 0.6 1.7 1.9 1.7 1.9v25c-0.1-0.1-0.2-0.1-0.3-0.2-5.5-4.6-11-9-16.6-13.2-10.8-8.1-21.8-15.3-32.9-21.6-41-23.4-84.1-35.2-129.1-35.2z m-74.8 110.7c-27.2 13.8-50 32.4-68.1 55.5 3.1-18.3 8.9-35.3 17.3-50.4 15-26.8 37.4-46.5 66.6-58.5 24.9-10.2 57.5-13.7 91-13.7 31.9 0 64.5 3.2 91.8 7 15.2 8.9 30.1 19.5 44.7 31.8 3.7 3.1 7.4 6.4 11 9.7l-0.3 9.9c-4.4-1.2-8.7-2.2-13-3.3-97.2-23.8-178.2-19.8-241 12z m228.9 642.8h-58.2l83.9-634.8c1.4 0.4 2.8 0.7 4.2 1.1 1.2 0.3 2.4 0.4 3.6 0.1h1.6l-35.1 633.6zM510 234.4s2.8-2.4 4.4-3.7c10.6-8.9 26.9-21.5 46.7-33.7 32.5-20 81.6-42.7 130.4-37.7 63.8 6.6 93 39.6 112.3 74.4-22.4-11.2-61.1-28.7-110.9-32.5-43.9-3.4-86.8 4.6-128.4 23.8-12.3 5.7-24.5 12.3-36.5 19.9-6.6 4.2-13.1 8.6-19.6 13.3-0.1 0.1-0.2 0.1-0.3 0.2l1.9-24z m245.1 86.5c-44.1-25-98.3-37.5-161.7-37.5-24.5 0-50.5 1.9-77.8 5.6l-10.2 1.5 0.4-10.3c3.4-2.7 6.9-5.4 10.3-7.9 17.2-12.6 34.6-23.1 52.3-31.5 51.9-3.5 121.1-1.2 169.3 26.9 34.2 19.9 57.3 41.2 70.6 65.2 7.9 14.2 12.5 29.5 14.1 46.9-12.3-16.8-33.1-39.6-67.3-58.9z" fill="#9A2D2F" /><path d="M532.1 437.5l15.9 1.3-26.2 511h-52.5z" fill="#DAE5FF" /><path d="M538.9 458.8l4.6-40.2s-118.5-27.8-178.4-3.4c-46.6 19-63.8 62.6-64.1 102 0 5.7 42.3-113.1 237.9-58.4z" fill="#FFACC2" /><path d="M540.4 442.7l3.4-27.7s-61.8-78.2-131.4-71.8c-59 5.4-82.4 39.2-96.4 63.8-7.2 12.7 105.7-75.2 224.4 35.7z" fill="#FFEB4D" /><path d="M540.5 458.7l-1.7-40.4s109.8-23.6 172.7 13c51.9 30.2 64.8 63 62.3 102.4-0.4 5.6-37.1-107.5-233.3-75z" fill="#DAE5FF" /><path d="M540.1 442.6l-1.5-27.9s68.6-67.1 138.1-60c57.7 6 77.4 42.4 89.7 68 6.4 13.1-100.1-82.4-226.3 19.9z" fill="#A7F9CE" /><path d="M770 475.2c-10.5-19-28.4-35.6-54.5-50.8-21.1-12.3-47-18.2-72.3-20.5 52.7-6.8 93.5 14.2 111.1 23.3 2.7 1.4 4.8 2.5 6.5 3.2 1.8 0.8 7.2 3.2 11.5-1 2.1-2.1 3.6-5.9 1.5-10.4-6.6-13.9-15-29.8-29.5-43.6-17.1-16.3-39.5-26-66.6-28.8-30.2-3.1-64.8 6.7-100.1 28.4-15.3 9.4-27.6 19-35.3 25.6-7.1-7.7-18.5-19.2-33-30.4-33.2-25.8-66.9-38-97.4-35.2-67.6 6.2-92.2 49.4-102.7 67.8-2.5 4.3-1.2 8.2 0.7 10.4 4 4.4 9.5 2.4 11.4 1.8 1.7-0.6 3.9-1.6 6.7-2.8 18.4-7.9 61.2-26.3 113.9-15.2-28.6-0.8-57.7 1.5-79.7 10.5-23.4 9.6-41.4 25.3-53.4 46.9-10.1 18.1-15.5 39.7-15.7 62.5 0 3.8 2.4 7 5.9 8 0.8 0.2 1.6 0.3 2.4 0.3 4.5 0 6.8-4 8.2-6.3 12.5-21.3 30.2-37.9 52.8-49.3 40.8-20.7 94.2-23.2 158.7-7.6l-59.6 486.5c-0.3 2.3 0.4 4.6 1.9 6.3s3.7 2.7 6 2.7h52.5c4.3 0 7.8-3.3 8-7.6l24.9-485.6c65.6-9 119.2-2.1 159.5 20.6 33.1 18.7 46.5 42.3 50.9 50.1 1.4 2.5 3.7 6.6 8.4 6.6 0.6 0 1.3-0.1 2-0.2 3.5-0.8 6-3.8 6.3-7.5 1.3-22.8-2.5-41.6-11.9-58.7z m-94-112.5c39.4 4.1 59.5 22.9 72.8 44.1-16.3-7.7-41-17.2-71.4-19.5-30.9-2.4-61.2 3.2-90.6 16.6-12 5.5-23.8 12.3-35.5 20.3-0.2 0.1-0.3 0.2-0.5 0.3l-0.1 0.1s0.7-7.7 1-10.9c2.4-2 5.3-4.5 8.7-7.1C584.1 388 630.3 358 676 362.7z m-267.5 15.2h-1.1c-30.3 0.2-55.4 7.8-72.3 14.3 4.8-6.3 10.4-12.5 17.3-18.1 16.2-13.2 36-20.7 60.8-22.9 47.3-4.4 91.9 34.4 112.5 55.6 2 2.1 3.8 3.9 5.3 5.6 0.1 3.9 0.1 11.7 0.1 11.7-10.3-8.3-20.8-15.5-31.5-21.6-28.9-16.4-59.4-24.6-91.1-24.6zM355 455.6c-16.4 8.3-30.5 19-42.3 32.1 5.8-23.2 20.3-50.8 55.4-65.1 17.2-7 39.7-9.5 62.8-9.5 22 0 44.6 2.2 63.5 4.8 9.7 5.7 19.5 12.6 29.4 20.8 2.7 2.2 5.4 4.6 8.1 7l0.1 2.6v0.2c-3.1-0.8-6.1-1.5-9.1-2.2-67.5-16-123.9-12.9-167.9 9.3z m159.2 486.2h-35.8l58.2-475.4h0.2c0.6 0.2 1.2 0.2 1.7 0.3l-24.3 475.1zM722 471.3c-31.3-17.7-69.6-26.5-114.5-26.5-16.5 0-33.8 1.2-52 3.6-2.4 0.3-4.9 0.7-7.4 1l0.3-3.1c2.5-2 5-3.9 7.5-5.7 11.8-8.6 23.4-15.5 34.7-20.9 35.9-2.4 83.7-0.7 116.8 18.5C731 452 746.9 466.6 756 483c4 7.2 6.8 14.8 8.4 23.1-9.1-10.8-22.6-23.6-42.4-34.8z" fill="#9A2D2F" /></svg>
true
"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"
<s>[INST] Icon of Take A Bath here are the inputs Take A Bath [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M240.7 279.3c-12.9 0-19.2-10.1-23.8-17.4-4.3-6.9-6.5-9.9-10.2-9.9s-5.9 3-10.2 9.9c-4.6 7.3-10.9 17.4-23.8 17.4s-19.2-10.1-23.8-17.4c-4.3-6.9-6.5-9.9-10.2-9.9s-5.9 3-10.2 9.9c-4.6 7.3-10.9 17.4-23.8 17.4s-19.2-10.1-23.8-17.4c-4.3-6.9-6.5-9.9-10.2-9.9-4.4 0-8-3.6-8-8s3.6-8 8-8c12.9 0 19.2 10.1 23.8 17.4 4.3 6.9 6.5 9.9 10.2 9.9 3.7 0 5.9-3 10.2-9.9 4.6-7.3 10.9-17.4 23.8-17.4s19.2 10.1 23.8 17.4c4.3 6.9 6.5 9.9 10.2 9.9s5.9-3 10.2-9.9c4.6-7.3 10.9-17.4 23.8-17.4s19.2 10.1 23.8 17.4c4.3 6.9 6.5 9.9 10.2 9.9 4.4 0 8 3.6 8 8s-3.5 8-8 8zM262.7 229.3c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.2-7.3-7.8-10.3-12.7-10.3-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8.1-8 8.1z" fill="#9A2D2F" /><path d="M352.7 101.7m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M352.7 141.7c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-18 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M201.7 344.7c-18.8 18.8-18.8 49.2 0 67.9l67.9-67.9c-18.7-18.7-49.1-18.7-67.9 0z" fill="#FFEB4D" /><path d="M885.7 693.7h-764c-17.6 0-32-14.4-32-32s14.4-32 32-32h764c17.6 0 32 14.4 32 32s-14.4 32-32 32zM685.7 949.7h-362c-110 0-200-90-200-200v-56h762v56c0 110-90 200-200 200z" fill="#C7EBFF" /><path d="M847.7 430.7h-64c-8.8 0-16-7.2-16-16v-80h96v80c0 8.8-7.2 16-16 16z" fill="#FFEB4D" /><path d="M909.7 462.7h-76c-8.8 0-16-7.2-16-16v-112h108v112c0 8.8-7.2 16-16 16z" fill="#FFACC2" /><path d="M227 424.1c-3.1 3.1-3.1 8.2 0 11.3l11 11c1.6 1.6 3.6 2.3 5.7 2.3s4.1-0.8 5.7-2.3c3.1-3.1 3.1-8.2 0-11.3l-11-11a8.15 8.15 0 0 0-11.4 0zM265.9 396.2c-3.1-3.1-8.2-3.1-11.3 0-3.1 3.1-3.1 8.2 0 11.3l11 11c1.6 1.6 3.6 2.3 5.7 2.3s4.1-0.8 5.7-2.3c3.1-3.1 3.1-8.2 0-11.3l-11.1-11zM292.6 391.6c1.6 1.6 3.6 2.3 5.7 2.3s4.1-0.8 5.7-2.3c3.1-3.1 3.1-8.2 0-11.3l-11-11c-3.1-3.1-8.2-3.1-11.3 0-3.1 3.1-3.1 8.2 0 11.3l10.9 11z" fill="#9A2D2F" /><path d="M950.7 735.7c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17-8.3 0-14.2 3.6-18.6 8.1V701c12.1-2.5 22.2-10.4 27.7-21.1 1.1 1.3 2.2 2.9 3.6 4.9 5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-3.1-4.4-6.8-9.7-12.4-13.2v-0.5c0-19.3-13.8-35.5-32-39.2v-152.5h16c13.2 0 24-10.8 24-24v-104h16c4.4 0 8-3.6 8-8s-3.6-8-8-8h-205c-4.4 0-8 3.6-8 8s3.6 8 8 8h15v72c0 13.2 10.8 24 24 24h26v8c0 13.2 10.8 24 24 24h44v151.5H875c-7-9.7-17.9-16.4-30.4-17.9-6.3-17-22.8-28.7-41.3-28.7h-0.7c-9.1-13.1-24.1-21.1-40.3-21.1-10.9 0-21.3 3.6-29.8 10.1-6.3-3.3-13.3-5.1-20.5-5.1s-14.1 1.7-20.3 4.9c-11.5-13-28.2-20.6-45.8-20.6-6.5 0-12.8 1-18.8 3-7.8-13.3-22.2-21.7-38-21.7-2.9 0-5.8 0.3-8.7 0.9-12.5-21.2-35.6-34.5-60.4-34.5-24.4 0-46.7 12.4-59.5 32.8-2.8-0.4-5.5-0.7-8.3-0.7-11.7 0-23 4-32.1 11.1-7.8-6.2-17.4-9.7-27.6-9.7-18.7 0-35.3 11.9-41.4 29.2-18.1 2-33.7 14-40.5 30.7-10-2-20.6-1.2-30.2 2.4-9.5-16.8-27.5-27.6-47.2-27.6-19.3 0-37.1 10.4-46.8 26.9-18.9 2.4-34.2 17.1-37.7 35.6h-17v-240.5c0-22.1 17.9-40 40-40 6.6 0 12.9 1.6 18.7 4.7-15.9 21.9-14 52.8 5.8 72.5 1.6 1.6 3.6 2.3 5.7 2.3s4.1-0.8 5.7-2.3l67.9-67.9c3.1-3.1 3.1-8.2 0-11.3-10.6-10.6-24.7-16.4-39.6-16.4-12.4 0-24.2 4-33.9 11.4-9-5.8-19.4-8.9-30.2-8.9-30.9 0-56 25.1-56 56v240.9c-19.2 2.9-34 19.5-34 39.5s14.8 36.6 34 39.5v48.5c0 55.3 21.7 107.5 61.1 146.9 19.6 19.6 42.3 34.7 66.9 45.1h-145c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.6-8-8-8h-157c24.7-10.3 47.4-25.5 66.9-45.1 39.4-39.4 61.1-91.6 61.1-146.9v-7.4c2.3-2.5 4.2-5.3 5.9-7.7 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.7-7.9-8.1-7.9z m-141-313.5h-26c-4.4 0-8-3.6-8-8v-72h34v80z m-602.3-71.8c7.6-7.6 17.6-11.7 28.3-11.7 8 0 15.6 2.3 22.1 6.6l-55.5 55.5c-10.3-15.5-8.6-36.7 5.1-50.4z m626.3 103.8c-4.4 0-8-3.6-8-8v-104h92v104c0 4.4-3.6 8-8 8h-76z m-642.2 147.5c3 0 5.8-1.8 7.1-4.6 6.3-13.3 19.8-21.9 34.6-21.9 15.9 0 30.3 10 35.8 24.9 0.8 2.2 2.5 3.9 4.7 4.7s4.6 0.6 6.7-0.5c5.9-3.3 12.5-5 19.3-5 4.6 0 9.2 0.8 13.5 2.4 2.2 0.8 4.6 0.6 6.6-0.5s3.5-3.1 3.9-5.3c3.3-15.3 17.1-26.5 32.8-26.5h0.7c3.8 0 7.1-2.7 7.8-6.4 2.6-13 14.2-22.5 27.4-22.5 8.2 0 16 3.6 21.3 9.9 1.5 1.7 3.6 2.8 5.9 2.8s4.5-0.9 6-2.6c6.9-7.4 16.3-11.5 26.4-11.5 3.4 0 6.8 0.5 10.1 1.4 3.7 1.1 7.6-0.6 9.4-4 9.5-18.2 28-29.5 48.5-29.5 21 0 40.3 12.3 49.2 31.3 1.8 3.8 6.2 5.6 10.1 4.1 3.2-1.2 6.5-1.8 9.9-1.8 11.8 0 22.4 7.5 26.4 18.6 0.8 2.1 2.4 3.8 4.5 4.7 2.1 0.9 4.5 0.8 6.5-0.2 6.1-2.9 12.6-4.4 19.4-4.4 14.9 0 28.9 7.4 37.3 19.7 1.2 1.8 3.2 3 5.4 3.4 2.2 0.3 4.4-0.2 6.1-1.6 5-3.9 10.9-5.9 17.2-5.9 6 0 11.8 1.9 16.6 5.5 3.2 2.4 7.6 2 10.4-0.8 6.2-6.3 14.5-9.7 23.4-9.7 12.1 0 23.2 6.6 29 17.3 1.6 2.9 4.8 4.6 8.1 4.1 1.3-0.2 2.6-0.3 3.9-0.3 13.1 0 24.6 9.3 27.4 22.1 0.8 3.7 4.1 6.3 7.8 6.3h0.8c3.9 0 7.6 0.8 11 2.3h-685.3c3.4-11.4 14-19.8 26.4-20z m686.2 148c0 51.1-20 99.2-56.4 135.6s-84.5 56.4-135.6 56.4h-362c-51.1 0-99.2-20-135.6-56.4s-56.4-84.5-56.4-135.6v-48h746v48z m8-64h-764c-13.2 0-24-10.8-24-24s10.8-24 24-24h764c13.2 0 24 10.8 24 24s-10.8 24-24 24z" fill="#9A2D2F" /><path d="M838.8 619.4h-0.2c-3.7 0-7-2.6-7.8-6.3-2.8-12.8-14.3-22.1-27.4-22.1-1.3 0-2.6 0.1-3.9 0.3-3.3 0.5-6.5-1.2-8.1-4.1-5.8-10.7-16.9-17.3-29-17.3-8.9 0-17.2 3.4-23.4 9.7-2.8 2.8-7.2 3.2-10.4 0.8-4.8-3.6-10.6-5.5-16.6-5.5-6.3 0-12.2 2-17.2 5.9-1.7 1.4-3.9 1.9-6.1 1.6-2.2-0.4-4.2-1.6-5.4-3.4-8.4-12.3-22.4-19.7-37.3-19.7-6.8 0-13.3 1.5-19.4 4.4-2 1-4.4 1.1-6.5 0.2-2.1-0.9-3.7-2.6-4.5-4.7-4-11.1-14.6-18.6-26.4-18.6-3.4 0-6.7 0.6-9.9 1.8-3.9 1.5-8.3-0.3-10.1-4.1-8.9-19-28.2-31.3-49.2-31.3-20.5 0-39 11.3-48.5 29.5-1.8 3.4-5.7 5.1-9.4 4-3.3-0.9-6.7-1.4-10.1-1.4-10.1 0-19.5 4.1-26.4 11.5-1.5 1.7-3.7 2.6-6 2.6s-4.4-1.1-5.9-2.8c-5.3-6.3-13.1-9.9-21.3-9.9-13.2 0-24.8 9.5-27.4 22.5-0.7 3.7-4 6.4-7.8 6.4h-0.7c-15.7 0-29.5 11.2-32.8 26.5-0.4 2.2-1.9 4.2-3.9 5.3-2 1.1-4.4 1.3-6.6 0.5-4.3-1.6-8.9-2.4-13.5-2.4-6.8 0-13.4 1.7-19.3 5-2.1 1.1-4.5 1.3-6.7 0.5s-3.9-2.5-4.7-4.7c-5.5-14.9-19.9-24.9-35.8-24.9-14.8 0-28.3 8.6-34.6 21.9-1.3 2.8-4.1 4.6-7.1 4.6-12.4 0.2-23 8.6-26.4 20h685.3c-3.4-1.5-7.1-2.3-11-2.3h-0.6z" fill="#FFFFFF" /><path d="M390.8 661.7c29.5-2.3 55.4-21.9 89.4-15.4 19.7 3.8 39.9 33.4 67.4 33.9 23.6 0.4 34-33.1 50.5-32.5 13.5 0.5 19.5 17.5 61 17.5 18.9 0 34.2-13.7 51.1-27.5H355.6c8.9 12.2 17.4 25.4 35.2 24z" fill="#FFFFFF" /></svg> </s>
Icon of Take A Bath
Take A Bath
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M240.7 279.3c-12.9 0-19.2-10.1-23.8-17.4-4.3-6.9-6.5-9.9-10.2-9.9s-5.9 3-10.2 9.9c-4.6 7.3-10.9 17.4-23.8 17.4s-19.2-10.1-23.8-17.4c-4.3-6.9-6.5-9.9-10.2-9.9s-5.9 3-10.2 9.9c-4.6 7.3-10.9 17.4-23.8 17.4s-19.2-10.1-23.8-17.4c-4.3-6.9-6.5-9.9-10.2-9.9-4.4 0-8-3.6-8-8s3.6-8 8-8c12.9 0 19.2 10.1 23.8 17.4 4.3 6.9 6.5 9.9 10.2 9.9 3.7 0 5.9-3 10.2-9.9 4.6-7.3 10.9-17.4 23.8-17.4s19.2 10.1 23.8 17.4c4.3 6.9 6.5 9.9 10.2 9.9s5.9-3 10.2-9.9c4.6-7.3 10.9-17.4 23.8-17.4s19.2 10.1 23.8 17.4c4.3 6.9 6.5 9.9 10.2 9.9 4.4 0 8 3.6 8 8s-3.5 8-8 8zM262.7 229.3c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.2-7.3-7.8-10.3-12.7-10.3-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8.1-8 8.1z" fill="#9A2D2F" /><path d="M352.7 101.7m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M352.7 141.7c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-18 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M201.7 344.7c-18.8 18.8-18.8 49.2 0 67.9l67.9-67.9c-18.7-18.7-49.1-18.7-67.9 0z" fill="#FFEB4D" /><path d="M885.7 693.7h-764c-17.6 0-32-14.4-32-32s14.4-32 32-32h764c17.6 0 32 14.4 32 32s-14.4 32-32 32zM685.7 949.7h-362c-110 0-200-90-200-200v-56h762v56c0 110-90 200-200 200z" fill="#C7EBFF" /><path d="M847.7 430.7h-64c-8.8 0-16-7.2-16-16v-80h96v80c0 8.8-7.2 16-16 16z" fill="#FFEB4D" /><path d="M909.7 462.7h-76c-8.8 0-16-7.2-16-16v-112h108v112c0 8.8-7.2 16-16 16z" fill="#FFACC2" /><path d="M227 424.1c-3.1 3.1-3.1 8.2 0 11.3l11 11c1.6 1.6 3.6 2.3 5.7 2.3s4.1-0.8 5.7-2.3c3.1-3.1 3.1-8.2 0-11.3l-11-11a8.15 8.15 0 0 0-11.4 0zM265.9 396.2c-3.1-3.1-8.2-3.1-11.3 0-3.1 3.1-3.1 8.2 0 11.3l11 11c1.6 1.6 3.6 2.3 5.7 2.3s4.1-0.8 5.7-2.3c3.1-3.1 3.1-8.2 0-11.3l-11.1-11zM292.6 391.6c1.6 1.6 3.6 2.3 5.7 2.3s4.1-0.8 5.7-2.3c3.1-3.1 3.1-8.2 0-11.3l-11-11c-3.1-3.1-8.2-3.1-11.3 0-3.1 3.1-3.1 8.2 0 11.3l10.9 11z" fill="#9A2D2F" /><path d="M950.7 735.7c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17-8.3 0-14.2 3.6-18.6 8.1V701c12.1-2.5 22.2-10.4 27.7-21.1 1.1 1.3 2.2 2.9 3.6 4.9 5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-3.1-4.4-6.8-9.7-12.4-13.2v-0.5c0-19.3-13.8-35.5-32-39.2v-152.5h16c13.2 0 24-10.8 24-24v-104h16c4.4 0 8-3.6 8-8s-3.6-8-8-8h-205c-4.4 0-8 3.6-8 8s3.6 8 8 8h15v72c0 13.2 10.8 24 24 24h26v8c0 13.2 10.8 24 24 24h44v151.5H875c-7-9.7-17.9-16.4-30.4-17.9-6.3-17-22.8-28.7-41.3-28.7h-0.7c-9.1-13.1-24.1-21.1-40.3-21.1-10.9 0-21.3 3.6-29.8 10.1-6.3-3.3-13.3-5.1-20.5-5.1s-14.1 1.7-20.3 4.9c-11.5-13-28.2-20.6-45.8-20.6-6.5 0-12.8 1-18.8 3-7.8-13.3-22.2-21.7-38-21.7-2.9 0-5.8 0.3-8.7 0.9-12.5-21.2-35.6-34.5-60.4-34.5-24.4 0-46.7 12.4-59.5 32.8-2.8-0.4-5.5-0.7-8.3-0.7-11.7 0-23 4-32.1 11.1-7.8-6.2-17.4-9.7-27.6-9.7-18.7 0-35.3 11.9-41.4 29.2-18.1 2-33.7 14-40.5 30.7-10-2-20.6-1.2-30.2 2.4-9.5-16.8-27.5-27.6-47.2-27.6-19.3 0-37.1 10.4-46.8 26.9-18.9 2.4-34.2 17.1-37.7 35.6h-17v-240.5c0-22.1 17.9-40 40-40 6.6 0 12.9 1.6 18.7 4.7-15.9 21.9-14 52.8 5.8 72.5 1.6 1.6 3.6 2.3 5.7 2.3s4.1-0.8 5.7-2.3l67.9-67.9c3.1-3.1 3.1-8.2 0-11.3-10.6-10.6-24.7-16.4-39.6-16.4-12.4 0-24.2 4-33.9 11.4-9-5.8-19.4-8.9-30.2-8.9-30.9 0-56 25.1-56 56v240.9c-19.2 2.9-34 19.5-34 39.5s14.8 36.6 34 39.5v48.5c0 55.3 21.7 107.5 61.1 146.9 19.6 19.6 42.3 34.7 66.9 45.1h-145c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.6-8-8-8h-157c24.7-10.3 47.4-25.5 66.9-45.1 39.4-39.4 61.1-91.6 61.1-146.9v-7.4c2.3-2.5 4.2-5.3 5.9-7.7 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.7-7.9-8.1-7.9z m-141-313.5h-26c-4.4 0-8-3.6-8-8v-72h34v80z m-602.3-71.8c7.6-7.6 17.6-11.7 28.3-11.7 8 0 15.6 2.3 22.1 6.6l-55.5 55.5c-10.3-15.5-8.6-36.7 5.1-50.4z m626.3 103.8c-4.4 0-8-3.6-8-8v-104h92v104c0 4.4-3.6 8-8 8h-76z m-642.2 147.5c3 0 5.8-1.8 7.1-4.6 6.3-13.3 19.8-21.9 34.6-21.9 15.9 0 30.3 10 35.8 24.9 0.8 2.2 2.5 3.9 4.7 4.7s4.6 0.6 6.7-0.5c5.9-3.3 12.5-5 19.3-5 4.6 0 9.2 0.8 13.5 2.4 2.2 0.8 4.6 0.6 6.6-0.5s3.5-3.1 3.9-5.3c3.3-15.3 17.1-26.5 32.8-26.5h0.7c3.8 0 7.1-2.7 7.8-6.4 2.6-13 14.2-22.5 27.4-22.5 8.2 0 16 3.6 21.3 9.9 1.5 1.7 3.6 2.8 5.9 2.8s4.5-0.9 6-2.6c6.9-7.4 16.3-11.5 26.4-11.5 3.4 0 6.8 0.5 10.1 1.4 3.7 1.1 7.6-0.6 9.4-4 9.5-18.2 28-29.5 48.5-29.5 21 0 40.3 12.3 49.2 31.3 1.8 3.8 6.2 5.6 10.1 4.1 3.2-1.2 6.5-1.8 9.9-1.8 11.8 0 22.4 7.5 26.4 18.6 0.8 2.1 2.4 3.8 4.5 4.7 2.1 0.9 4.5 0.8 6.5-0.2 6.1-2.9 12.6-4.4 19.4-4.4 14.9 0 28.9 7.4 37.3 19.7 1.2 1.8 3.2 3 5.4 3.4 2.2 0.3 4.4-0.2 6.1-1.6 5-3.9 10.9-5.9 17.2-5.9 6 0 11.8 1.9 16.6 5.5 3.2 2.4 7.6 2 10.4-0.8 6.2-6.3 14.5-9.7 23.4-9.7 12.1 0 23.2 6.6 29 17.3 1.6 2.9 4.8 4.6 8.1 4.1 1.3-0.2 2.6-0.3 3.9-0.3 13.1 0 24.6 9.3 27.4 22.1 0.8 3.7 4.1 6.3 7.8 6.3h0.8c3.9 0 7.6 0.8 11 2.3h-685.3c3.4-11.4 14-19.8 26.4-20z m686.2 148c0 51.1-20 99.2-56.4 135.6s-84.5 56.4-135.6 56.4h-362c-51.1 0-99.2-20-135.6-56.4s-56.4-84.5-56.4-135.6v-48h746v48z m8-64h-764c-13.2 0-24-10.8-24-24s10.8-24 24-24h764c13.2 0 24 10.8 24 24s-10.8 24-24 24z" fill="#9A2D2F" /><path d="M838.8 619.4h-0.2c-3.7 0-7-2.6-7.8-6.3-2.8-12.8-14.3-22.1-27.4-22.1-1.3 0-2.6 0.1-3.9 0.3-3.3 0.5-6.5-1.2-8.1-4.1-5.8-10.7-16.9-17.3-29-17.3-8.9 0-17.2 3.4-23.4 9.7-2.8 2.8-7.2 3.2-10.4 0.8-4.8-3.6-10.6-5.5-16.6-5.5-6.3 0-12.2 2-17.2 5.9-1.7 1.4-3.9 1.9-6.1 1.6-2.2-0.4-4.2-1.6-5.4-3.4-8.4-12.3-22.4-19.7-37.3-19.7-6.8 0-13.3 1.5-19.4 4.4-2 1-4.4 1.1-6.5 0.2-2.1-0.9-3.7-2.6-4.5-4.7-4-11.1-14.6-18.6-26.4-18.6-3.4 0-6.7 0.6-9.9 1.8-3.9 1.5-8.3-0.3-10.1-4.1-8.9-19-28.2-31.3-49.2-31.3-20.5 0-39 11.3-48.5 29.5-1.8 3.4-5.7 5.1-9.4 4-3.3-0.9-6.7-1.4-10.1-1.4-10.1 0-19.5 4.1-26.4 11.5-1.5 1.7-3.7 2.6-6 2.6s-4.4-1.1-5.9-2.8c-5.3-6.3-13.1-9.9-21.3-9.9-13.2 0-24.8 9.5-27.4 22.5-0.7 3.7-4 6.4-7.8 6.4h-0.7c-15.7 0-29.5 11.2-32.8 26.5-0.4 2.2-1.9 4.2-3.9 5.3-2 1.1-4.4 1.3-6.6 0.5-4.3-1.6-8.9-2.4-13.5-2.4-6.8 0-13.4 1.7-19.3 5-2.1 1.1-4.5 1.3-6.7 0.5s-3.9-2.5-4.7-4.7c-5.5-14.9-19.9-24.9-35.8-24.9-14.8 0-28.3 8.6-34.6 21.9-1.3 2.8-4.1 4.6-7.1 4.6-12.4 0.2-23 8.6-26.4 20h685.3c-3.4-1.5-7.1-2.3-11-2.3h-0.6z" fill="#FFFFFF" /><path d="M390.8 661.7c29.5-2.3 55.4-21.9 89.4-15.4 19.7 3.8 39.9 33.4 67.4 33.9 23.6 0.4 34-33.1 50.5-32.5 13.5 0.5 19.5 17.5 61 17.5 18.9 0 34.2-13.7 51.1-27.5H355.6c8.9 12.2 17.4 25.4 35.2 24z" fill="#FFFFFF" /></svg>
true
"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"
<s>[INST] Icon of Lighthouse here are the inputs Lighthouse [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M948.6 702c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM948.6 652c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM239.6 279.9c-12.9 0-19.2-10.1-23.8-17.4-4.3-6.9-6.5-9.9-10.2-9.9s-5.9 3-10.2 9.9c-4.6 7.3-10.9 17.4-23.8 17.4s-19.2-10.1-23.8-17.4c-4.3-6.9-6.5-9.9-10.2-9.9s-5.9 3-10.2 9.9c-4.6 7.3-10.9 17.4-23.8 17.4s-19.2-10.1-23.8-17.4c-4.3-6.9-6.5-9.9-10.2-9.9-4.4 0-8-3.6-8-8s3.6-8 8-8c12.9 0 19.2 10.1 23.8 17.4 4.3 6.9 6.5 9.9 10.2 9.9s5.9-3 10.2-9.9c4.6-7.3 10.9-17.4 23.8-17.4s19.2 10.1 23.8 17.4c4.3 6.9 6.5 9.9 10.2 9.9 3.7 0 5.9-3 10.2-9.9 4.6-7.3 10.9-17.4 23.8-17.4s19.2 10.1 23.8 17.4c4.3 6.9 6.5 9.9 10.2 9.9 4.4 0 8 3.6 8 8s-3.6 8-8 8zM261.5 229.9c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.5 8-8 8z" fill="#9A2D2F" /><path d="M349.6 102.3m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M349.6 142.3c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M905.5 950.3h-790l528.7-304z" fill="#DAE5FF" /><path d="M795.5 950.3h-680l528.7-304z" fill="#C0FCD0" /><path d="M599.5 949.8h-296l80-715.3h136z" fill="#DAE5FF" /><path d="M353.5 298.3h196v64h-196z" fill="#FFEB4D" /><path d="M531.5 234.3h-160v-14.9c0-44.8 35.8-81.1 80-81.1s80 36.3 80 81.1v14.9z" fill="#F7D4FF" /><path d="M328.5 726.7h246.1l-21.9-196.1H350.4z" fill="#FFACC2" /><path d="M435.5 902.3h32v48h-32z" fill="#FFFFFF" /><path d="M920.9 942.3h-11.7L650.3 641.1l-0.3-0.3c-0.8-0.8-1.7-1.4-2.6-1.8h-0.1c-0.2-0.1-0.4-0.2-0.6-0.2h-0.1-0.1c-0.2-0.1-0.4-0.1-0.6-0.1h-0.2c-0.2 0-0.4-0.1-0.6-0.1h-1.9c-0.1 0-0.3 0-0.4 0.1-0.1 0-0.2 0.1-0.4 0.1-0.1 0-0.2 0.1-0.3 0.1-0.1 0-0.3 0.1-0.4 0.1-0.1 0-0.2 0.1-0.3 0.1-0.1 0.1-0.3 0.1-0.4 0.2h-0.1l-0.6 0.3L577 676l1.9 17.3 61.9-35.6 141.8 284.8H606.7l-24.1-215.8v-0.8l-21.9-196.1c0-0.3-0.1-0.5-0.1-0.8l-17.7-158.6h6.8c4.4 0 8-3.6 8-8v-64c0-4.4-3.6-8-8-8h-15.8l-5.4-48h3.1c4.4 0 8-3.6 8-8v-14.9c0-44.5-32.3-81.5-74.5-88.1 1.2-2.3 1.9-4.8 1.9-7.6 0-5.9-3.2-11.1-8-13.8V90.3c0-4.4-3.6-8-8-8s-8 3.6-8 8v19.6c-4.8 2.8-8 7.9-8 13.8 0 2.8 0.7 5.5 2 7.8-41.6 7-73.5 43.8-73.5 87.9v14.9c0 4.4 3.6 8 8 8h3.1l-5.4 48h-15.7c-4.4 0-8 3.6-8 8v64c0 4.4 3.6 8 8 8h6.7l-51.4 459.6-195.4 112.4H96.9c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.5-8-8-8z m-477.4-0.5v-31.5h16v31.5h-16z m236.4-241.6l208.2 242.2h-87.6L679.9 700.2zM379.5 219.5c0-40.3 32.3-73.1 72-73.1s72 32.8 72 73.1v6.9h-144v-6.9z m138.2 70.8H385.3l5.3-47.8h121.7l5.4 47.8z m-156.2 16h180v48H361.6v-48z m14.9 64h150.3l17 152.3H359.3l17.1-152.3z m-18.8 168.3h187.9l20.1 180.1H337.5l20.1-180.1z m-22 196.1h231.8l23.2 207.2h-115v-39.5c0-4.4-3.6-8-8-8h-32c-4.4 0-8 3.6-8 8v39.5H312.4l23.2-207.2z m-28.9 115l-10.4 92.7H145.5l161.2-92.7z" fill="#9A2D2F" /><path d="M461.6 147c-3.3-0.5-6.7-0.7-10.1-0.7-39.7 0-72 32.8-72 73.1v6.9h1.9c39.2-16 66.5-47.3 80.2-79.3z" fill="#FFFFFF" /></svg> </s>
Icon of Lighthouse
Lighthouse
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M948.6 702c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM948.6 652c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM239.6 279.9c-12.9 0-19.2-10.1-23.8-17.4-4.3-6.9-6.5-9.9-10.2-9.9s-5.9 3-10.2 9.9c-4.6 7.3-10.9 17.4-23.8 17.4s-19.2-10.1-23.8-17.4c-4.3-6.9-6.5-9.9-10.2-9.9s-5.9 3-10.2 9.9c-4.6 7.3-10.9 17.4-23.8 17.4s-19.2-10.1-23.8-17.4c-4.3-6.9-6.5-9.9-10.2-9.9-4.4 0-8-3.6-8-8s3.6-8 8-8c12.9 0 19.2 10.1 23.8 17.4 4.3 6.9 6.5 9.9 10.2 9.9s5.9-3 10.2-9.9c4.6-7.3 10.9-17.4 23.8-17.4s19.2 10.1 23.8 17.4c4.3 6.9 6.5 9.9 10.2 9.9 3.7 0 5.9-3 10.2-9.9 4.6-7.3 10.9-17.4 23.8-17.4s19.2 10.1 23.8 17.4c4.3 6.9 6.5 9.9 10.2 9.9 4.4 0 8 3.6 8 8s-3.6 8-8 8zM261.5 229.9c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.5 8-8 8z" fill="#9A2D2F" /><path d="M349.6 102.3m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M349.6 142.3c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M905.5 950.3h-790l528.7-304z" fill="#DAE5FF" /><path d="M795.5 950.3h-680l528.7-304z" fill="#C0FCD0" /><path d="M599.5 949.8h-296l80-715.3h136z" fill="#DAE5FF" /><path d="M353.5 298.3h196v64h-196z" fill="#FFEB4D" /><path d="M531.5 234.3h-160v-14.9c0-44.8 35.8-81.1 80-81.1s80 36.3 80 81.1v14.9z" fill="#F7D4FF" /><path d="M328.5 726.7h246.1l-21.9-196.1H350.4z" fill="#FFACC2" /><path d="M435.5 902.3h32v48h-32z" fill="#FFFFFF" /><path d="M920.9 942.3h-11.7L650.3 641.1l-0.3-0.3c-0.8-0.8-1.7-1.4-2.6-1.8h-0.1c-0.2-0.1-0.4-0.2-0.6-0.2h-0.1-0.1c-0.2-0.1-0.4-0.1-0.6-0.1h-0.2c-0.2 0-0.4-0.1-0.6-0.1h-1.9c-0.1 0-0.3 0-0.4 0.1-0.1 0-0.2 0.1-0.4 0.1-0.1 0-0.2 0.1-0.3 0.1-0.1 0-0.3 0.1-0.4 0.1-0.1 0-0.2 0.1-0.3 0.1-0.1 0.1-0.3 0.1-0.4 0.2h-0.1l-0.6 0.3L577 676l1.9 17.3 61.9-35.6 141.8 284.8H606.7l-24.1-215.8v-0.8l-21.9-196.1c0-0.3-0.1-0.5-0.1-0.8l-17.7-158.6h6.8c4.4 0 8-3.6 8-8v-64c0-4.4-3.6-8-8-8h-15.8l-5.4-48h3.1c4.4 0 8-3.6 8-8v-14.9c0-44.5-32.3-81.5-74.5-88.1 1.2-2.3 1.9-4.8 1.9-7.6 0-5.9-3.2-11.1-8-13.8V90.3c0-4.4-3.6-8-8-8s-8 3.6-8 8v19.6c-4.8 2.8-8 7.9-8 13.8 0 2.8 0.7 5.5 2 7.8-41.6 7-73.5 43.8-73.5 87.9v14.9c0 4.4 3.6 8 8 8h3.1l-5.4 48h-15.7c-4.4 0-8 3.6-8 8v64c0 4.4 3.6 8 8 8h6.7l-51.4 459.6-195.4 112.4H96.9c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.5-8-8-8z m-477.4-0.5v-31.5h16v31.5h-16z m236.4-241.6l208.2 242.2h-87.6L679.9 700.2zM379.5 219.5c0-40.3 32.3-73.1 72-73.1s72 32.8 72 73.1v6.9h-144v-6.9z m138.2 70.8H385.3l5.3-47.8h121.7l5.4 47.8z m-156.2 16h180v48H361.6v-48z m14.9 64h150.3l17 152.3H359.3l17.1-152.3z m-18.8 168.3h187.9l20.1 180.1H337.5l20.1-180.1z m-22 196.1h231.8l23.2 207.2h-115v-39.5c0-4.4-3.6-8-8-8h-32c-4.4 0-8 3.6-8 8v39.5H312.4l23.2-207.2z m-28.9 115l-10.4 92.7H145.5l161.2-92.7z" fill="#9A2D2F" /><path d="M461.6 147c-3.3-0.5-6.7-0.7-10.1-0.7-39.7 0-72 32.8-72 73.1v6.9h1.9c39.2-16 66.5-47.3 80.2-79.3z" fill="#FFFFFF" /></svg>
true
"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"
<s>[INST] Icon of Sunbathing here are the inputs Sunbathing [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M948.7 703c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM948.7 653c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M349.7 103.3m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M349.7 143.3c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.7-24-24-24z" fill="#9A2D2F" /><path d="M342.2 394.8L94.7 351.5l429-215.7 397 177.3-194 81.7z" fill="#FFACC2" /><path d="M239.7 324.6c55-1.9 96.1-18.5 133.1-68.5 48.5-65.5 150.7-111.6 150.7-111.6l-404 203.1 66.1 11.6c11-14.1 25.8-33.6 54.1-34.6z" fill="#FFFFFF" /><path d="M341.7 394.8l181.2-259 202.8 259z" fill="#FFEB4D" /><path d="M523.7 135.8l396.9 177.3-194 81.7z" fill="#C0FCD0" /><path d="M653.7 949.3c-51.3-56.5-125.2-92-207.5-92s-156.2 35.5-207.5 92h415z" fill="#FFFFFF" /><path d="M845.7 950.3s-85.9-104-167.7-129c-82.8-25.3-154.7 23.1-227.8-0.8-101.4-33.3-194.9-186.1-194.9-186.1h-52.6s102.9 178.8 208.2 215.4c66.5 23.1 167.7-13.6 236.7 0.4 57.6 11.8 132.8 100.1 132.8 100.1h65.3z" fill="#DAE5FF" /><path d="M69.7 203.6c5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2 5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17-4.4 0-8 3.6-8 8s3.5 8 8 8z" fill="#9A2D2F" /><path d="M923.7 941.3h-75.1c-16.8-19.6-93.2-104.7-168.2-127.7-44-13.5-84.3-7-123.3-0.8-8.5 1.4-17 2.7-25.3 3.8V402.8h195.8c0.1 0 0.2 0 0.4-0.1 0.1 0 0.3 0 0.4-0.1 0.5-0.1 1-0.3 1.5-0.5l194-81.7c2.9-1.2 4.9-4.1 4.9-7.3s-1.8-6.1-4.7-7.4l-397-177.3s-0.1 0-0.1-0.1c-0.2-0.1-0.4-0.2-0.6-0.2-0.1 0-0.2-0.1-0.3-0.1-0.2-0.1-0.3-0.1-0.5-0.1-0.1 0-0.2 0-0.3-0.1-0.2 0-0.5-0.1-0.7-0.1H522.9c-2 0.1-3.8 0.8-5.2 2.1L245.1 267c-1.4-1.3-3.3-2-5.3-2-3.7 0-5.9-3-10.2-9.9-4.6-7.3-10.9-17.4-23.8-17.4s-19.2 10.1-23.8 17.4c-4.3 6.9-6.5 9.9-10.2 9.9-3.7 0-5.9-3-10.2-9.9-4.6-7.3-10.9-17.4-23.8-17.4s-19.2 10.1-23.8 17.4c-4.3 6.9-6.5 9.9-10.2 9.9s-5.9-3-10.2-9.9c-4.6-7.3-10.9-17.4-23.8-17.4-4.4 0-8 3.6-8 8s3.6 8 8 8c3.7 0 5.9 3 10.2 9.9 4.6 7.3 10.9 17.4 23.8 17.4s19.2-10.1 23.8-17.4c4.3-6.9 6.5-9.9 10.2-9.9s5.9 3 10.2 9.9c4.6 7.3 10.9 17.4 23.8 17.4s19.2-10.1 23.8-17.4c4.3-6.9 6.5-9.9 10.2-9.9s5.9 3 10.2 9.9c2.6 4.2 5.8 9.3 10.4 12.9l-135.3 68c-3.1 1.5-4.8 4.9-4.3 8.3 0.5 3.4 3.1 6.1 6.5 6.7l245.9 43c0.8 0.2 1.6 0.4 2.4 0.4h174v413.6c0 0.7 0.1 1.3 0.3 1.9-21.4 1.9-42.4 1.3-63.2-5.5-40-13.1-85.5-48.7-131.7-102.9-35.3-41.4-58.6-79.4-58.9-79.7-1.5-2.4-4-3.8-6.8-3.8h-52.6c-2.9 0-5.5 1.5-6.9 4-1.4 2.5-1.4 5.5 0 8 0.3 0.5 26.5 45.8 65.2 94.9 25.3 32.1 49.9 58.4 73.7 78.8l-50.6 87.1c-17.7 12.1-34.1 26.2-48.9 42.1H99.7c-4.4 0-8 3.6-8 8s3.6 8 8 8h676.8c1.2 0.6 2.5 1 3.9 1h65.4c1.4 0 2.7-0.4 3.8-1h74.2c4.4 0 8-3.6 8-8s-3.7-8.1-8.1-8.1z m-23.2-628.4l-171.4 72.2-179.2-228.8 350.6 156.6zM338.1 386l-218.2-38.2 377.9-190L338.1 386z m18.9 0.8l166.3-237.6 185.9 237.6H357z m-9.8 435.6c4.6 3.6 9.2 7 13.8 10.2l-21.4 37.1c-4.1 1.6-8.2 3.3-12.2 5.2-5.1 2.3-10.1 4.8-15 7.3l34.8-59.8z m-89.6 118.9c22.4-21.6 48.1-39 76.5-51.9 35.3-16 73-24.1 112.1-24.1s76.8 8.1 112.1 24.1c28.5 12.9 54.1 30.3 76.5 51.9H257.6z m105.2-79.7l11.7-20.3c8 4.8 15.8 8.8 23.5 12.1-11.9 1.9-23.6 4.7-35.2 8.2z m294.3 79.7c-26.2-28.2-57.3-50.6-92.3-66.5-11.8-5.3-23.8-9.8-36-13.5l11.1-1.2c38.9-4.3 75.7-8.3 106-2.1 40.6 8.3 91.9 58.3 115.4 83.3H657.1z m126 0c-15.5-17.5-80.6-88.1-133.9-99-32.8-6.7-72.5-2.3-111 1.9-44.4 4.9-90.3 9.9-124.7-2-85.7-29.8-171.6-159.5-196.6-199.9h34c6.9 10.8 27.9 42.6 57.8 77.8 48.8 57.4 95.6 93.7 139.1 107.9 37.6 12.4 75.3 6.4 111.8 0.6 37.2-5.9 75.7-12 116.1 0.3 60.7 18.6 125 83.5 151.4 112.4h-44z" fill="#9A2D2F" /></svg> </s>
Icon of Sunbathing
Sunbathing
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M948.7 703c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM948.7 653c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M349.7 103.3m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M349.7 143.3c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.7-24-24-24z" fill="#9A2D2F" /><path d="M342.2 394.8L94.7 351.5l429-215.7 397 177.3-194 81.7z" fill="#FFACC2" /><path d="M239.7 324.6c55-1.9 96.1-18.5 133.1-68.5 48.5-65.5 150.7-111.6 150.7-111.6l-404 203.1 66.1 11.6c11-14.1 25.8-33.6 54.1-34.6z" fill="#FFFFFF" /><path d="M341.7 394.8l181.2-259 202.8 259z" fill="#FFEB4D" /><path d="M523.7 135.8l396.9 177.3-194 81.7z" fill="#C0FCD0" /><path d="M653.7 949.3c-51.3-56.5-125.2-92-207.5-92s-156.2 35.5-207.5 92h415z" fill="#FFFFFF" /><path d="M845.7 950.3s-85.9-104-167.7-129c-82.8-25.3-154.7 23.1-227.8-0.8-101.4-33.3-194.9-186.1-194.9-186.1h-52.6s102.9 178.8 208.2 215.4c66.5 23.1 167.7-13.6 236.7 0.4 57.6 11.8 132.8 100.1 132.8 100.1h65.3z" fill="#DAE5FF" /><path d="M69.7 203.6c5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2 5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17-4.4 0-8 3.6-8 8s3.5 8 8 8z" fill="#9A2D2F" /><path d="M923.7 941.3h-75.1c-16.8-19.6-93.2-104.7-168.2-127.7-44-13.5-84.3-7-123.3-0.8-8.5 1.4-17 2.7-25.3 3.8V402.8h195.8c0.1 0 0.2 0 0.4-0.1 0.1 0 0.3 0 0.4-0.1 0.5-0.1 1-0.3 1.5-0.5l194-81.7c2.9-1.2 4.9-4.1 4.9-7.3s-1.8-6.1-4.7-7.4l-397-177.3s-0.1 0-0.1-0.1c-0.2-0.1-0.4-0.2-0.6-0.2-0.1 0-0.2-0.1-0.3-0.1-0.2-0.1-0.3-0.1-0.5-0.1-0.1 0-0.2 0-0.3-0.1-0.2 0-0.5-0.1-0.7-0.1H522.9c-2 0.1-3.8 0.8-5.2 2.1L245.1 267c-1.4-1.3-3.3-2-5.3-2-3.7 0-5.9-3-10.2-9.9-4.6-7.3-10.9-17.4-23.8-17.4s-19.2 10.1-23.8 17.4c-4.3 6.9-6.5 9.9-10.2 9.9-3.7 0-5.9-3-10.2-9.9-4.6-7.3-10.9-17.4-23.8-17.4s-19.2 10.1-23.8 17.4c-4.3 6.9-6.5 9.9-10.2 9.9s-5.9-3-10.2-9.9c-4.6-7.3-10.9-17.4-23.8-17.4-4.4 0-8 3.6-8 8s3.6 8 8 8c3.7 0 5.9 3 10.2 9.9 4.6 7.3 10.9 17.4 23.8 17.4s19.2-10.1 23.8-17.4c4.3-6.9 6.5-9.9 10.2-9.9s5.9 3 10.2 9.9c4.6 7.3 10.9 17.4 23.8 17.4s19.2-10.1 23.8-17.4c4.3-6.9 6.5-9.9 10.2-9.9s5.9 3 10.2 9.9c2.6 4.2 5.8 9.3 10.4 12.9l-135.3 68c-3.1 1.5-4.8 4.9-4.3 8.3 0.5 3.4 3.1 6.1 6.5 6.7l245.9 43c0.8 0.2 1.6 0.4 2.4 0.4h174v413.6c0 0.7 0.1 1.3 0.3 1.9-21.4 1.9-42.4 1.3-63.2-5.5-40-13.1-85.5-48.7-131.7-102.9-35.3-41.4-58.6-79.4-58.9-79.7-1.5-2.4-4-3.8-6.8-3.8h-52.6c-2.9 0-5.5 1.5-6.9 4-1.4 2.5-1.4 5.5 0 8 0.3 0.5 26.5 45.8 65.2 94.9 25.3 32.1 49.9 58.4 73.7 78.8l-50.6 87.1c-17.7 12.1-34.1 26.2-48.9 42.1H99.7c-4.4 0-8 3.6-8 8s3.6 8 8 8h676.8c1.2 0.6 2.5 1 3.9 1h65.4c1.4 0 2.7-0.4 3.8-1h74.2c4.4 0 8-3.6 8-8s-3.7-8.1-8.1-8.1z m-23.2-628.4l-171.4 72.2-179.2-228.8 350.6 156.6zM338.1 386l-218.2-38.2 377.9-190L338.1 386z m18.9 0.8l166.3-237.6 185.9 237.6H357z m-9.8 435.6c4.6 3.6 9.2 7 13.8 10.2l-21.4 37.1c-4.1 1.6-8.2 3.3-12.2 5.2-5.1 2.3-10.1 4.8-15 7.3l34.8-59.8z m-89.6 118.9c22.4-21.6 48.1-39 76.5-51.9 35.3-16 73-24.1 112.1-24.1s76.8 8.1 112.1 24.1c28.5 12.9 54.1 30.3 76.5 51.9H257.6z m105.2-79.7l11.7-20.3c8 4.8 15.8 8.8 23.5 12.1-11.9 1.9-23.6 4.7-35.2 8.2z m294.3 79.7c-26.2-28.2-57.3-50.6-92.3-66.5-11.8-5.3-23.8-9.8-36-13.5l11.1-1.2c38.9-4.3 75.7-8.3 106-2.1 40.6 8.3 91.9 58.3 115.4 83.3H657.1z m126 0c-15.5-17.5-80.6-88.1-133.9-99-32.8-6.7-72.5-2.3-111 1.9-44.4 4.9-90.3 9.9-124.7-2-85.7-29.8-171.6-159.5-196.6-199.9h34c6.9 10.8 27.9 42.6 57.8 77.8 48.8 57.4 95.6 93.7 139.1 107.9 37.6 12.4 75.3 6.4 111.8 0.6 37.2-5.9 75.7-12 116.1 0.3 60.7 18.6 125 83.5 151.4 112.4h-44z" fill="#9A2D2F" /></svg>
true
"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"
<s>[INST] Icon of Surf here are the inputs Surf [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M827.1 782l-70.3 23.3c1.6 5.1 2.4 10.5 2.4 16.1 0 7.7-1.6 15-4.5 21.7l68.3 28.6c6.6-15.4 10.3-32.4 10.3-50.3 0-13.8-2.2-27-6.2-39.4z" fill="#FFFFFF" /><path d="M683.9 771.8l-28.6-68.3c-33.9 14.4-60.3 43.1-71.8 78.5l70.3 23.3c4.7-15.1 15.8-27.3 30.1-33.5zM756.9 805.2l70.3-23.3c-12.5-38.7-42.9-69.4-81.5-82.2L722.4 770c16.4 5.5 29.3 18.7 34.5 35.2zM655.8 843l-68.3 28.6c13.1 30.6 37.7 55 68.4 67.9l28.6-68.3c-12.8-5.3-23.1-15.5-28.7-28.2zM721.7 872.8L745 943c35.2-11.5 63.6-37.7 78.1-71.4L754.8 843c-6.2 14.1-18.2 25-33.1 29.8z" fill="#FFACC2" /><path d="M705.3 767.3c6 0 11.7 1 17 2.8l23.3-70.3c-12.7-4.2-26.2-6.5-40.3-6.5-17.8 0-34.7 3.6-50.1 10.2l28.6 68.3c6.6-2.9 13.9-4.5 21.5-4.5zM705.3 875.3c-7.3 0-14.3-1.5-20.7-4.1L656 939.5c15.2 6.3 31.8 9.9 49.3 9.9 13.9 0 27.2-2.2 39.7-6.3l-23.3-70.3c-5.1 1.6-10.7 2.5-16.4 2.5zM651.3 821.3c0-5.6 0.9-11 2.4-16.1L583.5 782c-4 12.4-6.2 25.6-6.2 39.4 0 17.8 3.7 34.8 10.3 50.3l68.3-28.6c-3-6.7-4.6-14.1-4.6-21.8z" fill="#FFFFFF" /><path d="M948.4 702.6c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM948.4 652.6c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM239.4 280.6c-12.9 0-19.2-10.1-23.8-17.4-4.3-6.9-6.5-9.9-10.2-9.9s-5.9 3-10.2 9.9c-4.6 7.3-10.9 17.4-23.8 17.4s-19.2-10.1-23.8-17.4c-4.3-6.9-6.5-9.9-10.2-9.9s-5.9 3-10.2 9.9c-4.6 7.3-10.9 17.4-23.8 17.4s-19.2-10.1-23.8-17.4c-4.3-6.9-6.5-9.9-10.2-9.9-4.4 0-8-3.6-8-8s3.6-8 8-8c12.9 0 19.2 10.1 23.8 17.4 4.3 6.9 6.5 9.9 10.2 9.9s5.9-3 10.2-9.9c4.6-7.3 10.9-17.4 23.8-17.4s19.2 10.1 23.8 17.4c4.3 6.9 6.5 9.9 10.2 9.9 3.7 0 5.9-3 10.2-9.9 4.6-7.3 10.9-17.4 23.8-17.4s19.2 10.1 23.8 17.4c4.3 6.9 6.5 9.9 10.2 9.9 4.4 0 8 3.6 8 8s-3.6 8-8 8zM261.3 230.6c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M835.7 951.3H183.1c-44.9 0-81.7-36.8-81.7-81.7v-0.5c0-7.6 6.2-13.8 13.8-13.8h788.4c7.6 0 13.8 6.2 13.8 13.8v0.5c0 45-36.8 81.7-81.7 81.7z" fill="#DAE5FF" /><path d="M511.3 95.4c-65.5 25.8-125.5 62.6-177.6 108.2l177.6 47.6V95.4z" fill="#FFACC2" /><path d="M125.3 662.3c0 43.6 4.6 86 13.3 127h372.7V648L136.1 547.5c-7.1 37.2-10.8 75.5-10.8 114.8z" fill="#FFEB4D" /><path d="M237.7 309.7L511.3 383V251.2l-177.6-47.6c-36 31.4-68.2 67-96 106.1z" fill="#F7D4FF" /><path d="M173.3 424.9l338 90.6V383.7l-274-73.4c-25.3 35.5-46.8 74-64 114.6z" fill="#DAE5FF" /><path d="M173.3 424.9c-16.5 38.9-29.1 80-37.2 122.6L511.3 648V515.5l-338-90.6z" fill="#C0FCD0" /><path d="M502.6 108c-54.7 23-105.4 53.8-151.2 91.8l72.8 19.5c18.2-8.8 69.2-61.9 78.4-111.3zM203.6 666.3c0-17.9-4.9-56.4 1.8-92.3l-61.9-16.6c-6 34.4-9.1 69.6-9.1 104.8 0 40 4 80 11.8 119h26.2c22.4-31.9 31.2-80.9 31.2-114.9zM400.2 229.4l-63.4-17c-31.4 27.8-59.8 58.9-84.7 92.5l58.4 15.6c1.2-18.8 4-35.9 8.9-49.1 11.6-31.1 43.3-28.2 80.8-42zM185.3 419.6l93.7 25.1c6.5-4.7 30.5-17.7 30.5-107.1l-67.9-18.2c-21.9 31.6-40.8 65.2-56.3 100.2zM208.6 558.4c3.2-14.3-4.3-58.7 52.2-102L179 434.5c-14.2 34.6-25.1 70.6-32.6 107.2l62.2 16.7z" fill="#FFFFFF" /><path d="M925.4 868.7v-0.5c0-12-9.8-21.8-21.8-21.8H839c1.5-8.2 2.3-16.5 2.3-25 0-14.3-2.2-28.3-6.6-41.8-13.3-41.1-45.6-73.7-86.6-87.3-13.8-4.6-28.2-6.9-42.8-6.9-18.4 0-36.3 3.6-53.2 10.8-8 3.4-15.5 7.5-22.6 12.3l-109.4-459c-0.1-0.4-0.2-0.8-0.4-1.2V97.6c0-0.9-0.1-1.7-0.4-2.5-0.1-2.6-1.4-4.9-3.5-6.4-2.2-1.5-5-1.8-7.4-0.8-65.9 25.9-126.4 62.8-180 109.6-36.5 31.9-69.2 68-97.2 107.5-0.1 0.1-0.1 0.2-0.2 0.3-0.1 0.1-0.1 0.2-0.2 0.3-25.7 36.3-47.5 75.4-64.8 116.2-16.9 39.8-29.6 81.6-37.7 124.2-7.3 38.1-10.9 77.2-10.9 116.3 0 43.3 4.5 86.6 13.4 128.7 0.8 3.7 4 6.3 7.8 6.3h365.1v49.1H115.2c-12 0-21.8 9.8-21.8 21.8v0.5c0 31.1 15.9 58.6 40.1 74.7H74.3c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.6-8-8-8h-13c24.2-16.1 40.1-43.6 40.1-74.7z m-100.1-47.4c0 8.5-0.9 16.8-2.6 25h-39.3l-18.5-7.8c1.6-5.6 2.4-11.3 2.4-17.2 0-3.6-0.3-7.3-0.9-10.8l33.4-11.1 21.9-7.3c2.4 9.6 3.6 19.4 3.6 29.2z m-74.7-111.1c30.1 12.3 54.2 36.5 66.2 66.8l-48.5 16-6.8 2.3c-6-13-16.4-23.5-29.3-29.7l18.4-55.4z m0.7 111.1c0 6.4-1.3 12.6-3.9 18.5-1 2.3-2.2 4.5-3.5 6.5h-77.2c-1.4-2.1-2.6-4.3-3.6-6.5-2.6-5.8-3.9-12.1-3.9-18.5 0-4.7 0.7-9.3 2.1-13.7 4-12.8 13.3-23.2 25.7-28.5 5.8-2.5 11.9-3.8 18.3-3.8 4.9 0 9.8 0.8 14.5 2.4 14 4.7 25 15.8 29.4 29.9 1.4 4.4 2.1 9.1 2.1 13.7z m-46-120c10.2 0 20.3 1.3 30.1 3.8l-18.3 55.3c-3.9-0.8-7.8-1.1-11.8-1.1-5.8 0-11.5 0.8-17 2.4L665.8 708c12.7-4.4 25.9-6.7 39.5-6.7z m-76.2 27.3c0.3-0.2 0.5-0.4 0.8-0.6 6.5-5.3 13.6-9.9 21.2-13.7l22.5 53.8c-10.8 6.4-19.3 15.9-24.6 27.2L593.8 777c7.5-19 19.8-35.6 35.3-48.4z m16.6 110l-18.5 7.8h-39.3c-1.7-8.2-2.6-16.5-2.6-25 0-9.9 1.2-19.7 3.6-29.2l44 14.5 11.4 3.8c-0.6 3.6-0.9 7.2-0.9 10.8-0.1 5.9 0.7 11.7 2.3 17.3z m-142.4-57.3H145.1c-7.8-39-11.8-79-11.8-119 0-35.2 3.1-70.4 9.1-104.8l360.9 96.7v127.1z m0-143.7l-357.9-95.9c7.5-36.6 18.4-72.7 32.6-107.2l325.3 87.2v115.9z m0-132.5l-79.6-21.3-239.4-64.2c15.5-35 34.4-68.7 56.3-100.2l262.7 70.4v115.3z m0-132.5L251 304.9c24.9-33.7 53.4-64.7 84.7-92.6l157.4 42.2 10.2 2.7v115.4z m0-131.9l-42.5-11.4-110.4-29.6c46.2-38.4 97.5-69.5 152.8-92.5v133.5z m16.4 76.1l95.9 402.3c-18.3 16-32.1 36.8-39.7 60.4-4.4 13.5-6.6 27.6-6.6 41.8 0 8.5 0.8 16.8 2.3 25h-51.9V316.8z m316 625.6H183.1c-40.6 0-73.7-33.1-73.7-73.7v-0.5c0-3.2 2.6-5.8 5.8-5.8h788.4c3.2 0 5.8 2.6 5.8 5.8v0.5c0 40.6-33.1 73.7-73.7 73.7z" fill="#9A2D2F" /><path d="M349.3 102.3m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M349.3 142.3c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /></svg> </s>
Icon of Surf
Surf
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M827.1 782l-70.3 23.3c1.6 5.1 2.4 10.5 2.4 16.1 0 7.7-1.6 15-4.5 21.7l68.3 28.6c6.6-15.4 10.3-32.4 10.3-50.3 0-13.8-2.2-27-6.2-39.4z" fill="#FFFFFF" /><path d="M683.9 771.8l-28.6-68.3c-33.9 14.4-60.3 43.1-71.8 78.5l70.3 23.3c4.7-15.1 15.8-27.3 30.1-33.5zM756.9 805.2l70.3-23.3c-12.5-38.7-42.9-69.4-81.5-82.2L722.4 770c16.4 5.5 29.3 18.7 34.5 35.2zM655.8 843l-68.3 28.6c13.1 30.6 37.7 55 68.4 67.9l28.6-68.3c-12.8-5.3-23.1-15.5-28.7-28.2zM721.7 872.8L745 943c35.2-11.5 63.6-37.7 78.1-71.4L754.8 843c-6.2 14.1-18.2 25-33.1 29.8z" fill="#FFACC2" /><path d="M705.3 767.3c6 0 11.7 1 17 2.8l23.3-70.3c-12.7-4.2-26.2-6.5-40.3-6.5-17.8 0-34.7 3.6-50.1 10.2l28.6 68.3c6.6-2.9 13.9-4.5 21.5-4.5zM705.3 875.3c-7.3 0-14.3-1.5-20.7-4.1L656 939.5c15.2 6.3 31.8 9.9 49.3 9.9 13.9 0 27.2-2.2 39.7-6.3l-23.3-70.3c-5.1 1.6-10.7 2.5-16.4 2.5zM651.3 821.3c0-5.6 0.9-11 2.4-16.1L583.5 782c-4 12.4-6.2 25.6-6.2 39.4 0 17.8 3.7 34.8 10.3 50.3l68.3-28.6c-3-6.7-4.6-14.1-4.6-21.8z" fill="#FFFFFF" /><path d="M948.4 702.6c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM948.4 652.6c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM239.4 280.6c-12.9 0-19.2-10.1-23.8-17.4-4.3-6.9-6.5-9.9-10.2-9.9s-5.9 3-10.2 9.9c-4.6 7.3-10.9 17.4-23.8 17.4s-19.2-10.1-23.8-17.4c-4.3-6.9-6.5-9.9-10.2-9.9s-5.9 3-10.2 9.9c-4.6 7.3-10.9 17.4-23.8 17.4s-19.2-10.1-23.8-17.4c-4.3-6.9-6.5-9.9-10.2-9.9-4.4 0-8-3.6-8-8s3.6-8 8-8c12.9 0 19.2 10.1 23.8 17.4 4.3 6.9 6.5 9.9 10.2 9.9s5.9-3 10.2-9.9c4.6-7.3 10.9-17.4 23.8-17.4s19.2 10.1 23.8 17.4c4.3 6.9 6.5 9.9 10.2 9.9 3.7 0 5.9-3 10.2-9.9 4.6-7.3 10.9-17.4 23.8-17.4s19.2 10.1 23.8 17.4c4.3 6.9 6.5 9.9 10.2 9.9 4.4 0 8 3.6 8 8s-3.6 8-8 8zM261.3 230.6c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M835.7 951.3H183.1c-44.9 0-81.7-36.8-81.7-81.7v-0.5c0-7.6 6.2-13.8 13.8-13.8h788.4c7.6 0 13.8 6.2 13.8 13.8v0.5c0 45-36.8 81.7-81.7 81.7z" fill="#DAE5FF" /><path d="M511.3 95.4c-65.5 25.8-125.5 62.6-177.6 108.2l177.6 47.6V95.4z" fill="#FFACC2" /><path d="M125.3 662.3c0 43.6 4.6 86 13.3 127h372.7V648L136.1 547.5c-7.1 37.2-10.8 75.5-10.8 114.8z" fill="#FFEB4D" /><path d="M237.7 309.7L511.3 383V251.2l-177.6-47.6c-36 31.4-68.2 67-96 106.1z" fill="#F7D4FF" /><path d="M173.3 424.9l338 90.6V383.7l-274-73.4c-25.3 35.5-46.8 74-64 114.6z" fill="#DAE5FF" /><path d="M173.3 424.9c-16.5 38.9-29.1 80-37.2 122.6L511.3 648V515.5l-338-90.6z" fill="#C0FCD0" /><path d="M502.6 108c-54.7 23-105.4 53.8-151.2 91.8l72.8 19.5c18.2-8.8 69.2-61.9 78.4-111.3zM203.6 666.3c0-17.9-4.9-56.4 1.8-92.3l-61.9-16.6c-6 34.4-9.1 69.6-9.1 104.8 0 40 4 80 11.8 119h26.2c22.4-31.9 31.2-80.9 31.2-114.9zM400.2 229.4l-63.4-17c-31.4 27.8-59.8 58.9-84.7 92.5l58.4 15.6c1.2-18.8 4-35.9 8.9-49.1 11.6-31.1 43.3-28.2 80.8-42zM185.3 419.6l93.7 25.1c6.5-4.7 30.5-17.7 30.5-107.1l-67.9-18.2c-21.9 31.6-40.8 65.2-56.3 100.2zM208.6 558.4c3.2-14.3-4.3-58.7 52.2-102L179 434.5c-14.2 34.6-25.1 70.6-32.6 107.2l62.2 16.7z" fill="#FFFFFF" /><path d="M925.4 868.7v-0.5c0-12-9.8-21.8-21.8-21.8H839c1.5-8.2 2.3-16.5 2.3-25 0-14.3-2.2-28.3-6.6-41.8-13.3-41.1-45.6-73.7-86.6-87.3-13.8-4.6-28.2-6.9-42.8-6.9-18.4 0-36.3 3.6-53.2 10.8-8 3.4-15.5 7.5-22.6 12.3l-109.4-459c-0.1-0.4-0.2-0.8-0.4-1.2V97.6c0-0.9-0.1-1.7-0.4-2.5-0.1-2.6-1.4-4.9-3.5-6.4-2.2-1.5-5-1.8-7.4-0.8-65.9 25.9-126.4 62.8-180 109.6-36.5 31.9-69.2 68-97.2 107.5-0.1 0.1-0.1 0.2-0.2 0.3-0.1 0.1-0.1 0.2-0.2 0.3-25.7 36.3-47.5 75.4-64.8 116.2-16.9 39.8-29.6 81.6-37.7 124.2-7.3 38.1-10.9 77.2-10.9 116.3 0 43.3 4.5 86.6 13.4 128.7 0.8 3.7 4 6.3 7.8 6.3h365.1v49.1H115.2c-12 0-21.8 9.8-21.8 21.8v0.5c0 31.1 15.9 58.6 40.1 74.7H74.3c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.6-8-8-8h-13c24.2-16.1 40.1-43.6 40.1-74.7z m-100.1-47.4c0 8.5-0.9 16.8-2.6 25h-39.3l-18.5-7.8c1.6-5.6 2.4-11.3 2.4-17.2 0-3.6-0.3-7.3-0.9-10.8l33.4-11.1 21.9-7.3c2.4 9.6 3.6 19.4 3.6 29.2z m-74.7-111.1c30.1 12.3 54.2 36.5 66.2 66.8l-48.5 16-6.8 2.3c-6-13-16.4-23.5-29.3-29.7l18.4-55.4z m0.7 111.1c0 6.4-1.3 12.6-3.9 18.5-1 2.3-2.2 4.5-3.5 6.5h-77.2c-1.4-2.1-2.6-4.3-3.6-6.5-2.6-5.8-3.9-12.1-3.9-18.5 0-4.7 0.7-9.3 2.1-13.7 4-12.8 13.3-23.2 25.7-28.5 5.8-2.5 11.9-3.8 18.3-3.8 4.9 0 9.8 0.8 14.5 2.4 14 4.7 25 15.8 29.4 29.9 1.4 4.4 2.1 9.1 2.1 13.7z m-46-120c10.2 0 20.3 1.3 30.1 3.8l-18.3 55.3c-3.9-0.8-7.8-1.1-11.8-1.1-5.8 0-11.5 0.8-17 2.4L665.8 708c12.7-4.4 25.9-6.7 39.5-6.7z m-76.2 27.3c0.3-0.2 0.5-0.4 0.8-0.6 6.5-5.3 13.6-9.9 21.2-13.7l22.5 53.8c-10.8 6.4-19.3 15.9-24.6 27.2L593.8 777c7.5-19 19.8-35.6 35.3-48.4z m16.6 110l-18.5 7.8h-39.3c-1.7-8.2-2.6-16.5-2.6-25 0-9.9 1.2-19.7 3.6-29.2l44 14.5 11.4 3.8c-0.6 3.6-0.9 7.2-0.9 10.8-0.1 5.9 0.7 11.7 2.3 17.3z m-142.4-57.3H145.1c-7.8-39-11.8-79-11.8-119 0-35.2 3.1-70.4 9.1-104.8l360.9 96.7v127.1z m0-143.7l-357.9-95.9c7.5-36.6 18.4-72.7 32.6-107.2l325.3 87.2v115.9z m0-132.5l-79.6-21.3-239.4-64.2c15.5-35 34.4-68.7 56.3-100.2l262.7 70.4v115.3z m0-132.5L251 304.9c24.9-33.7 53.4-64.7 84.7-92.6l157.4 42.2 10.2 2.7v115.4z m0-131.9l-42.5-11.4-110.4-29.6c46.2-38.4 97.5-69.5 152.8-92.5v133.5z m16.4 76.1l95.9 402.3c-18.3 16-32.1 36.8-39.7 60.4-4.4 13.5-6.6 27.6-6.6 41.8 0 8.5 0.8 16.8 2.3 25h-51.9V316.8z m316 625.6H183.1c-40.6 0-73.7-33.1-73.7-73.7v-0.5c0-3.2 2.6-5.8 5.8-5.8h788.4c3.2 0 5.8 2.6 5.8 5.8v0.5c0 40.6-33.1 73.7-73.7 73.7z" fill="#9A2D2F" /><path d="M349.3 102.3m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M349.3 142.3c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /></svg>
true
"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"
<s>[INST] Icon of Indicator here are the inputs Indicator [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M263.7 231.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM263.7 281.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM951.7 680.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM951.7 730.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M351.8 104.1m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M351.8 144.1c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-18 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M541.7 130.1h48v790h-48z" fill="#DAE5FF" /><path d="M815.7 594h-408c-8.8 0-16-7.2-16-16v-64c0-8.8 7.2-16 16-16h408l64 48-64 48z" fill="#C0FCD0" /><path d="M315.7 439h408c8.8 0 16-7.2 16-16v-64c0-8.8-7.2-16-16-16h-408l-64 48 64 48z" fill="#FFEB4D" /><path d="M815.7 284h-408c-8.8 0-16-7.2-16-16v-64c0-8.8 7.2-16 16-16h408l64 48-64 48z" fill="#DAE5FF" /><path d="M383.7 810.1m-80 0a80 80 0 1 0 160 0 80 80 0 1 0-160 0Z" fill="#A7F9CE" /><path d="M374.7 921.1h-196v-58c0-53.9 44.1-98 98-98s98 44.1 98 98v58z" fill="#FFACC2" /><path d="M498.7 921.1h-161v-33.5c0-44.3 36.2-80.5 80.5-80.5s80.5 36.2 80.5 80.5v33.5z" fill="#CAE8FF" /><path d="M924.7 913.1h-327V602h218c1.7 0 3.4-0.6 4.8-1.6l64-48c2-1.5 3.2-3.9 3.2-6.4s-1.2-4.9-3.2-6.4l-64-48c-1.4-1-3.1-1.6-4.8-1.6h-218v-43h126c13.2 0 24-10.8 24-24v-64c0-13.2-10.8-24-24-24h-126v-43h218c1.7 0 3.4-0.6 4.8-1.6l64-48c2-1.5 3.2-3.9 3.2-6.4s-1.2-4.9-3.2-6.4l-64-48c-1.4-1-3.1-1.6-4.8-1.6h-218v-49.9c0-4.4-3.6-8-8-8h-48c-4.4 0-8 3.6-8 8V180h-126c-13.2 0-24 10.8-24 24v64c0 13.2 10.8 24 24 24h126v43h-218c-1.7 0-3.4 0.6-4.8 1.6l-64 48c-2 1.5-3.2 3.9-3.2 6.4s1.2 4.9 3.2 6.4l64 48c1.4 1 3.1 1.6 4.8 1.6h218v43h-126c-13.2 0-24 10.8-24 24v64c0 13.2 10.8 24 24 24h126v311.1h-27v-25.5c0-28.8-13.9-54.5-35.3-70.7 0.2-2.3 0.3-4.5 0.3-6.8 0-48.5-39.5-88-88-88-31 0-58.2 16.1-73.9 40.3-10.4-3.4-21.5-5.3-33.1-5.3-58.4 0-106 47.6-106 106v50h-70c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.6-8-8-8z m-375-1V602h32v310.1h-32z m0-774h32V180h-32v-41.9zM407.7 276c-4.4 0-8-3.6-8-8v-64c0-4.4 3.6-8 8-8H813l53.3 40-53.3 40H407.7z m174 16v43h-32v-43h32zM318.4 431L265 391l53.3-40h405.3c4.4 0 8 3.6 8 8v64c0 4.4-3.6 8-8 8H318.4z m263.3 16v43h-32v-43h32z m-174 139c-4.4 0-8-3.6-8-8v-64c0-4.4 3.6-8 8-8H813l53.3 40-53.3 40H407.7z m-24 152.1c38.8 0 70.5 30.9 71.9 69.3-11.4-5.3-24.1-8.3-37.4-8.3-17.7 0-34.1 5.2-48 14.2-10.2-19.1-26.1-34.7-45.4-44.6 13.1-18.5 34.6-30.6 58.9-30.6z m-197 175v-50c0-49.6 40.4-90 90-90 8.9 0 17.5 1.3 25.6 3.7 5.2 1.5 10.1 3.5 14.9 5.9 17.4 8.8 31.6 23.1 40.3 40.6-11 10.4-19.3 23.6-23.8 38.4-1.8 5.8-3 11.9-3.5 18.1-0.2 2.6-0.3 5.2-0.3 7.8v25.5H186.7z m159 0v-25.5c0-5.3 0.6-10.4 1.7-15.4 7.1-32.6 36.1-57.1 70.8-57.1 13.1 0 25.4 3.5 36 9.6 5 2.9 9.7 6.4 13.9 10.4 13.9 13.2 22.6 31.9 22.6 52.5v25.5h-145z" fill="#9A2D2F" /><path d="M302.3 776.8c-8.1-2.4-16.7-3.7-25.6-3.7-46 0-84 34.6-89.3 79.2 22.7-0.7 47.4-5.4 60.9-11.7 24.3-11.3 9.5-38 43.8-42.2 10.8-1.3 21.2-3.2 32-11.8-2.2-1.4-4.5-2.7-6.9-3.9-4.8-2.4-9.8-4.4-14.9-5.9zM383.7 738.1c-21.9 0-41.6 9.9-54.8 25.4-1.4 1.7-2.8 3.4-4.1 5.2 4.9 2.5 9.5 5.3 13.9 8.5 0.6-0.2 1.3-0.5 1.9-0.7 8.8-3.2 15-9.2 21.7-12.8 11.3-6.1 27.5 1.3 45.7 1.3 7.5 0 15.3-2.3 23.6-8.7a71.865 71.865 0 0 0-47.9-18.2z" fill="#FFFFFF" /></svg> </s>
Icon of Indicator
Indicator
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M263.7 231.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM263.7 281.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM951.7 680.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM951.7 730.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M351.8 104.1m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M351.8 144.1c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-18 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M541.7 130.1h48v790h-48z" fill="#DAE5FF" /><path d="M815.7 594h-408c-8.8 0-16-7.2-16-16v-64c0-8.8 7.2-16 16-16h408l64 48-64 48z" fill="#C0FCD0" /><path d="M315.7 439h408c8.8 0 16-7.2 16-16v-64c0-8.8-7.2-16-16-16h-408l-64 48 64 48z" fill="#FFEB4D" /><path d="M815.7 284h-408c-8.8 0-16-7.2-16-16v-64c0-8.8 7.2-16 16-16h408l64 48-64 48z" fill="#DAE5FF" /><path d="M383.7 810.1m-80 0a80 80 0 1 0 160 0 80 80 0 1 0-160 0Z" fill="#A7F9CE" /><path d="M374.7 921.1h-196v-58c0-53.9 44.1-98 98-98s98 44.1 98 98v58z" fill="#FFACC2" /><path d="M498.7 921.1h-161v-33.5c0-44.3 36.2-80.5 80.5-80.5s80.5 36.2 80.5 80.5v33.5z" fill="#CAE8FF" /><path d="M924.7 913.1h-327V602h218c1.7 0 3.4-0.6 4.8-1.6l64-48c2-1.5 3.2-3.9 3.2-6.4s-1.2-4.9-3.2-6.4l-64-48c-1.4-1-3.1-1.6-4.8-1.6h-218v-43h126c13.2 0 24-10.8 24-24v-64c0-13.2-10.8-24-24-24h-126v-43h218c1.7 0 3.4-0.6 4.8-1.6l64-48c2-1.5 3.2-3.9 3.2-6.4s-1.2-4.9-3.2-6.4l-64-48c-1.4-1-3.1-1.6-4.8-1.6h-218v-49.9c0-4.4-3.6-8-8-8h-48c-4.4 0-8 3.6-8 8V180h-126c-13.2 0-24 10.8-24 24v64c0 13.2 10.8 24 24 24h126v43h-218c-1.7 0-3.4 0.6-4.8 1.6l-64 48c-2 1.5-3.2 3.9-3.2 6.4s1.2 4.9 3.2 6.4l64 48c1.4 1 3.1 1.6 4.8 1.6h218v43h-126c-13.2 0-24 10.8-24 24v64c0 13.2 10.8 24 24 24h126v311.1h-27v-25.5c0-28.8-13.9-54.5-35.3-70.7 0.2-2.3 0.3-4.5 0.3-6.8 0-48.5-39.5-88-88-88-31 0-58.2 16.1-73.9 40.3-10.4-3.4-21.5-5.3-33.1-5.3-58.4 0-106 47.6-106 106v50h-70c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.6-8-8-8z m-375-1V602h32v310.1h-32z m0-774h32V180h-32v-41.9zM407.7 276c-4.4 0-8-3.6-8-8v-64c0-4.4 3.6-8 8-8H813l53.3 40-53.3 40H407.7z m174 16v43h-32v-43h32zM318.4 431L265 391l53.3-40h405.3c4.4 0 8 3.6 8 8v64c0 4.4-3.6 8-8 8H318.4z m263.3 16v43h-32v-43h32z m-174 139c-4.4 0-8-3.6-8-8v-64c0-4.4 3.6-8 8-8H813l53.3 40-53.3 40H407.7z m-24 152.1c38.8 0 70.5 30.9 71.9 69.3-11.4-5.3-24.1-8.3-37.4-8.3-17.7 0-34.1 5.2-48 14.2-10.2-19.1-26.1-34.7-45.4-44.6 13.1-18.5 34.6-30.6 58.9-30.6z m-197 175v-50c0-49.6 40.4-90 90-90 8.9 0 17.5 1.3 25.6 3.7 5.2 1.5 10.1 3.5 14.9 5.9 17.4 8.8 31.6 23.1 40.3 40.6-11 10.4-19.3 23.6-23.8 38.4-1.8 5.8-3 11.9-3.5 18.1-0.2 2.6-0.3 5.2-0.3 7.8v25.5H186.7z m159 0v-25.5c0-5.3 0.6-10.4 1.7-15.4 7.1-32.6 36.1-57.1 70.8-57.1 13.1 0 25.4 3.5 36 9.6 5 2.9 9.7 6.4 13.9 10.4 13.9 13.2 22.6 31.9 22.6 52.5v25.5h-145z" fill="#9A2D2F" /><path d="M302.3 776.8c-8.1-2.4-16.7-3.7-25.6-3.7-46 0-84 34.6-89.3 79.2 22.7-0.7 47.4-5.4 60.9-11.7 24.3-11.3 9.5-38 43.8-42.2 10.8-1.3 21.2-3.2 32-11.8-2.2-1.4-4.5-2.7-6.9-3.9-4.8-2.4-9.8-4.4-14.9-5.9zM383.7 738.1c-21.9 0-41.6 9.9-54.8 25.4-1.4 1.7-2.8 3.4-4.1 5.2 4.9 2.5 9.5 5.3 13.9 8.5 0.6-0.2 1.3-0.5 1.9-0.7 8.8-3.2 15-9.2 21.7-12.8 11.3-6.1 27.5 1.3 45.7 1.3 7.5 0 15.3-2.3 23.6-8.7a71.865 71.865 0 0 0-47.9-18.2z" fill="#FFFFFF" /></svg>
true
"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"
<s>[INST] Icon of Emu here are the inputs Emu [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M262.7 231.6c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.5 8-8 8z" fill="#9A2D2F" /><path d="M262.6 272.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM949.4 438.4c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M949.2 479.5c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.5 8-8 8z" fill="#9A2D2F" /><path d="M350.8 104m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M350.8 144c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24zM923.6 928.1h-824c-4.4 0-8-3.6-8-8s3.6-8 8-8h824c4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M72.6 889.1h832c26.5 0 48-21.5 48-48 0-27.8-2.8-54.8-8.2-81h-871.8v129z" fill="#FFFFFF" /><path d="M904.6 897.1h-832c-4.4 0-8-3.6-8-8v-129c0-4.4 3.6-8 8-8h871.8c3.8 0 7.1 2.7 7.8 6.4 5.6 27 8.4 54.8 8.4 82.6 0 30.8-25.1 56-56 56z m-824-16h824c22.1 0 40-17.9 40-40 0-24.5-2.3-49.1-6.8-73h-857.2v113z" fill="#9A2D2F" /><path d="M552.6 441.1h-480v287h863.8c-48.7-165.9-202.1-287-383.8-287z" fill="#FFF5DC" /><path d="M72.6 728.1v32h872c-2.2-10.8-4.9-21.5-8-32h-864z" fill="#FFACC2" /><path d="M642.6 677.1h-204c-8.8 0-16-7.2-16-16v-144c0-8.8 7.2-16 16-16h60c88.4 0 160 71.6 160 160 0 8.8-7.1 16-16 16z" fill="#DAE5FF" /><path d="M642.6 685.1h-204c-13.2 0-24-10.8-24-24v-144c0-13.2 10.8-24 24-24h60c92.6 0 168 75.4 168 168 0 13.2-10.8 24-24 24z m-204-176c-4.4 0-8 3.6-8 8v144c0 4.4 3.6 8 8 8h204c4.4 0 8-3.6 8-8 0-83.8-68.2-152-152-152h-60z" fill="#9A2D2F" /><path d="M342.6 677.1h-204c-8.8 0-16-7.2-16-16v-144c0-8.8 7.2-16 16-16h204c8.8 0 16 7.2 16 16v144c0 8.8-7.1 16-16 16z" fill="#DAE5FF" /><path d="M342.6 685.1h-204c-13.2 0-24-10.8-24-24v-144c0-13.2 10.8-24 24-24h204c13.2 0 24 10.8 24 24v144c0 13.2-10.8 24-24 24z m-204-176c-4.4 0-8 3.6-8 8v144c0 4.4 3.6 8 8 8h204c4.4 0 8-3.6 8-8v-144c0-4.4-3.6-8-8-8h-204z" fill="#9A2D2F" /><path d="M72.6 888.7h832c26.5 0 48-21.5 48-48v-1.3h-880v49.3z" fill="#CAE8FF" /><path d="M921.2 685.5c-45.7-108.1-137.4-191.9-250.6-226.8 14.3 126.5 120.8 225 250.6 226.8z" fill="#DAE5FF" /><path d="M72.6 768.1h872c2.4 0 4.7-1.1 6.2-2.9 1.5-1.9 2.1-4.3 1.6-6.7-2.2-10.9-5-21.9-8.1-32.6-0.2-0.6-0.4-1.1-0.7-1.6-12.3-41.2-31-80.1-55.6-115.5-24.6-35.4-54.5-66.6-88.8-92.7-34.7-26.4-73.2-46.9-114.2-61-3.9-1.3-7.8-2.6-11.8-3.8-0.1 0-0.2-0.1-0.3-0.1-38.8-12-79.2-18-120.3-18h-480c-4.4 0-8 3.6-8 8v319c0 4.3 3.6 7.9 8 7.9z m8-16v-16h850c1.5 5.3 2.8 10.6 4.1 16h-854.1z m735.3-201.5c38.9 35.3 70.9 78.8 92.9 126.4-114.6-7.4-209.7-93.5-228.5-206.7 49.7 17.2 96.4 44.8 135.6 80.3z m-735.3-101.5h472c38 0 75.1 5.3 110.6 15.7 8.2 61.4 37.9 118 83.9 160 46.4 42.2 106.1 66.5 168.6 68.6 3.6 8.8 6.8 17.7 9.7 26.7h-845v-271h0.2zM960.6 839.4c0-4.4-3.6-8-8-8h-880c-4.4 0-8 3.6-8 8v49.3c0 4.4 3.6 8 8 8h832c30.9 0 56-25.1 56-56v-1.3z m-56 41.3h-824v-33.3H944c-3.1 18.9-19.6 33.3-39.4 33.3z" fill="#9A2D2F" /><path d="M552.6 449.1h-472v12c43 4.5 95 13 135.5 10.5 99-6 134.5-12 184.9-8.1 48.6 3.7 84.6 4.6 149.1-0.9s113.5 5.2 113.1 2.2c-35.5-10.4-72.6-15.7-110.6-15.7z" fill="#FFFFFF" /></svg> </s>
Icon of Emu
Emu
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M262.7 231.6c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.5 8-8 8z" fill="#9A2D2F" /><path d="M262.6 272.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM949.4 438.4c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M949.2 479.5c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.5 8-8 8z" fill="#9A2D2F" /><path d="M350.8 104m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M350.8 144c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24zM923.6 928.1h-824c-4.4 0-8-3.6-8-8s3.6-8 8-8h824c4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M72.6 889.1h832c26.5 0 48-21.5 48-48 0-27.8-2.8-54.8-8.2-81h-871.8v129z" fill="#FFFFFF" /><path d="M904.6 897.1h-832c-4.4 0-8-3.6-8-8v-129c0-4.4 3.6-8 8-8h871.8c3.8 0 7.1 2.7 7.8 6.4 5.6 27 8.4 54.8 8.4 82.6 0 30.8-25.1 56-56 56z m-824-16h824c22.1 0 40-17.9 40-40 0-24.5-2.3-49.1-6.8-73h-857.2v113z" fill="#9A2D2F" /><path d="M552.6 441.1h-480v287h863.8c-48.7-165.9-202.1-287-383.8-287z" fill="#FFF5DC" /><path d="M72.6 728.1v32h872c-2.2-10.8-4.9-21.5-8-32h-864z" fill="#FFACC2" /><path d="M642.6 677.1h-204c-8.8 0-16-7.2-16-16v-144c0-8.8 7.2-16 16-16h60c88.4 0 160 71.6 160 160 0 8.8-7.1 16-16 16z" fill="#DAE5FF" /><path d="M642.6 685.1h-204c-13.2 0-24-10.8-24-24v-144c0-13.2 10.8-24 24-24h60c92.6 0 168 75.4 168 168 0 13.2-10.8 24-24 24z m-204-176c-4.4 0-8 3.6-8 8v144c0 4.4 3.6 8 8 8h204c4.4 0 8-3.6 8-8 0-83.8-68.2-152-152-152h-60z" fill="#9A2D2F" /><path d="M342.6 677.1h-204c-8.8 0-16-7.2-16-16v-144c0-8.8 7.2-16 16-16h204c8.8 0 16 7.2 16 16v144c0 8.8-7.1 16-16 16z" fill="#DAE5FF" /><path d="M342.6 685.1h-204c-13.2 0-24-10.8-24-24v-144c0-13.2 10.8-24 24-24h204c13.2 0 24 10.8 24 24v144c0 13.2-10.8 24-24 24z m-204-176c-4.4 0-8 3.6-8 8v144c0 4.4 3.6 8 8 8h204c4.4 0 8-3.6 8-8v-144c0-4.4-3.6-8-8-8h-204z" fill="#9A2D2F" /><path d="M72.6 888.7h832c26.5 0 48-21.5 48-48v-1.3h-880v49.3z" fill="#CAE8FF" /><path d="M921.2 685.5c-45.7-108.1-137.4-191.9-250.6-226.8 14.3 126.5 120.8 225 250.6 226.8z" fill="#DAE5FF" /><path d="M72.6 768.1h872c2.4 0 4.7-1.1 6.2-2.9 1.5-1.9 2.1-4.3 1.6-6.7-2.2-10.9-5-21.9-8.1-32.6-0.2-0.6-0.4-1.1-0.7-1.6-12.3-41.2-31-80.1-55.6-115.5-24.6-35.4-54.5-66.6-88.8-92.7-34.7-26.4-73.2-46.9-114.2-61-3.9-1.3-7.8-2.6-11.8-3.8-0.1 0-0.2-0.1-0.3-0.1-38.8-12-79.2-18-120.3-18h-480c-4.4 0-8 3.6-8 8v319c0 4.3 3.6 7.9 8 7.9z m8-16v-16h850c1.5 5.3 2.8 10.6 4.1 16h-854.1z m735.3-201.5c38.9 35.3 70.9 78.8 92.9 126.4-114.6-7.4-209.7-93.5-228.5-206.7 49.7 17.2 96.4 44.8 135.6 80.3z m-735.3-101.5h472c38 0 75.1 5.3 110.6 15.7 8.2 61.4 37.9 118 83.9 160 46.4 42.2 106.1 66.5 168.6 68.6 3.6 8.8 6.8 17.7 9.7 26.7h-845v-271h0.2zM960.6 839.4c0-4.4-3.6-8-8-8h-880c-4.4 0-8 3.6-8 8v49.3c0 4.4 3.6 8 8 8h832c30.9 0 56-25.1 56-56v-1.3z m-56 41.3h-824v-33.3H944c-3.1 18.9-19.6 33.3-39.4 33.3z" fill="#9A2D2F" /><path d="M552.6 449.1h-472v12c43 4.5 95 13 135.5 10.5 99-6 134.5-12 184.9-8.1 48.6 3.7 84.6 4.6 149.1-0.9s113.5 5.2 113.1 2.2c-35.5-10.4-72.6-15.7-110.6-15.7z" fill="#FFFFFF" /></svg>
true
"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"
<s>[INST] Icon of Suitcase here are the inputs Suitcase [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M950.3 623c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM950.3 573c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM241.7 281.3c-12.9 0-19.2-10.1-23.8-17.4-4.3-6.9-6.5-9.9-10.2-9.9s-5.9 3-10.2 9.9c-4.6 7.3-10.9 17.4-23.8 17.4s-19.2-10.1-23.8-17.4c-4.3-6.9-6.5-9.9-10.2-9.9-3.7 0-5.9 3-10.2 9.9-4.6 7.3-10.9 17.4-23.8 17.4s-19.2-10.1-23.8-17.4c-4.3-6.9-6.5-9.9-10.2-9.9-4.4 0-8-3.6-8-8s3.6-8 8-8c12.9 0 19.2 10.1 23.8 17.4 4.3 6.9 6.5 9.9 10.2 9.9 3.7 0 5.9-3 10.2-9.9 4.6-7.3 10.9-17.4 23.8-17.4s19.2 10.1 23.8 17.4c4.3 6.9 6.5 9.9 10.2 9.9 3.7 0 5.9-3 10.2-9.9 4.6-7.3 10.9-17.4 23.8-17.4s19.2 10.1 23.8 17.4c4.3 6.9 6.5 9.9 10.2 9.9 4.4 0 8 3.6 8 8s-3.6 8-8 8zM263.6 231.3c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M351.7 103.7m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M351.7 143.7c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-18 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M197.6 886.7c0 17.7 14.3 32 32 32h320c17.7 0 32-14.3 32-32v-288h-384v288z" fill="#DAE5FF" /><path d="M550.6 408h-320c-17.7 0-32 14.3-32 32v128h384V440c0-17.7-14.3-32-32-32z" fill="#FFD7F5" /><path d="M197.6 564.7h384v32h-384z" fill="#FFFFFF" /><path d="M277.6 597.7h230v320h-230z" fill="#FFACC2" /><path d="M864.6 727.7v192c0 17.7-14.3 32-32 32h-320c-17.7 0-32-14.3-32-32v-192c0-17.7 14.3-32 32-32h320c17.7 0 32 14.3 32 32z" fill="#FFCD7D" /><path d="M549.6 695.7h32v256h-32zM762.6 695.7h32v256h-32zM205.6 436.7v44.1c32.8 9.9 82.2 8.5 148.7-35.4 57.2-37.8 137.7 8.3 174.7-16.3 9.4-6.2 16.1-11.7 21-16.3H229.7c-13.3-0.1-24.1 10.6-24.1 23.9z" fill="#FFFFFF" /><path d="M921.6 943.7h-57c5-6.7 8-15 8-24v-192c0-22.1-17.9-40-40-40h-85.9c0-23.2-18.9-42.1-42.1-42.1h-64c-23.2 0-42.1 18.9-42.1 42.1h-8.9v-89c0-0.3 0-0.7-0.1-1 0-0.3 0.1-0.7 0.1-1v-160c0-22.1-17.9-40-40-40h-97V246.5h38c4.9 0 8.9-4 8.9-8.9s-4-8.9-8.9-8.9h-196c-4.9 0-8.9 4-8.9 8.9s4 8.9 8.9 8.9h38v150.1h-103c-22.1 0-40 17.9-40 40v160c0 0.3 0 0.7 0.1 1 0 0.3-0.1 0.7-0.1 1v288c0 22.1 17.9 40 40 40h22.8c-0.9 2.5-1.4 5.3-1.4 8.2 0 3.1 0.6 6.1 1.7 8.9h-155c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.7-8-8.1-8z m-89-240c13.2 0 24 10.8 24 24v192c0 13.2-10.7 23.9-23.8 24h-30.2v-240h30z m-46 0v240h-16v-240h16z m-167.9-16c0-12.1 9.8-21.9 21.9-21.9h64c12.1 0 21.9 9.8 21.9 21.9H618.7z m135.9 16v240h-165v-240h165z m-242.2 240c-13.1-0.1-23.8-10.8-23.8-24v-192c0-13.2 10.8-24 24-24h29v240h-29.2z m-39.8-216v181.7H286V606.7h213.3V690c-15.5 5.5-26.7 20.3-26.7 37.7z m43.4-40v-81h57.7v81H516z m41.6 256v-240h16v240h-16z m-209-697.2h88v150.1h-88V246.5z m-143 190.2c0-13.2 10.8-24 24-24h320c13.2 0 24 10.8 24 24v120h-368v-120z m0 136h368v16h-368v-16z m77.3 362.1c0 4.4-3.6 8-8 8s-8-3.6-8-8 3.6-8 8-8 8 3.6 8 8z m-53.3-24.1c-13.2 0-24-10.8-24-24v-280h63.7v304h-39.7z m67.9 16h175.7c1.1 6.3 3.7 12.1 7.4 17H297.2c1.1-2.7 1.7-5.7 1.7-8.9 0-2.8-0.5-5.6-1.4-8.1z" fill="#9A2D2F" /></svg> </s>
Icon of Suitcase
Suitcase
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M950.3 623c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM950.3 573c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM241.7 281.3c-12.9 0-19.2-10.1-23.8-17.4-4.3-6.9-6.5-9.9-10.2-9.9s-5.9 3-10.2 9.9c-4.6 7.3-10.9 17.4-23.8 17.4s-19.2-10.1-23.8-17.4c-4.3-6.9-6.5-9.9-10.2-9.9-3.7 0-5.9 3-10.2 9.9-4.6 7.3-10.9 17.4-23.8 17.4s-19.2-10.1-23.8-17.4c-4.3-6.9-6.5-9.9-10.2-9.9-4.4 0-8-3.6-8-8s3.6-8 8-8c12.9 0 19.2 10.1 23.8 17.4 4.3 6.9 6.5 9.9 10.2 9.9 3.7 0 5.9-3 10.2-9.9 4.6-7.3 10.9-17.4 23.8-17.4s19.2 10.1 23.8 17.4c4.3 6.9 6.5 9.9 10.2 9.9 3.7 0 5.9-3 10.2-9.9 4.6-7.3 10.9-17.4 23.8-17.4s19.2 10.1 23.8 17.4c4.3 6.9 6.5 9.9 10.2 9.9 4.4 0 8 3.6 8 8s-3.6 8-8 8zM263.6 231.3c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M351.7 103.7m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M351.7 143.7c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-18 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M197.6 886.7c0 17.7 14.3 32 32 32h320c17.7 0 32-14.3 32-32v-288h-384v288z" fill="#DAE5FF" /><path d="M550.6 408h-320c-17.7 0-32 14.3-32 32v128h384V440c0-17.7-14.3-32-32-32z" fill="#FFD7F5" /><path d="M197.6 564.7h384v32h-384z" fill="#FFFFFF" /><path d="M277.6 597.7h230v320h-230z" fill="#FFACC2" /><path d="M864.6 727.7v192c0 17.7-14.3 32-32 32h-320c-17.7 0-32-14.3-32-32v-192c0-17.7 14.3-32 32-32h320c17.7 0 32 14.3 32 32z" fill="#FFCD7D" /><path d="M549.6 695.7h32v256h-32zM762.6 695.7h32v256h-32zM205.6 436.7v44.1c32.8 9.9 82.2 8.5 148.7-35.4 57.2-37.8 137.7 8.3 174.7-16.3 9.4-6.2 16.1-11.7 21-16.3H229.7c-13.3-0.1-24.1 10.6-24.1 23.9z" fill="#FFFFFF" /><path d="M921.6 943.7h-57c5-6.7 8-15 8-24v-192c0-22.1-17.9-40-40-40h-85.9c0-23.2-18.9-42.1-42.1-42.1h-64c-23.2 0-42.1 18.9-42.1 42.1h-8.9v-89c0-0.3 0-0.7-0.1-1 0-0.3 0.1-0.7 0.1-1v-160c0-22.1-17.9-40-40-40h-97V246.5h38c4.9 0 8.9-4 8.9-8.9s-4-8.9-8.9-8.9h-196c-4.9 0-8.9 4-8.9 8.9s4 8.9 8.9 8.9h38v150.1h-103c-22.1 0-40 17.9-40 40v160c0 0.3 0 0.7 0.1 1 0 0.3-0.1 0.7-0.1 1v288c0 22.1 17.9 40 40 40h22.8c-0.9 2.5-1.4 5.3-1.4 8.2 0 3.1 0.6 6.1 1.7 8.9h-155c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.7-8-8.1-8z m-89-240c13.2 0 24 10.8 24 24v192c0 13.2-10.7 23.9-23.8 24h-30.2v-240h30z m-46 0v240h-16v-240h16z m-167.9-16c0-12.1 9.8-21.9 21.9-21.9h64c12.1 0 21.9 9.8 21.9 21.9H618.7z m135.9 16v240h-165v-240h165z m-242.2 240c-13.1-0.1-23.8-10.8-23.8-24v-192c0-13.2 10.8-24 24-24h29v240h-29.2z m-39.8-216v181.7H286V606.7h213.3V690c-15.5 5.5-26.7 20.3-26.7 37.7z m43.4-40v-81h57.7v81H516z m41.6 256v-240h16v240h-16z m-209-697.2h88v150.1h-88V246.5z m-143 190.2c0-13.2 10.8-24 24-24h320c13.2 0 24 10.8 24 24v120h-368v-120z m0 136h368v16h-368v-16z m77.3 362.1c0 4.4-3.6 8-8 8s-8-3.6-8-8 3.6-8 8-8 8 3.6 8 8z m-53.3-24.1c-13.2 0-24-10.8-24-24v-280h63.7v304h-39.7z m67.9 16h175.7c1.1 6.3 3.7 12.1 7.4 17H297.2c1.1-2.7 1.7-5.7 1.7-8.9 0-2.8-0.5-5.6-1.4-8.1z" fill="#9A2D2F" /></svg>
true
"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"
<s>[INST] Icon of Airplane here are the inputs Airplane [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M200.5 484.7H77.4l-0.9-168h43.8z" fill="#FFEB4D" /><path d="M897 652.7H245.5c-92.8 0-168-75.2-168-168h725.6c93.4 0 146.4 51.7 146.4 115.4 0 29-23.5 52.6-52.5 52.6z" fill="#DAE5FF" /><path d="M124.4 600.7c30.6 31.8 73.5 51.6 121.2 51.6H897c28.7 0 52-23 52.5-51.6H124.4z" fill="#FFACC2" /><path d="M776.5 513.7h32v42h-32z" fill="#FFFFFF" /><path d="M808.5 562.7h-32c-4.4 0-8-3.1-8-7v-42c0-3.9 3.6-7 8-7h32c4.4 0 8 3.1 8 7v42c0 3.8-3.5 7-8 7z m-24-14h16v-28h-16v28z" fill="#9A2D2F" /><path d="M214.5 555.7h-20c-3.3 0-6-2.7-6-6v-30c0-3.3 2.7-6 6-6h20c3.3 0 6 2.7 6 6v30c0 3.3-2.6 6-6 6z" fill="#FFFFFF" /><path d="M214.5 562.7h-20c-7.7 0-14-5.5-14-12.2V519c0-6.8 6.3-12.2 14-12.2h20c7.7 0 14 5.5 14 12.2v31.5c0 6.7-6.2 12.2-14 12.2z m-18-14h16v-28h-16v28zM731.5 521.7h-4c-3.3 0-6 2.7-6 6v8c0 3.3 2.7 6 6 6h4c3.3 0 6-2.7 6-6v-8c0-3.3-2.6-6-6-6zM700.5 521.7h-4c-3.3 0-6 2.2-6 5v10c0 2.8 2.7 5 6 5h4c3.3 0 6-2.2 6-5v-10c0-2.8-2.6-5-6-5zM669.5 521.7h-4c-3.3 0-6 2.2-6 5v10c0 2.8 2.7 5 6 5h4c3.3 0 6-2.2 6-5v-10c0-2.8-2.6-5-6-5zM638.5 521.7h-4c-3.3 0-6 2.2-6 5v10c0 2.8 2.7 5 6 5h4c3.3 0 6-2.2 6-5v-10c0-2.8-2.6-5-6-5zM607.5 521.7h-4c-3.3 0-6 2.2-6 5v10c0 2.8 2.7 5 6 5h4c3.3 0 6-2.2 6-5v-10c0-2.8-2.6-5-6-5zM577.5 521.7h-4c-3.3 0-6 2.2-6 5v10c0 2.8 2.7 5 6 5h4c3.3 0 6-2.2 6-5v-10c0-2.8-2.6-5-6-5zM546.5 521.7h-4c-3.3 0-6 2.2-6 5v10c0 2.8 2.7 5 6 5h4c3.3 0 6-2.2 6-5v-10c0-2.8-2.6-5-6-5zM515.5 521.7h-4c-3.3 0-6 2.2-6 5v10c0 2.8 2.7 5 6 5h4c3.3 0 6-2.2 6-5v-10c0-2.8-2.6-5-6-5zM298.5 521.7h-4c-3.3 0-6 2.2-6 5v10c0 2.8 2.7 5 6 5h4c3.3 0 6-2.2 6-5v-10c0-2.8-2.6-5-6-5zM267.5 521.7h-4c-3.3 0-6 2.7-6 6v8c0 3.3 2.7 6 6 6h4c3.3 0 6-2.7 6-6v-8c0-3.3-2.6-6-6-6z" fill="#9A2D2F" /><path d="M950.5 821.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.5 8-8 8zM950.5 771.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.5 8-8 8zM241.6 259.6c-12.9 0-19.2-10.1-23.8-17.4-4.3-6.9-6.5-9.9-10.2-9.9s-5.9 3-10.2 9.9c-4.6 7.3-10.9 17.4-23.8 17.4s-19.2-10.1-23.8-17.4c-4.3-6.9-6.5-9.9-10.2-9.9s-5.9 3-10.2 9.9c-4.6 7.3-10.9 17.4-23.8 17.4s-19.2-10.1-23.8-17.4c-4.3-6.9-6.5-9.9-10.2-9.9-4.4 0-8-3.6-8-8s3.6-8 8-8c12.9 0 19.2 10.1 23.8 17.4 4.3 6.9 6.5 9.9 10.2 9.9s5.9-3 10.2-9.9c4.6-7.3 10.9-17.4 23.8-17.4s19.2 10.1 23.8 17.4c4.3 6.9 6.5 9.9 10.2 9.9 3.7 0 5.9-3 10.2-9.9 4.6-7.3 10.9-17.4 23.8-17.4s19.2 10.1 23.8 17.4c4.3 6.9 6.5 9.9 10.2 9.9 4.4 0 8 3.6 8 8s-3.6 8-8 8zM263.5 209.6c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.5 8-8 8z" fill="#9A2D2F" /><path d="M350.1 82m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M350.1 122c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.7-24-24-24zM926.5 957.7h-824c-4.4 0-8-3.6-8-8s3.6-8 8-8h824c4.4 0 8 3.6 8 8s-3.5 8-8 8z" fill="#9A2D2F" /><path d="M233 492.7c4 9.7 20 21.4 47.5 19.2 65.5-5.2 131.9-13.6 204-9.2 136.5 8.2 231.1 1.5 272.6-2 15.8-1.3 48.4-3.5 62.9-7.4-5.5-0.4-11.1-0.6-16.9-0.6H233z" fill="#FFFFFF" /><path d="M656.3 652.2H456.4l-194.1-203h56.3z" fill="#FFACC2" /><path d="M701.3 684.7h-70c-8.8 0-16-7.2-16-16v-28c0-8.8 7.2-16 16-16h70c8.8 0 16 7.2 16 16v28c0 8.8-7.2 16-16 16z" fill="#CAE8FF" /><path d="M916.5 512.4c-27.9-23.3-67.1-35.7-113.4-35.7H379.9l-57.1-34.4c-1.2-0.7-2.7-1.1-4.1-1.1h-56.3c-3.2 0-6.1 1.9-7.4 4.9-1.3 2.9-0.6 6.4 1.6 8.7l21 22h-72.2l-78-163.8c-1.4-2.6-4.1-4.2-7-4.2H76.5c-2.1 0-4.2 0.8-5.7 2.4-1.5 1.5-2.3 3.6-2.3 5.7l0.9 168c0 0.4 0 0.8 0.1 1.2 0.7 96.5 79.4 174.8 176 174.8h361.8v8c0 13.2 10.8 24 24 24h70c13.2 0 24-10.8 24-24v-8H897c33.4 0 60.6-27.2 60.6-60.6-0.1-34.6-14.6-65.8-41.1-87.9z m-113.4-19.7c42.5 0 78.2 11 103.1 31.9 20.9 17.5 33.1 41.4 35 68.1H572.8l-85.7-51.5c2-0.8 3.4-2.5 3.4-4.5v-10c0-2.8-2.7-5-6-5h-4c-3.3 0-6 2.2-6 5v6.9l-68-40.9h396.6z m-718.5-168h31l71.6 152H85.4l-0.8-152z m1.1 168H292.8l28.9 30.2c-1.3 0.9-2.1 2.3-2.1 3.8v10c0 2.8 2.7 5 6 5h4c3.1 0 5.6-1.9 5.9-4.4l53 55.4H127.6c-24.4-26.7-40-61.6-41.9-100z m222.6 151.6h-62.8c-37.2 0-72.3-12.5-100.7-35.6h258.8l34.2 35.7-129.5-0.1z m299-3.6v3.5H459.8L281 457.2h35.4l292.2 175.7c-0.8 2.4-1.3 5-1.3 7.8z m102 28c0 4.4-3.6 8-8 8h-70c-4.4 0-8-3.6-8-8v-28c0-4.4 3.6-8 8-8h70c4.4 0 8 3.6 8 8v28zM897 644.3l-171.7 0.4v-4c0-13.2-10.8-24-24-24h-70c-4.6 0-8.9 1.3-12.6 3.6l-19.3-11.6h341.1c-4.1 20.2-22.2 35.6-43.5 35.6z" fill="#9A2D2F" /></svg> </s>
Icon of Airplane
Airplane
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M200.5 484.7H77.4l-0.9-168h43.8z" fill="#FFEB4D" /><path d="M897 652.7H245.5c-92.8 0-168-75.2-168-168h725.6c93.4 0 146.4 51.7 146.4 115.4 0 29-23.5 52.6-52.5 52.6z" fill="#DAE5FF" /><path d="M124.4 600.7c30.6 31.8 73.5 51.6 121.2 51.6H897c28.7 0 52-23 52.5-51.6H124.4z" fill="#FFACC2" /><path d="M776.5 513.7h32v42h-32z" fill="#FFFFFF" /><path d="M808.5 562.7h-32c-4.4 0-8-3.1-8-7v-42c0-3.9 3.6-7 8-7h32c4.4 0 8 3.1 8 7v42c0 3.8-3.5 7-8 7z m-24-14h16v-28h-16v28z" fill="#9A2D2F" /><path d="M214.5 555.7h-20c-3.3 0-6-2.7-6-6v-30c0-3.3 2.7-6 6-6h20c3.3 0 6 2.7 6 6v30c0 3.3-2.6 6-6 6z" fill="#FFFFFF" /><path d="M214.5 562.7h-20c-7.7 0-14-5.5-14-12.2V519c0-6.8 6.3-12.2 14-12.2h20c7.7 0 14 5.5 14 12.2v31.5c0 6.7-6.2 12.2-14 12.2z m-18-14h16v-28h-16v28zM731.5 521.7h-4c-3.3 0-6 2.7-6 6v8c0 3.3 2.7 6 6 6h4c3.3 0 6-2.7 6-6v-8c0-3.3-2.6-6-6-6zM700.5 521.7h-4c-3.3 0-6 2.2-6 5v10c0 2.8 2.7 5 6 5h4c3.3 0 6-2.2 6-5v-10c0-2.8-2.6-5-6-5zM669.5 521.7h-4c-3.3 0-6 2.2-6 5v10c0 2.8 2.7 5 6 5h4c3.3 0 6-2.2 6-5v-10c0-2.8-2.6-5-6-5zM638.5 521.7h-4c-3.3 0-6 2.2-6 5v10c0 2.8 2.7 5 6 5h4c3.3 0 6-2.2 6-5v-10c0-2.8-2.6-5-6-5zM607.5 521.7h-4c-3.3 0-6 2.2-6 5v10c0 2.8 2.7 5 6 5h4c3.3 0 6-2.2 6-5v-10c0-2.8-2.6-5-6-5zM577.5 521.7h-4c-3.3 0-6 2.2-6 5v10c0 2.8 2.7 5 6 5h4c3.3 0 6-2.2 6-5v-10c0-2.8-2.6-5-6-5zM546.5 521.7h-4c-3.3 0-6 2.2-6 5v10c0 2.8 2.7 5 6 5h4c3.3 0 6-2.2 6-5v-10c0-2.8-2.6-5-6-5zM515.5 521.7h-4c-3.3 0-6 2.2-6 5v10c0 2.8 2.7 5 6 5h4c3.3 0 6-2.2 6-5v-10c0-2.8-2.6-5-6-5zM298.5 521.7h-4c-3.3 0-6 2.2-6 5v10c0 2.8 2.7 5 6 5h4c3.3 0 6-2.2 6-5v-10c0-2.8-2.6-5-6-5zM267.5 521.7h-4c-3.3 0-6 2.7-6 6v8c0 3.3 2.7 6 6 6h4c3.3 0 6-2.7 6-6v-8c0-3.3-2.6-6-6-6z" fill="#9A2D2F" /><path d="M950.5 821.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.5 8-8 8zM950.5 771.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.5 8-8 8zM241.6 259.6c-12.9 0-19.2-10.1-23.8-17.4-4.3-6.9-6.5-9.9-10.2-9.9s-5.9 3-10.2 9.9c-4.6 7.3-10.9 17.4-23.8 17.4s-19.2-10.1-23.8-17.4c-4.3-6.9-6.5-9.9-10.2-9.9s-5.9 3-10.2 9.9c-4.6 7.3-10.9 17.4-23.8 17.4s-19.2-10.1-23.8-17.4c-4.3-6.9-6.5-9.9-10.2-9.9-4.4 0-8-3.6-8-8s3.6-8 8-8c12.9 0 19.2 10.1 23.8 17.4 4.3 6.9 6.5 9.9 10.2 9.9s5.9-3 10.2-9.9c4.6-7.3 10.9-17.4 23.8-17.4s19.2 10.1 23.8 17.4c4.3 6.9 6.5 9.9 10.2 9.9 3.7 0 5.9-3 10.2-9.9 4.6-7.3 10.9-17.4 23.8-17.4s19.2 10.1 23.8 17.4c4.3 6.9 6.5 9.9 10.2 9.9 4.4 0 8 3.6 8 8s-3.6 8-8 8zM263.5 209.6c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.5 8-8 8z" fill="#9A2D2F" /><path d="M350.1 82m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M350.1 122c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.7-24-24-24zM926.5 957.7h-824c-4.4 0-8-3.6-8-8s3.6-8 8-8h824c4.4 0 8 3.6 8 8s-3.5 8-8 8z" fill="#9A2D2F" /><path d="M233 492.7c4 9.7 20 21.4 47.5 19.2 65.5-5.2 131.9-13.6 204-9.2 136.5 8.2 231.1 1.5 272.6-2 15.8-1.3 48.4-3.5 62.9-7.4-5.5-0.4-11.1-0.6-16.9-0.6H233z" fill="#FFFFFF" /><path d="M656.3 652.2H456.4l-194.1-203h56.3z" fill="#FFACC2" /><path d="M701.3 684.7h-70c-8.8 0-16-7.2-16-16v-28c0-8.8 7.2-16 16-16h70c8.8 0 16 7.2 16 16v28c0 8.8-7.2 16-16 16z" fill="#CAE8FF" /><path d="M916.5 512.4c-27.9-23.3-67.1-35.7-113.4-35.7H379.9l-57.1-34.4c-1.2-0.7-2.7-1.1-4.1-1.1h-56.3c-3.2 0-6.1 1.9-7.4 4.9-1.3 2.9-0.6 6.4 1.6 8.7l21 22h-72.2l-78-163.8c-1.4-2.6-4.1-4.2-7-4.2H76.5c-2.1 0-4.2 0.8-5.7 2.4-1.5 1.5-2.3 3.6-2.3 5.7l0.9 168c0 0.4 0 0.8 0.1 1.2 0.7 96.5 79.4 174.8 176 174.8h361.8v8c0 13.2 10.8 24 24 24h70c13.2 0 24-10.8 24-24v-8H897c33.4 0 60.6-27.2 60.6-60.6-0.1-34.6-14.6-65.8-41.1-87.9z m-113.4-19.7c42.5 0 78.2 11 103.1 31.9 20.9 17.5 33.1 41.4 35 68.1H572.8l-85.7-51.5c2-0.8 3.4-2.5 3.4-4.5v-10c0-2.8-2.7-5-6-5h-4c-3.3 0-6 2.2-6 5v6.9l-68-40.9h396.6z m-718.5-168h31l71.6 152H85.4l-0.8-152z m1.1 168H292.8l28.9 30.2c-1.3 0.9-2.1 2.3-2.1 3.8v10c0 2.8 2.7 5 6 5h4c3.1 0 5.6-1.9 5.9-4.4l53 55.4H127.6c-24.4-26.7-40-61.6-41.9-100z m222.6 151.6h-62.8c-37.2 0-72.3-12.5-100.7-35.6h258.8l34.2 35.7-129.5-0.1z m299-3.6v3.5H459.8L281 457.2h35.4l292.2 175.7c-0.8 2.4-1.3 5-1.3 7.8z m102 28c0 4.4-3.6 8-8 8h-70c-4.4 0-8-3.6-8-8v-28c0-4.4 3.6-8 8-8h70c4.4 0 8 3.6 8 8v28zM897 644.3l-171.7 0.4v-4c0-13.2-10.8-24-24-24h-70c-4.6 0-8.9 1.3-12.6 3.6l-19.3-11.6h341.1c-4.1 20.2-22.2 35.6-43.5 35.6z" fill="#9A2D2F" /></svg>
true
"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"
<s>[INST] Icon of Map here are the inputs Map [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M264.1 239.2c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM264.1 289.2c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M349.1 103.6m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M349.1 143.6c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-18 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M772.1 921.1h-532c-35.3 0-64-28.7-64-64v-384c0-35.3 28.7-64 64-64h532c35.3 0 64 28.7 64 64v384c0 35.3-28.7 64-64 64z" fill="#DAE5FF" /><path d="M558.1 639.4h-320l178.5-196.7z" fill="#FFACC2" /><path d="M459.2 502l-40.1-9.9-52.1 5.2 49.6-54.6z" fill="#FFFFFF" /><path d="M493.1 639.4h-255l150.3-165.7z" fill="#DAE5FF" /><path d="M346.9 519.4l22.8 16.7 18.6-14 41.4 16.9-41.3-65.3z" fill="#FFFFFF" /><path d="M738.1 690.1m-99 0a99 99 0 1 0 198 0 99 99 0 1 0-198 0Z" fill="#88D2FC" /><path d="M240.1 345.1c-35.3 0-64 28.7-64 64v448c0-35.3 28.7-64 64-64s64 28.7 64 64v-448c0-35.4-28.7-64-64-64zM772.1 345.1c-35.3 0-64 28.7-64 64v448c0-35.3 28.7-64 64-64s64 28.7 64 64v-448c0-35.4-28.7-64-64-64z" fill="#DAE5FF" /><path d="M567.3 488.2c17.6-17.6 46.1-17.6 63.6 0 17.6 17.6 17.6 46.1 0 63.6-17.6 17.6-46.1 17.6-63.6 0-17.6-17.5-17.6-46 0-63.6z" fill="#FFEB4D" /><path d="M240.1 353.1c-13.4 0-25.7 4.7-35.4 12.6 5.1 16.7 16.8 33.1 42.4 39.4 40 9.8 43.3 37.6 49 59.1v-55.1c0-30.9-25.1-56-56-56zM716.1 409.1v30.5c8.5-6.4 15.4-14.9 18.3-25.9 13.2-50.7 47.7-34.6 63.7-42.6 2.6-1.3 5.2-3.7 7.6-6.7-9.4-7.1-21-11.3-33.6-11.3-30.9 0-56 25.1-56 56z" fill="#FFFFFF" /><path d="M951.4 734.4c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-4-5.7-9.1-13-17.8-15.8v-31.2c1.4 1.6 2.9 3.6 4.7 6.2 5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2 5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-4-5.7-9.1-13-17.8-15.8V409.1c0-39.7-32.3-72-72-72-37 0-67.6 28.1-71.5 64H311.6c-4-35.9-34.5-64-71.5-64-39.7 0-72 32.3-72 72v448c0 22.3 10.2 42.3 26.1 55.5H95.5c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.6-8-8-8H817.9c16-13.2 26.1-33.2 26.1-55.5V727.2c1.4 1.6 2.9 3.6 4.7 6.2 5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.4-8-7.8-8zM312.1 569.8l35.9-39.6 17 12.4c2.8 2.1 6.7 2.1 9.5-0.1l14.9-11.3 34.8 14.2 54.3 86H312.1v-61.6zM421 484.3c-0.6-0.2-1.3-0.2-1.9-0.2h-0.8l-13 1.3-6.9-10.9 17.4-19.2L440 489l-19-4.7z m33.4 24.8l88 122.4h-45l-82.6-130.9 3.6-0.4 36 8.9z m-44.8 13.1l-18.2-7.4c-2.6-1.1-5.6-0.7-7.8 1l-13.8 10.4-10.8-7.9 28.5-31.4 22.1 35.3z m-97.5 125.2h246c3 0 5.8-1.7 7.1-4.4s1.1-5.9-0.6-8.3L423.1 438c-1.4-2-3.6-3.2-6-3.3-2.4-0.1-4.8 0.8-6.4 2.6l-49.6 54.6-49 54V417.1h371.1c-10 7.1-19.4 15-28.2 23.8-9.9 9.9-18.8 20.7-26.5 32-9-5.6-19.2-8.4-29.5-8.4-14.3 0-28.7 5.5-39.6 16.4-21.8 21.9-21.8 57.5 0 79.5l31.7 31.8v2.8c0 111.4-90.6 202-202 202-27.3 0-53.3-5.5-77.1-15.3V647.4z m310.7-102.8c-6.6 6.6-15.2 9.9-23.8 9.9-7 0-14-2.2-20-6.6-1.3-1-2.6-2-3.8-3.2-13.1-13.1-13.1-34.5 0-47.7 13.1-13.1 34.4-13.1 47.5 0 13.3 13 13.3 34.4 0.1 47.6zM184.1 409.1c0-30.9 25.1-56 56-56s56 25.1 56 56v402.8c-13.2-16.3-33.4-26.8-56-26.8s-42.8 10.5-56 26.8V409.1z m644 448c0 28.3-21.1 51.8-48.4 55.5H232.5c-27.3-3.7-48.4-27.2-48.4-55.5 0-30.9 25.1-56 56-56s56 25.1 56 56c0 4.4 3.6 8 8 8s8-3.6 8-8v-58c24.3 9.2 50.3 14 77.1 14 58.2 0 113-22.7 154.1-63.9s63.9-95.9 63.9-154.1v-3l31.5-31.6c21.1-21.1 21.8-55 2.2-77.1 15.5-23.3 35.6-43.1 59.1-58.3V590c-40.3 15.4-69 54.4-69 100s28.7 84.7 69 100v67c0 4.4 3.6 8 8 8s8-3.6 8-8c0-30.9 25.1-56 56-56s56.1 25.2 56.1 56.1z m-128-249.7v165.3c-31.3-14.4-53-46-53-82.7s21.7-68.2 53-82.6z m128 204.5c-13.2-16.3-33.4-26.8-56-26.8s-42.8 10.5-56 26.8V409.1c0-30.9 25.1-56 56-56s56 25.1 56 56v402.8z" fill="#9A2D2F" /></svg> </s>
Icon of Map
Map
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M264.1 239.2c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM264.1 289.2c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M349.1 103.6m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M349.1 143.6c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-18 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M772.1 921.1h-532c-35.3 0-64-28.7-64-64v-384c0-35.3 28.7-64 64-64h532c35.3 0 64 28.7 64 64v384c0 35.3-28.7 64-64 64z" fill="#DAE5FF" /><path d="M558.1 639.4h-320l178.5-196.7z" fill="#FFACC2" /><path d="M459.2 502l-40.1-9.9-52.1 5.2 49.6-54.6z" fill="#FFFFFF" /><path d="M493.1 639.4h-255l150.3-165.7z" fill="#DAE5FF" /><path d="M346.9 519.4l22.8 16.7 18.6-14 41.4 16.9-41.3-65.3z" fill="#FFFFFF" /><path d="M738.1 690.1m-99 0a99 99 0 1 0 198 0 99 99 0 1 0-198 0Z" fill="#88D2FC" /><path d="M240.1 345.1c-35.3 0-64 28.7-64 64v448c0-35.3 28.7-64 64-64s64 28.7 64 64v-448c0-35.4-28.7-64-64-64zM772.1 345.1c-35.3 0-64 28.7-64 64v448c0-35.3 28.7-64 64-64s64 28.7 64 64v-448c0-35.4-28.7-64-64-64z" fill="#DAE5FF" /><path d="M567.3 488.2c17.6-17.6 46.1-17.6 63.6 0 17.6 17.6 17.6 46.1 0 63.6-17.6 17.6-46.1 17.6-63.6 0-17.6-17.5-17.6-46 0-63.6z" fill="#FFEB4D" /><path d="M240.1 353.1c-13.4 0-25.7 4.7-35.4 12.6 5.1 16.7 16.8 33.1 42.4 39.4 40 9.8 43.3 37.6 49 59.1v-55.1c0-30.9-25.1-56-56-56zM716.1 409.1v30.5c8.5-6.4 15.4-14.9 18.3-25.9 13.2-50.7 47.7-34.6 63.7-42.6 2.6-1.3 5.2-3.7 7.6-6.7-9.4-7.1-21-11.3-33.6-11.3-30.9 0-56 25.1-56 56z" fill="#FFFFFF" /><path d="M951.4 734.4c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-4-5.7-9.1-13-17.8-15.8v-31.2c1.4 1.6 2.9 3.6 4.7 6.2 5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2 5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-4-5.7-9.1-13-17.8-15.8V409.1c0-39.7-32.3-72-72-72-37 0-67.6 28.1-71.5 64H311.6c-4-35.9-34.5-64-71.5-64-39.7 0-72 32.3-72 72v448c0 22.3 10.2 42.3 26.1 55.5H95.5c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.6-8-8-8H817.9c16-13.2 26.1-33.2 26.1-55.5V727.2c1.4 1.6 2.9 3.6 4.7 6.2 5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.4-8-7.8-8zM312.1 569.8l35.9-39.6 17 12.4c2.8 2.1 6.7 2.1 9.5-0.1l14.9-11.3 34.8 14.2 54.3 86H312.1v-61.6zM421 484.3c-0.6-0.2-1.3-0.2-1.9-0.2h-0.8l-13 1.3-6.9-10.9 17.4-19.2L440 489l-19-4.7z m33.4 24.8l88 122.4h-45l-82.6-130.9 3.6-0.4 36 8.9z m-44.8 13.1l-18.2-7.4c-2.6-1.1-5.6-0.7-7.8 1l-13.8 10.4-10.8-7.9 28.5-31.4 22.1 35.3z m-97.5 125.2h246c3 0 5.8-1.7 7.1-4.4s1.1-5.9-0.6-8.3L423.1 438c-1.4-2-3.6-3.2-6-3.3-2.4-0.1-4.8 0.8-6.4 2.6l-49.6 54.6-49 54V417.1h371.1c-10 7.1-19.4 15-28.2 23.8-9.9 9.9-18.8 20.7-26.5 32-9-5.6-19.2-8.4-29.5-8.4-14.3 0-28.7 5.5-39.6 16.4-21.8 21.9-21.8 57.5 0 79.5l31.7 31.8v2.8c0 111.4-90.6 202-202 202-27.3 0-53.3-5.5-77.1-15.3V647.4z m310.7-102.8c-6.6 6.6-15.2 9.9-23.8 9.9-7 0-14-2.2-20-6.6-1.3-1-2.6-2-3.8-3.2-13.1-13.1-13.1-34.5 0-47.7 13.1-13.1 34.4-13.1 47.5 0 13.3 13 13.3 34.4 0.1 47.6zM184.1 409.1c0-30.9 25.1-56 56-56s56 25.1 56 56v402.8c-13.2-16.3-33.4-26.8-56-26.8s-42.8 10.5-56 26.8V409.1z m644 448c0 28.3-21.1 51.8-48.4 55.5H232.5c-27.3-3.7-48.4-27.2-48.4-55.5 0-30.9 25.1-56 56-56s56 25.1 56 56c0 4.4 3.6 8 8 8s8-3.6 8-8v-58c24.3 9.2 50.3 14 77.1 14 58.2 0 113-22.7 154.1-63.9s63.9-95.9 63.9-154.1v-3l31.5-31.6c21.1-21.1 21.8-55 2.2-77.1 15.5-23.3 35.6-43.1 59.1-58.3V590c-40.3 15.4-69 54.4-69 100s28.7 84.7 69 100v67c0 4.4 3.6 8 8 8s8-3.6 8-8c0-30.9 25.1-56 56-56s56.1 25.2 56.1 56.1z m-128-249.7v165.3c-31.3-14.4-53-46-53-82.7s21.7-68.2 53-82.6z m128 204.5c-13.2-16.3-33.4-26.8-56-26.8s-42.8 10.5-56 26.8V409.1c0-30.9 25.1-56 56-56s56 25.1 56 56v402.8z" fill="#9A2D2F" /></svg>
true
"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"
<s>[INST] Icon of Wallet here are the inputs Wallet [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M264.1 239.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM264.1 289.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M349.1 104.1m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M349.1 144.1c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-18 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M798.7 501.1h-598c-17.7 0-32-14.3-32-32s14.3-32 32-32h598v64z" fill="#FFE0B6" /><path d="M718.7 471.1h-470v-148c0-8.8 7.2-16 16-16h438c8.8 0 16 7.2 16 16v148z" fill="#FFEB4D" /><path d="M248.7 405.1h470v32h-470z" fill="#FFFFFF" /><path d="M848.7 501.1h-648c-17.7 0-32-14.3-32-32v388c0 35.3 28.7 64 64 64h552c35.3 0 64-28.7 64-64v-356z" fill="#FFACC2" /><path d="M421.4 634.5l-15.1 14.7c-6.9-7.1-13.7-10.6-20.4-10.6-4 0-7.2 1.1-9.6 3.2-2.5 2.1-3.7 4.5-3.7 7.3 0 2.3 1.1 4.7 3.3 7 2.1 2.3 6.5 4.8 13 7.5 11.6 4.8 19.5 8.9 23.8 12.3 4.3 3.4 7.6 7.4 9.8 12.2 2.3 4.7 3.4 10.1 3.4 15.9 0 5.9-1.2 11.3-3.7 16.3-2.4 5-5.6 9-9.5 11.9-3.9 2.9-9.4 5.1-16.6 6.6v20.9h-14.7v-20.4c-6.8-0.8-12.6-2.5-17.4-5.2-6.6-3.6-12.7-8.5-18.3-14.5l14.8-15.2c9.5 10.2 18.8 15.2 27.7 15.2 4.5 0 8.4-1.6 11.7-4.7 3.3-3.2 4.9-6.9 4.9-11.1 0-3.6-1-6.7-3.1-9.5-2.1-2.7-6.2-5.5-12.3-8.3-12.4-5.7-20.8-10.3-25.2-13.6s-7.6-7.1-9.8-11.3c-2.2-4.2-3.2-8.7-3.2-13.4 0-7.9 2.9-14.6 8.6-20.2 5.7-5.6 13-8.6 21.7-9v-7.8H396v8.8c5.1 1.2 9.3 2.8 12.9 4.8s7.7 5.4 12.5 10.2z" fill="#9A2D2F" /><path d="M848.7 756.1h-154c-35.3 0-64-28.7-64-64s28.7-64 64-64h154v128z" fill="#DAE5FF" /><path d="M693.7 724.1c-17.6 0-32-14.4-32-32s14.4-32 32-32 32 14.4 32 32-14.4 32-32 32z" fill="#FFFFFF" /><path d="M693.7 732.1c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-18 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M951.4 734.9c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-1.5-2.2-3.2-4.6-5.2-6.9v-24.3c4.3 4.1 10 7.4 17.9 7.4 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-1.5-2.2-3.2-4.6-5.2-6.9V501.1c0-4.4-3.6-8-8-8h-42v-56c0-4.4-3.6-8-8-8h-72v-106c0-13.2-10.8-24-24-24h-438c-13.2 0-24 10.8-24 24v106h-40c-22.1 0-40 17.9-40 40v388c0 22.6 10.5 42.8 26.8 56H99.7c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.6-8-8-8h-93.8c16.3-13.2 26.8-33.4 26.8-56V743.5c4.3 4.1 10 7.4 17.9 7.4 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8z m-110.7 13.2h-146c-30.9 0-56-25.1-56-56s25.1-56 56-56h146v112z m-584-425c0-4.4 3.6-8 8-8h438c4.4 0 8 3.6 8 8v74h-454v-74z m0 90h454v16h-454v-16z m0 32h454v18h-454v-18z m-56 0h40v26c0 4.4 3.6 8 8 8h470c4.4 0 8-3.6 8-8v-26h64v48h-590c-13.2 0-24-10.8-24-24s10.7-24 24-24z m584.1 468H232.5c-30.8-0.1-55.9-25.2-55.9-56V501h0.1c0.1 0 0.1 0.1 0.2 0.1 0.4 0.3 0.8 0.6 1.3 0.9 0.2 0.1 0.3 0.2 0.5 0.3 0.3 0.2 0.7 0.5 1 0.7 0.2 0.1 0.4 0.2 0.5 0.3 0.4 0.2 0.7 0.4 1.1 0.6 0.2 0.1 0.3 0.2 0.5 0.3 0.5 0.3 1 0.5 1.4 0.7 0.1 0 0.1 0.1 0.2 0.1 0.5 0.3 1.1 0.5 1.6 0.7 0.2 0.1 0.3 0.1 0.5 0.2 0.4 0.2 0.8 0.3 1.2 0.5 0.2 0.1 0.4 0.1 0.6 0.2 0.4 0.1 0.8 0.3 1.1 0.4 0.2 0.1 0.4 0.1 0.6 0.2 0.4 0.1 0.9 0.3 1.3 0.4 0.2 0 0.3 0.1 0.5 0.1 0.6 0.1 1.2 0.3 1.8 0.4 0.1 0 0.3 0 0.4 0.1 0.5 0.1 0.9 0.2 1.4 0.3 0.2 0 0.4 0.1 0.6 0.1 0.4 0.1 0.8 0.1 1.2 0.2 0.2 0 0.4 0 0.7 0.1 0.4 0 0.9 0.1 1.3 0.1h642.5v111h-146c-39.7 0-72 32.3-72 72s32.3 72 72 72h146v93c0 30.9-25.1 56-55.9 56.1z" fill="#9A2D2F" /><path d="M726.7 467.2c32 0.5 58.5-14.1 64-16.5V445h-64v22.2zM240.7 454.1v-9h-40c-11.9 0-21.8 8.7-23.7 20.1 17.7 5.9 31.8-5.6 63.7-11.1z" fill="#FFFFFF" /></svg> </s>
Icon of Wallet
Wallet
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M264.1 239.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM264.1 289.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-5 0-7.5 3-12.7 10.2-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17 13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M349.1 104.1m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M349.1 144.1c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-18 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M798.7 501.1h-598c-17.7 0-32-14.3-32-32s14.3-32 32-32h598v64z" fill="#FFE0B6" /><path d="M718.7 471.1h-470v-148c0-8.8 7.2-16 16-16h438c8.8 0 16 7.2 16 16v148z" fill="#FFEB4D" /><path d="M248.7 405.1h470v32h-470z" fill="#FFFFFF" /><path d="M848.7 501.1h-648c-17.7 0-32-14.3-32-32v388c0 35.3 28.7 64 64 64h552c35.3 0 64-28.7 64-64v-356z" fill="#FFACC2" /><path d="M421.4 634.5l-15.1 14.7c-6.9-7.1-13.7-10.6-20.4-10.6-4 0-7.2 1.1-9.6 3.2-2.5 2.1-3.7 4.5-3.7 7.3 0 2.3 1.1 4.7 3.3 7 2.1 2.3 6.5 4.8 13 7.5 11.6 4.8 19.5 8.9 23.8 12.3 4.3 3.4 7.6 7.4 9.8 12.2 2.3 4.7 3.4 10.1 3.4 15.9 0 5.9-1.2 11.3-3.7 16.3-2.4 5-5.6 9-9.5 11.9-3.9 2.9-9.4 5.1-16.6 6.6v20.9h-14.7v-20.4c-6.8-0.8-12.6-2.5-17.4-5.2-6.6-3.6-12.7-8.5-18.3-14.5l14.8-15.2c9.5 10.2 18.8 15.2 27.7 15.2 4.5 0 8.4-1.6 11.7-4.7 3.3-3.2 4.9-6.9 4.9-11.1 0-3.6-1-6.7-3.1-9.5-2.1-2.7-6.2-5.5-12.3-8.3-12.4-5.7-20.8-10.3-25.2-13.6s-7.6-7.1-9.8-11.3c-2.2-4.2-3.2-8.7-3.2-13.4 0-7.9 2.9-14.6 8.6-20.2 5.7-5.6 13-8.6 21.7-9v-7.8H396v8.8c5.1 1.2 9.3 2.8 12.9 4.8s7.7 5.4 12.5 10.2z" fill="#9A2D2F" /><path d="M848.7 756.1h-154c-35.3 0-64-28.7-64-64s28.7-64 64-64h154v128z" fill="#DAE5FF" /><path d="M693.7 724.1c-17.6 0-32-14.4-32-32s14.4-32 32-32 32 14.4 32 32-14.4 32-32 32z" fill="#FFFFFF" /><path d="M693.7 732.1c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-18 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M951.4 734.9c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-1.5-2.2-3.2-4.6-5.2-6.9v-24.3c4.3 4.1 10 7.4 17.9 7.4 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-1.5-2.2-3.2-4.6-5.2-6.9V501.1c0-4.4-3.6-8-8-8h-42v-56c0-4.4-3.6-8-8-8h-72v-106c0-13.2-10.8-24-24-24h-438c-13.2 0-24 10.8-24 24v106h-40c-22.1 0-40 17.9-40 40v388c0 22.6 10.5 42.8 26.8 56H99.7c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.6-8-8-8h-93.8c16.3-13.2 26.8-33.4 26.8-56V743.5c4.3 4.1 10 7.4 17.9 7.4 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8z m-110.7 13.2h-146c-30.9 0-56-25.1-56-56s25.1-56 56-56h146v112z m-584-425c0-4.4 3.6-8 8-8h438c4.4 0 8 3.6 8 8v74h-454v-74z m0 90h454v16h-454v-16z m0 32h454v18h-454v-18z m-56 0h40v26c0 4.4 3.6 8 8 8h470c4.4 0 8-3.6 8-8v-26h64v48h-590c-13.2 0-24-10.8-24-24s10.7-24 24-24z m584.1 468H232.5c-30.8-0.1-55.9-25.2-55.9-56V501h0.1c0.1 0 0.1 0.1 0.2 0.1 0.4 0.3 0.8 0.6 1.3 0.9 0.2 0.1 0.3 0.2 0.5 0.3 0.3 0.2 0.7 0.5 1 0.7 0.2 0.1 0.4 0.2 0.5 0.3 0.4 0.2 0.7 0.4 1.1 0.6 0.2 0.1 0.3 0.2 0.5 0.3 0.5 0.3 1 0.5 1.4 0.7 0.1 0 0.1 0.1 0.2 0.1 0.5 0.3 1.1 0.5 1.6 0.7 0.2 0.1 0.3 0.1 0.5 0.2 0.4 0.2 0.8 0.3 1.2 0.5 0.2 0.1 0.4 0.1 0.6 0.2 0.4 0.1 0.8 0.3 1.1 0.4 0.2 0.1 0.4 0.1 0.6 0.2 0.4 0.1 0.9 0.3 1.3 0.4 0.2 0 0.3 0.1 0.5 0.1 0.6 0.1 1.2 0.3 1.8 0.4 0.1 0 0.3 0 0.4 0.1 0.5 0.1 0.9 0.2 1.4 0.3 0.2 0 0.4 0.1 0.6 0.1 0.4 0.1 0.8 0.1 1.2 0.2 0.2 0 0.4 0 0.7 0.1 0.4 0 0.9 0.1 1.3 0.1h642.5v111h-146c-39.7 0-72 32.3-72 72s32.3 72 72 72h146v93c0 30.9-25.1 56-55.9 56.1z" fill="#9A2D2F" /><path d="M726.7 467.2c32 0.5 58.5-14.1 64-16.5V445h-64v22.2zM240.7 454.1v-9h-40c-11.9 0-21.8 8.7-23.7 20.1 17.7 5.9 31.8-5.6 63.7-11.1z" fill="#FFFFFF" /></svg>
true
"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"
<s>[INST] Icon of Snow Mountain here are the inputs Snow Mountain [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M264 267.6c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17-4.4 0-8 3.6-8 8s3.6 8 8 8c5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8zM72 206.4c5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17-4.4 0-8 3.6-8 8s3.6 8 8 8z" fill="#9A2D2F" /><path d="M343 104m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M343 144c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M908 951H118L522.7 81z" fill="#E895AF" /><path d="M798 951H118L522.7 81z" fill="#FFACC2" /><path d="M590.8 297L522.4 81 422 297l80.1-27 19.7 27z" fill="#FFFFFF" /><path d="M952 687.6c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-4.5 6.4-7.1 9.5-11 10.1L782.6 648c4 3.2 9.1 5.6 15.8 5.6 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-4.2-6-9.8-13.9-19.5-16.3L530 77.8c0-0.1-0.1-0.1-0.1-0.2s-0.1-0.2-0.2-0.3c-0.1-0.2-0.3-0.5-0.4-0.7-0.1-0.1-0.1-0.2-0.2-0.3-0.2-0.2-0.3-0.4-0.5-0.6l-0.3-0.3c-0.2-0.2-0.4-0.4-0.6-0.5-0.1-0.1-0.2-0.2-0.3-0.2-0.2-0.1-0.4-0.3-0.6-0.4-0.1-0.1-0.3-0.1-0.4-0.2l-0.6-0.3c-0.1-0.1-0.3-0.1-0.4-0.2-0.2-0.1-0.4-0.1-0.7-0.2-0.2 0-0.3-0.1-0.5-0.1s-0.5-0.1-0.7-0.1h-0.7-1.1c-0.2 0-0.4 0.1-0.6 0.1-0.1 0-0.3 0-0.4 0.1-2.4 0.5-4.5 2.1-5.6 4.4L414.8 293.6c-0.2 0.5-0.4 1-0.5 1.5L112.9 943H102c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.6-8-8-8h-12.8L806.6 702.3c8.5-2.9 13.6-10.1 17.5-15.7 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8zM521.1 103.3L579.9 289h-54l-17.3-23.7c-2.1-2.8-5.7-4-9-2.9l-62.2 21 83.7-180.1zM130.6 943l297.5-639.6 71.1-23.9 16.2 22.2c1.5 2.1 3.9 3.3 6.5 3.3h63.3l201.9 638H130.6z m673.3 0l-230-726.5L895.7 943h-91.8z" fill="#9A2D2F" /><path d="M672 950.5H118l283.8-609z" fill="#DAE5FF" /><path d="M594 950.5H118l283.3-609z" fill="#CAE8FF" /><path d="M449 492.5l-47.8-151-70.2 151 56-18.9 13.8 18.9z" fill="#FFFFFF" /><path d="M679.3 947.3l-270.2-609c-1.3-2.9-4.1-4.7-7.2-4.8h-0.3-1.1c-2.8 0.2-5.4 2-6.6 4.6l-70.2 151c0 0.1 0 0.1-0.1 0.2L110.8 947.1c-0.7 1.5-0.9 3.2-0.6 4.9 0 0.2 0.1 0.5 0.2 0.7 0 0.1 0 0.2 0.1 0.3 0 0.1 0.1 0.2 0.1 0.3 0.2 0.5 0.4 1 0.7 1.5 1.1 1.7 2.8 2.9 4.7 3.4 0.1 0 0.2 0 0.4 0.1 0.5 0.1 1.1 0.2 1.6 0.2h554c2.7 0 5.2-1.4 6.7-3.6 1.5-2.3 1.7-5.2 0.6-7.6zM400 364.2l38.1 120.3h-33.2l-11.4-15.6c-2.1-2.8-5.7-4-9-2.9l-37.8 12.8L400 364.2zM130.6 942.5l206.7-443.7 46.7-15.7 10.3 14.1c1.5 2.1 3.9 3.3 6.5 3.3h42.4l139.9 442H130.6z m469.3 0L451 472.2l208.7 470.3h-59.8z" fill="#9A2D2F" /><path d="M256.6 634.1L110.5 870.5c16.7-10.8 32.3-17.5 46.6-22.8l99.5-213.6zM232.5 803c20-37.3 8.5-116 60.5-149.5 38-24.5 48-62.5 48-88.5 0-18.9-7-35.5-13.9-44.3l-149 319.8c23.8-8.1 42.5-15.3 54.4-37.5z" fill="#FFFFFF" /></svg> </s>
Icon of Snow Mountain
Snow Mountain
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M264 267.6c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17-4.4 0-8 3.6-8 8s3.6 8 8 8c5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8zM72 206.4c5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17-4.4 0-8 3.6-8 8s3.6 8 8 8z" fill="#9A2D2F" /><path d="M343 104m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M343 144c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M908 951H118L522.7 81z" fill="#E895AF" /><path d="M798 951H118L522.7 81z" fill="#FFACC2" /><path d="M590.8 297L522.4 81 422 297l80.1-27 19.7 27z" fill="#FFFFFF" /><path d="M952 687.6c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-4.5 6.4-7.1 9.5-11 10.1L782.6 648c4 3.2 9.1 5.6 15.8 5.6 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2-5 0-7.5-3-12.7-10.2-4.2-6-9.8-13.9-19.5-16.3L530 77.8c0-0.1-0.1-0.1-0.1-0.2s-0.1-0.2-0.2-0.3c-0.1-0.2-0.3-0.5-0.4-0.7-0.1-0.1-0.1-0.2-0.2-0.3-0.2-0.2-0.3-0.4-0.5-0.6l-0.3-0.3c-0.2-0.2-0.4-0.4-0.6-0.5-0.1-0.1-0.2-0.2-0.3-0.2-0.2-0.1-0.4-0.3-0.6-0.4-0.1-0.1-0.3-0.1-0.4-0.2l-0.6-0.3c-0.1-0.1-0.3-0.1-0.4-0.2-0.2-0.1-0.4-0.1-0.7-0.2-0.2 0-0.3-0.1-0.5-0.1s-0.5-0.1-0.7-0.1h-0.7-1.1c-0.2 0-0.4 0.1-0.6 0.1-0.1 0-0.3 0-0.4 0.1-2.4 0.5-4.5 2.1-5.6 4.4L414.8 293.6c-0.2 0.5-0.4 1-0.5 1.5L112.9 943H102c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.6-8-8-8h-12.8L806.6 702.3c8.5-2.9 13.6-10.1 17.5-15.7 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8zM521.1 103.3L579.9 289h-54l-17.3-23.7c-2.1-2.8-5.7-4-9-2.9l-62.2 21 83.7-180.1zM130.6 943l297.5-639.6 71.1-23.9 16.2 22.2c1.5 2.1 3.9 3.3 6.5 3.3h63.3l201.9 638H130.6z m673.3 0l-230-726.5L895.7 943h-91.8z" fill="#9A2D2F" /><path d="M672 950.5H118l283.8-609z" fill="#DAE5FF" /><path d="M594 950.5H118l283.3-609z" fill="#CAE8FF" /><path d="M449 492.5l-47.8-151-70.2 151 56-18.9 13.8 18.9z" fill="#FFFFFF" /><path d="M679.3 947.3l-270.2-609c-1.3-2.9-4.1-4.7-7.2-4.8h-0.3-1.1c-2.8 0.2-5.4 2-6.6 4.6l-70.2 151c0 0.1 0 0.1-0.1 0.2L110.8 947.1c-0.7 1.5-0.9 3.2-0.6 4.9 0 0.2 0.1 0.5 0.2 0.7 0 0.1 0 0.2 0.1 0.3 0 0.1 0.1 0.2 0.1 0.3 0.2 0.5 0.4 1 0.7 1.5 1.1 1.7 2.8 2.9 4.7 3.4 0.1 0 0.2 0 0.4 0.1 0.5 0.1 1.1 0.2 1.6 0.2h554c2.7 0 5.2-1.4 6.7-3.6 1.5-2.3 1.7-5.2 0.6-7.6zM400 364.2l38.1 120.3h-33.2l-11.4-15.6c-2.1-2.8-5.7-4-9-2.9l-37.8 12.8L400 364.2zM130.6 942.5l206.7-443.7 46.7-15.7 10.3 14.1c1.5 2.1 3.9 3.3 6.5 3.3h42.4l139.9 442H130.6z m469.3 0L451 472.2l208.7 470.3h-59.8z" fill="#9A2D2F" /><path d="M256.6 634.1L110.5 870.5c16.7-10.8 32.3-17.5 46.6-22.8l99.5-213.6zM232.5 803c20-37.3 8.5-116 60.5-149.5 38-24.5 48-62.5 48-88.5 0-18.9-7-35.5-13.9-44.3l-149 319.8c23.8-8.1 42.5-15.3 54.4-37.5z" fill="#FFFFFF" /></svg>
true
"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"
<s>[INST] Icon of Suv here are the inputs Suv [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M894.4 812.1h-788.2c-17.1 0-30.9-14.3-30.9-32v-208H772c76 0 139.6 59.8 146.9 138.1l6.5 69.9c-0.1 17.6-13.9 32-31 32zM695.3 572h-620l52.9-163.8c4.3-13.2 16.6-22.2 30.5-22.2h444.5c13.3 0 25.3 8.3 29.9 20.7l62.2 165.3z" fill="#F2E779" /><path d="M953.3 812.1l-7.2-57.7c-4-32.1-31.3-56.3-63.5-56.3H767.2c-26.5 0-50.6 16.8-59.9 41.7l-27 72.3h273z" fill="#F9EBCD" /><path d="M920.3 812.1h-206l22.2-59.2c4.7-12.5 16.6-20.8 30-20.8h115.6c16.1 0 29.8 12 31.8 28l6.4 52z" fill="#F4CD9D" /><path d="M920.3 820.1h-206c-2.6 0-5.1-1.3-6.6-3.4-1.5-2.2-1.8-4.9-0.9-7.4L729 750c5.8-15.5 20.9-26 37.5-26h115.6c20.1 0 37.2 15.1 39.7 35l6.5 52c0.3 2.3-0.4 4.6-1.9 6.3-1.6 1.8-3.8 2.8-6.1 2.8z m-194.5-16h185.4l-5.4-43c-1.5-12-11.7-21-23.8-21H766.5c-9.9 0-19 6.3-22.5 15.6l-18.2 48.4z" fill="#9A2D2F" /><path d="M817.3 841.1m-80 0a80 80 0 1 0 160 0 80 80 0 1 0-160 0Z" fill="#DAE5FF" /><path d="M124.3 812.1l7.2-57.7c4-32.1 31.3-56.3 63.5-56.3h115.5c26.5 0 50.6 16.8 59.9 41.7l27 72.3h-273.1z" fill="#F9EBCD" /><path d="M157.3 812.1h206l-22.2-59.2c-4.7-12.5-16.6-20.8-30-20.8h-115.5c-16.1 0-29.8 12-31.8 28l-6.5 52z" fill="#F4CD9D" /><path d="M363.3 820.1h-206c-2.3 0-4.5-1-6-2.7-1.5-1.7-2.2-4-1.9-6.3l6.5-52c2.5-20 19.6-35 39.7-35h115.6c16.6 0 31.6 10.4 37.5 26l22.2 59.2c0.9 2.5 0.6 5.2-0.9 7.4-1.6 2.1-4.1 3.4-6.7 3.4z m-196.9-16h185.4l-18.2-48.4c-3.5-9.3-12.5-15.6-22.5-15.6h-115.5c-12.1 0-22.3 9-23.8 21l-5.4 43z" fill="#9A2D2F" /><path d="M260.3 841.1m-80 0a80 80 0 1 0 160 0 80 80 0 1 0-160 0Z" fill="#DAE5FF" /><path d="M796.2 641.1h-649.9c-4.4 0-8-3.6-8-8s3.6-8 8-8h649.8c4.4 0 8 3.6 8 8s-3.5 8-7.9 8z" fill="#9A2D2F" /><path d="M874.8 617.1h-22.5c-8.8 0-16 7.2-16 16s7.2 16 16 16h46.9c-6.7-11.8-14.9-22.5-24.4-32z" fill="#FFF5DC" /><path d="M364.3 536.1h-210c-11 0-18.7-10.8-15.2-21.1l25.5-75.1c4.4-13 16.6-21.7 30.3-21.7h169.3c8.8 0 16 7.2 16 16v86c0.1 8.7-7.1 15.9-15.9 15.9z" fill="#DAE5FF" /><path d="M364.3 544.1h-210c-7.7 0-15-3.7-19.5-10-4.6-6.4-5.7-14.3-3.2-21.7l25.5-75.1c5.5-16.2 20.8-27.2 37.9-27.2h169.3c13.2 0 24 10.8 24 24v86c0 13.2-10.8 24-24 24z m-169.3-118c-10.3 0-19.5 6.5-22.8 16.3l-25.5 75.1c-0.8 2.5-0.4 5.1 1.1 7.2 1.5 2.1 3.9 3.3 6.5 3.3h209.9c4.4 0 8-3.6 8-8v-86c0-4.4-3.6-8-8-8l-169.2 0.1z" fill="#9A2D2F" /><path d="M610.3 536.1h-159c-8.9 0-16-7.2-16-16v-86c0-8.8 7.2-16 16-16h118.2c13.7 0 25.9 8.7 30.4 21.7l25.5 75.1c3.6 10.4-4.2 21.2-15.1 21.2z" fill="#DAE5FF" /><path d="M610.3 544.1h-159c-13.2 0-24-10.8-24-24v-86c0-13.2 10.8-24 24-24h118.2c17.2 0 32.4 10.9 37.9 27.2l25.5 75.1c2.5 7.4 1.3 15.3-3.2 21.7-4.4 6.2-11.7 10-19.4 10z m-159-118c-4.4 0-8 3.6-8 8v86c0 4.4 3.6 8 8 8h158.9c2.6 0 5-1.2 6.5-3.4 1.5-2.1 1.9-4.7 1.1-7.2l-25.5-75.1c-3.3-9.7-12.5-16.3-22.8-16.3H451.3z" fill="#9A2D2F" /><path d="M261.3 842.1m-50 0a50 50 0 1 0 100 0 50 50 0 1 0-100 0Z" fill="#FFFFFF" /><path d="M261.3 900.1c-32 0-58-26-58-58s26-58 58-58 58 26 58 58-26 58-58 58z m0-100c-23.2 0-42 18.8-42 42s18.8 42 42 42 42-18.8 42-42-18.8-42-42-42z" fill="#9A2D2F" /><path d="M817.3 842.1m-50 0a50 50 0 1 0 100 0 50 50 0 1 0-100 0Z" fill="#FFFFFF" /><path d="M817.3 900.1c-32 0-58-26-58-58s26-58 58-58 58 26 58 58-26 58-58 58z m0-100c-23.2 0-42 18.8-42 42s18.8 42 42 42 42-18.8 42-42-18.8-42-42-42zM76.3 212.9c5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17-4.4 0-8 3.6-8 8s3.6 8 8 8zM76.3 262.9c5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17-4.4 0-8 3.6-8 8 0 4.5 3.6 8 8 8zM758.3 468.4c5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17-4.4 0-8 3.6-8 8s3.6 8 8 8zM758.3 518.4c5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17-4.4 0-8 3.6-8 8s3.6 8 8 8z" fill="#9A2D2F" /><path d="M349.1 104.1m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M349.1 144.1c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-18 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M961.2 811.1l-7.2-57.7c-2.5-19.9-12.9-37-27.8-48.4-4.6-38.1-22.1-73.1-49.7-99-28.7-27-65.9-41.9-104.7-41.9h-71.1L640.4 404c-5.8-15.5-20.9-25.9-37.4-25.9h-444.4c-17.4 0-32.7 11.1-38.1 27.7l-52.8 163.8c-0.2 0.5-0.2 0.9-0.3 1.4v209c0 22.1 17.5 40 38.9 40h68.6c-1.7 6.7-2.5 13.8-2.5 21 0 30.4 15.5 57.2 38.9 73h-108c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.6-8-8-8h-60.9c23.5-15.8 38.9-42.6 38.9-73 0-7.2-0.9-14.3-2.5-21h50.5c2.3 0 4.5-1 6-2.7s2.2-3.9 1.9-6.2z m-76.6-170h-32.3c-4.4 0-8-3.6-8-8s3.6-8 8-8h19.1c4.8 5 9.2 10.3 13.2 16z m-748.8-230.5c3.2-9.9 12.4-16.6 22.8-16.6h444.5c9.9 0 19 6.2 22.5 15.5l58.1 154.5h-597.4l49.5-153.4z m-12.2 342.8l-6.3 50.7h-11c-12.6 0-22.9-10.8-22.9-24v-200H772c30.4 0 59.7 10.2 83.8 29h-3.4c-13.2 0-24 10.8-24 24s10.8 24 24 24h43c6.1 11.9 10.5 24.6 13.2 37.8-8-3.1-16.8-4.8-25.8-4.8H767.2c-29.8 0-56.9 18.9-67.4 46.9l-25 67.1H402.9l-25-67.1c-10.5-28.1-37.6-46.9-67.4-46.9H195c-36.3 0-67 27.2-71.4 63.3z m9.8 50.7l6.1-48.7c3.5-28.1 27.4-49.3 55.5-49.3h115.5c23.2 0 44.2 14.7 52.4 36.5l22.9 61.5h-45.6c-14-30.1-44.5-51-79.8-51s-65.8 20.9-79.8 51h-47.2z m54.9 37c0-39.7 32.3-72 72-72s72 32.3 72 72-32.3 72-72 72-72-32.3-72-72z m121.1 73c23.5-15.8 38.9-42.6 38.9-73 0-7.2-0.9-14.3-2.5-21h386c-1.7 6.7-2.5 13.8-2.5 21 0 30.4 15.5 57.2 38.9 73H309.4z m507.9-1c-39.7 0-72-32.3-72-72s32.3-72 72-72 72 32.3 72 72-32.3 72-72 72z m79.8-109c-14-30.1-44.5-51-79.8-51s-65.8 20.9-79.8 51h-45.6l22.9-61.5c8.1-21.8 29.2-36.5 52.4-36.5h115.5c10.3 0 20.7 2 28.5 7.9 4.8 3.6 12.7 8.9 17.6 16.5 4.7 7.4 8.3 15.7 9.5 24.9l6.1 48.7h-47.3z" fill="#9A2D2F" /><path d="M601.4 425.8c9.6 0.5 19.9 0.9 30.7 1.2l-6.5-17.4c-3.5-9.3-12.5-15.5-22.5-15.5h-444.5c-6.1 0-11.8 2.3-16.1 6.2 3.8 8 11.9 15.5 23.9 21.9 7.4-7.5 17.6-12 28.6-12h169.3c8.3 0 15.6 4.2 19.9 10.6 20-5.8 35.5-11.2 51.1-13.6 13.6-2 27.8-0.2 46.2 3h88a39.7 39.7 0 0 1 31.9 15.6zM272.8 439.1c39.2-2 68.2-7.2 91.4-13H195c-4.2 0-8.3 1.1-11.8 3.1 22.2 7.5 52.5 11.7 89.6 9.9z" fill="#FFFFFF" /></svg> </s>
Icon of Suv
Suv
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M894.4 812.1h-788.2c-17.1 0-30.9-14.3-30.9-32v-208H772c76 0 139.6 59.8 146.9 138.1l6.5 69.9c-0.1 17.6-13.9 32-31 32zM695.3 572h-620l52.9-163.8c4.3-13.2 16.6-22.2 30.5-22.2h444.5c13.3 0 25.3 8.3 29.9 20.7l62.2 165.3z" fill="#F2E779" /><path d="M953.3 812.1l-7.2-57.7c-4-32.1-31.3-56.3-63.5-56.3H767.2c-26.5 0-50.6 16.8-59.9 41.7l-27 72.3h273z" fill="#F9EBCD" /><path d="M920.3 812.1h-206l22.2-59.2c4.7-12.5 16.6-20.8 30-20.8h115.6c16.1 0 29.8 12 31.8 28l6.4 52z" fill="#F4CD9D" /><path d="M920.3 820.1h-206c-2.6 0-5.1-1.3-6.6-3.4-1.5-2.2-1.8-4.9-0.9-7.4L729 750c5.8-15.5 20.9-26 37.5-26h115.6c20.1 0 37.2 15.1 39.7 35l6.5 52c0.3 2.3-0.4 4.6-1.9 6.3-1.6 1.8-3.8 2.8-6.1 2.8z m-194.5-16h185.4l-5.4-43c-1.5-12-11.7-21-23.8-21H766.5c-9.9 0-19 6.3-22.5 15.6l-18.2 48.4z" fill="#9A2D2F" /><path d="M817.3 841.1m-80 0a80 80 0 1 0 160 0 80 80 0 1 0-160 0Z" fill="#DAE5FF" /><path d="M124.3 812.1l7.2-57.7c4-32.1 31.3-56.3 63.5-56.3h115.5c26.5 0 50.6 16.8 59.9 41.7l27 72.3h-273.1z" fill="#F9EBCD" /><path d="M157.3 812.1h206l-22.2-59.2c-4.7-12.5-16.6-20.8-30-20.8h-115.5c-16.1 0-29.8 12-31.8 28l-6.5 52z" fill="#F4CD9D" /><path d="M363.3 820.1h-206c-2.3 0-4.5-1-6-2.7-1.5-1.7-2.2-4-1.9-6.3l6.5-52c2.5-20 19.6-35 39.7-35h115.6c16.6 0 31.6 10.4 37.5 26l22.2 59.2c0.9 2.5 0.6 5.2-0.9 7.4-1.6 2.1-4.1 3.4-6.7 3.4z m-196.9-16h185.4l-18.2-48.4c-3.5-9.3-12.5-15.6-22.5-15.6h-115.5c-12.1 0-22.3 9-23.8 21l-5.4 43z" fill="#9A2D2F" /><path d="M260.3 841.1m-80 0a80 80 0 1 0 160 0 80 80 0 1 0-160 0Z" fill="#DAE5FF" /><path d="M796.2 641.1h-649.9c-4.4 0-8-3.6-8-8s3.6-8 8-8h649.8c4.4 0 8 3.6 8 8s-3.5 8-7.9 8z" fill="#9A2D2F" /><path d="M874.8 617.1h-22.5c-8.8 0-16 7.2-16 16s7.2 16 16 16h46.9c-6.7-11.8-14.9-22.5-24.4-32z" fill="#FFF5DC" /><path d="M364.3 536.1h-210c-11 0-18.7-10.8-15.2-21.1l25.5-75.1c4.4-13 16.6-21.7 30.3-21.7h169.3c8.8 0 16 7.2 16 16v86c0.1 8.7-7.1 15.9-15.9 15.9z" fill="#DAE5FF" /><path d="M364.3 544.1h-210c-7.7 0-15-3.7-19.5-10-4.6-6.4-5.7-14.3-3.2-21.7l25.5-75.1c5.5-16.2 20.8-27.2 37.9-27.2h169.3c13.2 0 24 10.8 24 24v86c0 13.2-10.8 24-24 24z m-169.3-118c-10.3 0-19.5 6.5-22.8 16.3l-25.5 75.1c-0.8 2.5-0.4 5.1 1.1 7.2 1.5 2.1 3.9 3.3 6.5 3.3h209.9c4.4 0 8-3.6 8-8v-86c0-4.4-3.6-8-8-8l-169.2 0.1z" fill="#9A2D2F" /><path d="M610.3 536.1h-159c-8.9 0-16-7.2-16-16v-86c0-8.8 7.2-16 16-16h118.2c13.7 0 25.9 8.7 30.4 21.7l25.5 75.1c3.6 10.4-4.2 21.2-15.1 21.2z" fill="#DAE5FF" /><path d="M610.3 544.1h-159c-13.2 0-24-10.8-24-24v-86c0-13.2 10.8-24 24-24h118.2c17.2 0 32.4 10.9 37.9 27.2l25.5 75.1c2.5 7.4 1.3 15.3-3.2 21.7-4.4 6.2-11.7 10-19.4 10z m-159-118c-4.4 0-8 3.6-8 8v86c0 4.4 3.6 8 8 8h158.9c2.6 0 5-1.2 6.5-3.4 1.5-2.1 1.9-4.7 1.1-7.2l-25.5-75.1c-3.3-9.7-12.5-16.3-22.8-16.3H451.3z" fill="#9A2D2F" /><path d="M261.3 842.1m-50 0a50 50 0 1 0 100 0 50 50 0 1 0-100 0Z" fill="#FFFFFF" /><path d="M261.3 900.1c-32 0-58-26-58-58s26-58 58-58 58 26 58 58-26 58-58 58z m0-100c-23.2 0-42 18.8-42 42s18.8 42 42 42 42-18.8 42-42-18.8-42-42-42z" fill="#9A2D2F" /><path d="M817.3 842.1m-50 0a50 50 0 1 0 100 0 50 50 0 1 0-100 0Z" fill="#FFFFFF" /><path d="M817.3 900.1c-32 0-58-26-58-58s26-58 58-58 58 26 58 58-26 58-58 58z m0-100c-23.2 0-42 18.8-42 42s18.8 42 42 42 42-18.8 42-42-18.8-42-42-42zM76.3 212.9c5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17-4.4 0-8 3.6-8 8s3.6 8 8 8zM76.3 262.9c5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17-4.4 0-8 3.6-8 8 0 4.5 3.6 8 8 8zM758.3 468.4c5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17-4.4 0-8 3.6-8 8s3.6 8 8 8zM758.3 518.4c5 0 7.5 3 12.7 10.2 5.1 7.2 12 17 25.7 17s20.7-9.8 25.7-17c5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 13.8 0 20.7-9.8 25.7-17 5.1-7.3 7.7-10.2 12.7-10.2s7.5 3 12.7 10.2c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17s-20.7 9.8-25.7 17c-5.1 7.3-7.7 10.2-12.7 10.2s-7.5-3-12.7-10.2c-5.1-7.2-12-17-25.7-17-4.4 0-8 3.6-8 8s3.6 8 8 8z" fill="#9A2D2F" /><path d="M349.1 104.1m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M349.1 144.1c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-18 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M961.2 811.1l-7.2-57.7c-2.5-19.9-12.9-37-27.8-48.4-4.6-38.1-22.1-73.1-49.7-99-28.7-27-65.9-41.9-104.7-41.9h-71.1L640.4 404c-5.8-15.5-20.9-25.9-37.4-25.9h-444.4c-17.4 0-32.7 11.1-38.1 27.7l-52.8 163.8c-0.2 0.5-0.2 0.9-0.3 1.4v209c0 22.1 17.5 40 38.9 40h68.6c-1.7 6.7-2.5 13.8-2.5 21 0 30.4 15.5 57.2 38.9 73h-108c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.6-8-8-8h-60.9c23.5-15.8 38.9-42.6 38.9-73 0-7.2-0.9-14.3-2.5-21h50.5c2.3 0 4.5-1 6-2.7s2.2-3.9 1.9-6.2z m-76.6-170h-32.3c-4.4 0-8-3.6-8-8s3.6-8 8-8h19.1c4.8 5 9.2 10.3 13.2 16z m-748.8-230.5c3.2-9.9 12.4-16.6 22.8-16.6h444.5c9.9 0 19 6.2 22.5 15.5l58.1 154.5h-597.4l49.5-153.4z m-12.2 342.8l-6.3 50.7h-11c-12.6 0-22.9-10.8-22.9-24v-200H772c30.4 0 59.7 10.2 83.8 29h-3.4c-13.2 0-24 10.8-24 24s10.8 24 24 24h43c6.1 11.9 10.5 24.6 13.2 37.8-8-3.1-16.8-4.8-25.8-4.8H767.2c-29.8 0-56.9 18.9-67.4 46.9l-25 67.1H402.9l-25-67.1c-10.5-28.1-37.6-46.9-67.4-46.9H195c-36.3 0-67 27.2-71.4 63.3z m9.8 50.7l6.1-48.7c3.5-28.1 27.4-49.3 55.5-49.3h115.5c23.2 0 44.2 14.7 52.4 36.5l22.9 61.5h-45.6c-14-30.1-44.5-51-79.8-51s-65.8 20.9-79.8 51h-47.2z m54.9 37c0-39.7 32.3-72 72-72s72 32.3 72 72-32.3 72-72 72-72-32.3-72-72z m121.1 73c23.5-15.8 38.9-42.6 38.9-73 0-7.2-0.9-14.3-2.5-21h386c-1.7 6.7-2.5 13.8-2.5 21 0 30.4 15.5 57.2 38.9 73H309.4z m507.9-1c-39.7 0-72-32.3-72-72s32.3-72 72-72 72 32.3 72 72-32.3 72-72 72z m79.8-109c-14-30.1-44.5-51-79.8-51s-65.8 20.9-79.8 51h-45.6l22.9-61.5c8.1-21.8 29.2-36.5 52.4-36.5h115.5c10.3 0 20.7 2 28.5 7.9 4.8 3.6 12.7 8.9 17.6 16.5 4.7 7.4 8.3 15.7 9.5 24.9l6.1 48.7h-47.3z" fill="#9A2D2F" /><path d="M601.4 425.8c9.6 0.5 19.9 0.9 30.7 1.2l-6.5-17.4c-3.5-9.3-12.5-15.5-22.5-15.5h-444.5c-6.1 0-11.8 2.3-16.1 6.2 3.8 8 11.9 15.5 23.9 21.9 7.4-7.5 17.6-12 28.6-12h169.3c8.3 0 15.6 4.2 19.9 10.6 20-5.8 35.5-11.2 51.1-13.6 13.6-2 27.8-0.2 46.2 3h88a39.7 39.7 0 0 1 31.9 15.6zM272.8 439.1c39.2-2 68.2-7.2 91.4-13H195c-4.2 0-8.3 1.1-11.8 3.1 22.2 7.5 52.5 11.7 89.6 9.9z" fill="#FFFFFF" /></svg>
true
"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"
<s>[INST] Icon of The Trees here are the inputs The Trees [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M951.6 703.5c-13.8 0-20.7-9.8-25.7-16.9-5.1-7.2-7.7-10.2-12.7-10.2s-7.5 2.9-12.7 10.2c-5.1 7.1-12 16.9-25.7 16.9-13.8 0-20.7-9.8-25.7-16.9-5.1-7.2-7.7-10.2-12.7-10.2s-7.5 2.9-12.7 10.2c-5.1 7.1-12 16.9-25.7 16.9s-20.7-9.8-25.7-16.9c-5.1-7.2-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-7.9s3.6-7.9 8-7.9c13.8 0 20.7 9.8 25.7 16.9 5.1 7.2 7.7 10.2 12.7 10.2s7.5-2.9 12.7-10.2c5.1-7.1 12-16.9 25.7-16.9s20.7 9.8 25.7 16.9c5.1 7.2 7.7 10.2 12.7 10.2 5 0 7.5-2.9 12.7-10.2 5.1-7.1 12-16.9 25.7-16.9s20.7 9.8 25.7 16.9c5.1 7.2 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 7.9s-3.6 7.9-8 7.9zM951.6 653.5c-13.8 0-20.7-9.8-25.7-16.9-5.1-7.2-7.7-10.2-12.7-10.2s-7.5 2.9-12.7 10.2c-5.1 7.1-12 16.9-25.7 16.9-13.8 0-20.7-9.8-25.7-16.9-5.1-7.2-7.7-10.2-12.7-10.2s-7.5 2.9-12.7 10.2c-5.1 7.1-12 16.9-25.7 16.9s-20.7-9.8-25.7-16.9c-5.1-7.2-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-7.9s3.6-7.9 8-7.9c13.8 0 20.7 9.8 25.7 16.9 5.1 7.2 7.7 10.2 12.7 10.2s7.5-2.9 12.7-10.2c5.1-7.1 12-16.9 25.7-16.9s20.7 9.8 25.7 16.9c5.1 7.2 7.7 10.2 12.7 10.2 5 0 7.5-2.9 12.7-10.2 5.1-7.1 12-16.9 25.7-16.9s20.7 9.8 25.7 16.9c5.1 7.2 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 7.9s-3.6 7.9-8 7.9z" fill="#9A2D2F" /><path d="M342.6 104m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M342.6 144c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M915.6 336c0 141.4-114.6 256-256 256s-256-114.6-256-256c0-76.2 33.3-144.6 86.1-191.5C534.9 104.4 594.4 80 659.6 80c141.4 0 256 114.6 256 256z" fill="#FFEB4D" /><path d="M433.6 403.1c96-40.7 35-139.9 68-191.6 31.1-48.7 106.3-27.7 132-31.8s73.2-31.2 73-79.7c0-6-0.5-11.3-1.2-15.9-14.8-2.7-30.1-4.1-45.8-4.1-65.2 0-124.7 24.4-169.9 64.5-52.8 46.9-86.1 115.3-86.1 191.5 0 15.4 1.4 30.4 4 45.1 7.4 17.3 16 26.3 26 22z" fill="#FFFFFF" /><path d="M549.6 446c0 123.7-100.3 224-224 224s-224-100.3-224-224c0-66.6 29-126.4 75.2-167.4 39.6-35.2 91.7-56.6 148.8-56.6 123.7 0 224 100.3 224 224z" fill="#C0FCD0" /><path d="M925.6 943h-259V607.9c34.2-0.9 67.5-8 98.9-21.3 32.4-13.7 61.5-33.3 86.5-58.3s44.6-54.1 58.3-86.5c14.2-33.5 21.4-69.2 21.4-105.9s-7.2-72.3-21.4-105.9c-13.7-32.4-33.3-61.5-58.3-86.5s-54.1-44.6-86.5-58.3C732 71.2 696.3 64 659.6 64c-66.6 0-130.7 24.3-180.5 68.5-28.4 25.2-50.8 55.4-66.6 89.7-27.7-10.8-56.9-16.2-86.9-16.2-23.1 0-45.9 3.3-67.6 9.7-2.1-1.6-4.2-4.3-7-8.3-5.1-7.1-12-16.9-25.7-16.9-13.8 0-20.7 9.8-25.7 16.9-5.1 7.2-7.7 10.2-12.7 10.2-5 0-7.5-2.9-12.7-10.2-5.1-7.1-12-16.9-25.7-16.9-13.8 0-20.7 9.8-25.7 16.9-5.1 7.2-7.7 10.2-12.7 10.2-5 0-7.5-2.9-12.7-10.2-5.1-7.1-12-16.9-25.7-16.9-4.4 0-8 3.6-8 7.9s3.6 7.9 8 7.9c5 0 7.5 2.9 12.7 10.2 5.1 7.1 12 16.9 25.7 16.9 13.8 0 20.7-9.8 25.7-16.9 5.1-7.2 7.7-10.2 12.7-10.2 5 0 7.5 2.9 12.7 10.2 5.1 7.1 12 16.9 25.7 16.9 13.8 0 20.7-9.8 25.7-16.9 5.1-7.2 7.7-10.2 12.7-10.2s7.5 2.9 12.7 10.2c1.1 1.5 2.2 3.1 3.5 4.7-23.7 8.9-46.1 21.6-66.1 37.7-0.4-0.5-0.7-1-1.1-1.5-5.1-7.1-12-16.9-25.7-16.9-13.8 0-20.7 9.8-25.7 16.9-5.1 7.2-7.7 10.2-12.7 10.2-5 0-7.5-2.9-12.7-10.2-5.1-7.1-12-16.9-25.7-16.9-4.4 0-8 3.6-8 7.9s3.6 7.9 8 7.9c5 0 7.5 2.9 12.7 10.2 5.1 7.1 12 16.9 25.7 16.9 13.8 0 20.7-9.8 25.7-16.9 5.1-7.2 7.7-10.2 12.7-10.2 5 0 7.5 2.9 12.7 10.2 0.6 0.9 1.3 1.9 2 2.8-23.6 21.7-42.4 47.5-55.7 76.6-14.4 31.5-21.7 65.1-21.7 99.9 0 32.4 6.3 63.8 18.9 93.4 12.1 28.6 29.4 54.2 51.4 76.3 22 22 47.7 39.3 76.3 51.4 27.2 11.5 55.9 17.8 85.4 18.7V943h-216c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.9-8-8.3-8zM489.8 144.5C534.9 104.4 594.4 80 659.6 80c141.4 0 256 114.6 256 256 0 139-110.9 252.2-249 255.9V408.3l95.7-95.7-11.3-11.3-84.3 84.3V334h-16v106.7l-66.3-66.3-11.4 11.3 77.7 77.7v128.5c-41.2-1.4-80-12.6-114-31.3 3.7-6.8 7.1-13.9 10.2-21.1 12.5-29.6 18.9-61 18.9-93.4 0-32.4-6.3-63.8-18.9-93.4-12.1-28.6-29.4-54.2-51.4-76.3-19.9-19.9-42.8-35.9-68.1-47.8 14.7-32.3 36.1-60.9 62.4-84.1zM101.6 446c0-65.6 28.2-124.6 73.1-165.5 3.3 1.8 7.3 3 12.1 3 13.8 0 20.7-9.8 25.7-16.9 5.1-7.2 7.7-10.2 12.7-10.2s7.5 2.9 12.7 10.2c5.1 7.1 12 16.9 25.7 16.9 4.4 0 8-3.6 8-7.9s-3.6-7.9-8-7.9c-5 0-7.5-2.9-12.7-10.2-3.9-5.6-9-12.7-17.5-15.6 7.7-3.5 15.6-6.5 23.7-9.1 2 0.5 4.2 0.8 6.5 0.8 3.3 0 6.1-2 7.3-4.8 17.5-4.4 35.8-6.7 54.7-6.7 28.4 0 55.6 5.3 80.6 15 5 1.9 9.9 4 14.7 6.3 76 35.8 128.7 113.1 128.7 202.7 0 38.5-9.7 74.7-26.8 106.4-2.5 4.7-5.3 9.3-8.1 13.8-38.4 60.3-104.9 101-181 103.6V555.3l87.8-87.8 7.8-7.8-11.3-11.4-4.2 4.2-80.2 80.2V482h-16v106.7l-66.3-66.3-11.3 11.3 77.7 77.7v58.5C197.6 665.6 101.6 567 101.6 446z m232 239.9c29.6-1 58.3-7.2 85.4-18.7 28.6-12.1 54.2-29.4 76.3-51.4 12.6-12.6 23.7-26.5 33.1-41.4 8.2 4.5 16.6 8.6 25.3 12.3 30.8 13 63.3 20.1 96.9 21.2V943h-317V685.9z" fill="#9A2D2F" /><path d="M176.8 278.6c-46.1 41-75.2 100.8-75.2 167.4 0 27.7 5.1 54.3 14.3 78.8 51.3-47.1 9.1-127.9 37.7-172.8 31.1-48.7 106.3-27.7 132-31.8s73.2-31.2 73-79.7c0-6.1-0.5-11.5-1.3-16.3-10.4-1.5-20.9-2.2-31.7-2.2-57.1 0-109.3 21.4-148.8 56.6z" fill="#FFFFFF" /></svg> </s>
Icon of The Trees
The Trees
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M951.6 703.5c-13.8 0-20.7-9.8-25.7-16.9-5.1-7.2-7.7-10.2-12.7-10.2s-7.5 2.9-12.7 10.2c-5.1 7.1-12 16.9-25.7 16.9-13.8 0-20.7-9.8-25.7-16.9-5.1-7.2-7.7-10.2-12.7-10.2s-7.5 2.9-12.7 10.2c-5.1 7.1-12 16.9-25.7 16.9s-20.7-9.8-25.7-16.9c-5.1-7.2-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-7.9s3.6-7.9 8-7.9c13.8 0 20.7 9.8 25.7 16.9 5.1 7.2 7.7 10.2 12.7 10.2s7.5-2.9 12.7-10.2c5.1-7.1 12-16.9 25.7-16.9s20.7 9.8 25.7 16.9c5.1 7.2 7.7 10.2 12.7 10.2 5 0 7.5-2.9 12.7-10.2 5.1-7.1 12-16.9 25.7-16.9s20.7 9.8 25.7 16.9c5.1 7.2 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 7.9s-3.6 7.9-8 7.9zM951.6 653.5c-13.8 0-20.7-9.8-25.7-16.9-5.1-7.2-7.7-10.2-12.7-10.2s-7.5 2.9-12.7 10.2c-5.1 7.1-12 16.9-25.7 16.9-13.8 0-20.7-9.8-25.7-16.9-5.1-7.2-7.7-10.2-12.7-10.2s-7.5 2.9-12.7 10.2c-5.1 7.1-12 16.9-25.7 16.9s-20.7-9.8-25.7-16.9c-5.1-7.2-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-7.9s3.6-7.9 8-7.9c13.8 0 20.7 9.8 25.7 16.9 5.1 7.2 7.7 10.2 12.7 10.2s7.5-2.9 12.7-10.2c5.1-7.1 12-16.9 25.7-16.9s20.7 9.8 25.7 16.9c5.1 7.2 7.7 10.2 12.7 10.2 5 0 7.5-2.9 12.7-10.2 5.1-7.1 12-16.9 25.7-16.9s20.7 9.8 25.7 16.9c5.1 7.2 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 7.9s-3.6 7.9-8 7.9z" fill="#9A2D2F" /><path d="M342.6 104m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M342.6 144c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M915.6 336c0 141.4-114.6 256-256 256s-256-114.6-256-256c0-76.2 33.3-144.6 86.1-191.5C534.9 104.4 594.4 80 659.6 80c141.4 0 256 114.6 256 256z" fill="#FFEB4D" /><path d="M433.6 403.1c96-40.7 35-139.9 68-191.6 31.1-48.7 106.3-27.7 132-31.8s73.2-31.2 73-79.7c0-6-0.5-11.3-1.2-15.9-14.8-2.7-30.1-4.1-45.8-4.1-65.2 0-124.7 24.4-169.9 64.5-52.8 46.9-86.1 115.3-86.1 191.5 0 15.4 1.4 30.4 4 45.1 7.4 17.3 16 26.3 26 22z" fill="#FFFFFF" /><path d="M549.6 446c0 123.7-100.3 224-224 224s-224-100.3-224-224c0-66.6 29-126.4 75.2-167.4 39.6-35.2 91.7-56.6 148.8-56.6 123.7 0 224 100.3 224 224z" fill="#C0FCD0" /><path d="M925.6 943h-259V607.9c34.2-0.9 67.5-8 98.9-21.3 32.4-13.7 61.5-33.3 86.5-58.3s44.6-54.1 58.3-86.5c14.2-33.5 21.4-69.2 21.4-105.9s-7.2-72.3-21.4-105.9c-13.7-32.4-33.3-61.5-58.3-86.5s-54.1-44.6-86.5-58.3C732 71.2 696.3 64 659.6 64c-66.6 0-130.7 24.3-180.5 68.5-28.4 25.2-50.8 55.4-66.6 89.7-27.7-10.8-56.9-16.2-86.9-16.2-23.1 0-45.9 3.3-67.6 9.7-2.1-1.6-4.2-4.3-7-8.3-5.1-7.1-12-16.9-25.7-16.9-13.8 0-20.7 9.8-25.7 16.9-5.1 7.2-7.7 10.2-12.7 10.2-5 0-7.5-2.9-12.7-10.2-5.1-7.1-12-16.9-25.7-16.9-13.8 0-20.7 9.8-25.7 16.9-5.1 7.2-7.7 10.2-12.7 10.2-5 0-7.5-2.9-12.7-10.2-5.1-7.1-12-16.9-25.7-16.9-4.4 0-8 3.6-8 7.9s3.6 7.9 8 7.9c5 0 7.5 2.9 12.7 10.2 5.1 7.1 12 16.9 25.7 16.9 13.8 0 20.7-9.8 25.7-16.9 5.1-7.2 7.7-10.2 12.7-10.2 5 0 7.5 2.9 12.7 10.2 5.1 7.1 12 16.9 25.7 16.9 13.8 0 20.7-9.8 25.7-16.9 5.1-7.2 7.7-10.2 12.7-10.2s7.5 2.9 12.7 10.2c1.1 1.5 2.2 3.1 3.5 4.7-23.7 8.9-46.1 21.6-66.1 37.7-0.4-0.5-0.7-1-1.1-1.5-5.1-7.1-12-16.9-25.7-16.9-13.8 0-20.7 9.8-25.7 16.9-5.1 7.2-7.7 10.2-12.7 10.2-5 0-7.5-2.9-12.7-10.2-5.1-7.1-12-16.9-25.7-16.9-4.4 0-8 3.6-8 7.9s3.6 7.9 8 7.9c5 0 7.5 2.9 12.7 10.2 5.1 7.1 12 16.9 25.7 16.9 13.8 0 20.7-9.8 25.7-16.9 5.1-7.2 7.7-10.2 12.7-10.2 5 0 7.5 2.9 12.7 10.2 0.6 0.9 1.3 1.9 2 2.8-23.6 21.7-42.4 47.5-55.7 76.6-14.4 31.5-21.7 65.1-21.7 99.9 0 32.4 6.3 63.8 18.9 93.4 12.1 28.6 29.4 54.2 51.4 76.3 22 22 47.7 39.3 76.3 51.4 27.2 11.5 55.9 17.8 85.4 18.7V943h-216c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.9-8-8.3-8zM489.8 144.5C534.9 104.4 594.4 80 659.6 80c141.4 0 256 114.6 256 256 0 139-110.9 252.2-249 255.9V408.3l95.7-95.7-11.3-11.3-84.3 84.3V334h-16v106.7l-66.3-66.3-11.4 11.3 77.7 77.7v128.5c-41.2-1.4-80-12.6-114-31.3 3.7-6.8 7.1-13.9 10.2-21.1 12.5-29.6 18.9-61 18.9-93.4 0-32.4-6.3-63.8-18.9-93.4-12.1-28.6-29.4-54.2-51.4-76.3-19.9-19.9-42.8-35.9-68.1-47.8 14.7-32.3 36.1-60.9 62.4-84.1zM101.6 446c0-65.6 28.2-124.6 73.1-165.5 3.3 1.8 7.3 3 12.1 3 13.8 0 20.7-9.8 25.7-16.9 5.1-7.2 7.7-10.2 12.7-10.2s7.5 2.9 12.7 10.2c5.1 7.1 12 16.9 25.7 16.9 4.4 0 8-3.6 8-7.9s-3.6-7.9-8-7.9c-5 0-7.5-2.9-12.7-10.2-3.9-5.6-9-12.7-17.5-15.6 7.7-3.5 15.6-6.5 23.7-9.1 2 0.5 4.2 0.8 6.5 0.8 3.3 0 6.1-2 7.3-4.8 17.5-4.4 35.8-6.7 54.7-6.7 28.4 0 55.6 5.3 80.6 15 5 1.9 9.9 4 14.7 6.3 76 35.8 128.7 113.1 128.7 202.7 0 38.5-9.7 74.7-26.8 106.4-2.5 4.7-5.3 9.3-8.1 13.8-38.4 60.3-104.9 101-181 103.6V555.3l87.8-87.8 7.8-7.8-11.3-11.4-4.2 4.2-80.2 80.2V482h-16v106.7l-66.3-66.3-11.3 11.3 77.7 77.7v58.5C197.6 665.6 101.6 567 101.6 446z m232 239.9c29.6-1 58.3-7.2 85.4-18.7 28.6-12.1 54.2-29.4 76.3-51.4 12.6-12.6 23.7-26.5 33.1-41.4 8.2 4.5 16.6 8.6 25.3 12.3 30.8 13 63.3 20.1 96.9 21.2V943h-317V685.9z" fill="#9A2D2F" /><path d="M176.8 278.6c-46.1 41-75.2 100.8-75.2 167.4 0 27.7 5.1 54.3 14.3 78.8 51.3-47.1 9.1-127.9 37.7-172.8 31.1-48.7 106.3-27.7 132-31.8s73.2-31.2 73-79.7c0-6.1-0.5-11.5-1.3-16.3-10.4-1.5-20.9-2.2-31.7-2.2-57.1 0-109.3 21.4-148.8 56.6z" fill="#FFFFFF" /></svg>
true
"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"
<s>[INST] Icon of Villa here are the inputs Villa [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M265 282.6c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.9-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM265 232.6c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.9-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M353 103m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M353 143c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M839 918.5H199v-562l476-105 164 105z" fill="#FFACC2" /><path d="M264 516v-96l404-101 247 95.1v-94.3L668 190 113 339.8v333.5L528 597v115l-415 78.1V918h802V507.6L668 433z" fill="#FFEB4D" /><path d="M668 917.5h247V507.1l-247-74.6z" fill="#DAE5FF" /><path d="M926.3 685.6c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-3.7-5.3-8.5-12.1-16.3-15.3v-30c1 1.3 2 2.7 3.3 4.4 5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-3.7-5.3-8.5-12.1-16.3-15.3V507.1c0-3.5-2.3-6.6-5.7-7.7L847 478.2v-81.7l65.1 25.1c2.5 0.9 5.2 0.6 7.4-0.9s3.5-4 3.5-6.6v-94.2c0-3-1.6-5.7-4.3-7.1L671.7 183c-1.8-0.9-3.9-1.2-5.8-0.6l-555 149.8c-3.5 0.9-5.9 4.1-5.9 7.7v333.5c0 2.4 1.1 4.6 2.9 6.1 1.8 1.5 4.2 2.2 6.6 1.7l76.6-14.1v100.2l-79.5 15c-3.8 0.7-6.5 4-6.5 7.9V911h-31c-4.4 0-8 3.6-8 8s3.6 8 8 8h876c4.4 0 8-3.6 8-8s-3.6-8-8-8H923V681.2c1 1.2 2.1 2.7 3.3 4.4zM676 443.8l155 46.8 16 4.8 60 18.1v396H676V443.8z m155 29.6l-160.7-48.5c-2.2-0.7-4.6-0.3-6.6 0.9L272 506.2v-79.9l395.5-98.9L831 390.3v83.1zM207 664.2l313-57.5v98.7l-313 58.9V664.2z m-86 132.5l70-13.2 16-3 322.5-60.7c3.8-0.7 6.5-4 6.5-7.9V597c0-2.4-1.1-4.6-2.9-6.1-1.8-1.5-4.2-2.1-6.6-1.7L207 647.9l-16 2.9-70 12.9V346l546.1-147.4L907 324.7v77.8l-60-23.1-16-6.2-160.1-61.6c-1.5-0.6-3.2-0.7-4.8-0.3l-404 101c-3.6 0.9-6.1 4.1-6.1 7.8v96c0 2.4 1.1 4.7 2.9 6.2s4.3 2.1 6.7 1.6l394.4-81V910H121V796.7z" fill="#9A2D2F" /><path d="M121 346v177c15.4 3.1 31.7 3.5 48-0.6 63-16.1-6.3-97.3 8.3-142.7 14.7-45.3 135.7-16 199.7-72 78-68.2 145-2.8 235-46.7 37.8-18.4 52.9-41 57.7-61l-2.7-1.4L121 346z" fill="#FFFFFF" /></svg> </s>
Icon of Villa
Villa
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M265 282.6c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.9-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM265 232.6c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.9-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M353 103m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M353 143c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M839 918.5H199v-562l476-105 164 105z" fill="#FFACC2" /><path d="M264 516v-96l404-101 247 95.1v-94.3L668 190 113 339.8v333.5L528 597v115l-415 78.1V918h802V507.6L668 433z" fill="#FFEB4D" /><path d="M668 917.5h247V507.1l-247-74.6z" fill="#DAE5FF" /><path d="M926.3 685.6c5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-3.7-5.3-8.5-12.1-16.3-15.3v-30c1 1.3 2 2.7 3.3 4.4 5.1 7.2 12 17 25.7 17 4.4 0 8-3.6 8-8s-3.6-8-8-8c-5 0-7.5-3-12.7-10.2-3.7-5.3-8.5-12.1-16.3-15.3V507.1c0-3.5-2.3-6.6-5.7-7.7L847 478.2v-81.7l65.1 25.1c2.5 0.9 5.2 0.6 7.4-0.9s3.5-4 3.5-6.6v-94.2c0-3-1.6-5.7-4.3-7.1L671.7 183c-1.8-0.9-3.9-1.2-5.8-0.6l-555 149.8c-3.5 0.9-5.9 4.1-5.9 7.7v333.5c0 2.4 1.1 4.6 2.9 6.1 1.8 1.5 4.2 2.2 6.6 1.7l76.6-14.1v100.2l-79.5 15c-3.8 0.7-6.5 4-6.5 7.9V911h-31c-4.4 0-8 3.6-8 8s3.6 8 8 8h876c4.4 0 8-3.6 8-8s-3.6-8-8-8H923V681.2c1 1.2 2.1 2.7 3.3 4.4zM676 443.8l155 46.8 16 4.8 60 18.1v396H676V443.8z m155 29.6l-160.7-48.5c-2.2-0.7-4.6-0.3-6.6 0.9L272 506.2v-79.9l395.5-98.9L831 390.3v83.1zM207 664.2l313-57.5v98.7l-313 58.9V664.2z m-86 132.5l70-13.2 16-3 322.5-60.7c3.8-0.7 6.5-4 6.5-7.9V597c0-2.4-1.1-4.6-2.9-6.1-1.8-1.5-4.2-2.1-6.6-1.7L207 647.9l-16 2.9-70 12.9V346l546.1-147.4L907 324.7v77.8l-60-23.1-16-6.2-160.1-61.6c-1.5-0.6-3.2-0.7-4.8-0.3l-404 101c-3.6 0.9-6.1 4.1-6.1 7.8v96c0 2.4 1.1 4.7 2.9 6.2s4.3 2.1 6.7 1.6l394.4-81V910H121V796.7z" fill="#9A2D2F" /><path d="M121 346v177c15.4 3.1 31.7 3.5 48-0.6 63-16.1-6.3-97.3 8.3-142.7 14.7-45.3 135.7-16 199.7-72 78-68.2 145-2.8 235-46.7 37.8-18.4 52.9-41 57.7-61l-2.7-1.4L121 346z" fill="#FFFFFF" /></svg>
true
"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"
<s>[INST] Icon of Bench here are the inputs Bench [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M266.6 239.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM266.6 289.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM954.6 700.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM954.6 750.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M349.6 106.1m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M349.6 146.1c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M577.5 594.1h-405v56h512v-56z" fill="#FFE0B6" /><path d="M172.5 505.1h512v56h-512z" fill="#DAE5FF" /><path d="M716.5 767.1h-576l32-54h512z" fill="#FFD7F5" /><path d="M579.5 161l-22.6-22.6 18.4-18.4c6.2-6.2 16.4-6.2 22.6 0 6.2 6.2 6.2 16.4 0 22.6L579.5 161z" fill="#DAE5FF" /><path d="M567.8 150.1c-31.2-31.2-81.9-31.2-113.1 0l113.1 113.1c31.2-31.2 31.2-81.8 0-113.1z" fill="#FFACC2" /><path d="M926.5 914.1H745.6l-0.5-758.7c0-3-1.7-5.8-4.4-7.2L623.9 90.1c-3.7-1.9-8.2-0.5-10.4 3l-16.7 16.7c-8.9-4.2-19.9-2.7-27.3 4.7L554 130c-33.5-18.7-76.7-13.8-105.1 14.6-1.5 1.5-2.3 3.5-2.3 5.7s0.8 4.2 2.3 5.7L562 269.1c1.5 1.5 3.5 2.3 5.7 2.3s4.2-0.8 5.7-2.3c28.4-28.4 33.3-71.6 14.6-105.1l15.5-15.5c4.5-4.5 7-10.5 7-17 0-3.6-0.8-7.2-2.3-10.3l13.9-13.9 107 53.3 0.5 753.7h-97.1v-139h84c2.9 0 5.5-1.5 7-4 1.4-2.5 1.4-5.6-0.1-8l-32-54c-1.4-2.4-4.1-3.9-6.9-3.9h-107v-47h107c4.4 0 8-3.6 8-8v-56c0-4.4-3.6-8-8-8h-107v-17h107c4.4 0 8-3.6 8-8v-56c0-4.4-3.6-8-8-8h-512c-4.4 0-8 3.6-8 8v56c0 4.4 3.6 8 8 8h108v17h-108c-4.4 0-8 3.6-8 8v56c0 4.4 3.6 8 8 8h108v47h-108c-2.8 0-5.4 1.5-6.9 3.9l-32 54c-1.5 2.5-1.5 5.5-0.1 8s4.1 4 7 4h84v139h-122c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.5-8.2-8-8.2zM567.4 251.6L466.2 150.4c28.2-22.6 69.7-20.8 95.9 5.3 26.2 26.2 27.9 67.7 5.3 95.9zM592.2 137l-12.7 12.7-11.3-11.3 12.7-12.7c3.1-3.1 8.2-3.1 11.3 0 1.5 1.5 2.3 3.5 2.3 5.7 0 2.1-0.8 4.1-2.3 5.6zM180.5 553.1v-40h496v40h-496z m381 16v17h-265v-17h265z m-381 73v-40h496v40h-496z m381 16v47h-265v-47h265z m-406.9 101l22.5-38H680l22.5 38H154.6z m85.9 16h376v139h-376v-139z" fill="#9A2D2F" /><path d="M466.2 150.4l31.9 31.9c17.9-12.6 31.9-25.9 31.9-45.1-21.6-5.8-45.4-1.4-63.8 13.2zM327.9 732.2c18 0.5 35.1 13.7 65.2 8.9 11.5-1.9 24.2-12.7 55.2-10.7 22 1.4 50-0.5 68.3-9.3H305.2c0.1 9.6 13.7 10.9 22.7 11.1zM198.5 721.1h-21.4l-13.3 22.5c14.1-2.5 27.1-9 34.7-22.5zM680 721.1s1 16.6-22.3 15.6-29.5-5.1-51.4-5.1c-20.2 0-29.5-10.6-29.5-10.6H680z" fill="#FFFFFF" /></svg> </s>
Icon of Bench
Bench
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M266.6 239.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM266.6 289.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM954.6 700.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8zM954.6 750.7c-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17-13.8 0-20.7-9.8-25.7-17-5.1-7.3-7.7-10.2-12.7-10.2s-7.5 3-12.7 10.2c-5.1 7.2-12 17-25.7 17s-20.7-9.8-25.7-17c-5.1-7.3-7.7-10.2-12.7-10.2-4.4 0-8-3.6-8-8s3.6-8 8-8c13.8 0 20.7 9.8 25.7 17 5.1 7.3 7.7 10.2 12.7 10.2s7.5-3 12.7-10.2c5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 5 0 7.5-3 12.7-10.2 5.1-7.2 12-17 25.7-17s20.7 9.8 25.7 17c5.1 7.3 7.7 10.2 12.7 10.2 4.4 0 8 3.6 8 8s-3.6 8-8 8z" fill="#9A2D2F" /><path d="M349.6 106.1m-32 0a32 32 0 1 0 64 0 32 32 0 1 0-64 0Z" fill="#FFEB4D" /><path d="M349.6 146.1c-22.1 0-40-17.9-40-40s17.9-40 40-40 40 17.9 40 40-17.9 40-40 40z m0-64c-13.2 0-24 10.8-24 24s10.8 24 24 24 24-10.8 24-24-10.8-24-24-24z" fill="#9A2D2F" /><path d="M577.5 594.1h-405v56h512v-56z" fill="#FFE0B6" /><path d="M172.5 505.1h512v56h-512z" fill="#DAE5FF" /><path d="M716.5 767.1h-576l32-54h512z" fill="#FFD7F5" /><path d="M579.5 161l-22.6-22.6 18.4-18.4c6.2-6.2 16.4-6.2 22.6 0 6.2 6.2 6.2 16.4 0 22.6L579.5 161z" fill="#DAE5FF" /><path d="M567.8 150.1c-31.2-31.2-81.9-31.2-113.1 0l113.1 113.1c31.2-31.2 31.2-81.8 0-113.1z" fill="#FFACC2" /><path d="M926.5 914.1H745.6l-0.5-758.7c0-3-1.7-5.8-4.4-7.2L623.9 90.1c-3.7-1.9-8.2-0.5-10.4 3l-16.7 16.7c-8.9-4.2-19.9-2.7-27.3 4.7L554 130c-33.5-18.7-76.7-13.8-105.1 14.6-1.5 1.5-2.3 3.5-2.3 5.7s0.8 4.2 2.3 5.7L562 269.1c1.5 1.5 3.5 2.3 5.7 2.3s4.2-0.8 5.7-2.3c28.4-28.4 33.3-71.6 14.6-105.1l15.5-15.5c4.5-4.5 7-10.5 7-17 0-3.6-0.8-7.2-2.3-10.3l13.9-13.9 107 53.3 0.5 753.7h-97.1v-139h84c2.9 0 5.5-1.5 7-4 1.4-2.5 1.4-5.6-0.1-8l-32-54c-1.4-2.4-4.1-3.9-6.9-3.9h-107v-47h107c4.4 0 8-3.6 8-8v-56c0-4.4-3.6-8-8-8h-107v-17h107c4.4 0 8-3.6 8-8v-56c0-4.4-3.6-8-8-8h-512c-4.4 0-8 3.6-8 8v56c0 4.4 3.6 8 8 8h108v17h-108c-4.4 0-8 3.6-8 8v56c0 4.4 3.6 8 8 8h108v47h-108c-2.8 0-5.4 1.5-6.9 3.9l-32 54c-1.5 2.5-1.5 5.5-0.1 8s4.1 4 7 4h84v139h-122c-4.4 0-8 3.6-8 8s3.6 8 8 8h824c4.4 0 8-3.6 8-8s-3.5-8.2-8-8.2zM567.4 251.6L466.2 150.4c28.2-22.6 69.7-20.8 95.9 5.3 26.2 26.2 27.9 67.7 5.3 95.9zM592.2 137l-12.7 12.7-11.3-11.3 12.7-12.7c3.1-3.1 8.2-3.1 11.3 0 1.5 1.5 2.3 3.5 2.3 5.7 0 2.1-0.8 4.1-2.3 5.6zM180.5 553.1v-40h496v40h-496z m381 16v17h-265v-17h265z m-381 73v-40h496v40h-496z m381 16v47h-265v-47h265z m-406.9 101l22.5-38H680l22.5 38H154.6z m85.9 16h376v139h-376v-139z" fill="#9A2D2F" /><path d="M466.2 150.4l31.9 31.9c17.9-12.6 31.9-25.9 31.9-45.1-21.6-5.8-45.4-1.4-63.8 13.2zM327.9 732.2c18 0.5 35.1 13.7 65.2 8.9 11.5-1.9 24.2-12.7 55.2-10.7 22 1.4 50-0.5 68.3-9.3H305.2c0.1 9.6 13.7 10.9 22.7 11.1zM198.5 721.1h-21.4l-13.3 22.5c14.1-2.5 27.1-9 34.7-22.5zM680 721.1s1 16.6-22.3 15.6-29.5-5.1-51.4-5.1c-20.2 0-29.5-10.6-29.5-10.6H680z" fill="#FFFFFF" /></svg>
true
"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"
<s>[INST] Icon of Pen here are the inputs Pen [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M547.8 408.1H291.9v-92.8c0-15.2 12.4-27.6 27.6-27.6h200.7c15.2 0 27.6 12.4 27.6 27.6v92.8z" fill="#D5D9CF" /><path d="M553.3 413.6H286.4v-98.3c0-18.3 14.9-33.1 33.1-33.1h200.7c18.3 0 33.1 14.9 33.1 33.1v98.3z m-255.9-11h244.9v-87.3c0-12.2-9.9-22.1-22.1-22.1H319.5c-12.2 0-22.1 9.9-22.1 22.1v87.3z" fill="#333336" /><path d="M558.7 446.2H281c-6.6 0-12-5.4-12-12v-14.1c0-6.6 5.4-12 12-12h277.7c6.6 0 12 5.4 12 12v14.1c0 6.6-5.4 12-12 12z" fill="#D5D9CF" /><path d="M558.7 451.7H281c-9.6 0-17.5-7.9-17.5-17.5v-14.1c0-9.6 7.9-17.5 17.5-17.5h277.7c9.6 0 17.5 7.9 17.5 17.5v14.1c0 9.7-7.8 17.5-17.5 17.5zM281 413.6c-3.6 0-6.5 2.9-6.5 6.5v14.1c0 3.6 2.9 6.5 6.5 6.5h277.7c3.6 0 6.5-2.9 6.5-6.5v-14.1c0-3.6-2.9-6.5-6.5-6.5H281z" fill="#333336" /><path d="M608.2 488.4c-20.7-4.2-41.2-8.2-78.7-11v-31.2H310.2v31.7c-36.8 3-57.6 7.4-78.9 11.8-30.4 6.2-52.1 32.9-52.1 63.9v232.8c0 11.9 9.7 21.6 21.6 21.6h438.1c11.9 0 21.6-9.7 21.6-21.6V552.3c0-31.1-21.9-57.8-52.3-63.9z" fill="#FFD632" /><path d="M638.9 813.5H200.8c-14.9 0-27.1-12.1-27.1-27.1V553.5c0-33.4 23.8-62.6 56.5-69.3l1.8-0.4c19.5-4 39.6-8.1 72.7-11.1v-32.1H535v31.6c35 2.8 55 6.8 74.3 10.7 32.9 6.6 56.7 35.7 56.7 69.3v234.1c0 15-12.2 27.2-27.1 27.2zM315.7 451.7V483l-5.1 0.4c-35.4 2.9-56.3 7.2-76.4 11.3l-1.8 0.4c-27.7 5.7-47.7 30.3-47.7 58.5v232.8c0 8.9 7.2 16.1 16.1 16.1h438.1c8.9 0 16.1-7.2 16.1-16.1V552.3c0-28.3-20.1-53-47.9-58.5-19.9-4-40.5-8.1-78-10.9l-5.1-0.4v-30.8H315.7z" fill="#333336" /><path d="M661.4 830.7h-483c-6.5 0-11.7-5.2-11.7-11.7v-36.7c0-6.5 5.2-11.7 11.7-11.7h483c6.5 0 11.7 5.2 11.7 11.7V819c0 6.5-5.3 11.7-11.7 11.7z" fill="#D8A128" /><path d="M661.4 836.2h-483c-9.5 0-17.2-7.7-17.2-17.2v-36.7c0-9.5 7.7-17.2 17.2-17.2h483c9.5 0 17.2 7.7 17.2 17.2V819c0 9.5-7.7 17.2-17.2 17.2z m-483.1-60.1c-3.4 0-6.2 2.8-6.2 6.2V819c0 3.4 2.8 6.2 6.2 6.2h483c3.4 0 6.2-2.8 6.2-6.2v-36.7c0-3.4-2.8-6.2-6.2-6.2h-483z" fill="#333336" /><path d="M179.2 588.3h481.3v110.9H179.2z" fill="#68A240" /><path d="M666 704.7H173.7V582.8H666v121.9z m-481.3-11H655v-99.9H184.7v99.9z" fill="#333336" /><path d="M826.5 703.2l6.5 127c0 2.1-1.3 3.8-2.6 5.4-16.2 20.7-37.5 55.4-45.9 67-3.2 4.5-9.5 5-12.3 0.2-8.5-14.7-30.7-53-45.8-67.3-1.4-1.3-2.2-3.2-2.2-5.1l6.5-127.3c0-3.9 3.1-7 7-7h81.7c4 0.1 7.1 3.3 7.1 7.1z" fill="#D5D9CF" /><path d="M777.9 911.8h-0.7c-4.1-0.2-7.7-2.4-9.8-6.1-7.5-12.9-30.1-52.1-44.8-66-2.5-2.4-3.9-5.7-3.9-9.1v-0.3l6.4-127.2c0.1-6.8 5.7-12.4 12.5-12.4h81.7c6.9 0 12.4 5.5 12.5 12.4l6.5 127.2c0 4-2.2 6.9-3.7 8.8-10.3 13.2-22.7 32-32.6 47.2-5.4 8.3-10.1 15.4-13.2 19.6-2.5 3.7-6.6 5.9-10.9 5.9z m-48.1-81.1c0 0.4 0.2 0.7 0.5 1 14.2 13.4 33.5 45.5 46.7 68.5 0.3 0.6 0.6 0.6 0.9 0.6 0.6 0 1.5-0.4 2.2-1.3 2.9-4 7.5-11.1 12.9-19.2 10-15.3 22.6-34.4 33.1-48 0.4-0.6 1.3-1.6 1.4-2l-6.4-127c0-0.8-0.7-1.5-1.5-1.5h-81.7c-0.8 0-1.5 0.7-1.5 1.5v0.3l-6.6 127.1z" fill="#333336" /><path d="M802.4 739.7h-47.6c-23.2 0-42-18.8-42-42V335.6h131.6v362.1c0 23.2-18.8 42-42 42z" fill="#FFD632" /><path d="M802.4 745.2h-47.6c-26.2 0-47.5-21.3-47.5-47.5V330.1h142.6v367.6c0 26.2-21.3 47.5-47.5 47.5z m-84.1-404.1v356.6c0 20.1 16.4 36.5 36.5 36.5h47.6c20.1 0 36.5-16.4 36.5-36.5V341.1H718.3z" fill="#333336" /><path d="M857.4 264.3c0-110.9-35.3-146.6-78.8-146.6s-78.8 35.7-78.8 146.6v157.8c0 33.5 27.2 60.7 60.7 60.7h36.2c33.5 0 60.7-27.2 60.7-60.7V264.3z" fill="#68A240" /><path d="M796.7 488.3h-36.2c-36.5 0-66.2-29.7-66.2-66.2V264.3c0-52.8 8-92.4 23.9-117.8 14.2-22.7 34.5-34.3 60.4-34.3s46.1 11.5 60.4 34.3c15.9 25.4 23.9 65 23.9 117.8v157.8c0 36.5-29.7 66.2-66.2 66.2z m-18.1-365.1c-21.8 0-38.9 9.8-51 29.1-14.8 23.6-22.2 61.2-22.2 112v157.8c0 30.4 24.8 55.2 55.2 55.2h36.2c30.4 0 55.2-24.8 55.2-55.2V264.3c0-50.7-7.5-88.4-22.2-112-12.2-19.3-29.4-29.1-51.2-29.1z" fill="#333336" /><path d="M778.6 791.1m-14.3 0a14.3 14.3 0 1 0 28.6 0 14.3 14.3 0 1 0-28.6 0Z" fill="#F2F0E7" /><path d="M778.6 810.9c-10.9 0-19.8-8.9-19.8-19.8s8.9-19.8 19.8-19.8 19.8 8.9 19.8 19.8-8.9 19.8-19.8 19.8z m0-28.6c-4.9 0-8.8 3.9-8.8 8.8s3.9 8.8 8.8 8.8 8.8-3.9 8.8-8.8-3.9-8.8-8.8-8.8z" fill="#333336" /><path d="M773.1 805.4h11v97.5h-11z" fill="#333336" /><path d="M778.6 421.7c-3.3 0-6-2.7-6-6V194.9c0-3.3 2.7-6 6-6s6 2.7 6 6v220.8c0 3.3-2.7 6-6 6z" fill="#333336" /></svg> </s>
Icon of Pen
Pen
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M547.8 408.1H291.9v-92.8c0-15.2 12.4-27.6 27.6-27.6h200.7c15.2 0 27.6 12.4 27.6 27.6v92.8z" fill="#D5D9CF" /><path d="M553.3 413.6H286.4v-98.3c0-18.3 14.9-33.1 33.1-33.1h200.7c18.3 0 33.1 14.9 33.1 33.1v98.3z m-255.9-11h244.9v-87.3c0-12.2-9.9-22.1-22.1-22.1H319.5c-12.2 0-22.1 9.9-22.1 22.1v87.3z" fill="#333336" /><path d="M558.7 446.2H281c-6.6 0-12-5.4-12-12v-14.1c0-6.6 5.4-12 12-12h277.7c6.6 0 12 5.4 12 12v14.1c0 6.6-5.4 12-12 12z" fill="#D5D9CF" /><path d="M558.7 451.7H281c-9.6 0-17.5-7.9-17.5-17.5v-14.1c0-9.6 7.9-17.5 17.5-17.5h277.7c9.6 0 17.5 7.9 17.5 17.5v14.1c0 9.7-7.8 17.5-17.5 17.5zM281 413.6c-3.6 0-6.5 2.9-6.5 6.5v14.1c0 3.6 2.9 6.5 6.5 6.5h277.7c3.6 0 6.5-2.9 6.5-6.5v-14.1c0-3.6-2.9-6.5-6.5-6.5H281z" fill="#333336" /><path d="M608.2 488.4c-20.7-4.2-41.2-8.2-78.7-11v-31.2H310.2v31.7c-36.8 3-57.6 7.4-78.9 11.8-30.4 6.2-52.1 32.9-52.1 63.9v232.8c0 11.9 9.7 21.6 21.6 21.6h438.1c11.9 0 21.6-9.7 21.6-21.6V552.3c0-31.1-21.9-57.8-52.3-63.9z" fill="#FFD632" /><path d="M638.9 813.5H200.8c-14.9 0-27.1-12.1-27.1-27.1V553.5c0-33.4 23.8-62.6 56.5-69.3l1.8-0.4c19.5-4 39.6-8.1 72.7-11.1v-32.1H535v31.6c35 2.8 55 6.8 74.3 10.7 32.9 6.6 56.7 35.7 56.7 69.3v234.1c0 15-12.2 27.2-27.1 27.2zM315.7 451.7V483l-5.1 0.4c-35.4 2.9-56.3 7.2-76.4 11.3l-1.8 0.4c-27.7 5.7-47.7 30.3-47.7 58.5v232.8c0 8.9 7.2 16.1 16.1 16.1h438.1c8.9 0 16.1-7.2 16.1-16.1V552.3c0-28.3-20.1-53-47.9-58.5-19.9-4-40.5-8.1-78-10.9l-5.1-0.4v-30.8H315.7z" fill="#333336" /><path d="M661.4 830.7h-483c-6.5 0-11.7-5.2-11.7-11.7v-36.7c0-6.5 5.2-11.7 11.7-11.7h483c6.5 0 11.7 5.2 11.7 11.7V819c0 6.5-5.3 11.7-11.7 11.7z" fill="#D8A128" /><path d="M661.4 836.2h-483c-9.5 0-17.2-7.7-17.2-17.2v-36.7c0-9.5 7.7-17.2 17.2-17.2h483c9.5 0 17.2 7.7 17.2 17.2V819c0 9.5-7.7 17.2-17.2 17.2z m-483.1-60.1c-3.4 0-6.2 2.8-6.2 6.2V819c0 3.4 2.8 6.2 6.2 6.2h483c3.4 0 6.2-2.8 6.2-6.2v-36.7c0-3.4-2.8-6.2-6.2-6.2h-483z" fill="#333336" /><path d="M179.2 588.3h481.3v110.9H179.2z" fill="#68A240" /><path d="M666 704.7H173.7V582.8H666v121.9z m-481.3-11H655v-99.9H184.7v99.9z" fill="#333336" /><path d="M826.5 703.2l6.5 127c0 2.1-1.3 3.8-2.6 5.4-16.2 20.7-37.5 55.4-45.9 67-3.2 4.5-9.5 5-12.3 0.2-8.5-14.7-30.7-53-45.8-67.3-1.4-1.3-2.2-3.2-2.2-5.1l6.5-127.3c0-3.9 3.1-7 7-7h81.7c4 0.1 7.1 3.3 7.1 7.1z" fill="#D5D9CF" /><path d="M777.9 911.8h-0.7c-4.1-0.2-7.7-2.4-9.8-6.1-7.5-12.9-30.1-52.1-44.8-66-2.5-2.4-3.9-5.7-3.9-9.1v-0.3l6.4-127.2c0.1-6.8 5.7-12.4 12.5-12.4h81.7c6.9 0 12.4 5.5 12.5 12.4l6.5 127.2c0 4-2.2 6.9-3.7 8.8-10.3 13.2-22.7 32-32.6 47.2-5.4 8.3-10.1 15.4-13.2 19.6-2.5 3.7-6.6 5.9-10.9 5.9z m-48.1-81.1c0 0.4 0.2 0.7 0.5 1 14.2 13.4 33.5 45.5 46.7 68.5 0.3 0.6 0.6 0.6 0.9 0.6 0.6 0 1.5-0.4 2.2-1.3 2.9-4 7.5-11.1 12.9-19.2 10-15.3 22.6-34.4 33.1-48 0.4-0.6 1.3-1.6 1.4-2l-6.4-127c0-0.8-0.7-1.5-1.5-1.5h-81.7c-0.8 0-1.5 0.7-1.5 1.5v0.3l-6.6 127.1z" fill="#333336" /><path d="M802.4 739.7h-47.6c-23.2 0-42-18.8-42-42V335.6h131.6v362.1c0 23.2-18.8 42-42 42z" fill="#FFD632" /><path d="M802.4 745.2h-47.6c-26.2 0-47.5-21.3-47.5-47.5V330.1h142.6v367.6c0 26.2-21.3 47.5-47.5 47.5z m-84.1-404.1v356.6c0 20.1 16.4 36.5 36.5 36.5h47.6c20.1 0 36.5-16.4 36.5-36.5V341.1H718.3z" fill="#333336" /><path d="M857.4 264.3c0-110.9-35.3-146.6-78.8-146.6s-78.8 35.7-78.8 146.6v157.8c0 33.5 27.2 60.7 60.7 60.7h36.2c33.5 0 60.7-27.2 60.7-60.7V264.3z" fill="#68A240" /><path d="M796.7 488.3h-36.2c-36.5 0-66.2-29.7-66.2-66.2V264.3c0-52.8 8-92.4 23.9-117.8 14.2-22.7 34.5-34.3 60.4-34.3s46.1 11.5 60.4 34.3c15.9 25.4 23.9 65 23.9 117.8v157.8c0 36.5-29.7 66.2-66.2 66.2z m-18.1-365.1c-21.8 0-38.9 9.8-51 29.1-14.8 23.6-22.2 61.2-22.2 112v157.8c0 30.4 24.8 55.2 55.2 55.2h36.2c30.4 0 55.2-24.8 55.2-55.2V264.3c0-50.7-7.5-88.4-22.2-112-12.2-19.3-29.4-29.1-51.2-29.1z" fill="#333336" /><path d="M778.6 791.1m-14.3 0a14.3 14.3 0 1 0 28.6 0 14.3 14.3 0 1 0-28.6 0Z" fill="#F2F0E7" /><path d="M778.6 810.9c-10.9 0-19.8-8.9-19.8-19.8s8.9-19.8 19.8-19.8 19.8 8.9 19.8 19.8-8.9 19.8-19.8 19.8z m0-28.6c-4.9 0-8.8 3.9-8.8 8.8s3.9 8.8 8.8 8.8 8.8-3.9 8.8-8.8-3.9-8.8-8.8-8.8z" fill="#333336" /><path d="M773.1 805.4h11v97.5h-11z" fill="#333336" /><path d="M778.6 421.7c-3.3 0-6-2.7-6-6V194.9c0-3.3 2.7-6 6-6s6 2.7 6 6v220.8c0 3.3-2.7 6-6 6z" fill="#333336" /></svg>
true
"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"
<s>[INST] Icon of Telephone here are the inputs Telephone [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M819.9 747.6H204.1c-21.8 0-39.5-17.7-39.5-39.5V278.4c0-21.8 17.7-39.5 39.5-39.5h615.7c21.8 0 39.5 17.7 39.5 39.5v429.7c0.1 21.9-17.6 39.5-39.4 39.5z" fill="#FFD632" /><path d="M819.9 753.1H204.1c-24.8 0-45-20.2-45-45V278.4c0-24.8 20.2-45 45-45h615.7c24.8 0 45 20.2 45 45v429.7c0.1 24.9-20.1 45-44.9 45zM204.1 244.4c-18.7 0-34 15.3-34 34v429.7c0 18.7 15.3 34 34 34h615.7c18.7 0 34-15.3 34-34V278.4c0-18.7-15.3-34-34-34H204.1z" fill="#333336" /><path d="M296.5 766.6h58.3v39.9c0 10.1-8.2 18.4-18.4 18.4h-21.6c-10.1 0-18.4-8.2-18.4-18.4v-39.9z" fill="#FFC86B" /><path d="M336.4 830.4h-21.6c-13.2 0-23.9-10.7-23.9-23.9v-45.4h69.3v45.4c0.1 13.2-10.6 23.9-23.8 23.9zM302 772.1v34.4c0 7.1 5.8 12.9 12.9 12.9h21.6c7.1 0 12.9-5.8 12.9-12.9v-34.4H302z" fill="#333336" /><path d="M441 315.3v-62.1c0-29.4-23.9-53.3-53.3-53.3H263.6c-29.4 0-53.3 23.9-53.3 53.3v62.1c0 24.7 7.8 47.6 21 66.4 6.5 9.2 9.9 20.3 9.9 31.5v160.2c0 11.3-3.4 22.3-9.9 31.5-13.2 18.8-21 41.7-21 66.4v63.1c0 28.9 23.4 52.3 52.3 52.3h126.2c28.9 0 52.3-23.4 52.3-52.3v-63.1c0-24.7-7.7-47.5-20.9-66.2-6.5-9.3-10-20.4-10-31.8v-160c0-11.4 3.4-22.5 10-31.8 13-18.8 20.8-41.6 20.8-66.2z" fill="#68A240" /><path d="M388.7 792.1H262.6c-31.8 0-57.8-25.9-57.8-57.8v-63.1c0-25.1 7.6-49.1 22-69.5 5.8-8.2 8.9-18 8.9-28.4V413.2c0-10.3-3.1-20.1-8.9-28.4-14.4-20.4-22-44.5-22-69.5v-62.1c0-32.4 26.4-58.8 58.8-58.8h124.1c32.4 0 58.8 26.4 58.8 58.8v62.1c0 25-7.6 49-21.9 69.4-5.9 8.3-9 18.2-9 28.7v159.9c0 10.4 3.1 20.3 9 28.7 14.3 20.4 21.9 44.4 21.9 69.4v63.1c0 31.7-25.9 57.6-57.8 57.6zM263.6 205.4c-26.3 0-47.8 21.4-47.8 47.8v62.1c0 22.8 6.9 44.6 20 63.2 7.1 10.1 10.9 22.1 10.9 34.7v160.2c0 12.6-3.8 24.6-10.9 34.7-13.1 18.6-20 40.4-20 63.2v63.1c0 25.8 21 46.8 46.8 46.8h126.2c25.8 0 46.8-21 46.8-46.8v-63.1c0-22.7-6.9-44.5-19.9-63.1-7.2-10.2-11-22.3-11-35V413.3c0-12.7 3.8-24.8 11-35 13-18.5 19.9-40.3 19.9-63.1v-62.1c0-26.3-21.4-47.8-47.8-47.8H263.6z" fill="#333336" /><path d="M780.6 437.5H495.4c-8 0-14.5-6.5-14.5-14.5V317.6c0-8 6.5-14.5 14.5-14.5h285.2c8 0 14.5 6.5 14.5 14.5V423c0 8-6.5 14.5-14.5 14.5z" fill="#D8A128" /><path d="M780.6 443H495.4c-11 0-20-9-20-20V317.6c0-11 9-20 20-20h285.2c11 0 20 9 20 20V423c0 11-8.9 20-20 20zM495.4 308.6c-5 0-9 4-9 9V423c0 5 4 9 9 9h285.2c5 0 9-4 9-9V317.6c0-5-4-9-9-9H495.4zM476.9 889.6c-2.1 0-4-1.2-5-3.2-0.8-1.6-19.7-39-79-19.6-23.1 7.5-41.3 6.6-54.3-2.8-18.3-13.2-18.5-38-18.5-39.1 0-3 2.5-5.5 5.5-5.5s5.5 2.5 5.5 5.5c0 0.3 0.3 20.4 14 30.2 10 7.2 24.9 7.6 44.4 1.2 19.6-6.4 48.1-11 71.8 3.8 14.5 9 20.3 21 20.5 21.5 1.3 2.7 0.1 6-2.6 7.3-0.8 0.5-1.6 0.7-2.3 0.7z m-145.7-64.7z" fill="#333336" /><path d="M550 570.9h-57.3c-4.7 0-8.6-3.8-8.6-8.6V505c0-4.7 3.8-8.6 8.6-8.6H550c4.7 0 8.6 3.8 8.6 8.6v57.3c-0.1 4.7-3.9 8.6-8.6 8.6z" fill="#D5D9CF" /><path d="M550 576.4h-57.3c-7.8 0-14.1-6.3-14.1-14.1V505c0-7.8 6.3-14.1 14.1-14.1H550c7.8 0 14.1 6.3 14.1 14.1v57.3c-0.1 7.8-6.4 14.1-14.1 14.1z m-57.3-74.5c-1.7 0-3.1 1.4-3.1 3.1v57.3c0 1.7 1.4 3.1 3.1 3.1H550c1.7 0 3.1-1.4 3.1-3.1V505c0-1.7-1.4-3.1-3.1-3.1h-57.3z" fill="#333336" /><path d="M667.3 570.9H610c-4.7 0-8.6-3.8-8.6-8.6V505c0-4.7 3.8-8.6 8.6-8.6h57.3c4.7 0 8.6 3.8 8.6 8.6v57.3c0 4.7-3.8 8.6-8.6 8.6z" fill="#D5D9CF" /><path d="M667.3 576.4H610c-7.8 0-14.1-6.3-14.1-14.1V505c0-7.8 6.3-14.1 14.1-14.1h57.3c7.8 0 14.1 6.3 14.1 14.1v57.3c0 7.8-6.3 14.1-14.1 14.1zM610 501.9c-1.7 0-3.1 1.4-3.1 3.1v57.3c0 1.7 1.4 3.1 3.1 3.1h57.3c1.7 0 3.1-1.4 3.1-3.1V505c0-1.7-1.4-3.1-3.1-3.1H610z" fill="#333336" /><path d="M784.7 570.9h-57.3c-4.7 0-8.6-3.8-8.6-8.6V505c0-4.7 3.8-8.6 8.6-8.6h57.3c4.7 0 8.6 3.8 8.6 8.6v57.3c0 4.7-3.9 8.6-8.6 8.6z" fill="#D5D9CF" /><path d="M784.7 576.4h-57.3c-7.8 0-14.1-6.3-14.1-14.1V505c0-7.8 6.3-14.1 14.1-14.1h57.3c7.8 0 14.1 6.3 14.1 14.1v57.3c0 7.8-6.3 14.1-14.1 14.1z m-57.3-74.5c-1.7 0-3.1 1.4-3.1 3.1v57.3c0 1.7 1.4 3.1 3.1 3.1h57.3c1.7 0 3.1-1.4 3.1-3.1V505c0-1.7-1.4-3.1-3.1-3.1h-57.3z" fill="#333336" /><path d="M550 691.6h-57.3c-4.7 0-8.6-3.8-8.6-8.6v-57.3c0-4.7 3.8-8.6 8.6-8.6H550c4.7 0 8.6 3.8 8.6 8.6V683c-0.1 4.8-3.9 8.6-8.6 8.6z" fill="#D5D9CF" /><path d="M550 697.1h-57.3c-7.8 0-14.1-6.3-14.1-14.1v-57.3c0-7.8 6.3-14.1 14.1-14.1H550c7.8 0 14.1 6.3 14.1 14.1V683c-0.1 7.8-6.4 14.1-14.1 14.1z m-57.3-74.4c-1.7 0-3.1 1.4-3.1 3.1v57.3c0 1.7 1.4 3.1 3.1 3.1H550c1.7 0 3.1-1.4 3.1-3.1v-57.3c0-1.7-1.4-3.1-3.1-3.1h-57.3z" fill="#333336" /><path d="M667.3 691.6H610c-4.7 0-8.6-3.8-8.6-8.6v-57.3c0-4.7 3.8-8.6 8.6-8.6h57.3c4.7 0 8.6 3.8 8.6 8.6V683c0 4.8-3.8 8.6-8.6 8.6z" fill="#D5D9CF" /><path d="M667.3 697.1H610c-7.8 0-14.1-6.3-14.1-14.1v-57.3c0-7.8 6.3-14.1 14.1-14.1h57.3c7.8 0 14.1 6.3 14.1 14.1V683c0 7.8-6.3 14.1-14.1 14.1zM610 622.7c-1.7 0-3.1 1.4-3.1 3.1v57.3c0 1.7 1.4 3.1 3.1 3.1h57.3c1.7 0 3.1-1.4 3.1-3.1v-57.3c0-1.7-1.4-3.1-3.1-3.1H610z" fill="#333336" /><path d="M784.7 691.6h-57.3c-4.7 0-8.6-3.8-8.6-8.6v-57.3c0-4.7 3.8-8.6 8.6-8.6h57.3c4.7 0 8.6 3.8 8.6 8.6V683c0 4.8-3.9 8.6-8.6 8.6z" fill="#68A240" /><path d="M784.7 697.1h-57.3c-7.8 0-14.1-6.3-14.1-14.1v-57.3c0-7.8 6.3-14.1 14.1-14.1h57.3c7.8 0 14.1 6.3 14.1 14.1V683c0 7.8-6.3 14.1-14.1 14.1z m-57.3-74.4c-1.7 0-3.1 1.4-3.1 3.1v57.3c0 1.7 1.4 3.1 3.1 3.1h57.3c1.7 0 3.1-1.4 3.1-3.1v-57.3c0-1.7-1.4-3.1-3.1-3.1h-57.3z" fill="#333336" /></svg> </s>
Icon of Telephone
Telephone
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M819.9 747.6H204.1c-21.8 0-39.5-17.7-39.5-39.5V278.4c0-21.8 17.7-39.5 39.5-39.5h615.7c21.8 0 39.5 17.7 39.5 39.5v429.7c0.1 21.9-17.6 39.5-39.4 39.5z" fill="#FFD632" /><path d="M819.9 753.1H204.1c-24.8 0-45-20.2-45-45V278.4c0-24.8 20.2-45 45-45h615.7c24.8 0 45 20.2 45 45v429.7c0.1 24.9-20.1 45-44.9 45zM204.1 244.4c-18.7 0-34 15.3-34 34v429.7c0 18.7 15.3 34 34 34h615.7c18.7 0 34-15.3 34-34V278.4c0-18.7-15.3-34-34-34H204.1z" fill="#333336" /><path d="M296.5 766.6h58.3v39.9c0 10.1-8.2 18.4-18.4 18.4h-21.6c-10.1 0-18.4-8.2-18.4-18.4v-39.9z" fill="#FFC86B" /><path d="M336.4 830.4h-21.6c-13.2 0-23.9-10.7-23.9-23.9v-45.4h69.3v45.4c0.1 13.2-10.6 23.9-23.8 23.9zM302 772.1v34.4c0 7.1 5.8 12.9 12.9 12.9h21.6c7.1 0 12.9-5.8 12.9-12.9v-34.4H302z" fill="#333336" /><path d="M441 315.3v-62.1c0-29.4-23.9-53.3-53.3-53.3H263.6c-29.4 0-53.3 23.9-53.3 53.3v62.1c0 24.7 7.8 47.6 21 66.4 6.5 9.2 9.9 20.3 9.9 31.5v160.2c0 11.3-3.4 22.3-9.9 31.5-13.2 18.8-21 41.7-21 66.4v63.1c0 28.9 23.4 52.3 52.3 52.3h126.2c28.9 0 52.3-23.4 52.3-52.3v-63.1c0-24.7-7.7-47.5-20.9-66.2-6.5-9.3-10-20.4-10-31.8v-160c0-11.4 3.4-22.5 10-31.8 13-18.8 20.8-41.6 20.8-66.2z" fill="#68A240" /><path d="M388.7 792.1H262.6c-31.8 0-57.8-25.9-57.8-57.8v-63.1c0-25.1 7.6-49.1 22-69.5 5.8-8.2 8.9-18 8.9-28.4V413.2c0-10.3-3.1-20.1-8.9-28.4-14.4-20.4-22-44.5-22-69.5v-62.1c0-32.4 26.4-58.8 58.8-58.8h124.1c32.4 0 58.8 26.4 58.8 58.8v62.1c0 25-7.6 49-21.9 69.4-5.9 8.3-9 18.2-9 28.7v159.9c0 10.4 3.1 20.3 9 28.7 14.3 20.4 21.9 44.4 21.9 69.4v63.1c0 31.7-25.9 57.6-57.8 57.6zM263.6 205.4c-26.3 0-47.8 21.4-47.8 47.8v62.1c0 22.8 6.9 44.6 20 63.2 7.1 10.1 10.9 22.1 10.9 34.7v160.2c0 12.6-3.8 24.6-10.9 34.7-13.1 18.6-20 40.4-20 63.2v63.1c0 25.8 21 46.8 46.8 46.8h126.2c25.8 0 46.8-21 46.8-46.8v-63.1c0-22.7-6.9-44.5-19.9-63.1-7.2-10.2-11-22.3-11-35V413.3c0-12.7 3.8-24.8 11-35 13-18.5 19.9-40.3 19.9-63.1v-62.1c0-26.3-21.4-47.8-47.8-47.8H263.6z" fill="#333336" /><path d="M780.6 437.5H495.4c-8 0-14.5-6.5-14.5-14.5V317.6c0-8 6.5-14.5 14.5-14.5h285.2c8 0 14.5 6.5 14.5 14.5V423c0 8-6.5 14.5-14.5 14.5z" fill="#D8A128" /><path d="M780.6 443H495.4c-11 0-20-9-20-20V317.6c0-11 9-20 20-20h285.2c11 0 20 9 20 20V423c0 11-8.9 20-20 20zM495.4 308.6c-5 0-9 4-9 9V423c0 5 4 9 9 9h285.2c5 0 9-4 9-9V317.6c0-5-4-9-9-9H495.4zM476.9 889.6c-2.1 0-4-1.2-5-3.2-0.8-1.6-19.7-39-79-19.6-23.1 7.5-41.3 6.6-54.3-2.8-18.3-13.2-18.5-38-18.5-39.1 0-3 2.5-5.5 5.5-5.5s5.5 2.5 5.5 5.5c0 0.3 0.3 20.4 14 30.2 10 7.2 24.9 7.6 44.4 1.2 19.6-6.4 48.1-11 71.8 3.8 14.5 9 20.3 21 20.5 21.5 1.3 2.7 0.1 6-2.6 7.3-0.8 0.5-1.6 0.7-2.3 0.7z m-145.7-64.7z" fill="#333336" /><path d="M550 570.9h-57.3c-4.7 0-8.6-3.8-8.6-8.6V505c0-4.7 3.8-8.6 8.6-8.6H550c4.7 0 8.6 3.8 8.6 8.6v57.3c-0.1 4.7-3.9 8.6-8.6 8.6z" fill="#D5D9CF" /><path d="M550 576.4h-57.3c-7.8 0-14.1-6.3-14.1-14.1V505c0-7.8 6.3-14.1 14.1-14.1H550c7.8 0 14.1 6.3 14.1 14.1v57.3c-0.1 7.8-6.4 14.1-14.1 14.1z m-57.3-74.5c-1.7 0-3.1 1.4-3.1 3.1v57.3c0 1.7 1.4 3.1 3.1 3.1H550c1.7 0 3.1-1.4 3.1-3.1V505c0-1.7-1.4-3.1-3.1-3.1h-57.3z" fill="#333336" /><path d="M667.3 570.9H610c-4.7 0-8.6-3.8-8.6-8.6V505c0-4.7 3.8-8.6 8.6-8.6h57.3c4.7 0 8.6 3.8 8.6 8.6v57.3c0 4.7-3.8 8.6-8.6 8.6z" fill="#D5D9CF" /><path d="M667.3 576.4H610c-7.8 0-14.1-6.3-14.1-14.1V505c0-7.8 6.3-14.1 14.1-14.1h57.3c7.8 0 14.1 6.3 14.1 14.1v57.3c0 7.8-6.3 14.1-14.1 14.1zM610 501.9c-1.7 0-3.1 1.4-3.1 3.1v57.3c0 1.7 1.4 3.1 3.1 3.1h57.3c1.7 0 3.1-1.4 3.1-3.1V505c0-1.7-1.4-3.1-3.1-3.1H610z" fill="#333336" /><path d="M784.7 570.9h-57.3c-4.7 0-8.6-3.8-8.6-8.6V505c0-4.7 3.8-8.6 8.6-8.6h57.3c4.7 0 8.6 3.8 8.6 8.6v57.3c0 4.7-3.9 8.6-8.6 8.6z" fill="#D5D9CF" /><path d="M784.7 576.4h-57.3c-7.8 0-14.1-6.3-14.1-14.1V505c0-7.8 6.3-14.1 14.1-14.1h57.3c7.8 0 14.1 6.3 14.1 14.1v57.3c0 7.8-6.3 14.1-14.1 14.1z m-57.3-74.5c-1.7 0-3.1 1.4-3.1 3.1v57.3c0 1.7 1.4 3.1 3.1 3.1h57.3c1.7 0 3.1-1.4 3.1-3.1V505c0-1.7-1.4-3.1-3.1-3.1h-57.3z" fill="#333336" /><path d="M550 691.6h-57.3c-4.7 0-8.6-3.8-8.6-8.6v-57.3c0-4.7 3.8-8.6 8.6-8.6H550c4.7 0 8.6 3.8 8.6 8.6V683c-0.1 4.8-3.9 8.6-8.6 8.6z" fill="#D5D9CF" /><path d="M550 697.1h-57.3c-7.8 0-14.1-6.3-14.1-14.1v-57.3c0-7.8 6.3-14.1 14.1-14.1H550c7.8 0 14.1 6.3 14.1 14.1V683c-0.1 7.8-6.4 14.1-14.1 14.1z m-57.3-74.4c-1.7 0-3.1 1.4-3.1 3.1v57.3c0 1.7 1.4 3.1 3.1 3.1H550c1.7 0 3.1-1.4 3.1-3.1v-57.3c0-1.7-1.4-3.1-3.1-3.1h-57.3z" fill="#333336" /><path d="M667.3 691.6H610c-4.7 0-8.6-3.8-8.6-8.6v-57.3c0-4.7 3.8-8.6 8.6-8.6h57.3c4.7 0 8.6 3.8 8.6 8.6V683c0 4.8-3.8 8.6-8.6 8.6z" fill="#D5D9CF" /><path d="M667.3 697.1H610c-7.8 0-14.1-6.3-14.1-14.1v-57.3c0-7.8 6.3-14.1 14.1-14.1h57.3c7.8 0 14.1 6.3 14.1 14.1V683c0 7.8-6.3 14.1-14.1 14.1zM610 622.7c-1.7 0-3.1 1.4-3.1 3.1v57.3c0 1.7 1.4 3.1 3.1 3.1h57.3c1.7 0 3.1-1.4 3.1-3.1v-57.3c0-1.7-1.4-3.1-3.1-3.1H610z" fill="#333336" /><path d="M784.7 691.6h-57.3c-4.7 0-8.6-3.8-8.6-8.6v-57.3c0-4.7 3.8-8.6 8.6-8.6h57.3c4.7 0 8.6 3.8 8.6 8.6V683c0 4.8-3.9 8.6-8.6 8.6z" fill="#68A240" /><path d="M784.7 697.1h-57.3c-7.8 0-14.1-6.3-14.1-14.1v-57.3c0-7.8 6.3-14.1 14.1-14.1h57.3c7.8 0 14.1 6.3 14.1 14.1V683c0 7.8-6.3 14.1-14.1 14.1z m-57.3-74.4c-1.7 0-3.1 1.4-3.1 3.1v57.3c0 1.7 1.4 3.1 3.1 3.1h57.3c1.7 0 3.1-1.4 3.1-3.1v-57.3c0-1.7-1.4-3.1-3.1-3.1h-57.3z" fill="#333336" /></svg>
true
"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"
<s>[INST] Icon of Folder here are the inputs Folder [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M506.9 782.1H129.2c-10.8 0-19.5-8-19.5-17.8V259.8c0-9.8 8.8-17.8 19.5-17.8h378.4l-0.7 540.1z" fill="#68A240" /><path d="M501.8 787.5H129.2c-13.7 0-24.9-10.4-24.9-23.2V259.8c0-12.8 11.2-23.2 24.9-23.2h372.6v10.8H129.2c-7.8 0-14.2 5.6-14.2 12.5v504.5c0 6.9 6.4 12.5 14.2 12.5h372.6v10.6z" fill="#333336" /><path d="M150.5 298.7h303V782h-303z" fill="#D5D9CF" /><path d="M458.8 787.5H145.1V293.4h313.8v494.1z m-303-10.8h292.3V304.1H155.8v472.6z" fill="#333336" /><path d="M506.1 782.1h388.7c10.8 0 19.5-8 19.5-17.8V259.8c0-9.8-8.8-17.8-19.5-17.8H506.1v540.1z" fill="#68A240" /><path d="M894.8 787.5H500.7v-551h394.1c13.7 0 24.9 10.4 24.9 23.2v504.5c0.1 12.8-11.1 23.3-24.9 23.3z m-383.3-10.8h383.3c7.8 0 14.2-5.6 14.2-12.5V259.8c0-6.9-6.4-12.5-14.2-12.5H511.5v529.4z" fill="#333336" /><path d="M109.6 347.1h136.5c31.4 0 60.5 15.1 76.5 39.8l93.8 144.3c4.1 6.2 6.2 13.4 6.2 20.6v230.3H128.4c-10.4 0-18.8-7.7-18.8-17.2V347.1z" fill="#FFD632" /><path d="M428.1 787.5H128.4c-13.3 0-24.2-10.1-24.2-22.5V341.7h141.9c33.1 0 64.1 16.2 81.1 42.2L421 528.2c4.6 7.1 7.1 15.3 7.1 23.6v235.7zM115 352.5V765c0 6.5 6 11.8 13.4 11.8h288.9v-225c0-6.2-1.8-12.3-5.3-17.7l-93.8-144.3c-15-23-42.6-37.3-72-37.3H115z" fill="#333336" /><path d="M109.6 606h313.1v10.8H109.6z" fill="#333336" /><path d="M368.3 736.9H266.4c-6.6 0-12-5.4-12-12v-52.1c0-6.6 5.4-12 12-12h101.9c6.6 0 12 5.4 12 12v52.1c0 6.6-5.4 12-12 12z" fill="#D5D9CF" /><path d="M368.5 742.3H266.1c-9.4 0-17.1-7.7-17.1-17.1v-52.6c0-9.4 7.7-17.1 17.1-17.1h102.4c9.4 0 17.1 7.7 17.1 17.1v52.6c0.1 9.4-7.6 17.1-17.1 17.1z m-102.4-76.1c-3.5 0-6.4 2.9-6.4 6.4v52.6c0 3.5 2.9 6.4 6.4 6.4h102.4c3.5 0 6.4-2.9 6.4-6.4v-52.6c0-3.5-2.9-6.4-6.4-6.4H266.1z" fill="#333336" /><path d="M560.7 316.4h310.7v403.5H560.7z" fill="#D5D9CF" /><path d="M876.8 725.2H555.4V311h321.4v414.2z m-310.7-10.7H866V321.8H566.1v392.7z" fill="#333336" /><path d="M792.4 353.1H645.5c-8.4 0-15.3-6.8-15.3-15.3v-37.9h177.4v37.9c0.1 8.5-6.8 15.3-15.2 15.3z" fill="#D8A128" /><path d="M792.7 358.5H645.2c-11.2 0-20.3-9.1-20.3-20.3v-43.7H813v43.7c0 11.2-9.1 20.3-20.3 20.3z m-157.1-53.2v32.9c0 5.3 4.3 9.6 9.6 9.6h147.6c5.3 0 9.6-4.3 9.6-9.6v-32.9H635.6z" fill="#333336" /><path d="M811.7 441H621.8c-3 0-5.4-2.4-5.4-5.4 0-3 2.4-5.4 5.4-5.4h189.8c3 0 5.4 2.4 5.4 5.4 0 3-2.4 5.4-5.3 5.4z" fill="#333336" /><path d="M811.7 509.7H621.8c-3 0-5.4-2.4-5.4-5.4 0-3 2.4-5.4 5.4-5.4h189.8c3 0 5.4 2.4 5.4 5.4 0 3-2.4 5.4-5.3 5.4z" fill="#333336" /><path d="M811.7 578.4H621.8c-3 0-5.4-2.4-5.4-5.4s2.4-5.4 5.4-5.4h189.8c3 0 5.4 2.4 5.4 5.4s-2.4 5.4-5.3 5.4z" fill="#333336" /><path d="M811.7 647.1H621.8c-3 0-5.4-2.4-5.4-5.4s2.4-5.4 5.4-5.4h189.8c3 0 5.4 2.4 5.4 5.4s-2.4 5.4-5.3 5.4z" fill="#333336" /></svg> </s>
Icon of Folder
Folder
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M506.9 782.1H129.2c-10.8 0-19.5-8-19.5-17.8V259.8c0-9.8 8.8-17.8 19.5-17.8h378.4l-0.7 540.1z" fill="#68A240" /><path d="M501.8 787.5H129.2c-13.7 0-24.9-10.4-24.9-23.2V259.8c0-12.8 11.2-23.2 24.9-23.2h372.6v10.8H129.2c-7.8 0-14.2 5.6-14.2 12.5v504.5c0 6.9 6.4 12.5 14.2 12.5h372.6v10.6z" fill="#333336" /><path d="M150.5 298.7h303V782h-303z" fill="#D5D9CF" /><path d="M458.8 787.5H145.1V293.4h313.8v494.1z m-303-10.8h292.3V304.1H155.8v472.6z" fill="#333336" /><path d="M506.1 782.1h388.7c10.8 0 19.5-8 19.5-17.8V259.8c0-9.8-8.8-17.8-19.5-17.8H506.1v540.1z" fill="#68A240" /><path d="M894.8 787.5H500.7v-551h394.1c13.7 0 24.9 10.4 24.9 23.2v504.5c0.1 12.8-11.1 23.3-24.9 23.3z m-383.3-10.8h383.3c7.8 0 14.2-5.6 14.2-12.5V259.8c0-6.9-6.4-12.5-14.2-12.5H511.5v529.4z" fill="#333336" /><path d="M109.6 347.1h136.5c31.4 0 60.5 15.1 76.5 39.8l93.8 144.3c4.1 6.2 6.2 13.4 6.2 20.6v230.3H128.4c-10.4 0-18.8-7.7-18.8-17.2V347.1z" fill="#FFD632" /><path d="M428.1 787.5H128.4c-13.3 0-24.2-10.1-24.2-22.5V341.7h141.9c33.1 0 64.1 16.2 81.1 42.2L421 528.2c4.6 7.1 7.1 15.3 7.1 23.6v235.7zM115 352.5V765c0 6.5 6 11.8 13.4 11.8h288.9v-225c0-6.2-1.8-12.3-5.3-17.7l-93.8-144.3c-15-23-42.6-37.3-72-37.3H115z" fill="#333336" /><path d="M109.6 606h313.1v10.8H109.6z" fill="#333336" /><path d="M368.3 736.9H266.4c-6.6 0-12-5.4-12-12v-52.1c0-6.6 5.4-12 12-12h101.9c6.6 0 12 5.4 12 12v52.1c0 6.6-5.4 12-12 12z" fill="#D5D9CF" /><path d="M368.5 742.3H266.1c-9.4 0-17.1-7.7-17.1-17.1v-52.6c0-9.4 7.7-17.1 17.1-17.1h102.4c9.4 0 17.1 7.7 17.1 17.1v52.6c0.1 9.4-7.6 17.1-17.1 17.1z m-102.4-76.1c-3.5 0-6.4 2.9-6.4 6.4v52.6c0 3.5 2.9 6.4 6.4 6.4h102.4c3.5 0 6.4-2.9 6.4-6.4v-52.6c0-3.5-2.9-6.4-6.4-6.4H266.1z" fill="#333336" /><path d="M560.7 316.4h310.7v403.5H560.7z" fill="#D5D9CF" /><path d="M876.8 725.2H555.4V311h321.4v414.2z m-310.7-10.7H866V321.8H566.1v392.7z" fill="#333336" /><path d="M792.4 353.1H645.5c-8.4 0-15.3-6.8-15.3-15.3v-37.9h177.4v37.9c0.1 8.5-6.8 15.3-15.2 15.3z" fill="#D8A128" /><path d="M792.7 358.5H645.2c-11.2 0-20.3-9.1-20.3-20.3v-43.7H813v43.7c0 11.2-9.1 20.3-20.3 20.3z m-157.1-53.2v32.9c0 5.3 4.3 9.6 9.6 9.6h147.6c5.3 0 9.6-4.3 9.6-9.6v-32.9H635.6z" fill="#333336" /><path d="M811.7 441H621.8c-3 0-5.4-2.4-5.4-5.4 0-3 2.4-5.4 5.4-5.4h189.8c3 0 5.4 2.4 5.4 5.4 0 3-2.4 5.4-5.3 5.4z" fill="#333336" /><path d="M811.7 509.7H621.8c-3 0-5.4-2.4-5.4-5.4 0-3 2.4-5.4 5.4-5.4h189.8c3 0 5.4 2.4 5.4 5.4 0 3-2.4 5.4-5.3 5.4z" fill="#333336" /><path d="M811.7 578.4H621.8c-3 0-5.4-2.4-5.4-5.4s2.4-5.4 5.4-5.4h189.8c3 0 5.4 2.4 5.4 5.4s-2.4 5.4-5.3 5.4z" fill="#333336" /><path d="M811.7 647.1H621.8c-3 0-5.4-2.4-5.4-5.4s2.4-5.4 5.4-5.4h189.8c3 0 5.4 2.4 5.4 5.4s-2.4 5.4-5.3 5.4z" fill="#333336" /></svg>
true
"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"
<s>[INST] Icon of Briefcase here are the inputs Briefcase [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M258 175.4c-9.2 0-16.6 7.5-16.6 16.6v638.1c0 15.9 12.9 28.7 28.7 28.7h483.8c15.9 0 28.7-12.9 28.7-28.7v-638c0-9.2-7.5-16.6-16.6-16.6H258z" fill="#68A240" /><path d="M753.9 864.4H270.1c-18.9 0-34.2-15.4-34.2-34.2V192.1c0-12.2 9.9-22.1 22.1-22.1h508c12.2 0 22.1 9.9 22.1 22.1v638.1c0 18.9-15.3 34.2-34.2 34.2zM258 180.9c-6.1 0-11.1 5-11.1 11.1v638.1c0 12.8 10.4 23.2 23.2 23.2h483.8c12.8 0 23.2-10.4 23.2-23.2v-638c0-6.1-5-11.1-11.1-11.1H258z" fill="#333336" /><path d="M668.4 358.5H355.6c-36.9 0-70.5-21.3-86.5-54.8l-27.2-116.3c-3.5-11 4.6-22.3 16.1-22.3h508c11.5 0 19.6 11.3 16.1 22.3l-27.2 116.3c-16 33.5-49.7 54.8-86.5 54.8z" fill="#FFD632" /><path d="M668.4 364H355.6c-19.1 0-37.8-5.4-54-15.7-16.2-10.3-29.2-24.9-37.5-42.2l-0.3-0.5-27.3-116.7c-2.1-6.9-0.9-14.2 3.3-20.1 4.3-5.9 10.9-9.2 18.1-9.2H766c7.2 0 13.8 3.4 18.1 9.2 4.3 5.9 5.5 13.2 3.3 20.1l-27.3 116.7-0.3 0.5c-8.3 17.4-21.3 32-37.5 42.2-16.1 10.3-34.8 15.7-53.9 15.7z m-394.1-62.1c15.1 31.1 47 51.1 81.3 51.1h312.7c34.3 0 66.2-20.1 81.3-51.1L776.8 186l0.1-0.2c1.2-3.6 0.5-7.4-1.7-10.5-2.2-3-5.5-4.7-9.2-4.7H258c-3.7 0-7 1.7-9.2 4.7-2.2 3-2.8 6.9-1.7 10.5l0.1 0.4 27.1 115.7z" fill="#333336" /><path d="M512.9 509.7h-1.7c-19 0-34.5-15.5-34.5-34.5V308.4c0-19 15.5-34.5 34.5-34.5h1.7c19 0 34.5 15.5 34.5 34.5v166.7c0 19.1-15.5 34.6-34.5 34.6z m-1.8-224.8c-13 0-23.5 10.5-23.5 23.5v166.7c0 13 10.5 23.5 23.5 23.5h1.7c13 0 23.5-10.5 23.5-23.5V308.4c0-13-10.5-23.5-23.5-23.5h-1.7z" fill="#333336" /><path d="M512 293.9m-40.2 0a40.2 40.2 0 1 0 80.4 0 40.2 40.2 0 1 0-80.4 0Z" fill="#D5D9CF" /><path d="M512 339.5c-25.2 0-45.7-20.5-45.7-45.7s20.5-45.7 45.7-45.7 45.7 20.5 45.7 45.7-20.5 45.7-45.7 45.7z m0-80.3c-19.1 0-34.7 15.6-34.7 34.7s15.6 34.7 34.7 34.7 34.7-15.6 34.7-34.7-15.6-34.7-34.7-34.7z" fill="#333336" /><path d="M512 293.9m-13.6 0a13.6 13.6 0 1 0 27.2 0 13.6 13.6 0 1 0-27.2 0Z" fill="#D5D9CF" /><path d="M512 312.9c-10.5 0-19.1-8.6-19.1-19.1s8.6-19.1 19.1-19.1 19.1 8.6 19.1 19.1-8.6 19.1-19.1 19.1z m0-27.1c-4.5 0-8.1 3.6-8.1 8.1s3.6 8.1 8.1 8.1 8.1-3.6 8.1-8.1-3.6-8.1-8.1-8.1z" fill="#333336" /><path d="M512 504.2m-40.2 0a40.2 40.2 0 1 0 80.4 0 40.2 40.2 0 1 0-80.4 0Z" fill="#D5D9CF" /><path d="M512 549.8c-25.2 0-45.7-20.5-45.7-45.7 0-25.2 20.5-45.7 45.7-45.7s45.7 20.5 45.7 45.7c0 25.2-20.5 45.7-45.7 45.7z m0-80.3c-19.1 0-34.7 15.6-34.7 34.7s15.6 34.7 34.7 34.7 34.7-15.6 34.7-34.7c0-19.2-15.6-34.7-34.7-34.7z" fill="#333336" /><path d="M541.9 574.2c-3 0-5.5-2.5-5.5-5.5v-31.2c0-3 2.5-5.5 5.5-5.5s5.5 2.5 5.5 5.5v31.2c0 3-2.5 5.5-5.5 5.5z" fill="#333336" /><path d="M512 503.7m-13.6 0a13.6 13.6 0 1 0 27.2 0 13.6 13.6 0 1 0-27.2 0Z" fill="#D5D9CF" /><path d="M512 522.7c-10.5 0-19.1-8.6-19.1-19.1s8.6-19.1 19.1-19.1 19.1 8.6 19.1 19.1-8.6 19.1-19.1 19.1z m0-27.1c-4.5 0-8.1 3.6-8.1 8.1s3.6 8.1 8.1 8.1 8.1-3.6 8.1-8.1-3.6-8.1-8.1-8.1z" fill="#333336" /><path d="M766.7 855.3c-2.4 0-4.7-1.6-5.3-4.1l-28.8-109c-3.2-12.3-14.3-20.8-27-20.8H320c-12.7 0-23.8 8.6-27 20.8l-28.8 109c-0.8 2.9-3.8 4.7-6.7 3.9-2.9-0.8-4.7-3.8-3.9-6.7l28.8-109c4.5-17.1 20-29 37.6-29h385.6c17.7 0 33.1 11.9 37.6 29l28.8 109c0.8 2.9-1 5.9-3.9 6.7-0.4 0.2-0.9 0.2-1.4 0.2z" fill="#333336" /><path d="M692.4 743.5H574.7l-5-69.2h127.8z" fill="#FFD632" /><path d="M697.5 749H569.6l-5.9-80.2h139.7l-5.9 80.2z m-117.6-11h107.5l4.3-58.2h-116l4.2 58.2z" fill="#333336" /><path d="M574.7 743.5v25.8h19.9l10.5-7.1 10.5 7.1h35.9l10.5-7.1 10.5 7.1h19.9v-25.8z" fill="#FFD632" /><path d="M697.9 774.8h-27.1l-8.8-5.9-8.8 5.9h-39.3l-8.8-5.9-8.8 5.9h-27.1V738h128.7v36.8z m-23.7-11H687V749H580.2v14.7H593l12.2-8.2 12.2 8.2H650l12.2-8.2 12 8.3z" fill="#333336" /><path d="M611.8 762.3l-11-0.6 6.5-114.1c-0.1-3.4-6.6-12.5-10.5-18-6.3-8.8-9.8-14.1-9.8-18.6 0-13.2 24.2-19.2 46.6-19.2 11.9 0 22.9 1.5 30.8 4.1 12.6 4.2 15.2 10.3 15.2 14.7 0 4.5-3.5 9.6-9.7 18.3-4.3 5.9-10.7 14.8-10.8 18.6l6.5 114.1-11 0.6-6.5-114.5v-0.2c0-7.3 6.5-16.4 12.9-25.2 2.8-3.9 7-9.7 7.6-11.8-1.1-2.4-12.3-7.8-35-7.8-21.9 0-33.9 5.7-35.6 8.3 0.7 2.3 4.9 8.2 7.7 12.1 7.6 10.6 12.5 18.1 12.5 24.4v0.3l-6.4 114.5z m-13.9-151.6z" fill="#333336" /></svg> </s>
Icon of Briefcase
Briefcase
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M258 175.4c-9.2 0-16.6 7.5-16.6 16.6v638.1c0 15.9 12.9 28.7 28.7 28.7h483.8c15.9 0 28.7-12.9 28.7-28.7v-638c0-9.2-7.5-16.6-16.6-16.6H258z" fill="#68A240" /><path d="M753.9 864.4H270.1c-18.9 0-34.2-15.4-34.2-34.2V192.1c0-12.2 9.9-22.1 22.1-22.1h508c12.2 0 22.1 9.9 22.1 22.1v638.1c0 18.9-15.3 34.2-34.2 34.2zM258 180.9c-6.1 0-11.1 5-11.1 11.1v638.1c0 12.8 10.4 23.2 23.2 23.2h483.8c12.8 0 23.2-10.4 23.2-23.2v-638c0-6.1-5-11.1-11.1-11.1H258z" fill="#333336" /><path d="M668.4 358.5H355.6c-36.9 0-70.5-21.3-86.5-54.8l-27.2-116.3c-3.5-11 4.6-22.3 16.1-22.3h508c11.5 0 19.6 11.3 16.1 22.3l-27.2 116.3c-16 33.5-49.7 54.8-86.5 54.8z" fill="#FFD632" /><path d="M668.4 364H355.6c-19.1 0-37.8-5.4-54-15.7-16.2-10.3-29.2-24.9-37.5-42.2l-0.3-0.5-27.3-116.7c-2.1-6.9-0.9-14.2 3.3-20.1 4.3-5.9 10.9-9.2 18.1-9.2H766c7.2 0 13.8 3.4 18.1 9.2 4.3 5.9 5.5 13.2 3.3 20.1l-27.3 116.7-0.3 0.5c-8.3 17.4-21.3 32-37.5 42.2-16.1 10.3-34.8 15.7-53.9 15.7z m-394.1-62.1c15.1 31.1 47 51.1 81.3 51.1h312.7c34.3 0 66.2-20.1 81.3-51.1L776.8 186l0.1-0.2c1.2-3.6 0.5-7.4-1.7-10.5-2.2-3-5.5-4.7-9.2-4.7H258c-3.7 0-7 1.7-9.2 4.7-2.2 3-2.8 6.9-1.7 10.5l0.1 0.4 27.1 115.7z" fill="#333336" /><path d="M512.9 509.7h-1.7c-19 0-34.5-15.5-34.5-34.5V308.4c0-19 15.5-34.5 34.5-34.5h1.7c19 0 34.5 15.5 34.5 34.5v166.7c0 19.1-15.5 34.6-34.5 34.6z m-1.8-224.8c-13 0-23.5 10.5-23.5 23.5v166.7c0 13 10.5 23.5 23.5 23.5h1.7c13 0 23.5-10.5 23.5-23.5V308.4c0-13-10.5-23.5-23.5-23.5h-1.7z" fill="#333336" /><path d="M512 293.9m-40.2 0a40.2 40.2 0 1 0 80.4 0 40.2 40.2 0 1 0-80.4 0Z" fill="#D5D9CF" /><path d="M512 339.5c-25.2 0-45.7-20.5-45.7-45.7s20.5-45.7 45.7-45.7 45.7 20.5 45.7 45.7-20.5 45.7-45.7 45.7z m0-80.3c-19.1 0-34.7 15.6-34.7 34.7s15.6 34.7 34.7 34.7 34.7-15.6 34.7-34.7-15.6-34.7-34.7-34.7z" fill="#333336" /><path d="M512 293.9m-13.6 0a13.6 13.6 0 1 0 27.2 0 13.6 13.6 0 1 0-27.2 0Z" fill="#D5D9CF" /><path d="M512 312.9c-10.5 0-19.1-8.6-19.1-19.1s8.6-19.1 19.1-19.1 19.1 8.6 19.1 19.1-8.6 19.1-19.1 19.1z m0-27.1c-4.5 0-8.1 3.6-8.1 8.1s3.6 8.1 8.1 8.1 8.1-3.6 8.1-8.1-3.6-8.1-8.1-8.1z" fill="#333336" /><path d="M512 504.2m-40.2 0a40.2 40.2 0 1 0 80.4 0 40.2 40.2 0 1 0-80.4 0Z" fill="#D5D9CF" /><path d="M512 549.8c-25.2 0-45.7-20.5-45.7-45.7 0-25.2 20.5-45.7 45.7-45.7s45.7 20.5 45.7 45.7c0 25.2-20.5 45.7-45.7 45.7z m0-80.3c-19.1 0-34.7 15.6-34.7 34.7s15.6 34.7 34.7 34.7 34.7-15.6 34.7-34.7c0-19.2-15.6-34.7-34.7-34.7z" fill="#333336" /><path d="M541.9 574.2c-3 0-5.5-2.5-5.5-5.5v-31.2c0-3 2.5-5.5 5.5-5.5s5.5 2.5 5.5 5.5v31.2c0 3-2.5 5.5-5.5 5.5z" fill="#333336" /><path d="M512 503.7m-13.6 0a13.6 13.6 0 1 0 27.2 0 13.6 13.6 0 1 0-27.2 0Z" fill="#D5D9CF" /><path d="M512 522.7c-10.5 0-19.1-8.6-19.1-19.1s8.6-19.1 19.1-19.1 19.1 8.6 19.1 19.1-8.6 19.1-19.1 19.1z m0-27.1c-4.5 0-8.1 3.6-8.1 8.1s3.6 8.1 8.1 8.1 8.1-3.6 8.1-8.1-3.6-8.1-8.1-8.1z" fill="#333336" /><path d="M766.7 855.3c-2.4 0-4.7-1.6-5.3-4.1l-28.8-109c-3.2-12.3-14.3-20.8-27-20.8H320c-12.7 0-23.8 8.6-27 20.8l-28.8 109c-0.8 2.9-3.8 4.7-6.7 3.9-2.9-0.8-4.7-3.8-3.9-6.7l28.8-109c4.5-17.1 20-29 37.6-29h385.6c17.7 0 33.1 11.9 37.6 29l28.8 109c0.8 2.9-1 5.9-3.9 6.7-0.4 0.2-0.9 0.2-1.4 0.2z" fill="#333336" /><path d="M692.4 743.5H574.7l-5-69.2h127.8z" fill="#FFD632" /><path d="M697.5 749H569.6l-5.9-80.2h139.7l-5.9 80.2z m-117.6-11h107.5l4.3-58.2h-116l4.2 58.2z" fill="#333336" /><path d="M574.7 743.5v25.8h19.9l10.5-7.1 10.5 7.1h35.9l10.5-7.1 10.5 7.1h19.9v-25.8z" fill="#FFD632" /><path d="M697.9 774.8h-27.1l-8.8-5.9-8.8 5.9h-39.3l-8.8-5.9-8.8 5.9h-27.1V738h128.7v36.8z m-23.7-11H687V749H580.2v14.7H593l12.2-8.2 12.2 8.2H650l12.2-8.2 12 8.3z" fill="#333336" /><path d="M611.8 762.3l-11-0.6 6.5-114.1c-0.1-3.4-6.6-12.5-10.5-18-6.3-8.8-9.8-14.1-9.8-18.6 0-13.2 24.2-19.2 46.6-19.2 11.9 0 22.9 1.5 30.8 4.1 12.6 4.2 15.2 10.3 15.2 14.7 0 4.5-3.5 9.6-9.7 18.3-4.3 5.9-10.7 14.8-10.8 18.6l6.5 114.1-11 0.6-6.5-114.5v-0.2c0-7.3 6.5-16.4 12.9-25.2 2.8-3.9 7-9.7 7.6-11.8-1.1-2.4-12.3-7.8-35-7.8-21.9 0-33.9 5.7-35.6 8.3 0.7 2.3 4.9 8.2 7.7 12.1 7.6 10.6 12.5 18.1 12.5 24.4v0.3l-6.4 114.5z m-13.9-151.6z" fill="#333336" /></svg>
true
"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"
<s>[INST] Icon of Calculator here are the inputs Calculator [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M741.7 844.4H282.3c-17.4 0-31.5-14.1-31.5-31.5V211.1c0-17.4 14.1-31.5 31.5-31.5h459.4c17.4 0 31.5 14.1 31.5 31.5v601.8c0 17.4-14.1 31.5-31.5 31.5z" fill="#68A240" /><path d="M741.7 849.9H282.3c-20.4 0-37-16.6-37-37V211.1c0-20.4 16.6-37 37-37h459.4c20.4 0 37 16.6 37 37v601.8c0 20.4-16.6 37-37 37zM282.3 185.1c-14.3 0-26 11.7-26 26v601.8c0 14.3 11.7 26 26 26h459.4c14.3 0 26-11.7 26-26V211.1c0-14.3-11.7-26-26-26H282.3z" fill="#333336" /><path d="M697.9 349.3s15.6 40.8-159.2 40.8c-178.6 0-220-40.8-220-40.8v-96.9c0-6.4 5.5-11.6 12.3-11.6h354.5c6.8 0 12.3 5.2 12.3 11.6v96.9z" fill="#FFD632" /><path d="M538.7 395.6c-178.8 0-222.1-40.6-223.8-42.4l-1.6-1.6v-99.2c0-9.4 8-17.1 17.8-17.1h354.5c9.8 0 17.8 7.7 17.8 17.1v96.2c0.5 2.4 1 8-3.4 14.4-14.7 21.4-70.5 32.6-161.3 32.6z m-214.4-48.9c4 3 15.9 10.7 40.8 18.2 29.4 9 83.4 19.6 173.7 19.6 120.1 0 146.4-19.5 152.2-27.8 2.2-3.2 1.8-5.5 1.8-5.5l-0.4-0.9v-97.9c0-3.4-3-6.1-6.8-6.1H331.1c-3.7 0-6.8 2.7-6.8 6.1v94.3z" fill="#333336" /><path d="M575 310.4h-6.9c-2.8 0-5.1-2.3-5.1-5.1V277c0-2.8 2.3-5.1 5.1-5.1h6.9c2.8 0 5.1 2.3 5.1 5.1v28.2c0 2.9-2.3 5.2-5.1 5.2zM575 356.4h-6.9c-2.8 0-5.1-2.3-5.1-5.1V323c0-2.8 2.3-5.1 5.1-5.1h6.9c2.8 0 5.1 2.3 5.1 5.1v28.2c0 2.9-2.3 5.2-5.1 5.2zM652.9 318.9h-41.6c-2.4 0-4.3-1.9-4.3-4.3v-5.8c0-2.4 1.9-4.3 4.3-4.3h41.6c2.4 0 4.3 1.9 4.3 4.3v5.8c0 2.4-1.9 4.3-4.3 4.3z" fill="#333336" /><path d="M639.7 292.5v38.4c0 2.5-2 4.5-4.5 4.5h-6.1c-2.5 0-4.5-2-4.5-4.5v-38.4c0-2.5 2-4.5 4.5-4.5h6.1c2.5 0 4.5 2 4.5 4.5z" fill="#333336" /><path d="M432.9 504.6H353c-18.9 0-34.2-15.3-34.2-34.2v-3.1c0-18.9 15.3-34.2 34.2-34.2h79.8c18.9 0 34.2 15.3 34.2 34.2v3.1c0.1 18.9-15.2 34.2-34.1 34.2z" fill="#D5D9CF" /><path d="M432.9 510.1H353c-21.9 0-39.7-17.8-39.7-39.7v-3.1c0-21.9 17.8-39.7 39.7-39.7h79.8c21.9 0 39.7 17.8 39.7 39.7v3.1c0.1 21.9-17.7 39.7-39.6 39.7zM353 438.5c-15.9 0-28.7 12.9-28.7 28.7v3.1c0 15.9 12.9 28.7 28.7 28.7h79.8c15.9 0 28.7-12.9 28.7-28.7v-3.1c0-15.9-12.9-28.7-28.7-28.7H353z" fill="#333336" /><path d="M318.8 468.8a37.9 35.8 0 1 0 75.8 0 37.9 35.8 0 1 0-75.8 0Z" fill="#FFD632" /><path d="M356.7 510.1c-23.9 0-43.4-18.5-43.4-41.3s19.5-41.3 43.4-41.3 43.4 18.5 43.4 41.3-19.5 41.3-43.4 41.3z m0-71.6c-17.8 0-32.4 13.6-32.4 30.3s14.5 30.3 32.4 30.3 32.4-13.6 32.4-30.3-14.5-30.3-32.4-30.3z" fill="#333336" /><path d="M485.8 650.4H333.4c-8.1 0-14.6-6.5-14.6-14.6v-58.3c0-8.1 6.5-14.6 14.6-14.6h152.3c8.1 0 14.6 6.5 14.6 14.6v58.3c0 8.1-6.5 14.6-14.5 14.6z" fill="#FFD632" /><path d="M485.8 655.9H333.4c-11.1 0-20.1-9-20.1-20.1v-58.3c0-11.1 9-20.1 20.1-20.1h152.3c11.1 0 20.1 9 20.1 20.1v58.3c0 11.1-9 20.1-20 20.1z m-152.4-87.5c-5 0-9.1 4.1-9.1 9.1v58.3c0 5 4.1 9.1 9.1 9.1h152.3c5 0 9.1-4.1 9.1-9.1v-58.3c0-5-4.1-9.1-9.1-9.1H333.4z" fill="#333336" /><path d="M485.8 788.1H333.4c-8.1 0-14.6-6.5-14.6-14.6v-58.3c0-8.1 6.5-14.6 14.6-14.6h152.3c8.1 0 14.6 6.5 14.6 14.6v58.3c0 8-6.5 14.6-14.5 14.6z" fill="#FFD632" /><path d="M485.8 793.6H333.4c-11.1 0-20.1-9-20.1-20.1v-58.3c0-11.1 9-20.1 20.1-20.1h152.3c11.1 0 20.1 9 20.1 20.1v58.3c0 11.1-9 20.1-20 20.1z m-152.4-87.5c-5 0-9.1 4.1-9.1 9.1v58.3c0 5 4.1 9.1 9.1 9.1h152.3c5 0 9.1-4.1 9.1-9.1v-58.3c0-5-4.1-9.1-9.1-9.1H333.4z" fill="#333336" /><path d="M682.8 786.6H577c-7.7 0-13.9-6.2-13.9-13.9v-194c0-7.7 6.2-13.9 13.9-13.9h105.9c7.7 0 13.9 6.2 13.9 13.9v194c-0.1 7.7-6.3 13.9-14 13.9z" fill="#D8A128" /><path d="M682.8 792.1H577c-10.7 0-19.4-8.7-19.4-19.4v-194c0-10.7 8.7-19.4 19.4-19.4h105.9c10.7 0 19.4 8.7 19.4 19.4v194c-0.1 10.7-8.8 19.4-19.5 19.4zM577 570.3c-4.7 0-8.4 3.8-8.4 8.4v194c0 4.7 3.8 8.4 8.4 8.4h105.9c4.7 0 8.4-3.8 8.4-8.4v-194c0-4.7-3.8-8.4-8.4-8.4H577z" fill="#333336" /><path d="M539.1 456.5l-15.2 27.9" fill="#D8A128" /><path d="M523.8 489.9c-0.9 0-1.8-0.2-2.6-0.7-2.7-1.5-3.7-4.8-2.2-7.5l15.2-27.9c1.5-2.7 4.8-3.6 7.5-2.2 2.7 1.5 3.7 4.8 2.2 7.5L528.7 487c-1 1.8-2.9 2.9-4.9 2.9z" fill="#333336" /><path d="M579.1 456.5l-15.2 27.9" fill="#D8A128" /><path d="M563.9 489.9c-0.9 0-1.8-0.2-2.6-0.7-2.7-1.5-3.7-4.8-2.2-7.5l15.2-27.9c1.5-2.7 4.8-3.6 7.5-2.2 2.7 1.5 3.7 4.8 2.2 7.5L568.8 487c-1 1.8-2.9 2.9-4.9 2.9z" fill="#333336" /><path d="M619.2 456.5L604 484.4" fill="#D8A128" /><path d="M604 489.9c-0.9 0-1.8-0.2-2.6-0.7-2.7-1.5-3.7-4.8-2.2-7.5l15.2-27.9c1.5-2.7 4.8-3.6 7.5-2.2 2.7 1.5 3.7 4.8 2.2 7.5L608.9 487c-1 1.8-2.9 2.9-4.9 2.9z" fill="#333336" /><path d="M659.3 456.5l-15.2 27.9" fill="#D8A128" /><path d="M644.1 489.9c-0.9 0-1.8-0.2-2.6-0.7-2.7-1.5-3.7-4.8-2.2-7.5l15.2-27.9c1.5-2.7 4.8-3.6 7.5-2.2 2.7 1.5 3.7 4.8 2.2 7.5L649 487c-1 1.8-2.9 2.9-4.9 2.9z" fill="#333336" /><path d="M699.4 456.5l-15.2 27.9" fill="#D8A128" /><path d="M684.2 489.9c-0.9 0-1.8-0.2-2.6-0.7-2.7-1.5-3.7-4.8-2.2-7.5l15.2-27.9c1.5-2.7 4.8-3.6 7.5-2.2 2.7 1.5 3.7 4.8 2.2 7.5L689.1 487c-1 1.8-2.9 2.9-4.9 2.9z" fill="#333336" /></svg> </s>
Icon of Calculator
Calculator
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M741.7 844.4H282.3c-17.4 0-31.5-14.1-31.5-31.5V211.1c0-17.4 14.1-31.5 31.5-31.5h459.4c17.4 0 31.5 14.1 31.5 31.5v601.8c0 17.4-14.1 31.5-31.5 31.5z" fill="#68A240" /><path d="M741.7 849.9H282.3c-20.4 0-37-16.6-37-37V211.1c0-20.4 16.6-37 37-37h459.4c20.4 0 37 16.6 37 37v601.8c0 20.4-16.6 37-37 37zM282.3 185.1c-14.3 0-26 11.7-26 26v601.8c0 14.3 11.7 26 26 26h459.4c14.3 0 26-11.7 26-26V211.1c0-14.3-11.7-26-26-26H282.3z" fill="#333336" /><path d="M697.9 349.3s15.6 40.8-159.2 40.8c-178.6 0-220-40.8-220-40.8v-96.9c0-6.4 5.5-11.6 12.3-11.6h354.5c6.8 0 12.3 5.2 12.3 11.6v96.9z" fill="#FFD632" /><path d="M538.7 395.6c-178.8 0-222.1-40.6-223.8-42.4l-1.6-1.6v-99.2c0-9.4 8-17.1 17.8-17.1h354.5c9.8 0 17.8 7.7 17.8 17.1v96.2c0.5 2.4 1 8-3.4 14.4-14.7 21.4-70.5 32.6-161.3 32.6z m-214.4-48.9c4 3 15.9 10.7 40.8 18.2 29.4 9 83.4 19.6 173.7 19.6 120.1 0 146.4-19.5 152.2-27.8 2.2-3.2 1.8-5.5 1.8-5.5l-0.4-0.9v-97.9c0-3.4-3-6.1-6.8-6.1H331.1c-3.7 0-6.8 2.7-6.8 6.1v94.3z" fill="#333336" /><path d="M575 310.4h-6.9c-2.8 0-5.1-2.3-5.1-5.1V277c0-2.8 2.3-5.1 5.1-5.1h6.9c2.8 0 5.1 2.3 5.1 5.1v28.2c0 2.9-2.3 5.2-5.1 5.2zM575 356.4h-6.9c-2.8 0-5.1-2.3-5.1-5.1V323c0-2.8 2.3-5.1 5.1-5.1h6.9c2.8 0 5.1 2.3 5.1 5.1v28.2c0 2.9-2.3 5.2-5.1 5.2zM652.9 318.9h-41.6c-2.4 0-4.3-1.9-4.3-4.3v-5.8c0-2.4 1.9-4.3 4.3-4.3h41.6c2.4 0 4.3 1.9 4.3 4.3v5.8c0 2.4-1.9 4.3-4.3 4.3z" fill="#333336" /><path d="M639.7 292.5v38.4c0 2.5-2 4.5-4.5 4.5h-6.1c-2.5 0-4.5-2-4.5-4.5v-38.4c0-2.5 2-4.5 4.5-4.5h6.1c2.5 0 4.5 2 4.5 4.5z" fill="#333336" /><path d="M432.9 504.6H353c-18.9 0-34.2-15.3-34.2-34.2v-3.1c0-18.9 15.3-34.2 34.2-34.2h79.8c18.9 0 34.2 15.3 34.2 34.2v3.1c0.1 18.9-15.2 34.2-34.1 34.2z" fill="#D5D9CF" /><path d="M432.9 510.1H353c-21.9 0-39.7-17.8-39.7-39.7v-3.1c0-21.9 17.8-39.7 39.7-39.7h79.8c21.9 0 39.7 17.8 39.7 39.7v3.1c0.1 21.9-17.7 39.7-39.6 39.7zM353 438.5c-15.9 0-28.7 12.9-28.7 28.7v3.1c0 15.9 12.9 28.7 28.7 28.7h79.8c15.9 0 28.7-12.9 28.7-28.7v-3.1c0-15.9-12.9-28.7-28.7-28.7H353z" fill="#333336" /><path d="M318.8 468.8a37.9 35.8 0 1 0 75.8 0 37.9 35.8 0 1 0-75.8 0Z" fill="#FFD632" /><path d="M356.7 510.1c-23.9 0-43.4-18.5-43.4-41.3s19.5-41.3 43.4-41.3 43.4 18.5 43.4 41.3-19.5 41.3-43.4 41.3z m0-71.6c-17.8 0-32.4 13.6-32.4 30.3s14.5 30.3 32.4 30.3 32.4-13.6 32.4-30.3-14.5-30.3-32.4-30.3z" fill="#333336" /><path d="M485.8 650.4H333.4c-8.1 0-14.6-6.5-14.6-14.6v-58.3c0-8.1 6.5-14.6 14.6-14.6h152.3c8.1 0 14.6 6.5 14.6 14.6v58.3c0 8.1-6.5 14.6-14.5 14.6z" fill="#FFD632" /><path d="M485.8 655.9H333.4c-11.1 0-20.1-9-20.1-20.1v-58.3c0-11.1 9-20.1 20.1-20.1h152.3c11.1 0 20.1 9 20.1 20.1v58.3c0 11.1-9 20.1-20 20.1z m-152.4-87.5c-5 0-9.1 4.1-9.1 9.1v58.3c0 5 4.1 9.1 9.1 9.1h152.3c5 0 9.1-4.1 9.1-9.1v-58.3c0-5-4.1-9.1-9.1-9.1H333.4z" fill="#333336" /><path d="M485.8 788.1H333.4c-8.1 0-14.6-6.5-14.6-14.6v-58.3c0-8.1 6.5-14.6 14.6-14.6h152.3c8.1 0 14.6 6.5 14.6 14.6v58.3c0 8-6.5 14.6-14.5 14.6z" fill="#FFD632" /><path d="M485.8 793.6H333.4c-11.1 0-20.1-9-20.1-20.1v-58.3c0-11.1 9-20.1 20.1-20.1h152.3c11.1 0 20.1 9 20.1 20.1v58.3c0 11.1-9 20.1-20 20.1z m-152.4-87.5c-5 0-9.1 4.1-9.1 9.1v58.3c0 5 4.1 9.1 9.1 9.1h152.3c5 0 9.1-4.1 9.1-9.1v-58.3c0-5-4.1-9.1-9.1-9.1H333.4z" fill="#333336" /><path d="M682.8 786.6H577c-7.7 0-13.9-6.2-13.9-13.9v-194c0-7.7 6.2-13.9 13.9-13.9h105.9c7.7 0 13.9 6.2 13.9 13.9v194c-0.1 7.7-6.3 13.9-14 13.9z" fill="#D8A128" /><path d="M682.8 792.1H577c-10.7 0-19.4-8.7-19.4-19.4v-194c0-10.7 8.7-19.4 19.4-19.4h105.9c10.7 0 19.4 8.7 19.4 19.4v194c-0.1 10.7-8.8 19.4-19.5 19.4zM577 570.3c-4.7 0-8.4 3.8-8.4 8.4v194c0 4.7 3.8 8.4 8.4 8.4h105.9c4.7 0 8.4-3.8 8.4-8.4v-194c0-4.7-3.8-8.4-8.4-8.4H577z" fill="#333336" /><path d="M539.1 456.5l-15.2 27.9" fill="#D8A128" /><path d="M523.8 489.9c-0.9 0-1.8-0.2-2.6-0.7-2.7-1.5-3.7-4.8-2.2-7.5l15.2-27.9c1.5-2.7 4.8-3.6 7.5-2.2 2.7 1.5 3.7 4.8 2.2 7.5L528.7 487c-1 1.8-2.9 2.9-4.9 2.9z" fill="#333336" /><path d="M579.1 456.5l-15.2 27.9" fill="#D8A128" /><path d="M563.9 489.9c-0.9 0-1.8-0.2-2.6-0.7-2.7-1.5-3.7-4.8-2.2-7.5l15.2-27.9c1.5-2.7 4.8-3.6 7.5-2.2 2.7 1.5 3.7 4.8 2.2 7.5L568.8 487c-1 1.8-2.9 2.9-4.9 2.9z" fill="#333336" /><path d="M619.2 456.5L604 484.4" fill="#D8A128" /><path d="M604 489.9c-0.9 0-1.8-0.2-2.6-0.7-2.7-1.5-3.7-4.8-2.2-7.5l15.2-27.9c1.5-2.7 4.8-3.6 7.5-2.2 2.7 1.5 3.7 4.8 2.2 7.5L608.9 487c-1 1.8-2.9 2.9-4.9 2.9z" fill="#333336" /><path d="M659.3 456.5l-15.2 27.9" fill="#D8A128" /><path d="M644.1 489.9c-0.9 0-1.8-0.2-2.6-0.7-2.7-1.5-3.7-4.8-2.2-7.5l15.2-27.9c1.5-2.7 4.8-3.6 7.5-2.2 2.7 1.5 3.7 4.8 2.2 7.5L649 487c-1 1.8-2.9 2.9-4.9 2.9z" fill="#333336" /><path d="M699.4 456.5l-15.2 27.9" fill="#D8A128" /><path d="M684.2 489.9c-0.9 0-1.8-0.2-2.6-0.7-2.7-1.5-3.7-4.8-2.2-7.5l15.2-27.9c1.5-2.7 4.8-3.6 7.5-2.2 2.7 1.5 3.7 4.8 2.2 7.5L689.1 487c-1 1.8-2.9 2.9-4.9 2.9z" fill="#333336" /></svg>
true
"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"
<s>[INST] Icon of Scissors here are the inputs Scissors [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M600.6 842H232c-16.4 0-29.7-13.3-29.7-29.7V211.7c0-16.4 13.3-29.7 29.7-29.7h482.4c16.4 0 29.7 13.3 29.7 29.7v484L600.6 842z" fill="#68A240" /><path d="M602.9 847.5H232c-19.4 0-35.2-15.8-35.2-35.2V211.7c0-19.4 15.8-35.2 35.2-35.2h482.4c19.4 0 35.2 15.8 35.2 35.2V698L602.9 847.5zM232 187.5c-13.3 0-24.2 10.8-24.2 24.2v600.7c0 13.3 10.8 24.2 24.2 24.2h366.3l140.3-143V211.7c0-13.3-10.8-24.2-24.2-24.2H232z" fill="#333336" /><path d="M314.3 777.4h-51.1v-45.1c0-2.2 1.8-4 4-4s4 1.8 4 4v37.1h43.1c2.2 0 4 1.8 4 4s-1.8 4-4 4zM599.5 842h-11V690.2h155.6v11H599.5z" fill="#333336" /><path d="M168.5 360.5V709c0 6.1 5 11.1 11.1 11.1h348.5c10.9 0 16.4-13.2 8.7-20.9L189.4 351.8c-7.7-7.7-20.9-2.2-20.9 8.7z m75.1 155.7l131.1 131.1H243.6V516.2z" fill="#FFD632" /><path d="M528.1 725.6H179.6c-9.1 0-16.6-7.4-16.6-16.6V360.5c0-7.3 4.2-13.6 11-16.4 6.8-2.8 14.2-1.3 19.3 3.8l347.3 347.3c5.2 5.2 6.6 12.6 3.8 19.3-2.7 6.9-9 11.1-16.3 11.1zM180.9 353.7c-1.2 0-2.2 0.3-2.7 0.5-1 0.4-4.2 2.1-4.2 6.2V709c0 3.1 2.5 5.6 5.6 5.6h348.5c4.2 0 5.8-3.2 6.2-4.2 0.4-1 1.5-4.4-1.5-7.4L185.5 355.7c-1.5-1.5-3.2-2-4.6-2zM388 652.8H238.1V503L388 652.8z m-138.9-11h112.3L249.1 529.5v112.3z" fill="#333336" /><path d="M201.6 420.7h-30.5c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h30.5c3 0 5.5 2.5 5.5 5.5s-2.4 5.5-5.5 5.5zM189.9 461.7h-18.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h18.8c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM201.6 502.7h-30.5c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h30.5c3 0 5.5 2.5 5.5 5.5s-2.4 5.5-5.5 5.5zM189.9 543.8h-18.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h18.8c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM201.6 584.8h-30.5c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h30.5c3 0 5.5 2.5 5.5 5.5s-2.4 5.5-5.5 5.5zM189.9 625.8h-18.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h18.8c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5z" fill="#333336" /><path d="M201.6 666.9h-30.5c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h30.5c3 0 5.5 2.5 5.5 5.5s-2.4 5.5-5.5 5.5z" fill="#333336" /><path d="M572.5 401.1c28 41.9 14.4 68.6 1.2 85.4-30.4 38.4-34.7 90.8 0 125.5s90.8 34.7 125.5 0c33.7-33.7 34.6-87.8 2.7-122.6L593 380.5l-20.5 20.6z m94.1 178.6c-16.7 16.7-43.8 16.7-60.5 0-16.7-16.7-16.7-43.8 0-60.5s43.8-16.7 60.5 0c16.8 16.6 16.8 43.7 0 60.5z" fill="#FFD632" /><path d="M636.4 643.4c-25.2 0-48.8-9.8-66.6-27.6-17.6-17.6-26.6-40.2-26-65.3 0.6-23.3 9.6-47.3 25.6-67.4 24.7-31.2 12.2-58.6-1.4-78.9l-2.5-3.8 27.7-27.7 112.9 112.9c34.1 37.3 32.9 94.5-2.9 130.2-18 17.8-41.6 27.6-66.8 27.6z m-56.9-241.6c30 48.2 6.4 78.1-1.5 88.1-30.8 39-31 87.6-0.4 118.2 15.7 15.7 36.6 24.4 58.9 24.4 22.2 0 43.1-8.7 58.9-24.4 31.6-31.6 32.7-82 2.6-114.9L593 388.3l-13.5 13.5z m56.9 195.9c-12.4 0-24.7-4.7-34.1-14.1-18.8-18.8-18.8-49.5 0-68.3 18.8-18.8 49.5-18.8 68.3 0 18.8 18.8 18.8 49.5 0 68.3-9.5 9.4-21.8 14.1-34.2 14.1z m0-85.6c-9.5 0-19.1 3.6-26.4 10.9-14.5 14.5-14.5 38.2 0 52.7s38.2 14.5 52.7 0 14.5-38.2 0-52.7c-7.2-7.3-16.8-10.9-26.3-10.9z" fill="#333336" /><path d="M598 375.5l108.8 108.8c34.8 31.9 88.9 31 122.6-2.7 34.7-34.7 34.7-90.8 0-125.5s-87-30.4-125.5 0c-16.7 13.2-43.5 26.8-85.4-1.2L598 375.5z m138.7 73.6c-16.7-16.7-16.7-43.8 0-60.5s43.8-16.7 60.5 0c16.7 16.7 16.7 43.8 0 60.5s-43.8 16.7-60.5 0z" fill="#FFD632" /><path d="M766.7 513.2c-22.7 0-45.5-8.2-63.6-24.8l-0.2-0.2-112.7-112.7 27.7-27.7 3.8 2.5c38.8 25.9 62.5 14.4 78.9 1.4 20.2-15.9 44.1-25 67.4-25.6 25.2-0.6 47.7 8.4 65.3 26 17.8 17.8 27.6 41.5 27.6 66.6 0 25.2-9.8 48.8-27.6 66.6-18.3 18.6-42.4 27.9-66.6 27.9z m-56-32.8c32.9 30.1 83.4 28.9 114.9-2.6 15.7-15.7 24.4-36.6 24.4-58.9 0-22.2-8.7-43.1-24.4-58.9-30.6-30.6-79.2-30.4-118.2 0.4-6.3 5-20.6 16.3-42.5 16.3-12.7 0-27.9-3.8-45.5-14.8l-13.6 13.6 104.9 104.9z m56.2-13.3c-12.4 0-24.7-4.7-34.2-14.1-18.8-18.8-18.8-49.5 0-68.3 18.8-18.8 49.5-18.8 68.3 0 18.8 18.8 18.8 49.5 0 68.3-9.3 9.4-21.7 14.1-34.1 14.1z m0-85.5c-9.6 0-19.1 3.6-26.4 10.9-14.5 14.5-14.5 38.2 0 52.7s38.2 14.5 52.7 0 14.5-38.2 0-52.7c-7.2-7.3-16.7-10.9-26.3-10.9z" fill="#333336" /><path d="M536.246493 378.736335a193 42.2 44.999 1 0 59.678771-59.680854 193 42.2 44.999 1 0-59.678771 59.680854Z" fill="#FFD632" /><path d="M693.1 494.1c-12.4 0-30.7-7.7-54.5-23-31.7-20.4-69.4-51.8-106.2-88.5-36.7-36.7-68.2-74.4-88.5-106.2-22.3-34.8-28.4-57.7-18.1-67.9 10.3-10.3 33.1-4.2 67.9 18.1 31.7 20.3 69.4 51.8 106.2 88.5 36.7 36.7 68.2 74.4 88.5 106.2 22.3 34.8 28.4 57.7 18.1 67.9-3.3 3.3-7.7 4.9-13.4 4.9z m-254-279.4c-2.6 0-4.5 0.5-5.6 1.7-2.4 2.4-2.2 8.5 0.5 16.8 3.1 9.8 9.8 22.8 19.2 37.4 19.9 31.1 50.8 68.1 87 104.3s73.2 67.1 104.3 87c14.7 9.4 27.6 16 37.4 19.2 8.3 2.6 14.4 2.8 16.8 0.5 2.4-2.4 2.2-8.5-0.5-16.8-3.1-9.8-9.8-22.8-19.2-37.4-19.9-31.1-50.8-68.1-87-104.3s-73.2-67.1-104.3-87c-14.7-9.4-27.6-16-37.4-19.2-4.4-1.5-8.2-2.2-11.2-2.2z" fill="#333336" /><path d="M560.791378 375.716354a21.5 21.5 0 1 0 30.405061-30.406122 21.5 21.5 0 1 0-30.405061 30.406122Z" fill="#68A240" /><path d="M576 387.5c-7.2 0-14-2.8-19.1-7.9-10.5-10.5-10.5-27.6 0-38.1s27.6-10.5 38.1 0c5.1 5.1 7.9 11.9 7.9 19.1 0 7.2-2.8 14-7.9 19.1-5 5-11.8 7.8-19 7.8z m0-43c-4.1 0-8.2 1.6-11.3 4.7-6.2 6.2-6.2 16.4 0 22.6 3 3 7 4.7 11.3 4.7 4.3 0 8.3-1.7 11.3-4.7s4.7-7 4.7-11.3c0-4.3-1.7-8.3-4.7-11.3-3.1-3.1-7.2-4.7-11.3-4.7z" fill="#333336" /><path d="M267.2 297.6c-2.2 0-4-1.8-4-4v-45.1h51.1c2.2 0 4 1.8 4 4s-1.8 4-4 4h-43.1v37.1c0 2.2-1.8 4-4 4zM680.4 297.6c-2.2 0-4-1.8-4-4v-37.1h-43.1c-2.2 0-4-1.8-4-4s1.8-4 4-4h51.1v45.1c0 2.2-1.8 4-4 4z" fill="#333336" /></svg> </s>
Icon of Scissors
Scissors
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M600.6 842H232c-16.4 0-29.7-13.3-29.7-29.7V211.7c0-16.4 13.3-29.7 29.7-29.7h482.4c16.4 0 29.7 13.3 29.7 29.7v484L600.6 842z" fill="#68A240" /><path d="M602.9 847.5H232c-19.4 0-35.2-15.8-35.2-35.2V211.7c0-19.4 15.8-35.2 35.2-35.2h482.4c19.4 0 35.2 15.8 35.2 35.2V698L602.9 847.5zM232 187.5c-13.3 0-24.2 10.8-24.2 24.2v600.7c0 13.3 10.8 24.2 24.2 24.2h366.3l140.3-143V211.7c0-13.3-10.8-24.2-24.2-24.2H232z" fill="#333336" /><path d="M314.3 777.4h-51.1v-45.1c0-2.2 1.8-4 4-4s4 1.8 4 4v37.1h43.1c2.2 0 4 1.8 4 4s-1.8 4-4 4zM599.5 842h-11V690.2h155.6v11H599.5z" fill="#333336" /><path d="M168.5 360.5V709c0 6.1 5 11.1 11.1 11.1h348.5c10.9 0 16.4-13.2 8.7-20.9L189.4 351.8c-7.7-7.7-20.9-2.2-20.9 8.7z m75.1 155.7l131.1 131.1H243.6V516.2z" fill="#FFD632" /><path d="M528.1 725.6H179.6c-9.1 0-16.6-7.4-16.6-16.6V360.5c0-7.3 4.2-13.6 11-16.4 6.8-2.8 14.2-1.3 19.3 3.8l347.3 347.3c5.2 5.2 6.6 12.6 3.8 19.3-2.7 6.9-9 11.1-16.3 11.1zM180.9 353.7c-1.2 0-2.2 0.3-2.7 0.5-1 0.4-4.2 2.1-4.2 6.2V709c0 3.1 2.5 5.6 5.6 5.6h348.5c4.2 0 5.8-3.2 6.2-4.2 0.4-1 1.5-4.4-1.5-7.4L185.5 355.7c-1.5-1.5-3.2-2-4.6-2zM388 652.8H238.1V503L388 652.8z m-138.9-11h112.3L249.1 529.5v112.3z" fill="#333336" /><path d="M201.6 420.7h-30.5c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h30.5c3 0 5.5 2.5 5.5 5.5s-2.4 5.5-5.5 5.5zM189.9 461.7h-18.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h18.8c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM201.6 502.7h-30.5c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h30.5c3 0 5.5 2.5 5.5 5.5s-2.4 5.5-5.5 5.5zM189.9 543.8h-18.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h18.8c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM201.6 584.8h-30.5c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h30.5c3 0 5.5 2.5 5.5 5.5s-2.4 5.5-5.5 5.5zM189.9 625.8h-18.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h18.8c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5z" fill="#333336" /><path d="M201.6 666.9h-30.5c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h30.5c3 0 5.5 2.5 5.5 5.5s-2.4 5.5-5.5 5.5z" fill="#333336" /><path d="M572.5 401.1c28 41.9 14.4 68.6 1.2 85.4-30.4 38.4-34.7 90.8 0 125.5s90.8 34.7 125.5 0c33.7-33.7 34.6-87.8 2.7-122.6L593 380.5l-20.5 20.6z m94.1 178.6c-16.7 16.7-43.8 16.7-60.5 0-16.7-16.7-16.7-43.8 0-60.5s43.8-16.7 60.5 0c16.8 16.6 16.8 43.7 0 60.5z" fill="#FFD632" /><path d="M636.4 643.4c-25.2 0-48.8-9.8-66.6-27.6-17.6-17.6-26.6-40.2-26-65.3 0.6-23.3 9.6-47.3 25.6-67.4 24.7-31.2 12.2-58.6-1.4-78.9l-2.5-3.8 27.7-27.7 112.9 112.9c34.1 37.3 32.9 94.5-2.9 130.2-18 17.8-41.6 27.6-66.8 27.6z m-56.9-241.6c30 48.2 6.4 78.1-1.5 88.1-30.8 39-31 87.6-0.4 118.2 15.7 15.7 36.6 24.4 58.9 24.4 22.2 0 43.1-8.7 58.9-24.4 31.6-31.6 32.7-82 2.6-114.9L593 388.3l-13.5 13.5z m56.9 195.9c-12.4 0-24.7-4.7-34.1-14.1-18.8-18.8-18.8-49.5 0-68.3 18.8-18.8 49.5-18.8 68.3 0 18.8 18.8 18.8 49.5 0 68.3-9.5 9.4-21.8 14.1-34.2 14.1z m0-85.6c-9.5 0-19.1 3.6-26.4 10.9-14.5 14.5-14.5 38.2 0 52.7s38.2 14.5 52.7 0 14.5-38.2 0-52.7c-7.2-7.3-16.8-10.9-26.3-10.9z" fill="#333336" /><path d="M598 375.5l108.8 108.8c34.8 31.9 88.9 31 122.6-2.7 34.7-34.7 34.7-90.8 0-125.5s-87-30.4-125.5 0c-16.7 13.2-43.5 26.8-85.4-1.2L598 375.5z m138.7 73.6c-16.7-16.7-16.7-43.8 0-60.5s43.8-16.7 60.5 0c16.7 16.7 16.7 43.8 0 60.5s-43.8 16.7-60.5 0z" fill="#FFD632" /><path d="M766.7 513.2c-22.7 0-45.5-8.2-63.6-24.8l-0.2-0.2-112.7-112.7 27.7-27.7 3.8 2.5c38.8 25.9 62.5 14.4 78.9 1.4 20.2-15.9 44.1-25 67.4-25.6 25.2-0.6 47.7 8.4 65.3 26 17.8 17.8 27.6 41.5 27.6 66.6 0 25.2-9.8 48.8-27.6 66.6-18.3 18.6-42.4 27.9-66.6 27.9z m-56-32.8c32.9 30.1 83.4 28.9 114.9-2.6 15.7-15.7 24.4-36.6 24.4-58.9 0-22.2-8.7-43.1-24.4-58.9-30.6-30.6-79.2-30.4-118.2 0.4-6.3 5-20.6 16.3-42.5 16.3-12.7 0-27.9-3.8-45.5-14.8l-13.6 13.6 104.9 104.9z m56.2-13.3c-12.4 0-24.7-4.7-34.2-14.1-18.8-18.8-18.8-49.5 0-68.3 18.8-18.8 49.5-18.8 68.3 0 18.8 18.8 18.8 49.5 0 68.3-9.3 9.4-21.7 14.1-34.1 14.1z m0-85.5c-9.6 0-19.1 3.6-26.4 10.9-14.5 14.5-14.5 38.2 0 52.7s38.2 14.5 52.7 0 14.5-38.2 0-52.7c-7.2-7.3-16.7-10.9-26.3-10.9z" fill="#333336" /><path d="M536.246493 378.736335a193 42.2 44.999 1 0 59.678771-59.680854 193 42.2 44.999 1 0-59.678771 59.680854Z" fill="#FFD632" /><path d="M693.1 494.1c-12.4 0-30.7-7.7-54.5-23-31.7-20.4-69.4-51.8-106.2-88.5-36.7-36.7-68.2-74.4-88.5-106.2-22.3-34.8-28.4-57.7-18.1-67.9 10.3-10.3 33.1-4.2 67.9 18.1 31.7 20.3 69.4 51.8 106.2 88.5 36.7 36.7 68.2 74.4 88.5 106.2 22.3 34.8 28.4 57.7 18.1 67.9-3.3 3.3-7.7 4.9-13.4 4.9z m-254-279.4c-2.6 0-4.5 0.5-5.6 1.7-2.4 2.4-2.2 8.5 0.5 16.8 3.1 9.8 9.8 22.8 19.2 37.4 19.9 31.1 50.8 68.1 87 104.3s73.2 67.1 104.3 87c14.7 9.4 27.6 16 37.4 19.2 8.3 2.6 14.4 2.8 16.8 0.5 2.4-2.4 2.2-8.5-0.5-16.8-3.1-9.8-9.8-22.8-19.2-37.4-19.9-31.1-50.8-68.1-87-104.3s-73.2-67.1-104.3-87c-14.7-9.4-27.6-16-37.4-19.2-4.4-1.5-8.2-2.2-11.2-2.2z" fill="#333336" /><path d="M560.791378 375.716354a21.5 21.5 0 1 0 30.405061-30.406122 21.5 21.5 0 1 0-30.405061 30.406122Z" fill="#68A240" /><path d="M576 387.5c-7.2 0-14-2.8-19.1-7.9-10.5-10.5-10.5-27.6 0-38.1s27.6-10.5 38.1 0c5.1 5.1 7.9 11.9 7.9 19.1 0 7.2-2.8 14-7.9 19.1-5 5-11.8 7.8-19 7.8z m0-43c-4.1 0-8.2 1.6-11.3 4.7-6.2 6.2-6.2 16.4 0 22.6 3 3 7 4.7 11.3 4.7 4.3 0 8.3-1.7 11.3-4.7s4.7-7 4.7-11.3c0-4.3-1.7-8.3-4.7-11.3-3.1-3.1-7.2-4.7-11.3-4.7z" fill="#333336" /><path d="M267.2 297.6c-2.2 0-4-1.8-4-4v-45.1h51.1c2.2 0 4 1.8 4 4s-1.8 4-4 4h-43.1v37.1c0 2.2-1.8 4-4 4zM680.4 297.6c-2.2 0-4-1.8-4-4v-37.1h-43.1c-2.2 0-4-1.8-4-4s1.8-4 4-4h51.1v45.1c0 2.2-1.8 4-4 4z" fill="#333336" /></svg>
true
"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"
<s>[INST] Icon of Briefcase here are the inputs Briefcase [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M843.2 876.7H180.8c-13.5 0-24.5-11-24.5-24.5V501.7h711.3v350.4c0.1 13.6-10.9 24.6-24.4 24.6z" fill="#68A240" /><path d="M842 882.4H182c-17.3 0-31.4-14.1-31.4-31.4V496h722.9v355c-0.1 17.3-14.2 31.4-31.5 31.4zM162.1 507.5V851c0 11 8.9 19.9 19.9 19.9h660c11 0 19.9-8.9 19.9-19.9V507.5H162.1z" fill="#333336" /><path d="M485.7 835.9H208c-6.2 0-11.2-5-11.2-11.2V521.8H497v302.8c0 6.2-5 11.3-11.3 11.3z" fill="#68A240" /><path d="M485.2 841.6H208.5c-9.7 0-17.5-7.9-17.5-17.5V516h311.8v308.1c0 9.7-7.9 17.5-17.6 17.5zM202.5 527.5v296.6c0 3.3 2.7 6 6 6h276.7c3.3 0 6-2.7 6-6V527.5H202.5z" fill="#333336" /><path d="M813.7 835.9H535.9c-6.2 0-11.2-5-11.2-11.2V521.8H825v302.8c-0.1 6.2-5.1 11.3-11.3 11.3z" fill="#68A240" /><path d="M813.2 841.6H536.5c-9.7 0-17.5-7.9-17.5-17.5V516h311.8v308.1c-0.1 9.7-8 17.5-17.6 17.5zM530.5 527.5v296.6c0 3.3 2.7 6 6 6h276.7c3.3 0 6-2.7 6-6V527.5H530.5z" fill="#333336" /><path d="M806.2 589.5H217.8c-34 0-61.5-27.5-61.5-61.5V346.5c0-4.8 3.9-8.7 8.7-8.7h693.8c4.8 0 8.7 3.9 8.7 8.7V528c0.2 34-27.4 61.5-61.3 61.5z" fill="#FFD632" /><path d="M803.3 595.3H220.7c-38.7 0-70.1-31.5-70.1-70.1V346.9c0-8.2 6.7-14.9 14.9-14.9h693c8.2 0 14.9 6.7 14.9 14.9v178.2c0 38.7-31.4 70.2-70.1 70.2zM165.5 343.5c-1.9 0-3.4 1.5-3.4 3.4v178.2c0 32.3 26.3 58.6 58.6 58.6h582.6c32.3 0 58.6-26.3 58.6-58.6V346.9c0-1.9-1.5-3.4-3.4-3.4h-693z" fill="#333336" /><path d="M397.3 675H296.4c-0.8 0-1.5-0.7-1.5-1.5v-131c0-0.8 0.7-1.5 1.5-1.5h100.9c0.8 0 1.5 0.7 1.5 1.5v131c0 0.8-0.6 1.5-1.5 1.5z" fill="#D5D9CF" /><path d="M397.3 680.7H296.5c-4 0-7.3-3.3-7.3-7.3V542.6c0-4 3.3-7.3 7.3-7.3h100.8c4 0 7.3 3.3 7.3 7.3v130.8c0 4.1-3.3 7.3-7.3 7.3z m-96.6-11.5h92.4V546.8h-92.4v122.4z" fill="#333336" /><path d="M402.5 606.5H291.2c-5 0-9-4-9-9v-9.7c0-5 4-9 9-9h111.3c5 0 9 4 9 9v9.7c0 4.9-4 9-9 9z" fill="#D8A128" /><path d="M402.1 612.2H291.6c-8.4 0-15.2-6.8-15.2-15.2v-8.9c0-8.4 6.8-15.2 15.2-15.2h110.5c8.4 0 15.2 6.8 15.2 15.2v8.9c0 8.4-6.8 15.2-15.2 15.2z m-110.5-27.7c-2 0-3.7 1.6-3.7 3.7v8.9c0 2 1.6 3.7 3.7 3.7h110.5c2 0 3.7-1.6 3.7-3.7v-8.9c0-2-1.6-3.7-3.7-3.7H291.6zM346.9 654c-3.2 0-5.8-2.6-5.8-5.8v-15.6c0-3.2 2.6-5.8 5.8-5.8 3.2 0 5.8 2.6 5.8 5.8v15.6c-0.1 3.2-2.7 5.8-5.8 5.8z" fill="#333336" /><path d="M723.7 675H622.8c-0.8 0-1.5-0.7-1.5-1.5v-131c0-0.8 0.7-1.5 1.5-1.5h100.9c0.8 0 1.5 0.7 1.5 1.5v131c0 0.8-0.6 1.5-1.5 1.5z" fill="#D5D9CF" /><path d="M723.7 680.7H622.9c-4 0-7.3-3.3-7.3-7.3V542.6c0-4 3.3-7.3 7.3-7.3h100.8c4 0 7.3 3.3 7.3 7.3v130.8c0 4.1-3.3 7.3-7.3 7.3z m-96.6-11.5h92.4V546.8h-92.4v122.4z" fill="#333336" /><path d="M729 606.5H617.6c-5 0-9-4-9-9v-9.7c0-5 4-9 9-9H729c5 0 9 4 9 9v9.7c0 4.9-4.1 9-9 9z" fill="#D8A128" /><path d="M728.5 612.2H618c-8.4 0-15.2-6.8-15.2-15.2v-8.9c0-8.4 6.8-15.2 15.2-15.2h110.5c8.4 0 15.2 6.8 15.2 15.2v8.9c0 8.4-6.8 15.2-15.2 15.2zM618 584.5c-2 0-3.7 1.6-3.7 3.7v8.9c0 2 1.6 3.7 3.7 3.7h110.5c2 0 3.7-1.6 3.7-3.7v-8.9c0-2-1.6-3.7-3.7-3.7H618z" fill="#333336" /><path d="M673.3 654c-3.2 0-5.8-2.6-5.8-5.8v-15.6c0-3.2 2.6-5.8 5.8-5.8 3.2 0 5.8 2.6 5.8 5.8v15.6c-0.1 3.2-2.6 5.8-5.8 5.8z" fill="#333336" /><path d="M664.3 273.2c10.9-7.9 14-22.7 7.2-34.3-21.9-37.4-76-111.6-161.5-111.6-92.6 0-143.4 74.7-163 112-6 11.5-2.6 25.7 7.9 33.3l0.2 0.1c12.8 9.3 30.8 5.1 38.4-8.8 18.9-34.6 58.2-90.1 116.5-90.1 56.6 0 97 56.4 116.4 91 7.6 13.6 25.3 17.5 37.9 8.4z" fill="#FFD632" /><path d="M649.1 283.9c-2.3 0-4.6-0.2-6.8-0.7-8.8-1.9-16.4-7.6-20.9-15.5-18.5-32.9-57.5-88.1-111.4-88.1-55.7 0-93.8 54.6-111.5 87.1-4.4 8.1-12.1 13.9-21.1 15.9-8.9 2-18.3 0.1-25.7-5.2l-0.2-0.1c-12.8-9.2-16.9-26.7-9.6-40.7 10.3-19.6 28.2-47.9 55.4-71.6 33-28.8 70.9-43.4 112.7-43.4 38.7 0 75.1 14.5 108.4 43.2 27.4 23.6 46.7 51.8 58.1 71.3 8.3 14.2 4.5 32.2-8.8 41.8-5.5 3.9-12 6-18.6 6zM510 168.1c59.8 0 101.7 58.9 121.4 93.9 2.8 5 7.7 8.6 13.3 9.9 5.6 1.2 11.5 0 16.2-3.4 8.5-6.1 10.9-17.6 5.6-26.7-11-18.7-29.5-45.8-55.7-68.4-31.1-26.8-65-40.4-100.9-40.4-38.9 0-74.3 13.6-105.1 40.6-25.8 22.5-42.9 49.6-52.8 68.3-4.7 8.9-2 20.1 6.2 26l0.2 0.1c4.7 3.4 10.7 4.6 16.4 3.4 5.7-1.3 10.7-5 13.5-10.2 19.1-34.8 60-93.1 121.7-93.1z" fill="#333336" /><path d="M376.1 247.6L336 313" fill="#FFD632" /><path d="M331.041 309.941l40.114-65.371 9.802 6.014-40.114 65.372z" fill="#333336" /><path d="M644.2 247.6l40.1 65.4" fill="#FFD632" /><path d="M639.253 250.588l9.801-6.014 40.115 65.371-9.802 6.014z" fill="#333336" /><path d="M343 336.2h-67.8c-6.1 0-11-4.9-11-11v-11.9c0-6.1 4.9-11 11-11H343c6.1 0 11 4.9 11 11v11.9c0 6.1-5 11-11 11z" fill="#D5D9CF" /><path d="M342.4 342h-66.8c-9.5 0-17.3-7.8-17.3-17.3v-10.9c0-9.5 7.8-17.3 17.3-17.3h66.8c9.5 0 17.3 7.8 17.3 17.3v10.9c0 9.5-7.7 17.3-17.3 17.3z m-66.7-33.9c-3.2 0-5.8 2.6-5.8 5.8v10.9c0 3.2 2.6 5.8 5.8 5.8h66.8c3.2 0 5.8-2.6 5.8-5.8v-10.9c0-3.2-2.6-5.8-5.8-5.8h-66.8z" fill="#333336" /><path d="M745 336.2h-67.8c-6.1 0-11-4.9-11-11v-11.9c0-6.1 4.9-11 11-11H745c6.1 0 11 4.9 11 11v11.9c0 6.1-4.9 11-11 11z" fill="#D5D9CF" /><path d="M744.4 342h-66.8c-9.5 0-17.3-7.8-17.3-17.3v-10.9c0-9.5 7.8-17.3 17.3-17.3h66.8c9.5 0 17.3 7.8 17.3 17.3v10.9c0 9.5-7.7 17.3-17.3 17.3z m-66.7-33.9c-3.2 0-5.8 2.6-5.8 5.8v10.9c0 3.2 2.6 5.8 5.8 5.8h66.8c3.2 0 5.8-2.6 5.8-5.8v-10.9c0-3.2-2.6-5.8-5.8-5.8h-66.8z" fill="#333336" /></svg> </s>
Icon of Briefcase
Briefcase
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M843.2 876.7H180.8c-13.5 0-24.5-11-24.5-24.5V501.7h711.3v350.4c0.1 13.6-10.9 24.6-24.4 24.6z" fill="#68A240" /><path d="M842 882.4H182c-17.3 0-31.4-14.1-31.4-31.4V496h722.9v355c-0.1 17.3-14.2 31.4-31.5 31.4zM162.1 507.5V851c0 11 8.9 19.9 19.9 19.9h660c11 0 19.9-8.9 19.9-19.9V507.5H162.1z" fill="#333336" /><path d="M485.7 835.9H208c-6.2 0-11.2-5-11.2-11.2V521.8H497v302.8c0 6.2-5 11.3-11.3 11.3z" fill="#68A240" /><path d="M485.2 841.6H208.5c-9.7 0-17.5-7.9-17.5-17.5V516h311.8v308.1c0 9.7-7.9 17.5-17.6 17.5zM202.5 527.5v296.6c0 3.3 2.7 6 6 6h276.7c3.3 0 6-2.7 6-6V527.5H202.5z" fill="#333336" /><path d="M813.7 835.9H535.9c-6.2 0-11.2-5-11.2-11.2V521.8H825v302.8c-0.1 6.2-5.1 11.3-11.3 11.3z" fill="#68A240" /><path d="M813.2 841.6H536.5c-9.7 0-17.5-7.9-17.5-17.5V516h311.8v308.1c-0.1 9.7-8 17.5-17.6 17.5zM530.5 527.5v296.6c0 3.3 2.7 6 6 6h276.7c3.3 0 6-2.7 6-6V527.5H530.5z" fill="#333336" /><path d="M806.2 589.5H217.8c-34 0-61.5-27.5-61.5-61.5V346.5c0-4.8 3.9-8.7 8.7-8.7h693.8c4.8 0 8.7 3.9 8.7 8.7V528c0.2 34-27.4 61.5-61.3 61.5z" fill="#FFD632" /><path d="M803.3 595.3H220.7c-38.7 0-70.1-31.5-70.1-70.1V346.9c0-8.2 6.7-14.9 14.9-14.9h693c8.2 0 14.9 6.7 14.9 14.9v178.2c0 38.7-31.4 70.2-70.1 70.2zM165.5 343.5c-1.9 0-3.4 1.5-3.4 3.4v178.2c0 32.3 26.3 58.6 58.6 58.6h582.6c32.3 0 58.6-26.3 58.6-58.6V346.9c0-1.9-1.5-3.4-3.4-3.4h-693z" fill="#333336" /><path d="M397.3 675H296.4c-0.8 0-1.5-0.7-1.5-1.5v-131c0-0.8 0.7-1.5 1.5-1.5h100.9c0.8 0 1.5 0.7 1.5 1.5v131c0 0.8-0.6 1.5-1.5 1.5z" fill="#D5D9CF" /><path d="M397.3 680.7H296.5c-4 0-7.3-3.3-7.3-7.3V542.6c0-4 3.3-7.3 7.3-7.3h100.8c4 0 7.3 3.3 7.3 7.3v130.8c0 4.1-3.3 7.3-7.3 7.3z m-96.6-11.5h92.4V546.8h-92.4v122.4z" fill="#333336" /><path d="M402.5 606.5H291.2c-5 0-9-4-9-9v-9.7c0-5 4-9 9-9h111.3c5 0 9 4 9 9v9.7c0 4.9-4 9-9 9z" fill="#D8A128" /><path d="M402.1 612.2H291.6c-8.4 0-15.2-6.8-15.2-15.2v-8.9c0-8.4 6.8-15.2 15.2-15.2h110.5c8.4 0 15.2 6.8 15.2 15.2v8.9c0 8.4-6.8 15.2-15.2 15.2z m-110.5-27.7c-2 0-3.7 1.6-3.7 3.7v8.9c0 2 1.6 3.7 3.7 3.7h110.5c2 0 3.7-1.6 3.7-3.7v-8.9c0-2-1.6-3.7-3.7-3.7H291.6zM346.9 654c-3.2 0-5.8-2.6-5.8-5.8v-15.6c0-3.2 2.6-5.8 5.8-5.8 3.2 0 5.8 2.6 5.8 5.8v15.6c-0.1 3.2-2.7 5.8-5.8 5.8z" fill="#333336" /><path d="M723.7 675H622.8c-0.8 0-1.5-0.7-1.5-1.5v-131c0-0.8 0.7-1.5 1.5-1.5h100.9c0.8 0 1.5 0.7 1.5 1.5v131c0 0.8-0.6 1.5-1.5 1.5z" fill="#D5D9CF" /><path d="M723.7 680.7H622.9c-4 0-7.3-3.3-7.3-7.3V542.6c0-4 3.3-7.3 7.3-7.3h100.8c4 0 7.3 3.3 7.3 7.3v130.8c0 4.1-3.3 7.3-7.3 7.3z m-96.6-11.5h92.4V546.8h-92.4v122.4z" fill="#333336" /><path d="M729 606.5H617.6c-5 0-9-4-9-9v-9.7c0-5 4-9 9-9H729c5 0 9 4 9 9v9.7c0 4.9-4.1 9-9 9z" fill="#D8A128" /><path d="M728.5 612.2H618c-8.4 0-15.2-6.8-15.2-15.2v-8.9c0-8.4 6.8-15.2 15.2-15.2h110.5c8.4 0 15.2 6.8 15.2 15.2v8.9c0 8.4-6.8 15.2-15.2 15.2zM618 584.5c-2 0-3.7 1.6-3.7 3.7v8.9c0 2 1.6 3.7 3.7 3.7h110.5c2 0 3.7-1.6 3.7-3.7v-8.9c0-2-1.6-3.7-3.7-3.7H618z" fill="#333336" /><path d="M673.3 654c-3.2 0-5.8-2.6-5.8-5.8v-15.6c0-3.2 2.6-5.8 5.8-5.8 3.2 0 5.8 2.6 5.8 5.8v15.6c-0.1 3.2-2.6 5.8-5.8 5.8z" fill="#333336" /><path d="M664.3 273.2c10.9-7.9 14-22.7 7.2-34.3-21.9-37.4-76-111.6-161.5-111.6-92.6 0-143.4 74.7-163 112-6 11.5-2.6 25.7 7.9 33.3l0.2 0.1c12.8 9.3 30.8 5.1 38.4-8.8 18.9-34.6 58.2-90.1 116.5-90.1 56.6 0 97 56.4 116.4 91 7.6 13.6 25.3 17.5 37.9 8.4z" fill="#FFD632" /><path d="M649.1 283.9c-2.3 0-4.6-0.2-6.8-0.7-8.8-1.9-16.4-7.6-20.9-15.5-18.5-32.9-57.5-88.1-111.4-88.1-55.7 0-93.8 54.6-111.5 87.1-4.4 8.1-12.1 13.9-21.1 15.9-8.9 2-18.3 0.1-25.7-5.2l-0.2-0.1c-12.8-9.2-16.9-26.7-9.6-40.7 10.3-19.6 28.2-47.9 55.4-71.6 33-28.8 70.9-43.4 112.7-43.4 38.7 0 75.1 14.5 108.4 43.2 27.4 23.6 46.7 51.8 58.1 71.3 8.3 14.2 4.5 32.2-8.8 41.8-5.5 3.9-12 6-18.6 6zM510 168.1c59.8 0 101.7 58.9 121.4 93.9 2.8 5 7.7 8.6 13.3 9.9 5.6 1.2 11.5 0 16.2-3.4 8.5-6.1 10.9-17.6 5.6-26.7-11-18.7-29.5-45.8-55.7-68.4-31.1-26.8-65-40.4-100.9-40.4-38.9 0-74.3 13.6-105.1 40.6-25.8 22.5-42.9 49.6-52.8 68.3-4.7 8.9-2 20.1 6.2 26l0.2 0.1c4.7 3.4 10.7 4.6 16.4 3.4 5.7-1.3 10.7-5 13.5-10.2 19.1-34.8 60-93.1 121.7-93.1z" fill="#333336" /><path d="M376.1 247.6L336 313" fill="#FFD632" /><path d="M331.041 309.941l40.114-65.371 9.802 6.014-40.114 65.372z" fill="#333336" /><path d="M644.2 247.6l40.1 65.4" fill="#FFD632" /><path d="M639.253 250.588l9.801-6.014 40.115 65.371-9.802 6.014z" fill="#333336" /><path d="M343 336.2h-67.8c-6.1 0-11-4.9-11-11v-11.9c0-6.1 4.9-11 11-11H343c6.1 0 11 4.9 11 11v11.9c0 6.1-5 11-11 11z" fill="#D5D9CF" /><path d="M342.4 342h-66.8c-9.5 0-17.3-7.8-17.3-17.3v-10.9c0-9.5 7.8-17.3 17.3-17.3h66.8c9.5 0 17.3 7.8 17.3 17.3v10.9c0 9.5-7.7 17.3-17.3 17.3z m-66.7-33.9c-3.2 0-5.8 2.6-5.8 5.8v10.9c0 3.2 2.6 5.8 5.8 5.8h66.8c3.2 0 5.8-2.6 5.8-5.8v-10.9c0-3.2-2.6-5.8-5.8-5.8h-66.8z" fill="#333336" /><path d="M745 336.2h-67.8c-6.1 0-11-4.9-11-11v-11.9c0-6.1 4.9-11 11-11H745c6.1 0 11 4.9 11 11v11.9c0 6.1-4.9 11-11 11z" fill="#D5D9CF" /><path d="M744.4 342h-66.8c-9.5 0-17.3-7.8-17.3-17.3v-10.9c0-9.5 7.8-17.3 17.3-17.3h66.8c9.5 0 17.3 7.8 17.3 17.3v10.9c0 9.5-7.7 17.3-17.3 17.3z m-66.7-33.9c-3.2 0-5.8 2.6-5.8 5.8v10.9c0 3.2 2.6 5.8 5.8 5.8h66.8c3.2 0 5.8-2.6 5.8-5.8v-10.9c0-3.2-2.6-5.8-5.8-5.8h-66.8z" fill="#333336" /></svg>
true
"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"
<s>[INST] Icon of Pencil Sharpener here are the inputs Pencil Sharpener [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M589.3 826.7V121.4l114.3 37.8v667.5z" fill="#D5D9CF" /><path d="M709.1 832.2H583.8V113.8l125.3 41.4v677z m-114.3-11h103.3v-658L594.8 129v692.2z" fill="#333336" /><path d="M663.9 305.9V179.5c0-4.9 4.8-8.2 9.4-6.6l38 13.8v119.2h-47.4z" fill="#D5D9CF" /><path d="M716.8 311.4h-58.4V179.5c0-4.1 2-7.9 5.3-10.2 3.3-2.3 7.6-2.9 11.4-1.5l41.6 15.1v128.5z m-47.4-11h36.4V190.6l-34.4-12.4c-0.6-0.2-1.1 0-1.4 0.2-0.2 0.2-0.6 0.6-0.6 1.2v120.8z" fill="#333336" /><path d="M614.8 690.3l-7.1-5.6c-1.7-1.4-1.7-4 0-5.4l8-6.4c2.4-1.9 2.4-5.6 0-7.5l-8-6.4c-1.7-1.4-1.7-4 0-5.4l8-6.4c2.4-1.9 2.4-5.6 0-7.5l-8-6.4c-1.7-1.4-1.7-4 0-5.4l8-6.4c2.4-1.9 2.4-5.6 0-7.5l-8-6.4c-1.7-1.4-1.7-4 0-5.4l8-6.4c2.4-1.9 2.4-5.6 0-7.5l-8-6.4c-1.7-1.4-1.7-4 0-5.4l8-6.4c2.4-1.9 2.4-5.6 0-7.5l-8-6.4c-1.7-1.4-1.7-4 0-5.4l8-6.4c2.4-1.9 2.4-5.6 0-7.5l-8-6.4c-1.7-1.4-1.7-4 0-5.4l8-6.4c2.4-1.9 2.4-5.6 0-7.5l-8-6.4c-1.7-1.4-1.7-4 0-5.4l8-6.4c2.4-1.9 2.4-5.6 0-7.5l-8-6.4c-1.7-1.4-1.7-4 0-5.4l8-6.4c2.4-1.9 2.4-5.6 0-7.5l-8-6.4c-1.7-1.4-1.7-4 0-5.4l8-6.4c2.4-1.9 2.4-5.6 0-7.5l-8-6.4c-1.7-1.4-1.7-4 0-5.4l8-6.4c2.4-1.9 2.4-5.6 0-7.5l-8-6.4c-1.7-1.4-1.7-4 0-5.4l7.1-5.6c3.6-2.8 5.7-7.2 5.7-11.7V178.7c0-4.9-4.8-8.2-9.4-6.6l-29.4 20.6V841h38.8V702c-0.1-4.6-2.1-8.9-5.7-11.7z" fill="#D5D9CF" /><path d="M625.9 846.5h-49.8V189.8l32.4-22.7 0.7-0.2c3.8-1.4 8.1-0.8 11.4 1.5 3.3 2.3 5.3 6.2 5.3 10.2v200.2c0 6.3-2.8 12.1-7.7 16l-5.1 4 6 4.8c2.5 2 3.9 4.9 3.9 8.1 0 3.2-1.4 6.1-3.9 8.1l-6 4.8 6 4.8c2.5 2 3.9 4.9 3.9 8.1 0 3.2-1.4 6.1-3.9 8.1l-6 4.8 6 4.8c2.5 2 3.9 4.9 3.9 8.1 0 3.2-1.4 6.1-3.9 8.1l-6 4.8 6 4.8c2.5 2 3.9 4.9 3.9 8.1 0 3.2-1.4 6.1-3.9 8.1l-6 4.8 6 4.8c2.5 2 3.9 4.9 3.9 8.1 0 3.2-1.4 6.1-3.9 8.1l-6 4.8 6 4.8c2.5 2 3.9 4.9 3.9 8.1 0 3.2-1.4 6.1-3.9 8.1l-6 4.8 6 4.8c2.5 2 3.9 4.9 3.9 8.1 0 3.2-1.4 6.1-3.9 8.1l-6 4.8 6 4.8c2.5 2 3.9 4.9 3.9 8.1 0 3.2-1.4 6.1-3.9 8.1l-6 4.8 6 4.8c2.5 2 3.9 4.9 3.9 8.1 0 3.2-1.4 6.1-3.9 8.1l-6 4.8 6 4.8c2.5 2 3.9 4.9 3.9 8.1 0 3.2-1.4 6.1-3.9 8.1l-6 4.8 6 4.8c2.5 2 3.9 4.9 3.9 8.1 0 3.2-1.4 6.1-3.9 8.1l-6 4.8 5.1 4.1c4.9 3.9 7.7 9.7 7.7 16v143.8z m-38.8-11h27.8V702c0-2.9-1.3-5.6-3.6-7.4l-7.1-5.6c-2.2-1.7-3.4-4.3-3.4-7s1.2-5.3 3.4-7l7.3-5.9-7.3-5.8c-2.2-1.7-3.4-4.3-3.4-7s1.2-5.3 3.4-7l7.3-5.9-7.3-5.8c-2.2-1.7-3.4-4.3-3.4-7s1.2-5.3 3.4-7l7.3-5.9-7.3-5.8c-2.2-1.7-3.4-4.3-3.4-7s1.2-5.3 3.4-7l7.3-5.9-7.3-5.8c-2.2-1.7-3.4-4.3-3.4-7s1.2-5.3 3.4-7l7.3-5.9-7.3-5.8c-2.2-1.7-3.4-4.3-3.4-7s1.2-5.3 3.4-7l7.3-5.9-7.3-5.8c-2.2-1.7-3.4-4.3-3.4-7s1.2-5.3 3.4-7l7.3-5.9-7.3-5.8c-2.2-1.7-3.4-4.3-3.4-7s1.2-5.3 3.4-7l7.3-5.9-7.3-5.8c-2.2-1.7-3.4-4.3-3.4-7s1.2-5.3 3.4-7l7.3-5.9-7.3-5.8c-2.2-1.7-3.4-4.3-3.4-7s1.2-5.3 3.4-7l7.3-5.9-7.3-5.8c-2.2-1.7-3.4-4.3-3.4-7s1.2-5.3 3.4-7l7.3-5.9-7.3-5.8c-2.2-1.7-3.4-4.3-3.4-7 0-2.8 1.2-5.3 3.4-7l7.1-5.6c2.3-1.8 3.6-4.5 3.6-7.4V178.7c0-0.7-0.4-1.1-0.6-1.2-0.2-0.1-0.5-0.3-0.9-0.3l-26.3 18.4v639.9z" fill="#333336" /><path d="M550.8 900.1l40.3-8.9V289.8c0-3.4-3.8-5.4-6.6-3.4-11.5 8.3-33.9 25.8-33.2 34.7l1 13.6c3.6 48.8-2.8 97.9-19 144.1l-16.1 46c-7.2 20.7-9.9 42.6-7.9 64.4l4.5 49.3c5.5 59.7-4.1 119.9-27.7 175l-2.5 5.7c-5 11.7-6 23.9-3.8 35.1 6.4 32.5 38.8 52.9 71 45.8z m-24.7-133.4c0-8.8 7.1-15.9 15.9-15.9s15.9 7.1 15.9 15.9-7.1 15.9-15.9 15.9-15.9-7.1-15.9-15.9z" fill="#FFD632" /><path d="M537.8 907.1c-12.6 0-24.9-3.6-35.7-10.7-14.5-9.5-24.3-24-27.7-40.8-2.5-12.9-1.1-26.1 4.1-38.3l2.5-5.7c23.2-54.1 32.7-113.7 27.3-172.4l-4.5-49.3c-2.1-22.7 0.7-45.2 8.2-66.7l16.1-46c16-45.8 22.3-93.5 18.7-141.8l-1-13.6c-0.3-3.6-1-13.1 35.5-39.5 3-2.1 6.8-2.4 10.1-0.8 3.3 1.7 5.3 5 5.3 8.6v605.8l-44.7 9.8c-4.8 0.8-9.5 1.4-14.2 1.4z m47.8-614.6c-23.6 17.4-28.8 26.3-28.8 28.2l1 13.6c3.7 49.9-2.8 99.1-19.3 146.3l-16.1 46c-7 20-9.6 40.9-7.7 62.1l4.5 49.3c5.5 60.5-4.2 121.9-28.2 177.7l-2.5 5.7c-4.4 10.2-5.6 21.2-3.5 31.9 2.8 13.9 10.9 25.9 22.9 33.8 12.4 8.1 27.1 10.8 41.5 7.6l36-7.9V292.5zM542 788.1c-11.8 0-21.4-9.6-21.4-21.4s9.6-21.4 21.4-21.4 21.4 9.6 21.4 21.4-9.7 21.4-21.4 21.4z m0-31.8c-5.7 0-10.4 4.7-10.4 10.4s4.7 10.4 10.4 10.4 10.4-4.7 10.4-10.4-4.7-10.4-10.4-10.4z" fill="#333336" /><path d="M590.2 818.2V676c0-20.6 16.7-37.3 37.3-37.3 20.6 0 37.3 16.7 37.3 37.3v142.2c0 20.6-16.7 37.3-37.3 37.3-20.6 0-37.3-16.7-37.3-37.3z" fill="#68A240" /><path d="M627.5 861c-23.6 0-42.8-19.2-42.8-42.8V676c0-23.6 19.2-42.8 42.8-42.8s42.8 19.2 42.8 42.8v142.2c0 23.6-19.2 42.8-42.8 42.8z m0-216.8c-17.5 0-31.8 14.3-31.8 31.8v142.2c0 17.5 14.3 31.8 31.8 31.8s31.8-14.3 31.8-31.8V676c0-17.6-14.3-31.8-31.8-31.8z" fill="#333336" /><path d="M590.2 726.8V676c0-20.6 16.7-37.3 37.3-37.3 20.6 0 37.3 16.7 37.3 37.3v50.8c0 20.6-16.7 37.3-37.3 37.3-20.6 0-37.3-16.7-37.3-37.3z" fill="#68A240" /><path d="M627.5 769.6c-23.6 0-42.8-19.2-42.8-42.8V676c0-23.6 19.2-42.8 42.8-42.8s42.8 19.2 42.8 42.8v50.8c0 23.6-19.2 42.8-42.8 42.8z m0-125.4c-17.5 0-31.8 14.3-31.8 31.8v50.8c0 17.5 14.3 31.8 31.8 31.8s31.8-14.3 31.8-31.8V676c0-17.6-14.3-31.8-31.8-31.8z" fill="#333336" /><path d="M663.9 873.7c40-16.3 67.1-55.4 67.1-99.8V334.2c0-20.7-14-38.8-34.1-44l-21.9-5.6c-5.6-1.4-11.1 2.8-11.1 8.6v580.5z" fill="#FFD632" /><path d="M658.4 881.9V293.3c0-4.5 2-8.6 5.6-11.4 3.5-2.7 8-3.7 12.4-2.6l21.9 5.6c22.5 5.8 38.3 26 38.3 49.3v439.7c0 22.8-6.7 44.7-19.5 63.5-12.6 18.6-30.3 32.9-51 41.4l-7.7 3.1z m14.4-592c-1 0-1.7 0.4-2 0.7-0.5 0.4-1.3 1.2-1.3 2.7v571.9c34.3-17.3 56.1-52.3 56.1-91.3V334.2c0-18.2-12.3-34.1-30-38.6l-21.9-5.6c-0.4-0.1-0.7-0.1-0.9-0.1z" fill="#333336" /><path d="M731.1 773.9v-23s-99.9 84.1-245 62.8l-2.5 5.7c-5 11.7-6 23.9-3.8 35.1 6.4 32.4 31.6 60.7 117.5 42.3 110.1-23.7 133.8-72.3 133.8-122.9z" fill="#68A240" /><path d="M548.9 908.1c-20.5 0-36.7-4.1-49.1-12.2-13.3-8.8-21.9-22.3-25.4-40.4-2.5-12.9-1.1-26.1 4.1-38.3l4.1-9.6 4.2 0.6c73.5 10.8 135-6.4 173.6-22.8 42-17.8 66.8-38.5 67.1-38.7l9-7.6v34.8c0 30.8-8.8 55.4-27 75.3-22.4 24.4-58.8 41.7-111.1 53-18.6 3.9-35.1 5.9-49.5 5.9z m-59.5-88.5l-0.8 1.9c-4.4 10.2-5.6 21.2-3.5 31.9 3 15.3 9.8 26.2 20.7 33.3 18.3 12 48.6 13.6 90.2 4.7 50-10.7 84.5-27 105.3-49.7 16.5-17.9 24.2-39.5 24.2-67.8v-12c-11 7.8-31.7 21.1-60.4 33.4-39.2 16.7-101.3 34.3-175.7 24.3zM731.1 633h-24.7c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h24.7c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM731.1 655.3h-24.7c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h24.7c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM731.1 677.6h-24.7c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h24.7c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM731.1 699.9h-24.7c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h24.7c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM731.1 722.2h-24.7c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h24.7c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5z" fill="#333336" /><path d="M640.8 606.2m-11.4 0a11.4 11.4 0 1 0 22.8 0 11.4 11.4 0 1 0-22.8 0Z" fill="#333336" /><path d="M419.1 341.8v484.3c0 34.8-28.2 63.1-63.1 63.1-34.8 0-63.1-28.2-63.1-63.1V341.8l60.8-109.4c1-1.8 3.5-1.8 4.5 0l60.9 109.4z" fill="#FFD632" /><path d="M356 894.7c-37.8 0-68.6-30.8-68.6-68.6V340.4L349 229.7c1.4-2.6 4.1-4.2 7.1-4.2 2.9 0 5.6 1.6 7.1 4.2l61.5 110.6v485.8c-0.1 37.8-30.8 68.6-68.7 68.6z m-57.5-551.5v482.9c0 31.8 25.8 57.6 57.6 57.6s57.6-25.8 57.6-57.6V343.2L356 239.6l-57.5 103.6z" fill="#333336" /><path d="M419.1 344.6v481.5c0 34.8-28.2 63.1-63.1 63.1-34.8 0-63.1-28.2-63.1-63.1V344.6h126.2z" fill="#68A240" /><path d="M356 894.7c-37.8 0-68.6-30.8-68.6-68.6v-487h137.2v487c0 37.8-30.7 68.6-68.6 68.6z m-57.5-544.6v476c0 31.8 25.8 57.6 57.6 57.6s57.6-25.8 57.6-57.6v-476H298.5z" fill="#333336" /><path d="M590.2 670.5h74.6v11h-74.6zM590.2 695.3h74.6v11h-74.6zM590.2 720.2h74.6v11h-74.6z" fill="#333336" /><path d="M385.1 889.3h-58c-18.8 0-34.1-15.3-34.1-34.1v-52h126.2v52c-0.1 18.9-15.3 34.1-34.1 34.1z" fill="#D8A128" /><path d="M385.1 894.8h-58c-21.8 0-39.6-17.8-39.6-39.6v-57.5h137.2v57.5c-0.1 21.9-17.8 39.6-39.6 39.6z m-86.6-86.1v46.5c0 15.8 12.8 28.6 28.6 28.6h58c15.8 0 28.6-12.8 28.6-28.6v-46.5H298.5z" fill="#333336" /><path d="M292.9 792.1h126.2v32.8H292.9z" fill="#D5D9CF" /><path d="M424.6 830.5H287.5v-43.8h137.2v43.8z m-126.1-11h115.2v-21.8H298.5v21.8z" fill="#333336" /><path d="M323.9 345.5h11v446.6h-11z" fill="#333336" /><path d="M375 345.5h11v446.6h-11z" fill="#333336" /><path d="M380.2 271.9l-21.9-39.5c-1-1.8-3.5-1.8-4.5 0l-21.9 39.5h12.2l12 8.4 12.2-8.4h11.9z" fill="#D5D9CF" /><path d="M356 287l-13.7-9.6h-19.8l26.5-47.6c1.4-2.6 4.1-4.2 7.1-4.2 2.9 0 5.6 1.6 7.1 4.2l26.5 47.6H370l-14 9.6z m-14.8-20.6h4.6l10.3 7.2 10.5-7.2h4.3L356 239.6l-14.8 26.8z" fill="#333336" /></svg> </s>
Icon of Pencil Sharpener
Pencil Sharpener
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M589.3 826.7V121.4l114.3 37.8v667.5z" fill="#D5D9CF" /><path d="M709.1 832.2H583.8V113.8l125.3 41.4v677z m-114.3-11h103.3v-658L594.8 129v692.2z" fill="#333336" /><path d="M663.9 305.9V179.5c0-4.9 4.8-8.2 9.4-6.6l38 13.8v119.2h-47.4z" fill="#D5D9CF" /><path d="M716.8 311.4h-58.4V179.5c0-4.1 2-7.9 5.3-10.2 3.3-2.3 7.6-2.9 11.4-1.5l41.6 15.1v128.5z m-47.4-11h36.4V190.6l-34.4-12.4c-0.6-0.2-1.1 0-1.4 0.2-0.2 0.2-0.6 0.6-0.6 1.2v120.8z" fill="#333336" /><path d="M614.8 690.3l-7.1-5.6c-1.7-1.4-1.7-4 0-5.4l8-6.4c2.4-1.9 2.4-5.6 0-7.5l-8-6.4c-1.7-1.4-1.7-4 0-5.4l8-6.4c2.4-1.9 2.4-5.6 0-7.5l-8-6.4c-1.7-1.4-1.7-4 0-5.4l8-6.4c2.4-1.9 2.4-5.6 0-7.5l-8-6.4c-1.7-1.4-1.7-4 0-5.4l8-6.4c2.4-1.9 2.4-5.6 0-7.5l-8-6.4c-1.7-1.4-1.7-4 0-5.4l8-6.4c2.4-1.9 2.4-5.6 0-7.5l-8-6.4c-1.7-1.4-1.7-4 0-5.4l8-6.4c2.4-1.9 2.4-5.6 0-7.5l-8-6.4c-1.7-1.4-1.7-4 0-5.4l8-6.4c2.4-1.9 2.4-5.6 0-7.5l-8-6.4c-1.7-1.4-1.7-4 0-5.4l8-6.4c2.4-1.9 2.4-5.6 0-7.5l-8-6.4c-1.7-1.4-1.7-4 0-5.4l8-6.4c2.4-1.9 2.4-5.6 0-7.5l-8-6.4c-1.7-1.4-1.7-4 0-5.4l8-6.4c2.4-1.9 2.4-5.6 0-7.5l-8-6.4c-1.7-1.4-1.7-4 0-5.4l8-6.4c2.4-1.9 2.4-5.6 0-7.5l-8-6.4c-1.7-1.4-1.7-4 0-5.4l7.1-5.6c3.6-2.8 5.7-7.2 5.7-11.7V178.7c0-4.9-4.8-8.2-9.4-6.6l-29.4 20.6V841h38.8V702c-0.1-4.6-2.1-8.9-5.7-11.7z" fill="#D5D9CF" /><path d="M625.9 846.5h-49.8V189.8l32.4-22.7 0.7-0.2c3.8-1.4 8.1-0.8 11.4 1.5 3.3 2.3 5.3 6.2 5.3 10.2v200.2c0 6.3-2.8 12.1-7.7 16l-5.1 4 6 4.8c2.5 2 3.9 4.9 3.9 8.1 0 3.2-1.4 6.1-3.9 8.1l-6 4.8 6 4.8c2.5 2 3.9 4.9 3.9 8.1 0 3.2-1.4 6.1-3.9 8.1l-6 4.8 6 4.8c2.5 2 3.9 4.9 3.9 8.1 0 3.2-1.4 6.1-3.9 8.1l-6 4.8 6 4.8c2.5 2 3.9 4.9 3.9 8.1 0 3.2-1.4 6.1-3.9 8.1l-6 4.8 6 4.8c2.5 2 3.9 4.9 3.9 8.1 0 3.2-1.4 6.1-3.9 8.1l-6 4.8 6 4.8c2.5 2 3.9 4.9 3.9 8.1 0 3.2-1.4 6.1-3.9 8.1l-6 4.8 6 4.8c2.5 2 3.9 4.9 3.9 8.1 0 3.2-1.4 6.1-3.9 8.1l-6 4.8 6 4.8c2.5 2 3.9 4.9 3.9 8.1 0 3.2-1.4 6.1-3.9 8.1l-6 4.8 6 4.8c2.5 2 3.9 4.9 3.9 8.1 0 3.2-1.4 6.1-3.9 8.1l-6 4.8 6 4.8c2.5 2 3.9 4.9 3.9 8.1 0 3.2-1.4 6.1-3.9 8.1l-6 4.8 6 4.8c2.5 2 3.9 4.9 3.9 8.1 0 3.2-1.4 6.1-3.9 8.1l-6 4.8 5.1 4.1c4.9 3.9 7.7 9.7 7.7 16v143.8z m-38.8-11h27.8V702c0-2.9-1.3-5.6-3.6-7.4l-7.1-5.6c-2.2-1.7-3.4-4.3-3.4-7s1.2-5.3 3.4-7l7.3-5.9-7.3-5.8c-2.2-1.7-3.4-4.3-3.4-7s1.2-5.3 3.4-7l7.3-5.9-7.3-5.8c-2.2-1.7-3.4-4.3-3.4-7s1.2-5.3 3.4-7l7.3-5.9-7.3-5.8c-2.2-1.7-3.4-4.3-3.4-7s1.2-5.3 3.4-7l7.3-5.9-7.3-5.8c-2.2-1.7-3.4-4.3-3.4-7s1.2-5.3 3.4-7l7.3-5.9-7.3-5.8c-2.2-1.7-3.4-4.3-3.4-7s1.2-5.3 3.4-7l7.3-5.9-7.3-5.8c-2.2-1.7-3.4-4.3-3.4-7s1.2-5.3 3.4-7l7.3-5.9-7.3-5.8c-2.2-1.7-3.4-4.3-3.4-7s1.2-5.3 3.4-7l7.3-5.9-7.3-5.8c-2.2-1.7-3.4-4.3-3.4-7s1.2-5.3 3.4-7l7.3-5.9-7.3-5.8c-2.2-1.7-3.4-4.3-3.4-7s1.2-5.3 3.4-7l7.3-5.9-7.3-5.8c-2.2-1.7-3.4-4.3-3.4-7s1.2-5.3 3.4-7l7.3-5.9-7.3-5.8c-2.2-1.7-3.4-4.3-3.4-7 0-2.8 1.2-5.3 3.4-7l7.1-5.6c2.3-1.8 3.6-4.5 3.6-7.4V178.7c0-0.7-0.4-1.1-0.6-1.2-0.2-0.1-0.5-0.3-0.9-0.3l-26.3 18.4v639.9z" fill="#333336" /><path d="M550.8 900.1l40.3-8.9V289.8c0-3.4-3.8-5.4-6.6-3.4-11.5 8.3-33.9 25.8-33.2 34.7l1 13.6c3.6 48.8-2.8 97.9-19 144.1l-16.1 46c-7.2 20.7-9.9 42.6-7.9 64.4l4.5 49.3c5.5 59.7-4.1 119.9-27.7 175l-2.5 5.7c-5 11.7-6 23.9-3.8 35.1 6.4 32.5 38.8 52.9 71 45.8z m-24.7-133.4c0-8.8 7.1-15.9 15.9-15.9s15.9 7.1 15.9 15.9-7.1 15.9-15.9 15.9-15.9-7.1-15.9-15.9z" fill="#FFD632" /><path d="M537.8 907.1c-12.6 0-24.9-3.6-35.7-10.7-14.5-9.5-24.3-24-27.7-40.8-2.5-12.9-1.1-26.1 4.1-38.3l2.5-5.7c23.2-54.1 32.7-113.7 27.3-172.4l-4.5-49.3c-2.1-22.7 0.7-45.2 8.2-66.7l16.1-46c16-45.8 22.3-93.5 18.7-141.8l-1-13.6c-0.3-3.6-1-13.1 35.5-39.5 3-2.1 6.8-2.4 10.1-0.8 3.3 1.7 5.3 5 5.3 8.6v605.8l-44.7 9.8c-4.8 0.8-9.5 1.4-14.2 1.4z m47.8-614.6c-23.6 17.4-28.8 26.3-28.8 28.2l1 13.6c3.7 49.9-2.8 99.1-19.3 146.3l-16.1 46c-7 20-9.6 40.9-7.7 62.1l4.5 49.3c5.5 60.5-4.2 121.9-28.2 177.7l-2.5 5.7c-4.4 10.2-5.6 21.2-3.5 31.9 2.8 13.9 10.9 25.9 22.9 33.8 12.4 8.1 27.1 10.8 41.5 7.6l36-7.9V292.5zM542 788.1c-11.8 0-21.4-9.6-21.4-21.4s9.6-21.4 21.4-21.4 21.4 9.6 21.4 21.4-9.7 21.4-21.4 21.4z m0-31.8c-5.7 0-10.4 4.7-10.4 10.4s4.7 10.4 10.4 10.4 10.4-4.7 10.4-10.4-4.7-10.4-10.4-10.4z" fill="#333336" /><path d="M590.2 818.2V676c0-20.6 16.7-37.3 37.3-37.3 20.6 0 37.3 16.7 37.3 37.3v142.2c0 20.6-16.7 37.3-37.3 37.3-20.6 0-37.3-16.7-37.3-37.3z" fill="#68A240" /><path d="M627.5 861c-23.6 0-42.8-19.2-42.8-42.8V676c0-23.6 19.2-42.8 42.8-42.8s42.8 19.2 42.8 42.8v142.2c0 23.6-19.2 42.8-42.8 42.8z m0-216.8c-17.5 0-31.8 14.3-31.8 31.8v142.2c0 17.5 14.3 31.8 31.8 31.8s31.8-14.3 31.8-31.8V676c0-17.6-14.3-31.8-31.8-31.8z" fill="#333336" /><path d="M590.2 726.8V676c0-20.6 16.7-37.3 37.3-37.3 20.6 0 37.3 16.7 37.3 37.3v50.8c0 20.6-16.7 37.3-37.3 37.3-20.6 0-37.3-16.7-37.3-37.3z" fill="#68A240" /><path d="M627.5 769.6c-23.6 0-42.8-19.2-42.8-42.8V676c0-23.6 19.2-42.8 42.8-42.8s42.8 19.2 42.8 42.8v50.8c0 23.6-19.2 42.8-42.8 42.8z m0-125.4c-17.5 0-31.8 14.3-31.8 31.8v50.8c0 17.5 14.3 31.8 31.8 31.8s31.8-14.3 31.8-31.8V676c0-17.6-14.3-31.8-31.8-31.8z" fill="#333336" /><path d="M663.9 873.7c40-16.3 67.1-55.4 67.1-99.8V334.2c0-20.7-14-38.8-34.1-44l-21.9-5.6c-5.6-1.4-11.1 2.8-11.1 8.6v580.5z" fill="#FFD632" /><path d="M658.4 881.9V293.3c0-4.5 2-8.6 5.6-11.4 3.5-2.7 8-3.7 12.4-2.6l21.9 5.6c22.5 5.8 38.3 26 38.3 49.3v439.7c0 22.8-6.7 44.7-19.5 63.5-12.6 18.6-30.3 32.9-51 41.4l-7.7 3.1z m14.4-592c-1 0-1.7 0.4-2 0.7-0.5 0.4-1.3 1.2-1.3 2.7v571.9c34.3-17.3 56.1-52.3 56.1-91.3V334.2c0-18.2-12.3-34.1-30-38.6l-21.9-5.6c-0.4-0.1-0.7-0.1-0.9-0.1z" fill="#333336" /><path d="M731.1 773.9v-23s-99.9 84.1-245 62.8l-2.5 5.7c-5 11.7-6 23.9-3.8 35.1 6.4 32.4 31.6 60.7 117.5 42.3 110.1-23.7 133.8-72.3 133.8-122.9z" fill="#68A240" /><path d="M548.9 908.1c-20.5 0-36.7-4.1-49.1-12.2-13.3-8.8-21.9-22.3-25.4-40.4-2.5-12.9-1.1-26.1 4.1-38.3l4.1-9.6 4.2 0.6c73.5 10.8 135-6.4 173.6-22.8 42-17.8 66.8-38.5 67.1-38.7l9-7.6v34.8c0 30.8-8.8 55.4-27 75.3-22.4 24.4-58.8 41.7-111.1 53-18.6 3.9-35.1 5.9-49.5 5.9z m-59.5-88.5l-0.8 1.9c-4.4 10.2-5.6 21.2-3.5 31.9 3 15.3 9.8 26.2 20.7 33.3 18.3 12 48.6 13.6 90.2 4.7 50-10.7 84.5-27 105.3-49.7 16.5-17.9 24.2-39.5 24.2-67.8v-12c-11 7.8-31.7 21.1-60.4 33.4-39.2 16.7-101.3 34.3-175.7 24.3zM731.1 633h-24.7c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h24.7c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM731.1 655.3h-24.7c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h24.7c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM731.1 677.6h-24.7c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h24.7c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM731.1 699.9h-24.7c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h24.7c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM731.1 722.2h-24.7c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h24.7c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5z" fill="#333336" /><path d="M640.8 606.2m-11.4 0a11.4 11.4 0 1 0 22.8 0 11.4 11.4 0 1 0-22.8 0Z" fill="#333336" /><path d="M419.1 341.8v484.3c0 34.8-28.2 63.1-63.1 63.1-34.8 0-63.1-28.2-63.1-63.1V341.8l60.8-109.4c1-1.8 3.5-1.8 4.5 0l60.9 109.4z" fill="#FFD632" /><path d="M356 894.7c-37.8 0-68.6-30.8-68.6-68.6V340.4L349 229.7c1.4-2.6 4.1-4.2 7.1-4.2 2.9 0 5.6 1.6 7.1 4.2l61.5 110.6v485.8c-0.1 37.8-30.8 68.6-68.7 68.6z m-57.5-551.5v482.9c0 31.8 25.8 57.6 57.6 57.6s57.6-25.8 57.6-57.6V343.2L356 239.6l-57.5 103.6z" fill="#333336" /><path d="M419.1 344.6v481.5c0 34.8-28.2 63.1-63.1 63.1-34.8 0-63.1-28.2-63.1-63.1V344.6h126.2z" fill="#68A240" /><path d="M356 894.7c-37.8 0-68.6-30.8-68.6-68.6v-487h137.2v487c0 37.8-30.7 68.6-68.6 68.6z m-57.5-544.6v476c0 31.8 25.8 57.6 57.6 57.6s57.6-25.8 57.6-57.6v-476H298.5z" fill="#333336" /><path d="M590.2 670.5h74.6v11h-74.6zM590.2 695.3h74.6v11h-74.6zM590.2 720.2h74.6v11h-74.6z" fill="#333336" /><path d="M385.1 889.3h-58c-18.8 0-34.1-15.3-34.1-34.1v-52h126.2v52c-0.1 18.9-15.3 34.1-34.1 34.1z" fill="#D8A128" /><path d="M385.1 894.8h-58c-21.8 0-39.6-17.8-39.6-39.6v-57.5h137.2v57.5c-0.1 21.9-17.8 39.6-39.6 39.6z m-86.6-86.1v46.5c0 15.8 12.8 28.6 28.6 28.6h58c15.8 0 28.6-12.8 28.6-28.6v-46.5H298.5z" fill="#333336" /><path d="M292.9 792.1h126.2v32.8H292.9z" fill="#D5D9CF" /><path d="M424.6 830.5H287.5v-43.8h137.2v43.8z m-126.1-11h115.2v-21.8H298.5v21.8z" fill="#333336" /><path d="M323.9 345.5h11v446.6h-11z" fill="#333336" /><path d="M375 345.5h11v446.6h-11z" fill="#333336" /><path d="M380.2 271.9l-21.9-39.5c-1-1.8-3.5-1.8-4.5 0l-21.9 39.5h12.2l12 8.4 12.2-8.4h11.9z" fill="#D5D9CF" /><path d="M356 287l-13.7-9.6h-19.8l26.5-47.6c1.4-2.6 4.1-4.2 7.1-4.2 2.9 0 5.6 1.6 7.1 4.2l26.5 47.6H370l-14 9.6z m-14.8-20.6h4.6l10.3 7.2 10.5-7.2h4.3L356 239.6l-14.8 26.8z" fill="#333336" /></svg>
true
"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"
<s>[INST] Icon of Adhesive Strip here are the inputs Adhesive Strip [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M609.087 412.679l318.269-40.915 1.402 10.91-318.268 40.915z" fill="#333336" /><path d="M399 248.5c-117.7 0-213.1 95.4-213.1 213.1S281.3 674.7 399 674.7s213.1-95.4 213.1-213.1S516.8 248.5 399 248.5z m0 307.4c-52.1 0-94.3-42.2-94.3-94.3s42.2-94.3 94.3-94.3 94.3 42.2 94.3 94.3-42.2 94.3-94.3 94.3z" fill="#D5D9CF" /><path d="M399.1 680.2c-58.4 0-113.3-22.7-154.6-64s-64-96.2-64-154.6 22.7-113.3 64-154.6 96.2-64 154.6-64 113.3 22.7 154.6 64 64 96.2 64 154.6c0 58.4-22.7 113.3-64 154.6-41.4 41.3-96.3 64-154.6 64z m0-426.2c-114.5 0-207.6 93.1-207.6 207.6s93.1 207.6 207.6 207.6 207.6-93.1 207.6-207.6S513.5 254 399.1 254z m0 307.4c-55 0-99.8-44.8-99.8-99.8s44.8-99.8 99.8-99.8 99.8 44.8 99.8 99.8c-0.1 55-44.8 99.8-99.8 99.8z m0-188.6c-49 0-88.8 39.8-88.8 88.8s39.8 88.8 88.8 88.8 88.8-39.8 88.8-88.8c-0.1-49-39.9-88.8-88.8-88.8z" fill="#333336" /><path d="M399 460.2m-54.1 0a54.1 54.1 0 1 0 108.2 0 54.1 54.1 0 1 0-108.2 0Z" fill="#D8A128" /><path d="M399.1 519.7c-32.8 0-59.6-26.7-59.6-59.6 0-32.8 26.7-59.6 59.6-59.6s59.5 26.7 59.5 59.6c0 32.9-26.7 59.6-59.5 59.6z m0-108.1c-26.8 0-48.6 21.8-48.6 48.6s21.8 48.6 48.6 48.6 48.5-21.8 48.5-48.6-21.8-48.6-48.5-48.6z" fill="#333336" /><path d="M859 386.5l-27.7 46.3c-37.7 63.1-110.2 96.8-182.7 84.9l-484.5-79c-19-3.1-37 9.5-40.6 28.4L95 616.2l23.6 103.7c6.7 29.4 32.8 50.2 62.9 50.2h633c32.2 0 59.5-23.8 63.9-55.8l13.4-98.1 36.4-238.9-69.2 9.2z" fill="#FFD632" /><path d="M814.5 775.6h-633c-15.8 0-31.3-5.4-43.7-15.3s-21.1-23.8-24.6-39.2L89.4 616.3l28.7-150.2c4.2-22 24.8-36.4 46.9-32.8l484.5 79c34.5 5.6 69.5 0.8 101.2-13.9 31.7-14.7 58-38.4 75.9-68.4l29-48.6 79-10.5L897.2 617l-13.4 98.1c-4.7 34.5-34.5 60.5-69.3 60.5zM100.6 616.1l23.3 102.6c6.1 27 29.8 45.9 57.5 45.9h633c29.3 0 54.5-21.9 58.4-51l13.4-98.1 35.3-231.8-59.2 7.9-26.3 44c-19.1 31.9-47 57.1-80.7 72.7-33.7 15.7-70.9 20.8-107.6 14.8l-484.5-79c-16.2-2.6-31.3 7.9-34.4 24l-28.2 148z" fill="#333336" /><path d="M96.3 622.2l22.3 103.1c6.7 29.4 32.8 50.2 62.9 50.2h633c32.2 0 59.5-23.8 63.9-55.8l12.1-97.5H96.3z" fill="#68A240" /><path d="M814.5 781h-633c-15.8 0-31.3-5.4-43.7-15.3s-21.1-23.8-24.6-39.2L89.5 616.7h807.2l-12.9 103.7c-4.7 34.6-34.5 60.6-69.3 60.6zM103.1 627.7l20.8 96.4c6.1 27 29.8 45.8 57.5 45.8h633c29.3 0 54.5-21.9 58.4-51l11.4-91.3H103.1z" fill="#333336" /></svg> </s>
Icon of Adhesive Strip
Adhesive Strip
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M609.087 412.679l318.269-40.915 1.402 10.91-318.268 40.915z" fill="#333336" /><path d="M399 248.5c-117.7 0-213.1 95.4-213.1 213.1S281.3 674.7 399 674.7s213.1-95.4 213.1-213.1S516.8 248.5 399 248.5z m0 307.4c-52.1 0-94.3-42.2-94.3-94.3s42.2-94.3 94.3-94.3 94.3 42.2 94.3 94.3-42.2 94.3-94.3 94.3z" fill="#D5D9CF" /><path d="M399.1 680.2c-58.4 0-113.3-22.7-154.6-64s-64-96.2-64-154.6 22.7-113.3 64-154.6 96.2-64 154.6-64 113.3 22.7 154.6 64 64 96.2 64 154.6c0 58.4-22.7 113.3-64 154.6-41.4 41.3-96.3 64-154.6 64z m0-426.2c-114.5 0-207.6 93.1-207.6 207.6s93.1 207.6 207.6 207.6 207.6-93.1 207.6-207.6S513.5 254 399.1 254z m0 307.4c-55 0-99.8-44.8-99.8-99.8s44.8-99.8 99.8-99.8 99.8 44.8 99.8 99.8c-0.1 55-44.8 99.8-99.8 99.8z m0-188.6c-49 0-88.8 39.8-88.8 88.8s39.8 88.8 88.8 88.8 88.8-39.8 88.8-88.8c-0.1-49-39.9-88.8-88.8-88.8z" fill="#333336" /><path d="M399 460.2m-54.1 0a54.1 54.1 0 1 0 108.2 0 54.1 54.1 0 1 0-108.2 0Z" fill="#D8A128" /><path d="M399.1 519.7c-32.8 0-59.6-26.7-59.6-59.6 0-32.8 26.7-59.6 59.6-59.6s59.5 26.7 59.5 59.6c0 32.9-26.7 59.6-59.5 59.6z m0-108.1c-26.8 0-48.6 21.8-48.6 48.6s21.8 48.6 48.6 48.6 48.5-21.8 48.5-48.6-21.8-48.6-48.5-48.6z" fill="#333336" /><path d="M859 386.5l-27.7 46.3c-37.7 63.1-110.2 96.8-182.7 84.9l-484.5-79c-19-3.1-37 9.5-40.6 28.4L95 616.2l23.6 103.7c6.7 29.4 32.8 50.2 62.9 50.2h633c32.2 0 59.5-23.8 63.9-55.8l13.4-98.1 36.4-238.9-69.2 9.2z" fill="#FFD632" /><path d="M814.5 775.6h-633c-15.8 0-31.3-5.4-43.7-15.3s-21.1-23.8-24.6-39.2L89.4 616.3l28.7-150.2c4.2-22 24.8-36.4 46.9-32.8l484.5 79c34.5 5.6 69.5 0.8 101.2-13.9 31.7-14.7 58-38.4 75.9-68.4l29-48.6 79-10.5L897.2 617l-13.4 98.1c-4.7 34.5-34.5 60.5-69.3 60.5zM100.6 616.1l23.3 102.6c6.1 27 29.8 45.9 57.5 45.9h633c29.3 0 54.5-21.9 58.4-51l13.4-98.1 35.3-231.8-59.2 7.9-26.3 44c-19.1 31.9-47 57.1-80.7 72.7-33.7 15.7-70.9 20.8-107.6 14.8l-484.5-79c-16.2-2.6-31.3 7.9-34.4 24l-28.2 148z" fill="#333336" /><path d="M96.3 622.2l22.3 103.1c6.7 29.4 32.8 50.2 62.9 50.2h633c32.2 0 59.5-23.8 63.9-55.8l12.1-97.5H96.3z" fill="#68A240" /><path d="M814.5 781h-633c-15.8 0-31.3-5.4-43.7-15.3s-21.1-23.8-24.6-39.2L89.5 616.7h807.2l-12.9 103.7c-4.7 34.6-34.5 60.6-69.3 60.6zM103.1 627.7l20.8 96.4c6.1 27 29.8 45.8 57.5 45.8h633c29.3 0 54.5-21.9 58.4-51l11.4-91.3H103.1z" fill="#333336" /></svg>
true
"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"
<s>[INST] Icon of Desk Lamp here are the inputs Desk Lamp [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M761.9 362.5c3.9 40.1-25.5 75.8-65.5 79.7-40.1 3.9-75.8-25.5-79.7-65.5l145.2-14.2z" fill="#FFD632" /><path d="M689.2 448c-39.9 0-74.1-30.4-78-70.9l-0.5-5.5 156.1-15.2 0.5 5.5c2 20.9-4.2 41.2-17.5 57.4-13.3 16.2-32.1 26.2-53 28.2-2.5 0.4-5 0.5-7.6 0.5z m-66.3-66.5c6.1 34.2 37.7 58.6 72.9 55.2 35.2-3.4 61.5-33.4 60.9-68.1l-133.8 12.9zM432.8 312.9L338.4 267c-21.5-10.4-30.6-36.3-20.2-57.9 10.4-21.5 36.3-30.6 57.9-20.3l63.8 31.1c16 7.8 35.4 1 43.2-15l9.9 4.8c-10.4 21.5-36.4 30.5-57.9 20.1l-63.8-31.1c-7.8-3.7-16.5-4.2-24.7-1.4-8.2 2.9-14.7 8.7-18.5 16.5-7.7 16.1-1 35.4 15.1 43.2l94.4 45.9-4.8 10z" fill="#333336" /><path d="M565.5 412.3v-94.1l-93.3-126.6c-5.5-7.5-6-17.5-1.1-25.4 16.8-27.2 41.7-39.7 57.2-45.1 8.1-2.9 17.2-0.8 23.4 5.3l260.2 255.2c2 1.9 1.1 5.3-1.6 6-25.4 6.7-127.7 31.4-242.8 26.8-1.1-0.1-2-1-2-2.1z" fill="#68A240" /><path d="M596.2 420.4c-9.5 0-19.2-0.2-28.9-0.6-4.1-0.2-7.2-3.5-7.2-7.5V320l-92.3-125.2c-6.9-9.3-7.4-21.7-1.3-31.6 17.2-27.8 42.1-41.1 60.1-47.4 10-3.5 21.4-0.9 29 6.5l260.2 255.2c2.3 2.3 3.3 5.7 2.4 8.8-0.8 3.1-3.3 5.6-6.4 6.4-26.1 7-113.1 27.7-215.6 27.7zM571 409c107.8 3.7 203-17.8 234.6-25.9L547.8 130.2c-4.7-4.6-11.6-6.1-17.7-4-16.2 5.7-38.9 17.8-54.3 42.8-3.7 6-3.4 13.5 0.8 19.3L571 316.4V409zM240.7 674.7l-9.8-5L409 318l23 7.3-3.3 10.5-14.1-4.5z" fill="#333336" /><path d="M541.6 285.4L515 249.9l-65.7 49.2c-1.2 0.9-2.3 1.9-3.3 3.1-3.3 2.3-6 5.4-7.7 9.4L338 698.1l40.6 17.8L477 333.7l64.6-48.3z" fill="#D5D9CF" /><path d="M382.4 723.5l-50.8-22.2L433 309.7l0.2-0.4c2-4.5 5.1-8.4 9.1-11.3 1.1-1.2 2.4-2.3 3.7-3.3l70.1-52.5 33.1 44.3-67.4 50.4-99.4 386.6z m-37.9-28.6l30.4 13.3 97.3-377.7 61.7-46.2-20-26.7-61.3 45.9c-0.9 0.7-1.8 1.5-2.5 2.3l-0.4 0.5-0.6 0.4c-2.4 1.7-4.4 4-5.6 6.7l-99 381.5z" fill="#333336" /><path d="M212.9 664.5c-5.1 12.6 1 26.9 13.6 32l109.2 44.1c11.5 4.7 19.1 15.9 19.1 28.3v78.9H404V740.3c0-14.9-9.1-28.4-22.9-34L245 650.9c-12.7-5.1-27 1-32.1 13.6z" fill="#D5D9CF" /><path d="M409.4 853.3h-60.2v-84.4c0-10.3-6.1-19.4-15.7-23.2l-109.2-44.1c-7.4-3-13.3-8.7-16.4-16.1s-3.2-15.6-0.2-23c3-7.5 8.8-13.3 16.2-16.4 7.4-3.1 15.6-3.2 23-0.2L383 701.3c16 6.5 26.3 21.9 26.3 39.1v112.9z m-49.1-11h38.2v-102c0-12.8-7.6-24.1-19.5-28.9L242.8 656c-4.7-1.9-9.9-1.9-14.6 0.1-4.7 2-8.3 5.7-10.2 10.4-1.9 4.7-1.9 9.9 0.1 14.6 2 4.7 5.7 8.3 10.4 10.2l109.2 44.1c13.7 5.5 22.5 18.6 22.5 33.4v73.5z" fill="#333336" /><path d="M671.6 904.2H268c-7 0-12.7-5.7-12.7-12.7v-31.1c0-7 5.7-12.7 12.7-12.7h403.6c7 0 12.7 5.7 12.7 12.7v31.1c0 7.1-5.7 12.7-12.7 12.7z" fill="#68A240" /><path d="M671.6 909.7H268c-10 0-18.2-8.2-18.2-18.2v-31.1c0-10 8.2-18.2 18.2-18.2h403.6c10 0 18.2 8.2 18.2 18.2v31.1c0 10.1-8.1 18.2-18.2 18.2zM268 853.3c-4 0-7.2 3.2-7.2 7.2v31.1c0 4 3.2 7.2 7.2 7.2h403.6c4 0 7.2-3.2 7.2-7.2v-31.1c0-4-3.2-7.2-7.2-7.2H268z" fill="#333336" /><path d="M460 322.6m-28 0a28 28 0 1 0 56 0 28 28 0 1 0-56 0Z" fill="#68A240" /><path d="M460 356.1c-18.5 0-33.5-15-33.5-33.5s15-33.5 33.5-33.5 33.5 15 33.5 33.5-15 33.5-33.5 33.5z m0-56c-12.4 0-22.5 10.1-22.5 22.5s10.1 22.5 22.5 22.5 22.5-10.1 22.5-22.5-10.1-22.5-22.5-22.5z" fill="#333336" /><path d="M563.6 809.8v8h-62.2v-8c0-7.9 4.1-15.3 10.9-19.2 4.6-2.7 11.1-4.6 20.2-4.6 9.7 0 16.4 2.2 21 5.1 6.3 4 10.1 11.2 10.1 18.7z" fill="#FFD632" /><path d="M569.1 823.3h-73.2v-13.5c0-9.9 5.2-19.1 13.7-24 6.2-3.6 13.9-5.4 22.9-5.4 9.5 0 17.6 2 23.9 6 7.8 4.9 12.7 13.9 12.7 23.4v13.5z m-62.3-11H558v-2.5c0-5.8-2.9-11.2-7.5-14.1-4.6-2.9-10.6-4.3-18.1-4.3-7.1 0-13 1.3-17.4 3.9-5 2.9-8.2 8.5-8.2 14.5v2.5z" fill="#333336" /><path d="M582.3 847.8H482v-22.6c0-4.1 3.3-7.4 7.4-7.4h85.5c4.1 0 7.4 3.3 7.4 7.4v22.6z" fill="#FFD632" /><path d="M587.8 853.3H476.5v-28.1c0-7.1 5.8-12.9 12.9-12.9h85.5c7.1 0 12.9 5.8 12.9 12.9v28.1z m-100.3-11h89.3v-17.1c0-1.1-0.9-1.9-1.9-1.9h-85.5c-1.1 0-1.9 0.9-1.9 1.9v17.1z" fill="#333336" /><path d="M503 817.8h8v30h-8zM528.2 817.8h8v30h-8zM553.2 817.8h8v30h-8z" fill="#333336" /></svg> </s>
Icon of Desk Lamp
Desk Lamp
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M761.9 362.5c3.9 40.1-25.5 75.8-65.5 79.7-40.1 3.9-75.8-25.5-79.7-65.5l145.2-14.2z" fill="#FFD632" /><path d="M689.2 448c-39.9 0-74.1-30.4-78-70.9l-0.5-5.5 156.1-15.2 0.5 5.5c2 20.9-4.2 41.2-17.5 57.4-13.3 16.2-32.1 26.2-53 28.2-2.5 0.4-5 0.5-7.6 0.5z m-66.3-66.5c6.1 34.2 37.7 58.6 72.9 55.2 35.2-3.4 61.5-33.4 60.9-68.1l-133.8 12.9zM432.8 312.9L338.4 267c-21.5-10.4-30.6-36.3-20.2-57.9 10.4-21.5 36.3-30.6 57.9-20.3l63.8 31.1c16 7.8 35.4 1 43.2-15l9.9 4.8c-10.4 21.5-36.4 30.5-57.9 20.1l-63.8-31.1c-7.8-3.7-16.5-4.2-24.7-1.4-8.2 2.9-14.7 8.7-18.5 16.5-7.7 16.1-1 35.4 15.1 43.2l94.4 45.9-4.8 10z" fill="#333336" /><path d="M565.5 412.3v-94.1l-93.3-126.6c-5.5-7.5-6-17.5-1.1-25.4 16.8-27.2 41.7-39.7 57.2-45.1 8.1-2.9 17.2-0.8 23.4 5.3l260.2 255.2c2 1.9 1.1 5.3-1.6 6-25.4 6.7-127.7 31.4-242.8 26.8-1.1-0.1-2-1-2-2.1z" fill="#68A240" /><path d="M596.2 420.4c-9.5 0-19.2-0.2-28.9-0.6-4.1-0.2-7.2-3.5-7.2-7.5V320l-92.3-125.2c-6.9-9.3-7.4-21.7-1.3-31.6 17.2-27.8 42.1-41.1 60.1-47.4 10-3.5 21.4-0.9 29 6.5l260.2 255.2c2.3 2.3 3.3 5.7 2.4 8.8-0.8 3.1-3.3 5.6-6.4 6.4-26.1 7-113.1 27.7-215.6 27.7zM571 409c107.8 3.7 203-17.8 234.6-25.9L547.8 130.2c-4.7-4.6-11.6-6.1-17.7-4-16.2 5.7-38.9 17.8-54.3 42.8-3.7 6-3.4 13.5 0.8 19.3L571 316.4V409zM240.7 674.7l-9.8-5L409 318l23 7.3-3.3 10.5-14.1-4.5z" fill="#333336" /><path d="M541.6 285.4L515 249.9l-65.7 49.2c-1.2 0.9-2.3 1.9-3.3 3.1-3.3 2.3-6 5.4-7.7 9.4L338 698.1l40.6 17.8L477 333.7l64.6-48.3z" fill="#D5D9CF" /><path d="M382.4 723.5l-50.8-22.2L433 309.7l0.2-0.4c2-4.5 5.1-8.4 9.1-11.3 1.1-1.2 2.4-2.3 3.7-3.3l70.1-52.5 33.1 44.3-67.4 50.4-99.4 386.6z m-37.9-28.6l30.4 13.3 97.3-377.7 61.7-46.2-20-26.7-61.3 45.9c-0.9 0.7-1.8 1.5-2.5 2.3l-0.4 0.5-0.6 0.4c-2.4 1.7-4.4 4-5.6 6.7l-99 381.5z" fill="#333336" /><path d="M212.9 664.5c-5.1 12.6 1 26.9 13.6 32l109.2 44.1c11.5 4.7 19.1 15.9 19.1 28.3v78.9H404V740.3c0-14.9-9.1-28.4-22.9-34L245 650.9c-12.7-5.1-27 1-32.1 13.6z" fill="#D5D9CF" /><path d="M409.4 853.3h-60.2v-84.4c0-10.3-6.1-19.4-15.7-23.2l-109.2-44.1c-7.4-3-13.3-8.7-16.4-16.1s-3.2-15.6-0.2-23c3-7.5 8.8-13.3 16.2-16.4 7.4-3.1 15.6-3.2 23-0.2L383 701.3c16 6.5 26.3 21.9 26.3 39.1v112.9z m-49.1-11h38.2v-102c0-12.8-7.6-24.1-19.5-28.9L242.8 656c-4.7-1.9-9.9-1.9-14.6 0.1-4.7 2-8.3 5.7-10.2 10.4-1.9 4.7-1.9 9.9 0.1 14.6 2 4.7 5.7 8.3 10.4 10.2l109.2 44.1c13.7 5.5 22.5 18.6 22.5 33.4v73.5z" fill="#333336" /><path d="M671.6 904.2H268c-7 0-12.7-5.7-12.7-12.7v-31.1c0-7 5.7-12.7 12.7-12.7h403.6c7 0 12.7 5.7 12.7 12.7v31.1c0 7.1-5.7 12.7-12.7 12.7z" fill="#68A240" /><path d="M671.6 909.7H268c-10 0-18.2-8.2-18.2-18.2v-31.1c0-10 8.2-18.2 18.2-18.2h403.6c10 0 18.2 8.2 18.2 18.2v31.1c0 10.1-8.1 18.2-18.2 18.2zM268 853.3c-4 0-7.2 3.2-7.2 7.2v31.1c0 4 3.2 7.2 7.2 7.2h403.6c4 0 7.2-3.2 7.2-7.2v-31.1c0-4-3.2-7.2-7.2-7.2H268z" fill="#333336" /><path d="M460 322.6m-28 0a28 28 0 1 0 56 0 28 28 0 1 0-56 0Z" fill="#68A240" /><path d="M460 356.1c-18.5 0-33.5-15-33.5-33.5s15-33.5 33.5-33.5 33.5 15 33.5 33.5-15 33.5-33.5 33.5z m0-56c-12.4 0-22.5 10.1-22.5 22.5s10.1 22.5 22.5 22.5 22.5-10.1 22.5-22.5-10.1-22.5-22.5-22.5z" fill="#333336" /><path d="M563.6 809.8v8h-62.2v-8c0-7.9 4.1-15.3 10.9-19.2 4.6-2.7 11.1-4.6 20.2-4.6 9.7 0 16.4 2.2 21 5.1 6.3 4 10.1 11.2 10.1 18.7z" fill="#FFD632" /><path d="M569.1 823.3h-73.2v-13.5c0-9.9 5.2-19.1 13.7-24 6.2-3.6 13.9-5.4 22.9-5.4 9.5 0 17.6 2 23.9 6 7.8 4.9 12.7 13.9 12.7 23.4v13.5z m-62.3-11H558v-2.5c0-5.8-2.9-11.2-7.5-14.1-4.6-2.9-10.6-4.3-18.1-4.3-7.1 0-13 1.3-17.4 3.9-5 2.9-8.2 8.5-8.2 14.5v2.5z" fill="#333336" /><path d="M582.3 847.8H482v-22.6c0-4.1 3.3-7.4 7.4-7.4h85.5c4.1 0 7.4 3.3 7.4 7.4v22.6z" fill="#FFD632" /><path d="M587.8 853.3H476.5v-28.1c0-7.1 5.8-12.9 12.9-12.9h85.5c7.1 0 12.9 5.8 12.9 12.9v28.1z m-100.3-11h89.3v-17.1c0-1.1-0.9-1.9-1.9-1.9h-85.5c-1.1 0-1.9 0.9-1.9 1.9v17.1z" fill="#333336" /><path d="M503 817.8h8v30h-8zM528.2 817.8h8v30h-8zM553.2 817.8h8v30h-8z" fill="#333336" /></svg>
true
"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"
<s>[INST] Icon of Writing Board here are the inputs Writing Board [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M474.1 155.6v28.6H494c-1.4-3.2-2-6.8-1.4-10.6 1.2-8.8 8.4-15.8 17.2-16.8 11.8-1.3 21.8 7.9 21.8 19.5 0 2.8-0.6 5.5-1.6 7.9h19.9v-28.6c0-9.1-7.4-16.4-16.4-16.4h-42.9c-9.1 0-16.5 7.3-16.5 16.4z" fill="#D5D9CF" /><path d="M555.4 189.7h-33.8l3.4-7.7c0.8-1.8 1.2-3.7 1.2-5.7 0-4-1.7-7.9-4.7-10.5-3-2.7-7-4-11-3.5-6.3 0.7-11.5 5.8-12.4 12-0.4 2.7 0 5.3 1 7.7l3.4 7.7h-33.8v-34.1c0-12.1 9.8-21.9 21.9-21.9h42.9c12.1 0 21.9 9.8 21.9 21.9v34.1z m-18.4-11h7.3v-23.1c0-6-4.9-10.9-10.9-10.9h-42.9c-6 0-10.9 4.9-10.9 10.9v23.1h7.3c-0.2-1.9-0.1-3.9 0.1-5.9 1.5-11.2 10.8-20.3 22.1-21.5 7.1-0.8 14.3 1.5 19.6 6.3 5.3 4.8 8.4 11.6 8.4 18.7 0 0.8 0 1.6-0.1 2.4z" fill="#333336" /><path d="M754 884.8H270c-15.3 0-27.7-12.4-27.7-27.7V214c0-15.3 12.4-27.7 27.7-27.7h484c15.3 0 27.7 12.4 27.7 27.7v643c0.1 15.4-12.4 27.8-27.7 27.8z" fill="#68A240" /><path d="M754 890.3H270c-18.3 0-33.2-14.9-33.2-33.2V214c0-18.3 14.9-33.2 33.2-33.2h484c18.3 0 33.2 14.9 33.2 33.2v643c0.1 18.4-14.8 33.3-33.2 33.3zM270 191.8c-12.3 0-22.2 10-22.2 22.2v643c0 12.3 10 22.2 22.2 22.2h484c12.3 0 22.2-10 22.2-22.2V214c0-12.3-10-22.2-22.2-22.2H270z" fill="#333336" /><path d="M344.2 231.1h335.6v516H344.2z" fill="#F2F0E7" /><path d="M685.3 752.6H338.7v-527h346.6v527z m-335.6-11h324.6v-505H349.7v505z" fill="#333336" /><path d="M630.2 289H393.8v-70.9c0-16.1 13.1-29.3 29.3-29.3h177.8c16.1 0 29.3 13.1 29.3 29.3V289z m-225.4-11h214.3v-59.9c0-10.1-8.2-18.3-18.3-18.3H423.1c-10.1 0-18.3 8.2-18.3 18.3V278z" fill="#333336" /><path d="M614.9 249.2v21.1c0 2-1.6 3.5-3.5 3.5h-21.1v20h37.4c4 0 7.3-3.3 7.3-7.3v-37.4h-20.1z" fill="#68A240" /><path d="M627.6 299.3h-42.9v-31h24.7v-24.7h31v42.9c0 7.1-5.7 12.8-12.8 12.8z m-31.9-11h31.9c1 0 1.8-0.8 1.8-1.8v-31.9h-9v15.6c0 5-4.1 9-9 9h-15.6v9.1z" fill="#333336" /><path d="M409.2 249.2v21.1c0 2 1.6 3.5 3.5 3.5h21.1v20h-37.4c-4 0-7.3-3.3-7.3-7.3v-37.4h20.1z" fill="#68A240" /><path d="M439.4 299.3h-42.9c-7.1 0-12.8-5.7-12.8-12.8v-42.9h31v24.7h24.7v31z m-44.7-44.6v31.9c0 1 0.8 1.8 1.8 1.8h31.9v-9h-15.6c-5 0-9-4.1-9-9v-15.6h-9.1z" fill="#333336" /><path d="M589.1 213.1H434.9c-9.4 0-16.9-7.6-16.9-16.9 0-9.4 7.6-16.9 16.9-16.9H589c9.4 0 16.9 7.6 16.9 16.9 0.1 9.3-7.5 16.9-16.8 16.9z" fill="#D5D9CF" /><path d="M589.1 218.6H434.9c-12.4 0-22.4-10.1-22.4-22.4s10.1-22.4 22.4-22.4H589c12.4 0 22.4 10.1 22.4 22.4s-10 22.4-22.3 22.4z m-154.2-33.9c-6.3 0-11.4 5.1-11.4 11.4s5.1 11.4 11.4 11.4H589c6.3 0 11.4-5.1 11.4-11.4s-5.1-11.4-11.4-11.4H434.9zM276 237.7h-31.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H276c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM266 275.7h-21.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H266c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM276 313.7h-31.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H276c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM266 351.7h-21.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H266c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM276 389.7h-31.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H276c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM266 427.7h-21.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H266c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM276 465.7h-31.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H276c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM266 503.7h-21.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H266c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM276 541.7h-31.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H276c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM266 579.7h-21.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H266c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM276 617.7h-31.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H276c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM266 655.7h-21.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H266c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5z" fill="#333336" /><path d="M276 693.7h-31.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H276c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5z" fill="#333336" /><path d="M266 731.7h-21.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H266c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5z" fill="#333336" /><path d="M276 769.7h-31.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H276c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5z" fill="#333336" /><path d="M266 807.7h-21.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H266c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5z" fill="#333336" /><path d="M276 845.7h-31.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H276c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5z" fill="#333336" /><path d="M634.2 614.8l-54.6 54.6c-2.8 2.8-7.4 2.8-10.2 0l-97-97c-6.1-6.1-6.1-16.1 0-22.3l42.6-42.6c6.1-6.1 16.1-6.1 22.3 0l97 97c2.8 2.9 2.8 7.5-0.1 10.3z" fill="#D5D9CF" /><path d="M574.5 677.1c-3.4 0-6.6-1.3-9-3.7l-97-97c-4-4-6.2-9.3-6.2-15s2.2-11 6.2-15l42.6-42.6c8.3-8.3 21.8-8.3 30 0l97 97c5 5 5 13 0 18l-54.6 54.6c-2.4 2.3-5.6 3.7-9 3.7z m-48.4-168.6c-2.6 0-5.2 1-7.2 3L476.2 554c-1.9 1.9-3 4.5-3 7.2s1.1 5.3 3 7.2l97 97c0.4 0.4 0.9 0.5 1.2 0.5 0.3 0 0.8-0.1 1.2-0.5l54.6-54.6c0.7-0.7 0.7-1.7 0-2.4l-97-97c-1.9-1.9-4.5-2.9-7.1-2.9z" fill="#333336" /><path d="M497.511 597.634l64.842-64.84 58.9 58.9-64.84 64.842z" fill="#FFD632" /><path d="M556.4 664.2l-66.7-66.7 72.6-72.6 66.7 66.7-72.6 72.6z m-51.1-66.6l51.1 51.1 57.1-57.1-51.1-51.1-57.1 57.1z" fill="#333336" /><path d="M531.7 602.8l16.4 16.5" fill="#68A240" /><path d="M548.1 624.8c-1.4 0-2.8-0.5-3.9-1.6l-16.5-16.5c-2.1-2.1-2.1-5.6 0-7.8 2.1-2.1 5.6-2.1 7.8 0l16.5 16.5c2.1 2.1 2.1 5.6 0 7.8-1 1.1-2.4 1.6-3.9 1.6z" fill="#333336" /><path d="M550.1 584.4l16.5 16.5" fill="#68A240" /><path d="M566.6 606.4c-1.4 0-2.8-0.5-3.9-1.6l-16.5-16.5c-2.1-2.1-2.1-5.6 0-7.8 2.1-2.1 5.6-2.1 7.8 0l16.5 16.5c2.1 2.1 2.1 5.6 0 7.8-1.1 1.1-2.5 1.6-3.9 1.6z" fill="#333336" /><path d="M568.6 565.9l16.5 16.5" fill="#68A240" /><path d="M585.1 587.9c-1.4 0-2.8-0.5-3.9-1.6l-16.5-16.5c-2.1-2.1-2.1-5.6 0-7.8 2.1-2.1 5.6-2.1 7.8 0l16.5 16.5c2.1 2.1 2.1 5.6 0 7.8-1.1 1-2.5 1.6-3.9 1.6z" fill="#333336" /></svg> </s>
Icon of Writing Board
Writing Board
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M474.1 155.6v28.6H494c-1.4-3.2-2-6.8-1.4-10.6 1.2-8.8 8.4-15.8 17.2-16.8 11.8-1.3 21.8 7.9 21.8 19.5 0 2.8-0.6 5.5-1.6 7.9h19.9v-28.6c0-9.1-7.4-16.4-16.4-16.4h-42.9c-9.1 0-16.5 7.3-16.5 16.4z" fill="#D5D9CF" /><path d="M555.4 189.7h-33.8l3.4-7.7c0.8-1.8 1.2-3.7 1.2-5.7 0-4-1.7-7.9-4.7-10.5-3-2.7-7-4-11-3.5-6.3 0.7-11.5 5.8-12.4 12-0.4 2.7 0 5.3 1 7.7l3.4 7.7h-33.8v-34.1c0-12.1 9.8-21.9 21.9-21.9h42.9c12.1 0 21.9 9.8 21.9 21.9v34.1z m-18.4-11h7.3v-23.1c0-6-4.9-10.9-10.9-10.9h-42.9c-6 0-10.9 4.9-10.9 10.9v23.1h7.3c-0.2-1.9-0.1-3.9 0.1-5.9 1.5-11.2 10.8-20.3 22.1-21.5 7.1-0.8 14.3 1.5 19.6 6.3 5.3 4.8 8.4 11.6 8.4 18.7 0 0.8 0 1.6-0.1 2.4z" fill="#333336" /><path d="M754 884.8H270c-15.3 0-27.7-12.4-27.7-27.7V214c0-15.3 12.4-27.7 27.7-27.7h484c15.3 0 27.7 12.4 27.7 27.7v643c0.1 15.4-12.4 27.8-27.7 27.8z" fill="#68A240" /><path d="M754 890.3H270c-18.3 0-33.2-14.9-33.2-33.2V214c0-18.3 14.9-33.2 33.2-33.2h484c18.3 0 33.2 14.9 33.2 33.2v643c0.1 18.4-14.8 33.3-33.2 33.3zM270 191.8c-12.3 0-22.2 10-22.2 22.2v643c0 12.3 10 22.2 22.2 22.2h484c12.3 0 22.2-10 22.2-22.2V214c0-12.3-10-22.2-22.2-22.2H270z" fill="#333336" /><path d="M344.2 231.1h335.6v516H344.2z" fill="#F2F0E7" /><path d="M685.3 752.6H338.7v-527h346.6v527z m-335.6-11h324.6v-505H349.7v505z" fill="#333336" /><path d="M630.2 289H393.8v-70.9c0-16.1 13.1-29.3 29.3-29.3h177.8c16.1 0 29.3 13.1 29.3 29.3V289z m-225.4-11h214.3v-59.9c0-10.1-8.2-18.3-18.3-18.3H423.1c-10.1 0-18.3 8.2-18.3 18.3V278z" fill="#333336" /><path d="M614.9 249.2v21.1c0 2-1.6 3.5-3.5 3.5h-21.1v20h37.4c4 0 7.3-3.3 7.3-7.3v-37.4h-20.1z" fill="#68A240" /><path d="M627.6 299.3h-42.9v-31h24.7v-24.7h31v42.9c0 7.1-5.7 12.8-12.8 12.8z m-31.9-11h31.9c1 0 1.8-0.8 1.8-1.8v-31.9h-9v15.6c0 5-4.1 9-9 9h-15.6v9.1z" fill="#333336" /><path d="M409.2 249.2v21.1c0 2 1.6 3.5 3.5 3.5h21.1v20h-37.4c-4 0-7.3-3.3-7.3-7.3v-37.4h20.1z" fill="#68A240" /><path d="M439.4 299.3h-42.9c-7.1 0-12.8-5.7-12.8-12.8v-42.9h31v24.7h24.7v31z m-44.7-44.6v31.9c0 1 0.8 1.8 1.8 1.8h31.9v-9h-15.6c-5 0-9-4.1-9-9v-15.6h-9.1z" fill="#333336" /><path d="M589.1 213.1H434.9c-9.4 0-16.9-7.6-16.9-16.9 0-9.4 7.6-16.9 16.9-16.9H589c9.4 0 16.9 7.6 16.9 16.9 0.1 9.3-7.5 16.9-16.8 16.9z" fill="#D5D9CF" /><path d="M589.1 218.6H434.9c-12.4 0-22.4-10.1-22.4-22.4s10.1-22.4 22.4-22.4H589c12.4 0 22.4 10.1 22.4 22.4s-10 22.4-22.3 22.4z m-154.2-33.9c-6.3 0-11.4 5.1-11.4 11.4s5.1 11.4 11.4 11.4H589c6.3 0 11.4-5.1 11.4-11.4s-5.1-11.4-11.4-11.4H434.9zM276 237.7h-31.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H276c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM266 275.7h-21.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H266c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM276 313.7h-31.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H276c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM266 351.7h-21.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H266c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM276 389.7h-31.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H276c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM266 427.7h-21.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H266c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM276 465.7h-31.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H276c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM266 503.7h-21.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H266c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM276 541.7h-31.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H276c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM266 579.7h-21.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H266c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM276 617.7h-31.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H276c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM266 655.7h-21.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H266c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5z" fill="#333336" /><path d="M276 693.7h-31.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H276c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5z" fill="#333336" /><path d="M266 731.7h-21.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H266c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5z" fill="#333336" /><path d="M276 769.7h-31.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H276c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5z" fill="#333336" /><path d="M266 807.7h-21.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H266c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5z" fill="#333336" /><path d="M276 845.7h-31.8c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5H276c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5z" fill="#333336" /><path d="M634.2 614.8l-54.6 54.6c-2.8 2.8-7.4 2.8-10.2 0l-97-97c-6.1-6.1-6.1-16.1 0-22.3l42.6-42.6c6.1-6.1 16.1-6.1 22.3 0l97 97c2.8 2.9 2.8 7.5-0.1 10.3z" fill="#D5D9CF" /><path d="M574.5 677.1c-3.4 0-6.6-1.3-9-3.7l-97-97c-4-4-6.2-9.3-6.2-15s2.2-11 6.2-15l42.6-42.6c8.3-8.3 21.8-8.3 30 0l97 97c5 5 5 13 0 18l-54.6 54.6c-2.4 2.3-5.6 3.7-9 3.7z m-48.4-168.6c-2.6 0-5.2 1-7.2 3L476.2 554c-1.9 1.9-3 4.5-3 7.2s1.1 5.3 3 7.2l97 97c0.4 0.4 0.9 0.5 1.2 0.5 0.3 0 0.8-0.1 1.2-0.5l54.6-54.6c0.7-0.7 0.7-1.7 0-2.4l-97-97c-1.9-1.9-4.5-2.9-7.1-2.9z" fill="#333336" /><path d="M497.511 597.634l64.842-64.84 58.9 58.9-64.84 64.842z" fill="#FFD632" /><path d="M556.4 664.2l-66.7-66.7 72.6-72.6 66.7 66.7-72.6 72.6z m-51.1-66.6l51.1 51.1 57.1-57.1-51.1-51.1-57.1 57.1z" fill="#333336" /><path d="M531.7 602.8l16.4 16.5" fill="#68A240" /><path d="M548.1 624.8c-1.4 0-2.8-0.5-3.9-1.6l-16.5-16.5c-2.1-2.1-2.1-5.6 0-7.8 2.1-2.1 5.6-2.1 7.8 0l16.5 16.5c2.1 2.1 2.1 5.6 0 7.8-1 1.1-2.4 1.6-3.9 1.6z" fill="#333336" /><path d="M550.1 584.4l16.5 16.5" fill="#68A240" /><path d="M566.6 606.4c-1.4 0-2.8-0.5-3.9-1.6l-16.5-16.5c-2.1-2.1-2.1-5.6 0-7.8 2.1-2.1 5.6-2.1 7.8 0l16.5 16.5c2.1 2.1 2.1 5.6 0 7.8-1.1 1.1-2.5 1.6-3.9 1.6z" fill="#333336" /><path d="M568.6 565.9l16.5 16.5" fill="#68A240" /><path d="M585.1 587.9c-1.4 0-2.8-0.5-3.9-1.6l-16.5-16.5c-2.1-2.1-2.1-5.6 0-7.8 2.1-2.1 5.6-2.1 7.8 0l16.5 16.5c2.1 2.1 2.1 5.6 0 7.8-1.1 1-2.5 1.6-3.9 1.6z" fill="#333336" /></svg>
true
"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"
<s>[INST] Icon of Monitor here are the inputs Monitor [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M604.5 701v-16.3h-185V701c0 22.4-4.6 44.6-13.6 65.2l-17.3 39.7h246.6L618 766.2c-8.9-20.6-13.5-42.8-13.5-65.2z" fill="#D5D9CF" /><path d="M643.7 811.4H380.3l20.6-47.4c8.7-20 13.1-41.2 13.1-63v-21.8h196V701c0 21.8 4.4 43 13.1 63l20.6 47.4z m-246.6-11H627l-13.9-32c-9.3-21.4-14-44.1-14-67.4v-10.8H425V701c0 23.3-4.7 46-14 67.4l-13.9 32z" fill="#333336" /><path d="M854.1 684.7H169.9c-18.2 0-33-14.8-33-33V211c0-18.2 14.8-33 33-33H854c18.2 0 33 14.8 33 33v440.6c0.1 18.3-14.7 33.1-32.9 33.1z" fill="#68A240" /><path d="M854.1 690.2H169.9c-21.2 0-38.5-17.3-38.5-38.5V211c0-21.2 17.3-38.5 38.5-38.5H854c21.2 0 38.5 17.3 38.5 38.5v440.6c0.1 21.3-17.2 38.6-38.4 38.6zM169.9 183.5c-15.2 0-27.5 12.3-27.5 27.5v440.6c0 15.2 12.3 27.5 27.5 27.5H854c15.2 0 27.5-12.3 27.5-27.5V211c0-15.2-12.3-27.5-27.5-27.5H169.9z" fill="#333336" /><path d="M195.6 230.5h632.8v347.2H195.6z" fill="#D5D9CF" /><path d="M833.9 583.2H190.1V225h643.8v358.2z m-632.8-11h621.8V236H201.1v336.2z" fill="#333336" /><path d="M512 633m-25.7 0a25.7 25.7 0 1 0 51.4 0 25.7 25.7 0 1 0-51.4 0Z" fill="#FFD632" /><path d="M512 664.1c-17.2 0-31.2-14-31.2-31.2s14-31.2 31.2-31.2 31.2 14 31.2 31.2-14 31.2-31.2 31.2z m0-51.3c-11.1 0-20.2 9.1-20.2 20.2s9.1 20.2 20.2 20.2 20.2-9.1 20.2-20.2-9.1-20.2-20.2-20.2z" fill="#333336" /><path d="M729.5 643.5h-49.4c-5.5 0-9.9-4.5-9.9-9.9v-1.7c0-5.5 4.5-9.9 9.9-9.9h49.4c5.5 0 9.9 4.5 9.9 9.9v1.7c0 5.5-4.4 9.9-9.9 9.9z" fill="#FFD632" /><path d="M729.5 649h-49.4c-8.5 0-15.4-6.9-15.4-15.4v-1.7c0-8.5 6.9-15.4 15.4-15.4h49.4c8.5 0 15.4 6.9 15.4 15.4v1.7c0 8.5-6.9 15.4-15.4 15.4z m-49.3-21.5c-2.4 0-4.4 2-4.4 4.4v1.7c0 2.4 2 4.4 4.4 4.4h49.4c2.4 0 4.4-2 4.4-4.4v-1.7c0-2.4-2-4.4-4.4-4.4h-49.4z" fill="#333336" /><path d="M823.4 643.5H774c-5.5 0-9.9-4.5-9.9-9.9v-1.7c0-5.5 4.5-9.9 9.9-9.9h49.4c5.5 0 9.9 4.5 9.9 9.9v1.7c0 5.5-4.5 9.9-9.9 9.9z" fill="#FFD632" /><path d="M823.4 649H774c-8.5 0-15.4-6.9-15.4-15.4v-1.7c0-8.5 6.9-15.4 15.4-15.4h49.4c8.5 0 15.4 6.9 15.4 15.4v1.7c0 8.5-6.9 15.4-15.4 15.4zM774 627.5c-2.4 0-4.4 2-4.4 4.4v1.7c0 2.4 2 4.4 4.4 4.4h49.4c2.4 0 4.4-2 4.4-4.4v-1.7c0-2.4-2-4.4-4.4-4.4H774z" fill="#333336" /><path d="M676.4 846H347.6v-19.6c0-11.3 9.2-20.5 20.5-20.5h287.8c11.3 0 20.5 9.2 20.5 20.5V846z" fill="#D8A128" /><path d="M681.9 851.5H342.1v-25.1c0-14.3 11.7-26 26-26h287.8c14.3 0 26 11.7 26 26v25.1z m-328.8-11h317.8v-14.1c0-8.3-6.7-15-15-15H368.1c-8.3 0-15 6.7-15 15v14.1z" fill="#333336" /><path d="M300 829.2H187V591.1c0-10.6 8.6-19.2 19.2-19.2h72.7c11.7 0 21.2 9.5 21.2 21.2v236.1z" fill="#FFD632" /><path d="M305.5 834.7h-124V591.1c0-13.6 11.1-24.7 24.7-24.7h72.7c14.7 0 26.7 12 26.7 26.7v241.6z m-113-11h102V593.1c0-8.6-7-15.7-15.7-15.7h-72.7c-7.5 0-13.7 6.1-13.7 13.7v232.6z" fill="#333336" /><path d="M300 604.6H187v-20.9c0-16.7 13.5-30.2 30.2-30.2h52.6c16.7 0 30.2 13.5 30.2 30.2v20.9z" fill="#D8A128" /><path d="M305.5 610.1h-124v-26.4c0-19.7 16-35.7 35.7-35.7h52.6c19.7 0 35.7 16 35.7 35.7v26.4z m-113-11h102v-15.4c0-13.6-11.1-24.7-24.7-24.7h-52.6c-13.6 0-24.7 11.1-24.7 24.7v15.4z" fill="#333336" /><path d="M289.5 845.9h-92.1c-5.8 0-10.5-4.7-10.5-10.5v-22.8h113v22.8c0.1 5.8-4.6 10.5-10.4 10.5z" fill="#68A240" /><path d="M289.5 851.4h-92.1c-8.8 0-16-7.2-16-16v-28.3h124v28.3c0.1 8.9-7.1 16-15.9 16z m-97-33.2v17.3c0 2.7 2.2 5 5 5h92.1c2.7 0 5-2.2 5-5v-17.3H192.5z" fill="#333336" /></svg> </s>
Icon of Monitor
Monitor
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M604.5 701v-16.3h-185V701c0 22.4-4.6 44.6-13.6 65.2l-17.3 39.7h246.6L618 766.2c-8.9-20.6-13.5-42.8-13.5-65.2z" fill="#D5D9CF" /><path d="M643.7 811.4H380.3l20.6-47.4c8.7-20 13.1-41.2 13.1-63v-21.8h196V701c0 21.8 4.4 43 13.1 63l20.6 47.4z m-246.6-11H627l-13.9-32c-9.3-21.4-14-44.1-14-67.4v-10.8H425V701c0 23.3-4.7 46-14 67.4l-13.9 32z" fill="#333336" /><path d="M854.1 684.7H169.9c-18.2 0-33-14.8-33-33V211c0-18.2 14.8-33 33-33H854c18.2 0 33 14.8 33 33v440.6c0.1 18.3-14.7 33.1-32.9 33.1z" fill="#68A240" /><path d="M854.1 690.2H169.9c-21.2 0-38.5-17.3-38.5-38.5V211c0-21.2 17.3-38.5 38.5-38.5H854c21.2 0 38.5 17.3 38.5 38.5v440.6c0.1 21.3-17.2 38.6-38.4 38.6zM169.9 183.5c-15.2 0-27.5 12.3-27.5 27.5v440.6c0 15.2 12.3 27.5 27.5 27.5H854c15.2 0 27.5-12.3 27.5-27.5V211c0-15.2-12.3-27.5-27.5-27.5H169.9z" fill="#333336" /><path d="M195.6 230.5h632.8v347.2H195.6z" fill="#D5D9CF" /><path d="M833.9 583.2H190.1V225h643.8v358.2z m-632.8-11h621.8V236H201.1v336.2z" fill="#333336" /><path d="M512 633m-25.7 0a25.7 25.7 0 1 0 51.4 0 25.7 25.7 0 1 0-51.4 0Z" fill="#FFD632" /><path d="M512 664.1c-17.2 0-31.2-14-31.2-31.2s14-31.2 31.2-31.2 31.2 14 31.2 31.2-14 31.2-31.2 31.2z m0-51.3c-11.1 0-20.2 9.1-20.2 20.2s9.1 20.2 20.2 20.2 20.2-9.1 20.2-20.2-9.1-20.2-20.2-20.2z" fill="#333336" /><path d="M729.5 643.5h-49.4c-5.5 0-9.9-4.5-9.9-9.9v-1.7c0-5.5 4.5-9.9 9.9-9.9h49.4c5.5 0 9.9 4.5 9.9 9.9v1.7c0 5.5-4.4 9.9-9.9 9.9z" fill="#FFD632" /><path d="M729.5 649h-49.4c-8.5 0-15.4-6.9-15.4-15.4v-1.7c0-8.5 6.9-15.4 15.4-15.4h49.4c8.5 0 15.4 6.9 15.4 15.4v1.7c0 8.5-6.9 15.4-15.4 15.4z m-49.3-21.5c-2.4 0-4.4 2-4.4 4.4v1.7c0 2.4 2 4.4 4.4 4.4h49.4c2.4 0 4.4-2 4.4-4.4v-1.7c0-2.4-2-4.4-4.4-4.4h-49.4z" fill="#333336" /><path d="M823.4 643.5H774c-5.5 0-9.9-4.5-9.9-9.9v-1.7c0-5.5 4.5-9.9 9.9-9.9h49.4c5.5 0 9.9 4.5 9.9 9.9v1.7c0 5.5-4.5 9.9-9.9 9.9z" fill="#FFD632" /><path d="M823.4 649H774c-8.5 0-15.4-6.9-15.4-15.4v-1.7c0-8.5 6.9-15.4 15.4-15.4h49.4c8.5 0 15.4 6.9 15.4 15.4v1.7c0 8.5-6.9 15.4-15.4 15.4zM774 627.5c-2.4 0-4.4 2-4.4 4.4v1.7c0 2.4 2 4.4 4.4 4.4h49.4c2.4 0 4.4-2 4.4-4.4v-1.7c0-2.4-2-4.4-4.4-4.4H774z" fill="#333336" /><path d="M676.4 846H347.6v-19.6c0-11.3 9.2-20.5 20.5-20.5h287.8c11.3 0 20.5 9.2 20.5 20.5V846z" fill="#D8A128" /><path d="M681.9 851.5H342.1v-25.1c0-14.3 11.7-26 26-26h287.8c14.3 0 26 11.7 26 26v25.1z m-328.8-11h317.8v-14.1c0-8.3-6.7-15-15-15H368.1c-8.3 0-15 6.7-15 15v14.1z" fill="#333336" /><path d="M300 829.2H187V591.1c0-10.6 8.6-19.2 19.2-19.2h72.7c11.7 0 21.2 9.5 21.2 21.2v236.1z" fill="#FFD632" /><path d="M305.5 834.7h-124V591.1c0-13.6 11.1-24.7 24.7-24.7h72.7c14.7 0 26.7 12 26.7 26.7v241.6z m-113-11h102V593.1c0-8.6-7-15.7-15.7-15.7h-72.7c-7.5 0-13.7 6.1-13.7 13.7v232.6z" fill="#333336" /><path d="M300 604.6H187v-20.9c0-16.7 13.5-30.2 30.2-30.2h52.6c16.7 0 30.2 13.5 30.2 30.2v20.9z" fill="#D8A128" /><path d="M305.5 610.1h-124v-26.4c0-19.7 16-35.7 35.7-35.7h52.6c19.7 0 35.7 16 35.7 35.7v26.4z m-113-11h102v-15.4c0-13.6-11.1-24.7-24.7-24.7h-52.6c-13.6 0-24.7 11.1-24.7 24.7v15.4z" fill="#333336" /><path d="M289.5 845.9h-92.1c-5.8 0-10.5-4.7-10.5-10.5v-22.8h113v22.8c0.1 5.8-4.6 10.5-10.4 10.5z" fill="#68A240" /><path d="M289.5 851.4h-92.1c-8.8 0-16-7.2-16-16v-28.3h124v28.3c0.1 8.9-7.1 16-15.9 16z m-97-33.2v17.3c0 2.7 2.2 5 5 5h92.1c2.7 0 5-2.2 5-5v-17.3H192.5z" fill="#333336" /></svg>
true
"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"
<s>[INST] Icon of Clock here are the inputs Clock [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M228.1 217.7h570.1V713H228.1z" fill="#D5D9CF" /><path d="M803.6 718.4H222.7v-506h580.9v506z m-570.2-10.7h559.4V223.1H233.4v484.6z" fill="#333336" /><path d="M765.6 182.7H258.4c-39.1 0-71 32-71 71v432.5c0 39.1 32 71 71 71h507.3c39.1 0 71-32 71-71V253.7c0-39.1-32-71-71.1-71zM770 656c0 19-15.5 34.5-34.5 34.5H288.6c-19 0-34.5-15.5-34.5-34.5V283.9c0-19 15.5-34.5 34.5-34.5h446.9c19 0 34.5 15.5 34.5 34.5V656z" fill="#68A240" /><path d="M765.6 762.6H258.4c-42.1 0-76.4-34.3-76.4-76.4V253.7c0-42.1 34.3-76.4 76.4-76.4h507.3c42.1 0 76.4 34.3 76.4 76.4v432.5c-0.1 42.1-34.3 76.4-76.5 76.4zM258.4 188c-36.2 0-65.7 29.5-65.7 65.7v432.5c0 36.2 29.5 65.7 65.7 65.7h507.3c36.2 0 65.7-29.5 65.7-65.7V253.7c0-36.2-29.5-65.7-65.7-65.7H258.4z m477 507.9H288.6c-22 0-39.9-17.9-39.9-39.9V283.9c0-22 17.9-39.9 39.9-39.9h446.9c22 0 39.9 17.9 39.9 39.9V656c-0.1 22-18 39.9-40 39.9zM288.6 254.8c-16.1 0-29.1 13.1-29.1 29.1V656c0 16.1 13.1 29.1 29.1 29.1h446.9c16.1 0 29.1-13.1 29.1-29.1V283.9c0-16.1-13.1-29.1-29.1-29.1H288.6z" fill="#333336" /><path d="M512 309.1c-3 0-5.4-2.4-5.4-5.4v-54.3c0-3 2.4-5.4 5.4-5.4 3 0 5.4 2.4 5.4 5.4v54.3c0 3-2.4 5.4-5.4 5.4zM512 695.4c-3 0-5.4-2.4-5.4-5.4v-54.3c0-3 2.4-5.4 5.4-5.4 3 0 5.4 2.4 5.4 5.4V690c0 3-2.4 5.4-5.4 5.4z" fill="#333336" /><path d="M255.9 469.9h54.3" fill="#68A240" /><path d="M310.2 475.3h-54.3c-3 0-5.4-2.4-5.4-5.4 0-3 2.4-5.4 5.4-5.4h54.3c3 0 5.4 2.4 5.4 5.4-0.1 3-2.5 5.4-5.4 5.4z" fill="#333336" /><path d="M715.7 469.9H770" fill="#68A240" /><path d="M770 475.3h-54.3c-3 0-5.4-2.4-5.4-5.4 0-3 2.4-5.4 5.4-5.4H770c3 0 5.4 2.4 5.4 5.4-0.1 3-2.5 5.4-5.4 5.4z" fill="#333336" /><path d="M512 469.9m-65.5 0a65.5 65.5 0 1 0 131 0 65.5 65.5 0 1 0-131 0Z" fill="#FFD632" /><path d="M512 540.8c-39.1 0-70.8-31.8-70.8-70.8s31.8-70.8 70.8-70.8 70.8 31.8 70.8 70.8-31.7 70.8-70.8 70.8z m0-131c-33.1 0-60.1 27-60.1 60.1s27 60.1 60.1 60.1 60.1-27 60.1-60.1-27-60.1-60.1-60.1z" fill="#333336" /><path d="M512 469.9m-24.3 0a24.3 24.3 0 1 0 48.6 0 24.3 24.3 0 1 0-48.6 0Z" fill="#D5D9CF" /><path d="M512 499.6c-16.3 0-29.6-13.3-29.6-29.6s13.3-29.6 29.6-29.6 29.6 13.3 29.6 29.6-13.3 29.6-29.6 29.6z m0-48.6c-10.4 0-18.9 8.5-18.9 18.9s8.5 18.9 18.9 18.9c10.4 0 18.9-8.5 18.9-18.9S522.4 451 512 451z" fill="#333336" /><path d="M663.3 475.3H538.8c-3 0-5.4-2.4-5.4-5.4 0-3 2.4-5.4 5.4-5.4h124.5c3 0 5.4 2.4 5.4 5.4-0.1 3-2.5 5.4-5.4 5.4z" fill="#333336" /><path d="M487.7 445.7l-143.6-99.8" fill="#D5D9CF" /><path d="M487.7 451c-1.1 0-2.1-0.3-3.1-1L341 350.2c-2.4-1.7-3-5-1.3-7.5 1.7-2.4 5-3 7.5-1.3l143.6 99.8c2.4 1.7 3 5 1.3 7.5-1 1.5-2.7 2.3-4.4 2.3z" fill="#333336" /><path d="M724.9 841.3H300.8c-14.5 0-24.9-13.9-20.8-27.8l16.7-56.3H729l16.7 56.3c4.1 13.9-6.3 27.8-20.8 27.8z" fill="#FFD632" /><path d="M724.9 846.7H300.8c-8.6 0-16.5-4-21.6-10.9-5.1-6.9-6.7-15.6-4.3-23.8l17.8-60.1H733l17.8 60.1c2.4 8.3 0.9 16.9-4.3 23.8-5.1 6.9-13 10.9-21.6 10.9z m-424.2-84.1L285.2 815c-1.5 5-0.5 10.2 2.6 14.4 3.1 4.2 7.9 6.5 13 6.5h424.1c5.2 0 9.9-2.4 13.1-6.5 3.1-4.2 4-9.4 2.6-14.4L725 762.6H300.7z" fill="#333336" /></svg> </s>
Icon of Clock
Clock
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M228.1 217.7h570.1V713H228.1z" fill="#D5D9CF" /><path d="M803.6 718.4H222.7v-506h580.9v506z m-570.2-10.7h559.4V223.1H233.4v484.6z" fill="#333336" /><path d="M765.6 182.7H258.4c-39.1 0-71 32-71 71v432.5c0 39.1 32 71 71 71h507.3c39.1 0 71-32 71-71V253.7c0-39.1-32-71-71.1-71zM770 656c0 19-15.5 34.5-34.5 34.5H288.6c-19 0-34.5-15.5-34.5-34.5V283.9c0-19 15.5-34.5 34.5-34.5h446.9c19 0 34.5 15.5 34.5 34.5V656z" fill="#68A240" /><path d="M765.6 762.6H258.4c-42.1 0-76.4-34.3-76.4-76.4V253.7c0-42.1 34.3-76.4 76.4-76.4h507.3c42.1 0 76.4 34.3 76.4 76.4v432.5c-0.1 42.1-34.3 76.4-76.5 76.4zM258.4 188c-36.2 0-65.7 29.5-65.7 65.7v432.5c0 36.2 29.5 65.7 65.7 65.7h507.3c36.2 0 65.7-29.5 65.7-65.7V253.7c0-36.2-29.5-65.7-65.7-65.7H258.4z m477 507.9H288.6c-22 0-39.9-17.9-39.9-39.9V283.9c0-22 17.9-39.9 39.9-39.9h446.9c22 0 39.9 17.9 39.9 39.9V656c-0.1 22-18 39.9-40 39.9zM288.6 254.8c-16.1 0-29.1 13.1-29.1 29.1V656c0 16.1 13.1 29.1 29.1 29.1h446.9c16.1 0 29.1-13.1 29.1-29.1V283.9c0-16.1-13.1-29.1-29.1-29.1H288.6z" fill="#333336" /><path d="M512 309.1c-3 0-5.4-2.4-5.4-5.4v-54.3c0-3 2.4-5.4 5.4-5.4 3 0 5.4 2.4 5.4 5.4v54.3c0 3-2.4 5.4-5.4 5.4zM512 695.4c-3 0-5.4-2.4-5.4-5.4v-54.3c0-3 2.4-5.4 5.4-5.4 3 0 5.4 2.4 5.4 5.4V690c0 3-2.4 5.4-5.4 5.4z" fill="#333336" /><path d="M255.9 469.9h54.3" fill="#68A240" /><path d="M310.2 475.3h-54.3c-3 0-5.4-2.4-5.4-5.4 0-3 2.4-5.4 5.4-5.4h54.3c3 0 5.4 2.4 5.4 5.4-0.1 3-2.5 5.4-5.4 5.4z" fill="#333336" /><path d="M715.7 469.9H770" fill="#68A240" /><path d="M770 475.3h-54.3c-3 0-5.4-2.4-5.4-5.4 0-3 2.4-5.4 5.4-5.4H770c3 0 5.4 2.4 5.4 5.4-0.1 3-2.5 5.4-5.4 5.4z" fill="#333336" /><path d="M512 469.9m-65.5 0a65.5 65.5 0 1 0 131 0 65.5 65.5 0 1 0-131 0Z" fill="#FFD632" /><path d="M512 540.8c-39.1 0-70.8-31.8-70.8-70.8s31.8-70.8 70.8-70.8 70.8 31.8 70.8 70.8-31.7 70.8-70.8 70.8z m0-131c-33.1 0-60.1 27-60.1 60.1s27 60.1 60.1 60.1 60.1-27 60.1-60.1-27-60.1-60.1-60.1z" fill="#333336" /><path d="M512 469.9m-24.3 0a24.3 24.3 0 1 0 48.6 0 24.3 24.3 0 1 0-48.6 0Z" fill="#D5D9CF" /><path d="M512 499.6c-16.3 0-29.6-13.3-29.6-29.6s13.3-29.6 29.6-29.6 29.6 13.3 29.6 29.6-13.3 29.6-29.6 29.6z m0-48.6c-10.4 0-18.9 8.5-18.9 18.9s8.5 18.9 18.9 18.9c10.4 0 18.9-8.5 18.9-18.9S522.4 451 512 451z" fill="#333336" /><path d="M663.3 475.3H538.8c-3 0-5.4-2.4-5.4-5.4 0-3 2.4-5.4 5.4-5.4h124.5c3 0 5.4 2.4 5.4 5.4-0.1 3-2.5 5.4-5.4 5.4z" fill="#333336" /><path d="M487.7 445.7l-143.6-99.8" fill="#D5D9CF" /><path d="M487.7 451c-1.1 0-2.1-0.3-3.1-1L341 350.2c-2.4-1.7-3-5-1.3-7.5 1.7-2.4 5-3 7.5-1.3l143.6 99.8c2.4 1.7 3 5 1.3 7.5-1 1.5-2.7 2.3-4.4 2.3z" fill="#333336" /><path d="M724.9 841.3H300.8c-14.5 0-24.9-13.9-20.8-27.8l16.7-56.3H729l16.7 56.3c4.1 13.9-6.3 27.8-20.8 27.8z" fill="#FFD632" /><path d="M724.9 846.7H300.8c-8.6 0-16.5-4-21.6-10.9-5.1-6.9-6.7-15.6-4.3-23.8l17.8-60.1H733l17.8 60.1c2.4 8.3 0.9 16.9-4.3 23.8-5.1 6.9-13 10.9-21.6 10.9z m-424.2-84.1L285.2 815c-1.5 5-0.5 10.2 2.6 14.4 3.1 4.2 7.9 6.5 13 6.5h424.1c5.2 0 9.9-2.4 13.1-6.5 3.1-4.2 4-9.4 2.6-14.4L725 762.6H300.7z" fill="#333336" /></svg>
true
"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"
<s>[INST] Icon of Mouse here are the inputs Mouse [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M801.5 462.2l-23-23c-2.2-2.2-2.2-5.7 0-7.8l10.8-10.8c2.2-2.2 5.7-2.2 7.8 0l23 23c2.2 2.2 2.2 5.7 0 7.8l-10.8 10.8c-2.1 2.1-5.6 2.1-7.8 0z" fill="#68A240" /><path d="M805.5 469.3c-2.9 0-5.7-1.1-7.8-3.2l-23-23c-2.1-2.1-3.2-4.9-3.2-7.8s1.1-5.7 3.2-7.8l10.8-10.8c2.1-2.1 4.9-3.2 7.8-3.2s5.7 1.1 7.8 3.2l23 23c2.1 2.1 3.2 4.9 3.2 7.8s-1.1 5.7-3.2 7.8L813.3 466c-2.1 2.1-4.9 3.3-7.8 3.3z m-12.2-44.8l-10.8 10.8 23 23 10.8-10.8-23-23z" fill="#333336" /><path d="M716.5 511c-14.2 0-27.6-5.5-37.6-15.5s-15.5-23.4-15.5-37.6c0-14.2 5.5-27.6 15.5-37.6l73.2-74.1c13.5-13.5 21-31.6 21-50.9 0-19.3-7.4-37.3-21-50.9-13.5-13.5-31.6-21-50.9-21-19.3 0-37.3 7.4-50.9 21l-75 73.2-7.7-7.9 74.9-73.1c15.6-15.6 36.4-24.1 58.6-24.1 22.2 0 43 8.6 58.6 24.2S784 273 784 295.2c0 22.2-8.6 43-24.2 58.6L686.7 428c-8 8-12.3 18.5-12.3 29.8s4.4 21.9 12.3 29.8c7.9 7.9 18.5 12.3 29.8 12.3s21.9-4.4 29.8-12.3l46.2-45.1 7.7 7.9-46.1 45c-10 10.1-23.4 15.6-37.6 15.6z" fill="#333336" /><path d="M581.4 340.2L551 309.8c-4.4-4.4-4.4-11.7 0-16.1l10.2-10.2c4.4-4.4 11.7-4.4 16.1 0l30.4 30.4c4.4 4.4 4.4 11.7 0 16.1l-10.2 10.2c-4.4 4.4-11.7 4.4-16.1 0z" fill="#68A240" /><path d="M589.4 349c-4.3 0-8.6-1.6-11.9-4.9l-30.4-30.4c-6.6-6.6-6.6-17.3 0-23.9l10.2-10.2c3.2-3.2 7.4-4.9 11.9-4.9s8.8 1.8 11.9 4.9l30.4 30.4c3.2 3.2 4.9 7.4 4.9 11.9s-1.8 8.8-4.9 11.9L601.3 344c-3.2 3.4-7.5 5-11.9 5z m-4.1-12.7c2.3 2.3 6 2.3 8.3 0l10.2-10.2c1.1-1.1 1.7-2.6 1.7-4.2s-0.6-3.1-1.7-4.2l-30.4-30.4c-1.1-1.1-2.6-1.7-4.2-1.7s-3.1 0.6-4.2 1.7l-10.2 10.2c-2.3 2.3-2.3 6 0 8.3l30.5 30.5z" fill="#333336" /><path d="M505 715.9c-115.2 115.2-267.9 116.7-361.1 23.5s-91.7-246 23.5-361.1 282-181.8 400.7-63.1c110.5 110.5 52 285.6-63.1 400.7z" fill="#FFD632" /><path d="M304.6 811.6c-62.2 0-120.3-24-164.6-68.3-47.1-47.1-71.3-109.8-68-176.5 1.6-33.5 10.1-66.8 25-98.9 15.6-33.5 38-65 66.5-93.5 62.4-62.4 134-105.3 201.7-120.7 79.4-18.2 151 1.8 206.8 57.7 52.7 52.7 71.6 123.1 54.6 203.6-7.6 35.8-22 72.2-42.8 108.1-20.2 34.7-45.4 67.3-74.8 96.8-28.5 28.5-59.9 50.9-93.5 66.5-32.2 15-65.5 23.4-98.9 25-4.1 0.1-8.1 0.2-12 0.2z m116.5-553.5c-17.3 0-35.2 2.1-53.5 6.3-65.7 15-135.4 56.8-196.4 117.8-27.6 27.6-49.2 58-64.3 90.3-14.4 30.9-22.5 62.8-24 94.8-3.1 63.6 19.9 123.3 64.8 168.2 44.9 44.9 104.6 67.9 168.2 64.8 32-1.6 64-9.6 94.8-24 32.4-15.1 62.8-36.7 90.3-64.3l3.9 3.9-3.9-3.9c58.5-58.5 100.3-131.1 114.7-199.4 11.3-53.5 11.5-130.5-51.6-193.6-27.7-27.7-59.3-46.2-94-55-15.7-3.9-32.1-5.9-49-5.9z" fill="#333336" /><path d="M457.5 702.9c-104.8 104.8-237.1 113-313.6 36.5s-68.3-208.8 36.5-313.6 252.2-170 349.7-72.6c90.6 90.7 32.2 244.8-72.6 349.7z" fill="#D5D9CF" /><path d="M269.5 795.7c-50 0-95.3-18.2-129.5-52.4-38.9-38.9-57.2-92.4-51.3-150.6 6-59.4 37.2-120.1 87.8-170.8 56.8-56.8 120.7-97.1 180-113.6 69.9-19.4 131.3-5.2 177.4 41 43.6 43.6 56.9 104 38.5 174.8-16 61.5-56.5 128.1-111 182.7-50.7 50.7-111.3 81.9-170.8 87.8-7.1 0.7-14.1 1.1-21.1 1.1z m145.8-484.9c-17.8 0-36.5 2.7-55.9 8.1-57.5 15.9-119.7 55.3-175.2 110.7-48.9 48.9-79 107.2-84.7 164.1-5.5 54.9 11.6 105.2 48.2 141.8 36.6 36.6 86.9 53.7 141.8 48.2 56.9-5.7 115.2-35.8 164.1-84.7 53.2-53.2 92.7-118 108.2-177.6 21.9-84.4-7.3-135.9-35.6-164.3-22.6-22.6-48.9-37-78.2-43-10.6-2.2-21.4-3.3-32.7-3.3z" fill="#333336" /><path d="M345.4 560c45.6 45.6 97 79.6 148.6 100.9 80.1-101 120.1-234.1 40.7-313.4-82-82-204.5-43.7-302.1 31.3 19.5 62.4 57.6 126.1 112.8 181.2z" fill="#68A240" /><path d="M495.7 667.6l-3.8-1.6C438 643.7 386 608.4 341.5 563.9c-54.1-54.1-93.6-117.6-114.1-183.4l-1.1-3.7 3-2.3c53.5-41.1 108.6-67.3 159.4-75.6 28.4-4.7 55.1-3.6 79.5 3.1 26.4 7.3 50.1 21.3 70.5 41.7 38.1 38.1 52.2 91.1 41 153.5-9.8 54.1-38.6 113.5-81.3 167.3l-2.7 3.1zM239.1 380.9c20.3 62.8 58.3 123.4 110.2 175.2 42.4 42.4 91.8 76.3 143 98.1 40.1-51.4 67.2-107.8 76.5-159.1 10.6-58.6-2.5-108.3-37.9-143.7-36.9-36.9-84.1-50.9-140.4-41.7-48 7.9-100.3 32.5-151.4 71.2z" fill="#333336" /><path d="M530 353.2L334.3 548.9" fill="#F35B52" /><path d="M330.457 545.045l195.725-195.726 7.778 7.778-195.725 195.726z" fill="#333336" /><path d="M414.3 487.4L395.9 469c-8-8-8-21.2 0-29.2l58.8-58.8c8-8 21.2-8 29.2 0l18.4 18.4c8 8 8 21.2 0 29.2l-58.8 58.8c-8 8-21.1 8-29.2 0z" fill="#D8A128" /><path d="M428.9 498.9c-6.7 0-13.4-2.5-18.5-7.6L392 472.8c-4.9-4.9-7.6-11.5-7.6-18.5s2.7-13.6 7.6-18.5l58.8-58.8c10.2-10.2 26.8-10.2 37 0l18.4 18.4c10.2 10.2 10.2 26.8 0 37l-58.8 58.8c-5.1 5.1-11.8 7.7-18.5 7.7z m40.4-118.5c-3.9 0-7.8 1.5-10.7 4.4l-58.8 58.8c-2.8 2.8-4.4 6.6-4.4 10.7s1.6 7.9 4.4 10.7l18.4 18.4c5.9 5.9 15.5 5.9 21.4 0l58.8-58.8c5.9-5.9 5.9-15.5 0-21.4L480 384.8c-3-2.9-6.9-4.4-10.7-4.4z" fill="#333336" /><path d="M470.3 413L428 455.2" fill="#FFC86B" /><path d="M428 460.7c-1.4 0-2.8-0.5-3.9-1.6-2.1-2.1-2.1-5.6 0-7.8l42.3-42.3c2.1-2.1 5.6-2.1 7.8 0 2.1 2.1 2.1 5.6 0 7.8l-42.3 42.3c-1 1.1-2.5 1.6-3.9 1.6z" fill="#333336" /><path d="M314.551719 568.741844a26.4 26.4 0 1 0 37.334587-37.33589 26.4 26.4 0 1 0-37.334587 37.33589Z" fill="#D8A128" /><path d="M333.2 581.9c-8.5 0-16.5-3.3-22.5-9.3s-9.3-14-9.3-22.5 3.3-16.5 9.3-22.5 14-9.3 22.5-9.3 16.5 3.3 22.5 9.3c12.4 12.4 12.4 32.6 0 45.1-6 5.9-14 9.2-22.5 9.2z m0-52.7c-5.6 0-10.8 2.2-14.7 6.1s-6.1 9.2-6.1 14.7c0 5.6 2.2 10.8 6.1 14.7s9.2 6.1 14.7 6.1 10.8-2.2 14.7-6.1c8.1-8.1 8.1-21.4 0-29.5-3.9-3.8-9.1-6-14.7-6z" fill="#333336" /><path d="M905.706 374.489l-38.608-38.608 38.89-38.89 38.608 38.607z" fill="#D5D9CF" /><path d="M905.7 382.3l-46.4-46.4 46.7-46.7 46.4 46.4-46.7 46.7z m-30.9-46.4l30.9 30.9 31.1-31.1-30.9-30.9-31.1 31.1z" fill="#333336" /><path d="M873 322.9l45.6 45.6c4.7 4.7 4.7 12.3 0 16.9l-38.9 38.9c-4.6 4.6-10.1 8.2-16.1 10.6l-15.3 6.1-12.5 10.7c-2.3 2-5.7 1.8-7.8-0.3l-37.9-37.9c-2.2-2.2-2.3-5.6-0.2-7.9l10.3-11.6 7.3-17.4c2.4-5.8 5.9-11 10.4-15.5l38.2-38.2c4.6-4.6 12.2-4.6 16.9 0z" fill="#68A240" /><path d="M832.2 458.7c-2.9 0-5.8-1.1-8-3.3l-37.9-37.9c-4.2-4.2-4.4-11-0.5-15.5l9.7-11 6.9-16.5c2.7-6.5 6.6-12.3 11.6-17.2l38.2-38.2c6.8-6.8 17.9-6.8 24.7 0l45.6 45.6c3.3 3.3 5.1 7.7 5.1 12.4s-1.8 9.1-5.1 12.4l-38.9 38.9c-5.2 5.2-11.2 9.1-18 11.9l-14.4 5.8-11.7 9.9c-2.1 1.8-4.7 2.7-7.3 2.7z m32.3-133.8c-1.7 0-3.3 0.6-4.6 1.9L821.8 365c-3.9 3.9-7 8.6-9.2 13.7l-7.6 18.2-11 12.4c-0.1 0.1-0.1 0.3 0 0.4l37.9 37.9c0.1 0.1 0.3 0.1 0.4 0l13.1-11.3 16.1-6.5c5.4-2.2 10.2-5.3 14.3-9.4l38.9-38.9c1.2-1.2 1.9-2.9 1.9-4.6 0-1.7-0.7-3.4-1.9-4.6l-45.6-45.6c-1.2-1.1-2.9-1.8-4.6-1.8z" fill="#333336" /></svg> </s>
Icon of Mouse
Mouse
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M801.5 462.2l-23-23c-2.2-2.2-2.2-5.7 0-7.8l10.8-10.8c2.2-2.2 5.7-2.2 7.8 0l23 23c2.2 2.2 2.2 5.7 0 7.8l-10.8 10.8c-2.1 2.1-5.6 2.1-7.8 0z" fill="#68A240" /><path d="M805.5 469.3c-2.9 0-5.7-1.1-7.8-3.2l-23-23c-2.1-2.1-3.2-4.9-3.2-7.8s1.1-5.7 3.2-7.8l10.8-10.8c2.1-2.1 4.9-3.2 7.8-3.2s5.7 1.1 7.8 3.2l23 23c2.1 2.1 3.2 4.9 3.2 7.8s-1.1 5.7-3.2 7.8L813.3 466c-2.1 2.1-4.9 3.3-7.8 3.3z m-12.2-44.8l-10.8 10.8 23 23 10.8-10.8-23-23z" fill="#333336" /><path d="M716.5 511c-14.2 0-27.6-5.5-37.6-15.5s-15.5-23.4-15.5-37.6c0-14.2 5.5-27.6 15.5-37.6l73.2-74.1c13.5-13.5 21-31.6 21-50.9 0-19.3-7.4-37.3-21-50.9-13.5-13.5-31.6-21-50.9-21-19.3 0-37.3 7.4-50.9 21l-75 73.2-7.7-7.9 74.9-73.1c15.6-15.6 36.4-24.1 58.6-24.1 22.2 0 43 8.6 58.6 24.2S784 273 784 295.2c0 22.2-8.6 43-24.2 58.6L686.7 428c-8 8-12.3 18.5-12.3 29.8s4.4 21.9 12.3 29.8c7.9 7.9 18.5 12.3 29.8 12.3s21.9-4.4 29.8-12.3l46.2-45.1 7.7 7.9-46.1 45c-10 10.1-23.4 15.6-37.6 15.6z" fill="#333336" /><path d="M581.4 340.2L551 309.8c-4.4-4.4-4.4-11.7 0-16.1l10.2-10.2c4.4-4.4 11.7-4.4 16.1 0l30.4 30.4c4.4 4.4 4.4 11.7 0 16.1l-10.2 10.2c-4.4 4.4-11.7 4.4-16.1 0z" fill="#68A240" /><path d="M589.4 349c-4.3 0-8.6-1.6-11.9-4.9l-30.4-30.4c-6.6-6.6-6.6-17.3 0-23.9l10.2-10.2c3.2-3.2 7.4-4.9 11.9-4.9s8.8 1.8 11.9 4.9l30.4 30.4c3.2 3.2 4.9 7.4 4.9 11.9s-1.8 8.8-4.9 11.9L601.3 344c-3.2 3.4-7.5 5-11.9 5z m-4.1-12.7c2.3 2.3 6 2.3 8.3 0l10.2-10.2c1.1-1.1 1.7-2.6 1.7-4.2s-0.6-3.1-1.7-4.2l-30.4-30.4c-1.1-1.1-2.6-1.7-4.2-1.7s-3.1 0.6-4.2 1.7l-10.2 10.2c-2.3 2.3-2.3 6 0 8.3l30.5 30.5z" fill="#333336" /><path d="M505 715.9c-115.2 115.2-267.9 116.7-361.1 23.5s-91.7-246 23.5-361.1 282-181.8 400.7-63.1c110.5 110.5 52 285.6-63.1 400.7z" fill="#FFD632" /><path d="M304.6 811.6c-62.2 0-120.3-24-164.6-68.3-47.1-47.1-71.3-109.8-68-176.5 1.6-33.5 10.1-66.8 25-98.9 15.6-33.5 38-65 66.5-93.5 62.4-62.4 134-105.3 201.7-120.7 79.4-18.2 151 1.8 206.8 57.7 52.7 52.7 71.6 123.1 54.6 203.6-7.6 35.8-22 72.2-42.8 108.1-20.2 34.7-45.4 67.3-74.8 96.8-28.5 28.5-59.9 50.9-93.5 66.5-32.2 15-65.5 23.4-98.9 25-4.1 0.1-8.1 0.2-12 0.2z m116.5-553.5c-17.3 0-35.2 2.1-53.5 6.3-65.7 15-135.4 56.8-196.4 117.8-27.6 27.6-49.2 58-64.3 90.3-14.4 30.9-22.5 62.8-24 94.8-3.1 63.6 19.9 123.3 64.8 168.2 44.9 44.9 104.6 67.9 168.2 64.8 32-1.6 64-9.6 94.8-24 32.4-15.1 62.8-36.7 90.3-64.3l3.9 3.9-3.9-3.9c58.5-58.5 100.3-131.1 114.7-199.4 11.3-53.5 11.5-130.5-51.6-193.6-27.7-27.7-59.3-46.2-94-55-15.7-3.9-32.1-5.9-49-5.9z" fill="#333336" /><path d="M457.5 702.9c-104.8 104.8-237.1 113-313.6 36.5s-68.3-208.8 36.5-313.6 252.2-170 349.7-72.6c90.6 90.7 32.2 244.8-72.6 349.7z" fill="#D5D9CF" /><path d="M269.5 795.7c-50 0-95.3-18.2-129.5-52.4-38.9-38.9-57.2-92.4-51.3-150.6 6-59.4 37.2-120.1 87.8-170.8 56.8-56.8 120.7-97.1 180-113.6 69.9-19.4 131.3-5.2 177.4 41 43.6 43.6 56.9 104 38.5 174.8-16 61.5-56.5 128.1-111 182.7-50.7 50.7-111.3 81.9-170.8 87.8-7.1 0.7-14.1 1.1-21.1 1.1z m145.8-484.9c-17.8 0-36.5 2.7-55.9 8.1-57.5 15.9-119.7 55.3-175.2 110.7-48.9 48.9-79 107.2-84.7 164.1-5.5 54.9 11.6 105.2 48.2 141.8 36.6 36.6 86.9 53.7 141.8 48.2 56.9-5.7 115.2-35.8 164.1-84.7 53.2-53.2 92.7-118 108.2-177.6 21.9-84.4-7.3-135.9-35.6-164.3-22.6-22.6-48.9-37-78.2-43-10.6-2.2-21.4-3.3-32.7-3.3z" fill="#333336" /><path d="M345.4 560c45.6 45.6 97 79.6 148.6 100.9 80.1-101 120.1-234.1 40.7-313.4-82-82-204.5-43.7-302.1 31.3 19.5 62.4 57.6 126.1 112.8 181.2z" fill="#68A240" /><path d="M495.7 667.6l-3.8-1.6C438 643.7 386 608.4 341.5 563.9c-54.1-54.1-93.6-117.6-114.1-183.4l-1.1-3.7 3-2.3c53.5-41.1 108.6-67.3 159.4-75.6 28.4-4.7 55.1-3.6 79.5 3.1 26.4 7.3 50.1 21.3 70.5 41.7 38.1 38.1 52.2 91.1 41 153.5-9.8 54.1-38.6 113.5-81.3 167.3l-2.7 3.1zM239.1 380.9c20.3 62.8 58.3 123.4 110.2 175.2 42.4 42.4 91.8 76.3 143 98.1 40.1-51.4 67.2-107.8 76.5-159.1 10.6-58.6-2.5-108.3-37.9-143.7-36.9-36.9-84.1-50.9-140.4-41.7-48 7.9-100.3 32.5-151.4 71.2z" fill="#333336" /><path d="M530 353.2L334.3 548.9" fill="#F35B52" /><path d="M330.457 545.045l195.725-195.726 7.778 7.778-195.725 195.726z" fill="#333336" /><path d="M414.3 487.4L395.9 469c-8-8-8-21.2 0-29.2l58.8-58.8c8-8 21.2-8 29.2 0l18.4 18.4c8 8 8 21.2 0 29.2l-58.8 58.8c-8 8-21.1 8-29.2 0z" fill="#D8A128" /><path d="M428.9 498.9c-6.7 0-13.4-2.5-18.5-7.6L392 472.8c-4.9-4.9-7.6-11.5-7.6-18.5s2.7-13.6 7.6-18.5l58.8-58.8c10.2-10.2 26.8-10.2 37 0l18.4 18.4c10.2 10.2 10.2 26.8 0 37l-58.8 58.8c-5.1 5.1-11.8 7.7-18.5 7.7z m40.4-118.5c-3.9 0-7.8 1.5-10.7 4.4l-58.8 58.8c-2.8 2.8-4.4 6.6-4.4 10.7s1.6 7.9 4.4 10.7l18.4 18.4c5.9 5.9 15.5 5.9 21.4 0l58.8-58.8c5.9-5.9 5.9-15.5 0-21.4L480 384.8c-3-2.9-6.9-4.4-10.7-4.4z" fill="#333336" /><path d="M470.3 413L428 455.2" fill="#FFC86B" /><path d="M428 460.7c-1.4 0-2.8-0.5-3.9-1.6-2.1-2.1-2.1-5.6 0-7.8l42.3-42.3c2.1-2.1 5.6-2.1 7.8 0 2.1 2.1 2.1 5.6 0 7.8l-42.3 42.3c-1 1.1-2.5 1.6-3.9 1.6z" fill="#333336" /><path d="M314.551719 568.741844a26.4 26.4 0 1 0 37.334587-37.33589 26.4 26.4 0 1 0-37.334587 37.33589Z" fill="#D8A128" /><path d="M333.2 581.9c-8.5 0-16.5-3.3-22.5-9.3s-9.3-14-9.3-22.5 3.3-16.5 9.3-22.5 14-9.3 22.5-9.3 16.5 3.3 22.5 9.3c12.4 12.4 12.4 32.6 0 45.1-6 5.9-14 9.2-22.5 9.2z m0-52.7c-5.6 0-10.8 2.2-14.7 6.1s-6.1 9.2-6.1 14.7c0 5.6 2.2 10.8 6.1 14.7s9.2 6.1 14.7 6.1 10.8-2.2 14.7-6.1c8.1-8.1 8.1-21.4 0-29.5-3.9-3.8-9.1-6-14.7-6z" fill="#333336" /><path d="M905.706 374.489l-38.608-38.608 38.89-38.89 38.608 38.607z" fill="#D5D9CF" /><path d="M905.7 382.3l-46.4-46.4 46.7-46.7 46.4 46.4-46.7 46.7z m-30.9-46.4l30.9 30.9 31.1-31.1-30.9-30.9-31.1 31.1z" fill="#333336" /><path d="M873 322.9l45.6 45.6c4.7 4.7 4.7 12.3 0 16.9l-38.9 38.9c-4.6 4.6-10.1 8.2-16.1 10.6l-15.3 6.1-12.5 10.7c-2.3 2-5.7 1.8-7.8-0.3l-37.9-37.9c-2.2-2.2-2.3-5.6-0.2-7.9l10.3-11.6 7.3-17.4c2.4-5.8 5.9-11 10.4-15.5l38.2-38.2c4.6-4.6 12.2-4.6 16.9 0z" fill="#68A240" /><path d="M832.2 458.7c-2.9 0-5.8-1.1-8-3.3l-37.9-37.9c-4.2-4.2-4.4-11-0.5-15.5l9.7-11 6.9-16.5c2.7-6.5 6.6-12.3 11.6-17.2l38.2-38.2c6.8-6.8 17.9-6.8 24.7 0l45.6 45.6c3.3 3.3 5.1 7.7 5.1 12.4s-1.8 9.1-5.1 12.4l-38.9 38.9c-5.2 5.2-11.2 9.1-18 11.9l-14.4 5.8-11.7 9.9c-2.1 1.8-4.7 2.7-7.3 2.7z m32.3-133.8c-1.7 0-3.3 0.6-4.6 1.9L821.8 365c-3.9 3.9-7 8.6-9.2 13.7l-7.6 18.2-11 12.4c-0.1 0.1-0.1 0.3 0 0.4l37.9 37.9c0.1 0.1 0.3 0.1 0.4 0l13.1-11.3 16.1-6.5c5.4-2.2 10.2-5.3 14.3-9.4l38.9-38.9c1.2-1.2 1.9-2.9 1.9-4.6 0-1.7-0.7-3.4-1.9-4.6l-45.6-45.6c-1.2-1.1-2.9-1.8-4.6-1.8z" fill="#333336" /></svg>
true
"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"
<s>[INST] Icon of Correction Tape here are the inputs Correction Tape [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M163.3 526.6l-73.4 25.1c-3.9 1.3-6.5 5.1-6.5 9.3 0 4 2.4 7.6 6 9.1l74 30.6v-74.1z" fill="#D5D9CF" /><path d="M168.8 608.9l-81.6-33.7c-5.7-2.4-9.4-7.9-9.4-14.2 0-6.6 4.1-12.4 10.3-14.5l80.7-27.5v89.9z m-11-74.6l-66.2 22.6c-1.7 0.6-2.8 2.2-2.8 4.1 0 1.8 1 3.4 2.6 4l66.4 27.4v-58.1z" fill="#333336" /><path d="M717.4 282.4c-15.8 0-35.6 1.5-50.6 4-32.1 5.4-64.4 15.2-105.1 33.2-25.2 11.2-52.7 15.9-79.9 12.7-4.8-0.6-9.6-0.9-14.6-0.9-45.3 0-78.1 18.5-107.4 61-15.6 22.7-34.3 42.8-58.3 55.4-61.1 32-110.8 58.9-131.5 70.2-6.4 3.5-10.3 10.2-10.3 17.6v51.7c0 7.8 4.4 14.8 11.2 18.1 54.5 25.9 298 135.1 536.5 136.2 2 0 3.9 0 5.9-0.1 1.4 0 2.7 0.1 4.1 0.1 123.3 0 223.3-102.6 223.3-229.1s-100-230.1-223.3-230.1z" fill="#68A240" /><path d="M717.4 747.1h-4.1c-1.9 0-3.9 0.1-5.9 0-101.8-0.5-215.9-20.3-338.9-59-97.7-30.7-172.4-64.6-199.9-77.7-8.7-4.2-14.4-13.2-14.4-23v-51.7c0-9.4 5.1-18 13.2-22.4 18.9-10.3 69.6-37.8 131.5-70.1 20.5-10.7 38.9-28.2 56.4-53.6 30.1-44 64.7-63.6 111.9-63.6 5.1 0 10.2 0.3 15.2 0.9 25.5 3 52.2-1.2 77.1-12.3 39.6-17.6 72.4-27.9 106.4-33.6 14.8-2.5 35-4.1 51.5-4.1 126.2 0 228.8 105.7 228.8 235.5 0 62.6-23.8 121.5-67 165.8-43.2 44.4-100.6 68.9-161.8 68.9z m-4.1-11.1h4.1c58.1 0 112.8-23.2 153.9-65.4 41.2-42.2 63.8-98.4 63.8-158.2 0-123.8-97.7-224.5-217.8-224.5-15.9 0-35.5 1.5-49.7 3.9-33 5.5-65 15.6-103.8 32.8-26.7 11.8-55.3 16.4-82.8 13.1-4.6-0.5-9.3-0.8-13.9-0.8-43.8 0-74.6 17.5-102.9 58.6-18.5 26.9-38.2 45.6-60.3 57.1-61.8 32.3-112.5 59.7-131.4 70-4.6 2.5-7.5 7.4-7.5 12.8v51.7c0 5.6 3.2 10.8 8.1 13.1 27.4 13 101.5 46.6 198.5 77.1 122 38.4 234.9 58.1 335.7 58.5h5.7l0.3 0.2z" fill="#333336" /><path d="M479.5 656.5c-137.4-25-180.7-147.8-186.8-204.1-37.2 19.8-108.1 57.6-122.7 65.5-6.4 3.5-10.3 10.2-10.3 17.6v51.7c0 7.8 4.4 14.8 11.2 18.1 42.3 20.1 198.5 90.4 377.9 121.4-0.4-52.2-37.6-64.4-69.3-70.2z" fill="#FFD632" /><path d="M554.4 733.3l-6.5-1.1c-179.5-31-335.7-101.1-379.3-121.8-8.7-4.2-14.4-13.2-14.4-23v-51.7c0-9.4 5.1-18 13.2-22.4 14.2-7.8 84.4-45.2 122.7-65.5l7.2-3.8 0.9 8.1c1.5 13.8 9.1 62.7 43.2 111.2 33.6 47.8 80.4 77.4 139.1 88 34.1 6.2 73.4 20.4 73.8 75.6l0.1 6.4zM288.3 461C249 481.9 186 515.5 172.7 522.8c-4.6 2.5-7.5 7.4-7.5 12.8v51.7c0 5.6 3.2 10.8 8.1 13.1C216 620.7 367.8 688.9 543 720.2c-3.2-41.2-32.7-52.4-64.5-58.2-32.8-6-62.6-17.9-88.4-35.4-22.2-15-41.6-34.3-57.8-57.2-30.7-43.6-40.8-87.8-44-108.4z" fill="#333336" /><path d="M726.6 339.9l2.9-2.2c11.1-8.4 27-5.2 34.1 6.8l1.9 3.2c5.3 9 15.8 13.3 25.9 10.7l3.6-0.9c13.5-3.5 27 5.5 28.9 19.3l0.5 3.7c1.4 10.3 9.5 18.4 19.8 19.8l3.7 0.5c13.8 1.9 22.8 15.4 19.3 28.9l-0.9 3.6c-2.6 10.1 1.8 20.6 10.7 25.9l3.2 1.9c12 7 15.2 23 6.8 34.1l-2.2 2.9c-6.3 8.3-6.3 19.7 0 28l2.2 2.9c8.4 11.1 5.2 27-6.8 34.1L877 565c-9 5.3-13.3 15.8-10.7 25.9l0.9 3.6c3.5 13.5-5.5 27-19.3 28.9l-3.7 0.5c-10.3 1.4-18.4 9.5-19.8 19.8l-0.5 3.7c-1.9 13.8-15.4 22.8-28.9 19.3l-3.6-0.9c-10.1-2.6-20.6 1.8-25.9 10.7l-1.9 3.2c-7 12-23 15.2-34.1 6.8l-2.9-2.2c-8.3-6.3-19.7-6.3-28 0l-2.9 2.2c-11.1 8.4-27 5.2-34.1-6.8l-1.9-3.2c-5.3-9-15.8-13.3-25.9-10.7l-3.6 0.9c-13.5 3.5-27-5.5-28.9-19.3l-0.5-3.7c-1.4-10.3-9.5-18.4-19.8-19.8l-3.7-0.5c-13.8-1.9-22.8-15.4-19.3-28.9l0.9-3.6c2.6-10.1-1.8-20.6-10.7-25.9l-3.2-1.9c-12-7-15.2-23-6.8-34.1l2.2-2.9c6.3-8.3 6.3-19.7 0-28l-2.2-2.9c-8.4-11.1-5.2-27 6.8-34.1l3.2-1.9c9-5.3 13.3-15.8 10.7-25.9l-0.9-3.6c-3.5-13.5 5.5-27 19.3-28.9l3.7-0.5c10.3-1.4 18.4-9.5 19.8-19.8l0.5-3.7c1.9-13.8 15.4-22.8 28.9-19.3l3.6 0.9c10.1 2.6 20.6-1.8 25.9-10.7l1.9-3.2c7-12 23-15.2 34.1-6.8l2.9 2.2c8.3 6.3 19.7 6.3 28 0z" fill="#FFD632" /><path d="M681.6 696.5c-1.9 0-3.7-0.2-5.6-0.6-8-1.6-15-6.6-19.2-13.6l-1.9-3.2c-4-6.8-12.1-10.2-19.8-8.2l-3.6 0.9c-7.9 2.1-16.4 0.6-23.2-3.9-6.8-4.6-11.4-11.8-12.5-19.9l-0.5-3.7c-1.1-7.8-7.3-14-15.1-15.1l-3.7-0.5c-8.1-1.1-15.4-5.7-19.9-12.5-4.6-6.8-6-15.3-3.9-23.2l0.9-3.6c2-7.6-1.4-15.8-8.2-19.8l-3.2-1.9c-7.1-4.1-12-11.1-13.6-19.2s0.3-16.4 5.3-22.9l2.2-2.9c4.8-6.3 4.8-15.1 0-21.4l-2.2-2.9c-4.9-6.5-6.9-14.9-5.3-22.9 1.6-8 6.6-15 13.6-19.2l3.2-1.9c6.8-4 10.2-12.1 8.2-19.8l-0.9-3.6c-2.1-7.9-0.6-16.4 3.9-23.2s11.8-11.4 19.9-12.5l3.7-0.5c7.8-1.1 14-7.3 15.1-15.1l0.5-3.7c1.1-8.1 5.7-15.4 12.5-19.9 6.8-4.6 15.3-6 23.2-3.9l3.6 0.9c7.6 2 15.8-1.4 19.8-8.2l1.9-3.2c4.2-7.1 11.1-12 19.2-13.6 8-1.6 16.4 0.3 22.9 5.3l2.9 2.2c6.3 4.8 15.1 4.8 21.4 0l2.9-2.2c6.5-4.9 14.9-6.9 22.9-5.3 8 1.6 15 6.6 19.2 13.6l1.9 3.2c4 6.8 12.1 10.2 19.8 8.2l3.6-0.9c7.9-2.1 16.4-0.6 23.2 3.9 6.8 4.6 11.4 11.8 12.5 19.9l0.5 3.7c1.1 7.8 7.3 14 15.1 15.1l3.7 0.5c8.1 1.1 15.4 5.7 19.9 12.5 4.6 6.8 6 15.3 3.9 23.2l-0.9 3.6c-2 7.6 1.4 15.8 8.2 19.8l3.2 1.9c7.1 4.2 12 11.1 13.6 19.2 1.6 8-0.3 16.4-5.3 22.9l-2.2 2.9c-4.8 6.3-4.8 15.1 0 21.4l2.2 2.9c4.9 6.5 6.9 14.9 5.3 22.9s-6.6 15-13.6 19.2l-3.2 1.9c-6.8 4-10.2 12.1-8.2 19.8l0.9 3.6c2.1 7.9 0.6 16.4-3.9 23.2-4.6 6.8-11.8 11.4-19.9 12.5l-3.7 0.5c-7.8 1.1-14 7.3-15.1 15.1l-0.5 3.7c-1.1 8.1-5.7 15.4-12.5 19.9-6.8 4.6-15.3 6-23.2 3.9l-3.6-0.9c-7.6-2-15.8 1.4-19.8 8.2l-1.9 3.2c-4.2 7.1-11.1 12-19.2 13.6-8 1.6-16.4-0.3-22.9-5.3l-2.9-2.2c-6.3-4.8-15.1-4.8-21.4 0l-2.9 2.2c-5 3.9-11.1 5.9-17.3 5.9z m-42-37.1c10 0 19.6 5.3 24.9 14.2l1.9 3.2c2.6 4.4 6.9 7.4 11.8 8.4 5 1 10.1-0.2 14.2-3.2l2.9-2.2c10.2-7.7 24.5-7.7 34.7 0l2.9 2.2c4 3.1 9.2 4.2 14.2 3.2s9.3-4.1 11.8-8.4l1.9-3.2c6.5-11 19.6-16.5 32-13.3l3.6 0.9c4.9 1.3 10.1 0.4 14.3-2.4 4.2-2.8 7-7.3 7.7-12.3l0.5-3.7c1.8-12.7 11.8-22.8 24.5-24.5l3.7-0.5c5-0.7 9.5-3.5 12.3-7.7 2.8-4.2 3.7-9.4 2.4-14.3l-0.9-3.6c-3.2-12.4 2.2-25.6 13.3-32l3.2-1.9c4.4-2.6 7.4-6.9 8.4-11.8 1-5-0.2-10.1-3.2-14.2l-2.2-2.9c-7.7-10.2-7.7-24.5 0-34.7l2.2-2.9c3.1-4 4.2-9.2 3.2-14.2s-4.1-9.3-8.4-11.8l-3.2-1.9c-11-6.5-16.5-19.6-13.3-32l0.9-3.6c1.3-4.9 0.4-10.1-2.4-14.3-2.8-4.2-7.3-7-12.3-7.7l-3.7-0.5c-12.7-1.8-22.8-11.8-24.5-24.5l-0.5-3.7c-0.7-5-3.5-9.5-7.7-12.3-4.2-2.8-9.4-3.7-14.3-2.4l-3.6 0.9c-12.4 3.2-25.6-2.2-32-13.3l-1.9-3.2c-2.6-4.4-6.9-7.4-11.8-8.4-5-1-10.1 0.2-14.2 3.2l-2.9 2.2c-10.2 7.7-24.5 7.7-34.7 0l-2.9-2.2c-4-3.1-9.2-4.2-14.2-3.2s-9.3 4.1-11.8 8.4l-1.9 3.2c-6.5 11-19.6 16.5-32 13.3l-3.6-0.9c-4.9-1.3-10.1-0.4-14.3 2.4-4.2 2.8-7 7.3-7.7 12.3l-0.5 3.7c-1.8 12.7-11.8 22.7-24.5 24.5l-3.7 0.5c-5 0.7-9.5 3.5-12.3 7.7-2.8 4.2-3.7 9.4-2.4 14.3l0.9 3.6c3.2 12.4-2.2 25.6-13.3 32l-3.2 1.9c-4.4 2.6-7.4 6.9-8.4 11.8-1 5 0.2 10.1 3.2 14.2l2.2 2.9c7.7 10.2 7.7 24.5 0 34.7l-2.2 2.9c-3.1 4-4.2 9.2-3.2 14.2s4.1 9.3 8.4 11.8l3.2 1.9c11 6.5 16.5 19.6 13.3 32l-0.9 3.6c-1.3 4.9-0.4 10.1 2.4 14.3 2.8 4.2 7.3 7 12.3 7.7l3.7 0.5c12.7 1.8 22.8 11.8 24.5 24.5l0.5 3.7c0.7 5 3.5 9.5 7.7 12.3s9.4 3.7 14.3 2.4l3.6-0.9c2.3-0.6 4.7-0.9 7.1-0.9z" fill="#333336" /><path d="M712.6 360.2c-83.3 0-150.8 67.5-150.8 150.8s67.5 150.8 150.8 150.8S863.4 594.3 863.4 511s-67.5-150.8-150.8-150.8z m0 200.6c-27.5 0-49.9-22.3-49.9-49.9 0-27.5 22.3-49.9 49.9-49.9 27.5 0 49.9 22.3 49.9 49.9 0 27.6-22.3 49.9-49.9 49.9z" fill="#F2F0E7" /><path d="M712.6 667.3c-86.2 0-156.3-70.1-156.3-156.3s70.1-156.3 156.3-156.3S868.9 424.8 868.9 511s-70.1 156.3-156.3 156.3z m0-301.6c-80.1 0-145.3 65.2-145.3 145.3s65.2 145.3 145.3 145.3S857.9 591.1 857.9 511s-65.2-145.3-145.3-145.3z m0 200.6c-30.5 0-55.4-24.8-55.4-55.4s24.8-55.4 55.4-55.4S768 480.4 768 511s-24.9 55.3-55.4 55.3z m0-99.7c-24.5 0-44.4 19.9-44.4 44.4s19.9 44.4 44.4 44.4 44.4-20 44.4-44.4c0-24.5-19.9-44.4-44.4-44.4z" fill="#333336" /><path d="M716 511m-58.5 0a58.5 58.5 0 1 0 117 0 58.5 58.5 0 1 0-117 0Z" fill="#68A240" /><path d="M716 575c-35.3 0-64-28.7-64-64s28.7-64 64-64 64 28.7 64 64-28.7 64-64 64z m0-117c-29.2 0-53 23.8-53 53s23.8 53 53 53 53-23.8 53-53-23.7-53-53-53z" fill="#333336" /></svg> </s>
Icon of Correction Tape
Correction Tape
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M163.3 526.6l-73.4 25.1c-3.9 1.3-6.5 5.1-6.5 9.3 0 4 2.4 7.6 6 9.1l74 30.6v-74.1z" fill="#D5D9CF" /><path d="M168.8 608.9l-81.6-33.7c-5.7-2.4-9.4-7.9-9.4-14.2 0-6.6 4.1-12.4 10.3-14.5l80.7-27.5v89.9z m-11-74.6l-66.2 22.6c-1.7 0.6-2.8 2.2-2.8 4.1 0 1.8 1 3.4 2.6 4l66.4 27.4v-58.1z" fill="#333336" /><path d="M717.4 282.4c-15.8 0-35.6 1.5-50.6 4-32.1 5.4-64.4 15.2-105.1 33.2-25.2 11.2-52.7 15.9-79.9 12.7-4.8-0.6-9.6-0.9-14.6-0.9-45.3 0-78.1 18.5-107.4 61-15.6 22.7-34.3 42.8-58.3 55.4-61.1 32-110.8 58.9-131.5 70.2-6.4 3.5-10.3 10.2-10.3 17.6v51.7c0 7.8 4.4 14.8 11.2 18.1 54.5 25.9 298 135.1 536.5 136.2 2 0 3.9 0 5.9-0.1 1.4 0 2.7 0.1 4.1 0.1 123.3 0 223.3-102.6 223.3-229.1s-100-230.1-223.3-230.1z" fill="#68A240" /><path d="M717.4 747.1h-4.1c-1.9 0-3.9 0.1-5.9 0-101.8-0.5-215.9-20.3-338.9-59-97.7-30.7-172.4-64.6-199.9-77.7-8.7-4.2-14.4-13.2-14.4-23v-51.7c0-9.4 5.1-18 13.2-22.4 18.9-10.3 69.6-37.8 131.5-70.1 20.5-10.7 38.9-28.2 56.4-53.6 30.1-44 64.7-63.6 111.9-63.6 5.1 0 10.2 0.3 15.2 0.9 25.5 3 52.2-1.2 77.1-12.3 39.6-17.6 72.4-27.9 106.4-33.6 14.8-2.5 35-4.1 51.5-4.1 126.2 0 228.8 105.7 228.8 235.5 0 62.6-23.8 121.5-67 165.8-43.2 44.4-100.6 68.9-161.8 68.9z m-4.1-11.1h4.1c58.1 0 112.8-23.2 153.9-65.4 41.2-42.2 63.8-98.4 63.8-158.2 0-123.8-97.7-224.5-217.8-224.5-15.9 0-35.5 1.5-49.7 3.9-33 5.5-65 15.6-103.8 32.8-26.7 11.8-55.3 16.4-82.8 13.1-4.6-0.5-9.3-0.8-13.9-0.8-43.8 0-74.6 17.5-102.9 58.6-18.5 26.9-38.2 45.6-60.3 57.1-61.8 32.3-112.5 59.7-131.4 70-4.6 2.5-7.5 7.4-7.5 12.8v51.7c0 5.6 3.2 10.8 8.1 13.1 27.4 13 101.5 46.6 198.5 77.1 122 38.4 234.9 58.1 335.7 58.5h5.7l0.3 0.2z" fill="#333336" /><path d="M479.5 656.5c-137.4-25-180.7-147.8-186.8-204.1-37.2 19.8-108.1 57.6-122.7 65.5-6.4 3.5-10.3 10.2-10.3 17.6v51.7c0 7.8 4.4 14.8 11.2 18.1 42.3 20.1 198.5 90.4 377.9 121.4-0.4-52.2-37.6-64.4-69.3-70.2z" fill="#FFD632" /><path d="M554.4 733.3l-6.5-1.1c-179.5-31-335.7-101.1-379.3-121.8-8.7-4.2-14.4-13.2-14.4-23v-51.7c0-9.4 5.1-18 13.2-22.4 14.2-7.8 84.4-45.2 122.7-65.5l7.2-3.8 0.9 8.1c1.5 13.8 9.1 62.7 43.2 111.2 33.6 47.8 80.4 77.4 139.1 88 34.1 6.2 73.4 20.4 73.8 75.6l0.1 6.4zM288.3 461C249 481.9 186 515.5 172.7 522.8c-4.6 2.5-7.5 7.4-7.5 12.8v51.7c0 5.6 3.2 10.8 8.1 13.1C216 620.7 367.8 688.9 543 720.2c-3.2-41.2-32.7-52.4-64.5-58.2-32.8-6-62.6-17.9-88.4-35.4-22.2-15-41.6-34.3-57.8-57.2-30.7-43.6-40.8-87.8-44-108.4z" fill="#333336" /><path d="M726.6 339.9l2.9-2.2c11.1-8.4 27-5.2 34.1 6.8l1.9 3.2c5.3 9 15.8 13.3 25.9 10.7l3.6-0.9c13.5-3.5 27 5.5 28.9 19.3l0.5 3.7c1.4 10.3 9.5 18.4 19.8 19.8l3.7 0.5c13.8 1.9 22.8 15.4 19.3 28.9l-0.9 3.6c-2.6 10.1 1.8 20.6 10.7 25.9l3.2 1.9c12 7 15.2 23 6.8 34.1l-2.2 2.9c-6.3 8.3-6.3 19.7 0 28l2.2 2.9c8.4 11.1 5.2 27-6.8 34.1L877 565c-9 5.3-13.3 15.8-10.7 25.9l0.9 3.6c3.5 13.5-5.5 27-19.3 28.9l-3.7 0.5c-10.3 1.4-18.4 9.5-19.8 19.8l-0.5 3.7c-1.9 13.8-15.4 22.8-28.9 19.3l-3.6-0.9c-10.1-2.6-20.6 1.8-25.9 10.7l-1.9 3.2c-7 12-23 15.2-34.1 6.8l-2.9-2.2c-8.3-6.3-19.7-6.3-28 0l-2.9 2.2c-11.1 8.4-27 5.2-34.1-6.8l-1.9-3.2c-5.3-9-15.8-13.3-25.9-10.7l-3.6 0.9c-13.5 3.5-27-5.5-28.9-19.3l-0.5-3.7c-1.4-10.3-9.5-18.4-19.8-19.8l-3.7-0.5c-13.8-1.9-22.8-15.4-19.3-28.9l0.9-3.6c2.6-10.1-1.8-20.6-10.7-25.9l-3.2-1.9c-12-7-15.2-23-6.8-34.1l2.2-2.9c6.3-8.3 6.3-19.7 0-28l-2.2-2.9c-8.4-11.1-5.2-27 6.8-34.1l3.2-1.9c9-5.3 13.3-15.8 10.7-25.9l-0.9-3.6c-3.5-13.5 5.5-27 19.3-28.9l3.7-0.5c10.3-1.4 18.4-9.5 19.8-19.8l0.5-3.7c1.9-13.8 15.4-22.8 28.9-19.3l3.6 0.9c10.1 2.6 20.6-1.8 25.9-10.7l1.9-3.2c7-12 23-15.2 34.1-6.8l2.9 2.2c8.3 6.3 19.7 6.3 28 0z" fill="#FFD632" /><path d="M681.6 696.5c-1.9 0-3.7-0.2-5.6-0.6-8-1.6-15-6.6-19.2-13.6l-1.9-3.2c-4-6.8-12.1-10.2-19.8-8.2l-3.6 0.9c-7.9 2.1-16.4 0.6-23.2-3.9-6.8-4.6-11.4-11.8-12.5-19.9l-0.5-3.7c-1.1-7.8-7.3-14-15.1-15.1l-3.7-0.5c-8.1-1.1-15.4-5.7-19.9-12.5-4.6-6.8-6-15.3-3.9-23.2l0.9-3.6c2-7.6-1.4-15.8-8.2-19.8l-3.2-1.9c-7.1-4.1-12-11.1-13.6-19.2s0.3-16.4 5.3-22.9l2.2-2.9c4.8-6.3 4.8-15.1 0-21.4l-2.2-2.9c-4.9-6.5-6.9-14.9-5.3-22.9 1.6-8 6.6-15 13.6-19.2l3.2-1.9c6.8-4 10.2-12.1 8.2-19.8l-0.9-3.6c-2.1-7.9-0.6-16.4 3.9-23.2s11.8-11.4 19.9-12.5l3.7-0.5c7.8-1.1 14-7.3 15.1-15.1l0.5-3.7c1.1-8.1 5.7-15.4 12.5-19.9 6.8-4.6 15.3-6 23.2-3.9l3.6 0.9c7.6 2 15.8-1.4 19.8-8.2l1.9-3.2c4.2-7.1 11.1-12 19.2-13.6 8-1.6 16.4 0.3 22.9 5.3l2.9 2.2c6.3 4.8 15.1 4.8 21.4 0l2.9-2.2c6.5-4.9 14.9-6.9 22.9-5.3 8 1.6 15 6.6 19.2 13.6l1.9 3.2c4 6.8 12.1 10.2 19.8 8.2l3.6-0.9c7.9-2.1 16.4-0.6 23.2 3.9 6.8 4.6 11.4 11.8 12.5 19.9l0.5 3.7c1.1 7.8 7.3 14 15.1 15.1l3.7 0.5c8.1 1.1 15.4 5.7 19.9 12.5 4.6 6.8 6 15.3 3.9 23.2l-0.9 3.6c-2 7.6 1.4 15.8 8.2 19.8l3.2 1.9c7.1 4.2 12 11.1 13.6 19.2 1.6 8-0.3 16.4-5.3 22.9l-2.2 2.9c-4.8 6.3-4.8 15.1 0 21.4l2.2 2.9c4.9 6.5 6.9 14.9 5.3 22.9s-6.6 15-13.6 19.2l-3.2 1.9c-6.8 4-10.2 12.1-8.2 19.8l0.9 3.6c2.1 7.9 0.6 16.4-3.9 23.2-4.6 6.8-11.8 11.4-19.9 12.5l-3.7 0.5c-7.8 1.1-14 7.3-15.1 15.1l-0.5 3.7c-1.1 8.1-5.7 15.4-12.5 19.9-6.8 4.6-15.3 6-23.2 3.9l-3.6-0.9c-7.6-2-15.8 1.4-19.8 8.2l-1.9 3.2c-4.2 7.1-11.1 12-19.2 13.6-8 1.6-16.4-0.3-22.9-5.3l-2.9-2.2c-6.3-4.8-15.1-4.8-21.4 0l-2.9 2.2c-5 3.9-11.1 5.9-17.3 5.9z m-42-37.1c10 0 19.6 5.3 24.9 14.2l1.9 3.2c2.6 4.4 6.9 7.4 11.8 8.4 5 1 10.1-0.2 14.2-3.2l2.9-2.2c10.2-7.7 24.5-7.7 34.7 0l2.9 2.2c4 3.1 9.2 4.2 14.2 3.2s9.3-4.1 11.8-8.4l1.9-3.2c6.5-11 19.6-16.5 32-13.3l3.6 0.9c4.9 1.3 10.1 0.4 14.3-2.4 4.2-2.8 7-7.3 7.7-12.3l0.5-3.7c1.8-12.7 11.8-22.8 24.5-24.5l3.7-0.5c5-0.7 9.5-3.5 12.3-7.7 2.8-4.2 3.7-9.4 2.4-14.3l-0.9-3.6c-3.2-12.4 2.2-25.6 13.3-32l3.2-1.9c4.4-2.6 7.4-6.9 8.4-11.8 1-5-0.2-10.1-3.2-14.2l-2.2-2.9c-7.7-10.2-7.7-24.5 0-34.7l2.2-2.9c3.1-4 4.2-9.2 3.2-14.2s-4.1-9.3-8.4-11.8l-3.2-1.9c-11-6.5-16.5-19.6-13.3-32l0.9-3.6c1.3-4.9 0.4-10.1-2.4-14.3-2.8-4.2-7.3-7-12.3-7.7l-3.7-0.5c-12.7-1.8-22.8-11.8-24.5-24.5l-0.5-3.7c-0.7-5-3.5-9.5-7.7-12.3-4.2-2.8-9.4-3.7-14.3-2.4l-3.6 0.9c-12.4 3.2-25.6-2.2-32-13.3l-1.9-3.2c-2.6-4.4-6.9-7.4-11.8-8.4-5-1-10.1 0.2-14.2 3.2l-2.9 2.2c-10.2 7.7-24.5 7.7-34.7 0l-2.9-2.2c-4-3.1-9.2-4.2-14.2-3.2s-9.3 4.1-11.8 8.4l-1.9 3.2c-6.5 11-19.6 16.5-32 13.3l-3.6-0.9c-4.9-1.3-10.1-0.4-14.3 2.4-4.2 2.8-7 7.3-7.7 12.3l-0.5 3.7c-1.8 12.7-11.8 22.7-24.5 24.5l-3.7 0.5c-5 0.7-9.5 3.5-12.3 7.7-2.8 4.2-3.7 9.4-2.4 14.3l0.9 3.6c3.2 12.4-2.2 25.6-13.3 32l-3.2 1.9c-4.4 2.6-7.4 6.9-8.4 11.8-1 5 0.2 10.1 3.2 14.2l2.2 2.9c7.7 10.2 7.7 24.5 0 34.7l-2.2 2.9c-3.1 4-4.2 9.2-3.2 14.2s4.1 9.3 8.4 11.8l3.2 1.9c11 6.5 16.5 19.6 13.3 32l-0.9 3.6c-1.3 4.9-0.4 10.1 2.4 14.3 2.8 4.2 7.3 7 12.3 7.7l3.7 0.5c12.7 1.8 22.8 11.8 24.5 24.5l0.5 3.7c0.7 5 3.5 9.5 7.7 12.3s9.4 3.7 14.3 2.4l3.6-0.9c2.3-0.6 4.7-0.9 7.1-0.9z" fill="#333336" /><path d="M712.6 360.2c-83.3 0-150.8 67.5-150.8 150.8s67.5 150.8 150.8 150.8S863.4 594.3 863.4 511s-67.5-150.8-150.8-150.8z m0 200.6c-27.5 0-49.9-22.3-49.9-49.9 0-27.5 22.3-49.9 49.9-49.9 27.5 0 49.9 22.3 49.9 49.9 0 27.6-22.3 49.9-49.9 49.9z" fill="#F2F0E7" /><path d="M712.6 667.3c-86.2 0-156.3-70.1-156.3-156.3s70.1-156.3 156.3-156.3S868.9 424.8 868.9 511s-70.1 156.3-156.3 156.3z m0-301.6c-80.1 0-145.3 65.2-145.3 145.3s65.2 145.3 145.3 145.3S857.9 591.1 857.9 511s-65.2-145.3-145.3-145.3z m0 200.6c-30.5 0-55.4-24.8-55.4-55.4s24.8-55.4 55.4-55.4S768 480.4 768 511s-24.9 55.3-55.4 55.3z m0-99.7c-24.5 0-44.4 19.9-44.4 44.4s19.9 44.4 44.4 44.4 44.4-20 44.4-44.4c0-24.5-19.9-44.4-44.4-44.4z" fill="#333336" /><path d="M716 511m-58.5 0a58.5 58.5 0 1 0 117 0 58.5 58.5 0 1 0-117 0Z" fill="#68A240" /><path d="M716 575c-35.3 0-64-28.7-64-64s28.7-64 64-64 64 28.7 64 64-28.7 64-64 64z m0-117c-29.2 0-53 23.8-53 53s23.8 53 53 53 53-23.8 53-53-23.7-53-53-53z" fill="#333336" /></svg>
true
"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"
<s>[INST] Icon of Compass Ruler here are the inputs Compass Ruler [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M292.7 881V778.7h-54.5V881l22.2 46.1c2 4.2 8 4.2 10 0l22.3-46.1z" fill="#D8A128" /><path d="M265.5 935.7c-4.3 0-8.1-2.4-10-6.3l-22.8-47.2v-109h65.5v109.1l-22.8 47.2c-1.8 3.8-5.6 6.2-9.9 6.2z m-21.7-55.9l21.7 44.9h0.1l21.7-45v-95.6h-43.5v95.7z" fill="#333336" /><path d="M292.7 874.6h-54.5V626.3c0-10.8 8.8-19.6 19.6-19.6h15.3c10.8 0 19.6 8.8 19.6 19.6v248.3z" fill="#D5D9CF" /><path d="M298.2 880.1h-65.5V626.3c0-13.8 11.3-25.1 25.1-25.1h15.3c13.8 0 25.1 11.3 25.1 25.1v253.8z m-54.4-11h43.5V626.3c0-7.8-6.3-14.1-14.1-14.1h-15.3c-7.8 0-14.1 6.3-14.1 14.1v242.8z" fill="#333336" /><path d="M292.7 650h-54.5v-23.7c0-10.8 8.8-19.6 19.6-19.6h15.3c10.8 0 19.6 8.8 19.6 19.6V650z" fill="#D8A128" /><path d="M298.2 655.5h-65.5v-29.2c0-13.8 11.3-25.1 25.1-25.1h15.3c13.8 0 25.1 11.3 25.1 25.1v29.2z m-54.4-11h43.5v-18.2c0-7.8-6.3-14.1-14.1-14.1h-15.3c-7.8 0-14.1 6.3-14.1 14.1v18.2zM277.1 913.5H254l6.6 13.6c2 4.2 8 4.2 10 0l6.5-13.6zM469.3 934.7c-3 0-5.5-2.5-5.5-5.5V856c0-3 2.5-5.5 5.5-5.5s5.5 2.5 5.5 5.5v73.2c0 3-2.5 5.5-5.5 5.5z" fill="#333336" /><path d="M454.6 136c0-23.3-18.9-42.2-42.2-42.2s-42.2 18.9-42.2 42.2c0 14.3 7.1 26.8 17.9 34.5v102.9h46.8V171.7c11.8-7.5 19.7-20.7 19.7-35.7z" fill="#FFD632" /><path d="M440.4 278.8h-57.8V173.2c-11.3-9-17.9-22.7-17.9-37.2 0-26.3 21.4-47.7 47.7-47.7 26.3 0 47.7 21.4 47.7 47.7 0 15.4-7.3 29.7-19.7 38.6v104.2z m-46.8-11h35.8v-99.2l2.6-1.6c10.7-6.8 17.2-18.4 17.2-31.1 0-20.2-16.5-36.7-36.7-36.7-20.2 0-36.7 16.5-36.7 36.7 0 11.9 5.8 23.1 15.6 30l2.3 1.6v100.3z" fill="#333336" /><path d="M321.4 381.9v357.3H214.3V807h23.5c4-11.6 15-20 28-20s24 8.3 28 20H370V381.9h-48.6z" fill="#FFD632" /><path d="M375.4 812.5h-85.7l-1.3-3.7c-3.3-9.7-12.5-16.3-22.8-16.3s-19.4 6.5-22.8 16.3l-1.3 3.7h-32.9v-78.8h107.2V376.4h59.5v436.1z m-78-11h67.1V387.4H327v357.3H219.8v56.8H234c5.8-12.1 18-20 31.7-20 13.6 0 25.9 7.9 31.7 20z" fill="#333336" /><path d="M452.5 381.9H501v460.9c0 21-17 38-38 38-5.8 0-10.6-4.7-10.6-10.6V381.9z" fill="#FFD632" /><path d="M463 886.2c-8.9 0-16.1-7.2-16.1-16.1V376.4h59.5v466.4c0.1 23.9-19.4 43.4-43.4 43.4z m-5-498.8v482.8c0 2.8 2.3 5.1 5.1 5.1 17.9 0 32.5-14.6 32.5-32.5V387.4H458z" fill="#333336" /><path d="M509.2 381.9c4-11.4 6-23.7 5.8-36.4-1.2-55.6-46.8-100.8-102.4-101.4-57.9-0.7-105 46-105 103.7 0 12 2 23.5 5.8 34.2l72.2 159.8c10 22.1 41.4 22.1 51.4 0l72.2-159.9z" fill="#68A240" /><path d="M411.3 563.8c-13.4 0-25.2-7.6-30.7-19.8l-72.3-160-0.1-0.2c-4-11.6-6.1-23.7-6.1-36 0-29.4 11.5-57 32.5-77.7 20.9-20.7 48.6-31.8 78.1-31.5 28.3 0.3 55.1 11.6 75.4 31.7 20.3 20.1 31.8 46.8 32.4 75.1 0.3 13.1-1.8 26.1-6.1 38.4l-0.2 0.5L442 543.9c-5.5 12.3-17.3 19.9-30.7 19.9z m-92.8-184l72.1 159.6c3.7 8.2 11.7 13.4 20.7 13.4s17-5.1 20.7-13.4l72.1-159.6c3.8-11 5.6-22.5 5.4-34.3-0.5-25.5-10.9-49.4-29.2-67.5s-42.3-28.2-67.8-28.5c-26.4-0.3-51.4 9.7-70.2 28.3-18.8 18.6-29.2 43.4-29.2 69.9 0 11 1.8 21.8 5.4 32.1z" fill="#333336" /><path d="M411.3 347.7m-50.2 0a50.2 50.2 0 1 0 100.4 0 50.2 50.2 0 1 0-100.4 0Z" fill="#FFD632" /><path d="M411.3 403.4c-30.7 0-55.7-25-55.7-55.7s25-55.7 55.7-55.7 55.7 25 55.7 55.7-25 55.7-55.7 55.7z m0-100.3c-24.6 0-44.7 20-44.7 44.7s20 44.7 44.7 44.7 44.7-20 44.7-44.7-20-44.7-44.7-44.7z" fill="#333336" /><path d="M628.4 467.8c1.8-0.1 3.7-0.1 5.6-0.1 68.1 0 123.3 55.2 123.3 123.3S702 714.2 634 714.2c-1.9 0-3.7 0-5.6-0.1V803c1.8 0 3.7 0.1 5.6 0.1 117.2 0 212.1-95 212.1-212.1s-95-212.1-212.1-212.1c-1.9 0-3.7 0-5.6 0.1v88.8z" fill="#68A240" /><path d="M634 809.1c-1.9 0-3.8 0-5.7-0.1l-5.9-0.1V707.8l6.3 0.3c1.9 0.1 3.6 0.1 5.3 0.1 64.6 0 117.2-52.6 117.2-117.2S698.6 473.7 634 473.7c-1.7 0-3.4 0-5.3 0.1l-6.3 0.3V373l5.9-0.2c1.9 0 3.8-0.1 5.7-0.1 120.3 0 218.2 97.9 218.2 218.2-0.1 120.4-97.9 218.2-218.2 218.2z m0.4-88.9V797c113.4-0.3 205.6-92.6 205.6-206.1s-92.2-205.8-205.6-206.1v76.8c71.1 0.3 128.8 58.2 128.8 129.3S705.5 720 634.4 720.2z" fill="#333336" /><path d="M649.4 591m-47 0a47 47 0 1 0 94 0 47 47 0 1 0-94 0Z" fill="#FFD632" /><path d="M649.4 644c-29.2 0-53-23.8-53-53s23.8-53 53-53 53 23.8 53 53-23.8 53-53 53z m0-94c-22.6 0-40.9 18.4-40.9 40.9 0 22.6 18.4 40.9 40.9 40.9s40.9-18.4 40.9-40.9-18.4-40.9-40.9-40.9z" fill="#333336" /><path d="M411.3 347.7m-22.4 0a22.4 22.4 0 1 0 44.8 0 22.4 22.4 0 1 0-44.8 0Z" fill="#D5D9CF" /><path d="M411.3 375.6c-15.4 0-27.9-12.5-27.9-27.9s12.5-27.9 27.9-27.9 27.9 12.5 27.9 27.9-12.5 27.9-27.9 27.9z m0-44.8c-9.3 0-16.9 7.6-16.9 16.9s7.6 16.9 16.9 16.9 16.9-7.6 16.9-16.9-7.6-16.9-16.9-16.9z" fill="#333336" /><path d="M205.4 836.6H191c-7.5 0-13.6-6.1-13.6-13.6V721.7c0-7.5 6.1-13.6 13.6-13.6h14.4c7.5 0 13.6 6.1 13.6 13.6V823c0.1 7.5-6 13.6-13.6 13.6z" fill="#68A240" /><path d="M205.4 842.1H191c-10.6 0-19.1-8.6-19.1-19.1V721.7c0-10.6 8.6-19.1 19.1-19.1h14.4c10.6 0 19.1 8.6 19.1 19.1V823c0.1 10.5-8.5 19.1-19.1 19.1zM191 713.5c-4.5 0-8.1 3.6-8.1 8.1V823c0 4.5 3.6 8.1 8.1 8.1h14.4c4.5 0 8.1-3.6 8.1-8.1V721.7c0-4.5-3.6-8.1-8.1-8.1H191z" fill="#333336" /><path d="M568.6 841.8V340.1c0-4.8 3.9-8.8 8.8-8.8h69.1c4.8 0 8.8 3.9 8.8 8.8v501.6c0 4.8-3.9 8.8-8.8 8.8h-69.1c-4.9 0-8.8-3.9-8.8-8.7z" fill="#68A240" /><path d="M645.6 856.6h-67.4c-8.6 0-15.6-7-15.6-15.6V341c0-8.6 7-15.6 15.6-15.6h67.4c8.6 0 15.6 7 15.6 15.6v499.9c0 8.7-7 15.7-15.6 15.7z m-67.4-519.2c-2 0-3.6 1.6-3.6 3.6v499.9c0 2 1.6 3.6 3.6 3.6h67.4c2 0 3.6-1.6 3.6-3.6V341c0-2-1.6-3.6-3.6-3.6h-67.4z" fill="#333336" /><path d="M602.4 385.5h-33.8c-2.4 0-4.4-2-4.4-4.4s2-4.4 4.4-4.4h33.8c2.4 0 4.4 2 4.4 4.4s-2 4.4-4.4 4.4zM590.7 420.7h-22.1c-2.4 0-4.4-2-4.4-4.4 0-2.4 2-4.4 4.4-4.4h22.1c2.4 0 4.4 2 4.4 4.4 0 2.4-2 4.4-4.4 4.4zM602.4 455.8h-33.8c-2.4 0-4.4-2-4.4-4.4 0-2.4 2-4.4 4.4-4.4h33.8c2.4 0 4.4 2 4.4 4.4 0 2.4-2 4.4-4.4 4.4zM590.7 490.9h-22.1c-2.4 0-4.4-2-4.4-4.4 0-2.4 2-4.4 4.4-4.4h22.1c2.4 0 4.4 2 4.4 4.4 0 2.4-2 4.4-4.4 4.4zM602.4 526h-33.8c-2.4 0-4.4-2-4.4-4.4s2-4.4 4.4-4.4h33.8c2.4 0 4.4 2 4.4 4.4s-2 4.4-4.4 4.4zM590.7 561.1h-22.1c-2.4 0-4.4-2-4.4-4.4s2-4.4 4.4-4.4h22.1c2.4 0 4.4 2 4.4 4.4s-2 4.4-4.4 4.4zM602.4 596.2h-33.8c-2.4 0-4.4-2-4.4-4.4 0-2.4 2-4.4 4.4-4.4h33.8c2.4 0 4.4 2 4.4 4.4 0 2.4-2 4.4-4.4 4.4zM590.7 631.3h-22.1c-2.4 0-4.4-2-4.4-4.4 0-2.4 2-4.4 4.4-4.4h22.1c2.4 0 4.4 2 4.4 4.4 0 2.4-2 4.4-4.4 4.4zM602.4 666.4h-33.8c-2.4 0-4.4-2-4.4-4.4 0-2.4 2-4.4 4.4-4.4h33.8c2.4 0 4.4 2 4.4 4.4 0 2.4-2 4.4-4.4 4.4zM590.7 701.5h-22.1c-2.4 0-4.4-2-4.4-4.4 0-2.4 2-4.4 4.4-4.4h22.1c2.4 0 4.4 2 4.4 4.4 0 2.4-2 4.4-4.4 4.4zM602.4 736.6h-33.8c-2.4 0-4.4-2-4.4-4.4 0-2.4 2-4.4 4.4-4.4h33.8c2.4 0 4.4 2 4.4 4.4 0 2.4-2 4.4-4.4 4.4zM590.7 771.7h-22.1c-2.4 0-4.4-2-4.4-4.4 0-2.4 2-4.4 4.4-4.4h22.1c2.4 0 4.4 2 4.4 4.4 0 2.4-2 4.4-4.4 4.4z" fill="#333336" /><path d="M602.4 806.8h-33.8c-2.4 0-4.4-2-4.4-4.4s2-4.4 4.4-4.4h33.8c2.4 0 4.4 2 4.4 4.4s-2 4.4-4.4 4.4z" fill="#333336" /><path d="M817.1 596.2c-2.4 0-4.3-1.9-4.4-4.3-0.1-2.4 1.8-4.4 4.3-4.5l29-0.8h0.1c2.4 0 4.3 1.9 4.4 4.3 0.1 2.4-1.8 4.4-4.3 4.5l-29 0.8h-0.1zM837.8 650.2c-0.3 0-0.7 0-1-0.1l-24.8-6c-2.4-0.6-3.8-2.9-3.2-5.3 0.6-2.4 2.9-3.8 5.3-3.2l24.8 6c2.4 0.6 3.8 2.9 3.2 5.3-0.6 2-2.4 3.3-4.3 3.3zM815.5 701c-0.7 0-1.4-0.2-2.1-0.5l-21.7-11.9c-2.1-1.2-2.9-3.8-1.7-6 1.2-2.1 3.8-2.9 6-1.7l21.7 11.9c2.1 1.2 2.9 3.8 1.7 6-0.8 1.4-2.3 2.2-3.9 2.2zM780.9 744.4c-1.1 0-2.2-0.4-3-1.2l-22.3-21.3c-1.8-1.7-1.8-4.5-0.1-6.2 1.7-1.8 4.5-1.8 6.2-0.1l22.3 21.3c1.8 1.7 1.8 4.5 0.1 6.2-0.9 0.8-2.1 1.3-3.2 1.3zM736.2 777.2c-1.5 0-2.9-0.8-3.8-2.1l-14.3-23.5c-1.3-2.1-0.6-4.8 1.5-6 2.1-1.3 4.8-0.6 6 1.5l14.3 23.5c1.3 2.1 0.6 4.8-1.5 6-0.6 0.4-1.4 0.6-2.2 0.6zM684.5 797.4c-1.9 0-3.6-1.2-4.2-3.2l-7.5-25.8c-0.7-2.3 0.7-4.8 3-5.4 2.3-0.7 4.8 0.7 5.4 3l7.5 25.8c0.7 2.3-0.7 4.8-3 5.4-0.3 0.2-0.8 0.2-1.2 0.2zM804.8 550.3c-1.9 0-3.6-1.2-4.2-3.2-0.7-2.3 0.7-4.8 3-5.4l33.8-9.9c2.3-0.7 4.8 0.7 5.4 3 0.7 2.3-0.7 4.8-3 5.4l-33.8 9.9c-0.4 0.1-0.8 0.2-1.2 0.2zM793.8 503.4c-1.5 0-2.9-0.8-3.8-2.1-1.3-2.1-0.6-4.8 1.5-6l23.3-14.2c2.1-1.3 4.8-0.6 6 1.5 1.3 2.1 0.6 4.8-1.5 6L796 502.8c-0.6 0.4-1.4 0.6-2.2 0.6zM763.8 465.7c-1.1 0-2.2-0.4-3-1.2-1.8-1.7-1.8-4.5-0.1-6.2L780 438c1.7-1.8 4.5-1.8 6.2-0.1 1.8 1.7 1.8 4.5 0.1 6.2L767 464.3c-0.9 0.9-2.1 1.4-3.2 1.4zM725.1 437.3c-0.7 0-1.4-0.2-2.1-0.5-2.1-1.2-2.9-3.8-1.7-6l13.9-25.4c1.2-2.1 3.8-2.9 6-1.7 2.1 1.2 2.9 3.8 1.7 6l-14 25.3c-0.8 1.5-2.3 2.3-3.8 2.3z" fill="#333336" /><path d="M812.9 547.9c-1.9 0-3.6-1.2-4.2-3.2-0.7-2.3 0.7-4.8 3-5.4l25.7-7.5c2.3-0.7 4.8 0.7 5.4 3 0.7 2.3-0.7 4.8-3 5.4l-25.7 7.5c-0.3 0.1-0.8 0.2-1.2 0.2zM681 418c-0.3 0-0.7 0-1-0.1-2.4-0.6-3.8-2.9-3.2-5.3l6.6-27.1c0.6-2.4 3-3.8 5.3-3.2 2.4 0.6 3.8 2.9 3.2 5.3l-6.6 27.1c-0.5 1.9-2.3 3.3-4.3 3.3z" fill="#333336" /></svg> </s>
Icon of Compass Ruler
Compass Ruler
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M292.7 881V778.7h-54.5V881l22.2 46.1c2 4.2 8 4.2 10 0l22.3-46.1z" fill="#D8A128" /><path d="M265.5 935.7c-4.3 0-8.1-2.4-10-6.3l-22.8-47.2v-109h65.5v109.1l-22.8 47.2c-1.8 3.8-5.6 6.2-9.9 6.2z m-21.7-55.9l21.7 44.9h0.1l21.7-45v-95.6h-43.5v95.7z" fill="#333336" /><path d="M292.7 874.6h-54.5V626.3c0-10.8 8.8-19.6 19.6-19.6h15.3c10.8 0 19.6 8.8 19.6 19.6v248.3z" fill="#D5D9CF" /><path d="M298.2 880.1h-65.5V626.3c0-13.8 11.3-25.1 25.1-25.1h15.3c13.8 0 25.1 11.3 25.1 25.1v253.8z m-54.4-11h43.5V626.3c0-7.8-6.3-14.1-14.1-14.1h-15.3c-7.8 0-14.1 6.3-14.1 14.1v242.8z" fill="#333336" /><path d="M292.7 650h-54.5v-23.7c0-10.8 8.8-19.6 19.6-19.6h15.3c10.8 0 19.6 8.8 19.6 19.6V650z" fill="#D8A128" /><path d="M298.2 655.5h-65.5v-29.2c0-13.8 11.3-25.1 25.1-25.1h15.3c13.8 0 25.1 11.3 25.1 25.1v29.2z m-54.4-11h43.5v-18.2c0-7.8-6.3-14.1-14.1-14.1h-15.3c-7.8 0-14.1 6.3-14.1 14.1v18.2zM277.1 913.5H254l6.6 13.6c2 4.2 8 4.2 10 0l6.5-13.6zM469.3 934.7c-3 0-5.5-2.5-5.5-5.5V856c0-3 2.5-5.5 5.5-5.5s5.5 2.5 5.5 5.5v73.2c0 3-2.5 5.5-5.5 5.5z" fill="#333336" /><path d="M454.6 136c0-23.3-18.9-42.2-42.2-42.2s-42.2 18.9-42.2 42.2c0 14.3 7.1 26.8 17.9 34.5v102.9h46.8V171.7c11.8-7.5 19.7-20.7 19.7-35.7z" fill="#FFD632" /><path d="M440.4 278.8h-57.8V173.2c-11.3-9-17.9-22.7-17.9-37.2 0-26.3 21.4-47.7 47.7-47.7 26.3 0 47.7 21.4 47.7 47.7 0 15.4-7.3 29.7-19.7 38.6v104.2z m-46.8-11h35.8v-99.2l2.6-1.6c10.7-6.8 17.2-18.4 17.2-31.1 0-20.2-16.5-36.7-36.7-36.7-20.2 0-36.7 16.5-36.7 36.7 0 11.9 5.8 23.1 15.6 30l2.3 1.6v100.3z" fill="#333336" /><path d="M321.4 381.9v357.3H214.3V807h23.5c4-11.6 15-20 28-20s24 8.3 28 20H370V381.9h-48.6z" fill="#FFD632" /><path d="M375.4 812.5h-85.7l-1.3-3.7c-3.3-9.7-12.5-16.3-22.8-16.3s-19.4 6.5-22.8 16.3l-1.3 3.7h-32.9v-78.8h107.2V376.4h59.5v436.1z m-78-11h67.1V387.4H327v357.3H219.8v56.8H234c5.8-12.1 18-20 31.7-20 13.6 0 25.9 7.9 31.7 20z" fill="#333336" /><path d="M452.5 381.9H501v460.9c0 21-17 38-38 38-5.8 0-10.6-4.7-10.6-10.6V381.9z" fill="#FFD632" /><path d="M463 886.2c-8.9 0-16.1-7.2-16.1-16.1V376.4h59.5v466.4c0.1 23.9-19.4 43.4-43.4 43.4z m-5-498.8v482.8c0 2.8 2.3 5.1 5.1 5.1 17.9 0 32.5-14.6 32.5-32.5V387.4H458z" fill="#333336" /><path d="M509.2 381.9c4-11.4 6-23.7 5.8-36.4-1.2-55.6-46.8-100.8-102.4-101.4-57.9-0.7-105 46-105 103.7 0 12 2 23.5 5.8 34.2l72.2 159.8c10 22.1 41.4 22.1 51.4 0l72.2-159.9z" fill="#68A240" /><path d="M411.3 563.8c-13.4 0-25.2-7.6-30.7-19.8l-72.3-160-0.1-0.2c-4-11.6-6.1-23.7-6.1-36 0-29.4 11.5-57 32.5-77.7 20.9-20.7 48.6-31.8 78.1-31.5 28.3 0.3 55.1 11.6 75.4 31.7 20.3 20.1 31.8 46.8 32.4 75.1 0.3 13.1-1.8 26.1-6.1 38.4l-0.2 0.5L442 543.9c-5.5 12.3-17.3 19.9-30.7 19.9z m-92.8-184l72.1 159.6c3.7 8.2 11.7 13.4 20.7 13.4s17-5.1 20.7-13.4l72.1-159.6c3.8-11 5.6-22.5 5.4-34.3-0.5-25.5-10.9-49.4-29.2-67.5s-42.3-28.2-67.8-28.5c-26.4-0.3-51.4 9.7-70.2 28.3-18.8 18.6-29.2 43.4-29.2 69.9 0 11 1.8 21.8 5.4 32.1z" fill="#333336" /><path d="M411.3 347.7m-50.2 0a50.2 50.2 0 1 0 100.4 0 50.2 50.2 0 1 0-100.4 0Z" fill="#FFD632" /><path d="M411.3 403.4c-30.7 0-55.7-25-55.7-55.7s25-55.7 55.7-55.7 55.7 25 55.7 55.7-25 55.7-55.7 55.7z m0-100.3c-24.6 0-44.7 20-44.7 44.7s20 44.7 44.7 44.7 44.7-20 44.7-44.7-20-44.7-44.7-44.7z" fill="#333336" /><path d="M628.4 467.8c1.8-0.1 3.7-0.1 5.6-0.1 68.1 0 123.3 55.2 123.3 123.3S702 714.2 634 714.2c-1.9 0-3.7 0-5.6-0.1V803c1.8 0 3.7 0.1 5.6 0.1 117.2 0 212.1-95 212.1-212.1s-95-212.1-212.1-212.1c-1.9 0-3.7 0-5.6 0.1v88.8z" fill="#68A240" /><path d="M634 809.1c-1.9 0-3.8 0-5.7-0.1l-5.9-0.1V707.8l6.3 0.3c1.9 0.1 3.6 0.1 5.3 0.1 64.6 0 117.2-52.6 117.2-117.2S698.6 473.7 634 473.7c-1.7 0-3.4 0-5.3 0.1l-6.3 0.3V373l5.9-0.2c1.9 0 3.8-0.1 5.7-0.1 120.3 0 218.2 97.9 218.2 218.2-0.1 120.4-97.9 218.2-218.2 218.2z m0.4-88.9V797c113.4-0.3 205.6-92.6 205.6-206.1s-92.2-205.8-205.6-206.1v76.8c71.1 0.3 128.8 58.2 128.8 129.3S705.5 720 634.4 720.2z" fill="#333336" /><path d="M649.4 591m-47 0a47 47 0 1 0 94 0 47 47 0 1 0-94 0Z" fill="#FFD632" /><path d="M649.4 644c-29.2 0-53-23.8-53-53s23.8-53 53-53 53 23.8 53 53-23.8 53-53 53z m0-94c-22.6 0-40.9 18.4-40.9 40.9 0 22.6 18.4 40.9 40.9 40.9s40.9-18.4 40.9-40.9-18.4-40.9-40.9-40.9z" fill="#333336" /><path d="M411.3 347.7m-22.4 0a22.4 22.4 0 1 0 44.8 0 22.4 22.4 0 1 0-44.8 0Z" fill="#D5D9CF" /><path d="M411.3 375.6c-15.4 0-27.9-12.5-27.9-27.9s12.5-27.9 27.9-27.9 27.9 12.5 27.9 27.9-12.5 27.9-27.9 27.9z m0-44.8c-9.3 0-16.9 7.6-16.9 16.9s7.6 16.9 16.9 16.9 16.9-7.6 16.9-16.9-7.6-16.9-16.9-16.9z" fill="#333336" /><path d="M205.4 836.6H191c-7.5 0-13.6-6.1-13.6-13.6V721.7c0-7.5 6.1-13.6 13.6-13.6h14.4c7.5 0 13.6 6.1 13.6 13.6V823c0.1 7.5-6 13.6-13.6 13.6z" fill="#68A240" /><path d="M205.4 842.1H191c-10.6 0-19.1-8.6-19.1-19.1V721.7c0-10.6 8.6-19.1 19.1-19.1h14.4c10.6 0 19.1 8.6 19.1 19.1V823c0.1 10.5-8.5 19.1-19.1 19.1zM191 713.5c-4.5 0-8.1 3.6-8.1 8.1V823c0 4.5 3.6 8.1 8.1 8.1h14.4c4.5 0 8.1-3.6 8.1-8.1V721.7c0-4.5-3.6-8.1-8.1-8.1H191z" fill="#333336" /><path d="M568.6 841.8V340.1c0-4.8 3.9-8.8 8.8-8.8h69.1c4.8 0 8.8 3.9 8.8 8.8v501.6c0 4.8-3.9 8.8-8.8 8.8h-69.1c-4.9 0-8.8-3.9-8.8-8.7z" fill="#68A240" /><path d="M645.6 856.6h-67.4c-8.6 0-15.6-7-15.6-15.6V341c0-8.6 7-15.6 15.6-15.6h67.4c8.6 0 15.6 7 15.6 15.6v499.9c0 8.7-7 15.7-15.6 15.7z m-67.4-519.2c-2 0-3.6 1.6-3.6 3.6v499.9c0 2 1.6 3.6 3.6 3.6h67.4c2 0 3.6-1.6 3.6-3.6V341c0-2-1.6-3.6-3.6-3.6h-67.4z" fill="#333336" /><path d="M602.4 385.5h-33.8c-2.4 0-4.4-2-4.4-4.4s2-4.4 4.4-4.4h33.8c2.4 0 4.4 2 4.4 4.4s-2 4.4-4.4 4.4zM590.7 420.7h-22.1c-2.4 0-4.4-2-4.4-4.4 0-2.4 2-4.4 4.4-4.4h22.1c2.4 0 4.4 2 4.4 4.4 0 2.4-2 4.4-4.4 4.4zM602.4 455.8h-33.8c-2.4 0-4.4-2-4.4-4.4 0-2.4 2-4.4 4.4-4.4h33.8c2.4 0 4.4 2 4.4 4.4 0 2.4-2 4.4-4.4 4.4zM590.7 490.9h-22.1c-2.4 0-4.4-2-4.4-4.4 0-2.4 2-4.4 4.4-4.4h22.1c2.4 0 4.4 2 4.4 4.4 0 2.4-2 4.4-4.4 4.4zM602.4 526h-33.8c-2.4 0-4.4-2-4.4-4.4s2-4.4 4.4-4.4h33.8c2.4 0 4.4 2 4.4 4.4s-2 4.4-4.4 4.4zM590.7 561.1h-22.1c-2.4 0-4.4-2-4.4-4.4s2-4.4 4.4-4.4h22.1c2.4 0 4.4 2 4.4 4.4s-2 4.4-4.4 4.4zM602.4 596.2h-33.8c-2.4 0-4.4-2-4.4-4.4 0-2.4 2-4.4 4.4-4.4h33.8c2.4 0 4.4 2 4.4 4.4 0 2.4-2 4.4-4.4 4.4zM590.7 631.3h-22.1c-2.4 0-4.4-2-4.4-4.4 0-2.4 2-4.4 4.4-4.4h22.1c2.4 0 4.4 2 4.4 4.4 0 2.4-2 4.4-4.4 4.4zM602.4 666.4h-33.8c-2.4 0-4.4-2-4.4-4.4 0-2.4 2-4.4 4.4-4.4h33.8c2.4 0 4.4 2 4.4 4.4 0 2.4-2 4.4-4.4 4.4zM590.7 701.5h-22.1c-2.4 0-4.4-2-4.4-4.4 0-2.4 2-4.4 4.4-4.4h22.1c2.4 0 4.4 2 4.4 4.4 0 2.4-2 4.4-4.4 4.4zM602.4 736.6h-33.8c-2.4 0-4.4-2-4.4-4.4 0-2.4 2-4.4 4.4-4.4h33.8c2.4 0 4.4 2 4.4 4.4 0 2.4-2 4.4-4.4 4.4zM590.7 771.7h-22.1c-2.4 0-4.4-2-4.4-4.4 0-2.4 2-4.4 4.4-4.4h22.1c2.4 0 4.4 2 4.4 4.4 0 2.4-2 4.4-4.4 4.4z" fill="#333336" /><path d="M602.4 806.8h-33.8c-2.4 0-4.4-2-4.4-4.4s2-4.4 4.4-4.4h33.8c2.4 0 4.4 2 4.4 4.4s-2 4.4-4.4 4.4z" fill="#333336" /><path d="M817.1 596.2c-2.4 0-4.3-1.9-4.4-4.3-0.1-2.4 1.8-4.4 4.3-4.5l29-0.8h0.1c2.4 0 4.3 1.9 4.4 4.3 0.1 2.4-1.8 4.4-4.3 4.5l-29 0.8h-0.1zM837.8 650.2c-0.3 0-0.7 0-1-0.1l-24.8-6c-2.4-0.6-3.8-2.9-3.2-5.3 0.6-2.4 2.9-3.8 5.3-3.2l24.8 6c2.4 0.6 3.8 2.9 3.2 5.3-0.6 2-2.4 3.3-4.3 3.3zM815.5 701c-0.7 0-1.4-0.2-2.1-0.5l-21.7-11.9c-2.1-1.2-2.9-3.8-1.7-6 1.2-2.1 3.8-2.9 6-1.7l21.7 11.9c2.1 1.2 2.9 3.8 1.7 6-0.8 1.4-2.3 2.2-3.9 2.2zM780.9 744.4c-1.1 0-2.2-0.4-3-1.2l-22.3-21.3c-1.8-1.7-1.8-4.5-0.1-6.2 1.7-1.8 4.5-1.8 6.2-0.1l22.3 21.3c1.8 1.7 1.8 4.5 0.1 6.2-0.9 0.8-2.1 1.3-3.2 1.3zM736.2 777.2c-1.5 0-2.9-0.8-3.8-2.1l-14.3-23.5c-1.3-2.1-0.6-4.8 1.5-6 2.1-1.3 4.8-0.6 6 1.5l14.3 23.5c1.3 2.1 0.6 4.8-1.5 6-0.6 0.4-1.4 0.6-2.2 0.6zM684.5 797.4c-1.9 0-3.6-1.2-4.2-3.2l-7.5-25.8c-0.7-2.3 0.7-4.8 3-5.4 2.3-0.7 4.8 0.7 5.4 3l7.5 25.8c0.7 2.3-0.7 4.8-3 5.4-0.3 0.2-0.8 0.2-1.2 0.2zM804.8 550.3c-1.9 0-3.6-1.2-4.2-3.2-0.7-2.3 0.7-4.8 3-5.4l33.8-9.9c2.3-0.7 4.8 0.7 5.4 3 0.7 2.3-0.7 4.8-3 5.4l-33.8 9.9c-0.4 0.1-0.8 0.2-1.2 0.2zM793.8 503.4c-1.5 0-2.9-0.8-3.8-2.1-1.3-2.1-0.6-4.8 1.5-6l23.3-14.2c2.1-1.3 4.8-0.6 6 1.5 1.3 2.1 0.6 4.8-1.5 6L796 502.8c-0.6 0.4-1.4 0.6-2.2 0.6zM763.8 465.7c-1.1 0-2.2-0.4-3-1.2-1.8-1.7-1.8-4.5-0.1-6.2L780 438c1.7-1.8 4.5-1.8 6.2-0.1 1.8 1.7 1.8 4.5 0.1 6.2L767 464.3c-0.9 0.9-2.1 1.4-3.2 1.4zM725.1 437.3c-0.7 0-1.4-0.2-2.1-0.5-2.1-1.2-2.9-3.8-1.7-6l13.9-25.4c1.2-2.1 3.8-2.9 6-1.7 2.1 1.2 2.9 3.8 1.7 6l-14 25.3c-0.8 1.5-2.3 2.3-3.8 2.3z" fill="#333336" /><path d="M812.9 547.9c-1.9 0-3.6-1.2-4.2-3.2-0.7-2.3 0.7-4.8 3-5.4l25.7-7.5c2.3-0.7 4.8 0.7 5.4 3 0.7 2.3-0.7 4.8-3 5.4l-25.7 7.5c-0.3 0.1-0.8 0.2-1.2 0.2zM681 418c-0.3 0-0.7 0-1-0.1-2.4-0.6-3.8-2.9-3.2-5.3l6.6-27.1c0.6-2.4 3-3.8 5.3-3.2 2.4 0.6 3.8 2.9 3.2 5.3l-6.6 27.1c-0.5 1.9-2.3 3.3-4.3 3.3z" fill="#333336" /></svg>
true
"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"
<s>[INST] Icon of Office Chair here are the inputs Office Chair [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M404.3 529.1h37.9v53.7h-37.9z" fill="#D5D9CF" /><path d="M447.7 588.3h-48.9v-64.7h48.9v64.7z m-37.9-11h26.9v-42.7h-26.9v42.7z" fill="#333336" /><path d="M585.1 529.1H623v53.7h-37.9z" fill="#D5D9CF" /><path d="M628.5 588.3h-48.9v-64.7h48.9v64.7z m-37.9-11h26.9v-42.7h-26.9v42.7z" fill="#333336" /><path d="M650.5 751.5H530.3V628.1h-35.8v123.4H378.7c-2.3 0-4.2 1.9-4.2 4.2v19.9c0 2.3 1.9 4.2 4.2 4.2h271.8c2.3 0 4.2-1.9 4.2-4.2v-19.9c0-2.3-1.9-4.2-4.2-4.2z" fill="#D5D9CF" /><path d="M650.5 785.3H378.7c-5.4 0-9.7-4.4-9.7-9.7v-19.9c0-5.4 4.4-9.7 9.7-9.7h110.4V622.6h46.8V746h114.6c5.4 0 9.7 4.4 9.7 9.7v19.9c0 5.3-4.4 9.7-9.7 9.7z m-270.6-11h269.2V757H524.8V633.6H500V757H379.9v17.3z" fill="#333336" /><path d="M214.1 417.4h595.7v115.7H214.1z" fill="#D8A128" /><path d="M815.4 538.6H208.6V411.9h606.7v126.7z m-595.8-11h584.7V422.9H219.6v104.7z" fill="#333336" /><path d="M188.1 429.7h55.6v402h-55.6z" fill="#FFD632" /><path d="M249.3 837.2h-66.6v-413h66.6v413z m-55.7-11h44.6v-391h-44.6v391z" fill="#333336" /><path d="M784.3 429.7h54.4v402h-54.4z" fill="#FFD632" /><path d="M844.2 837.2h-65.4v-413h65.4v413z m-54.4-11h43.4v-391h-43.4v391z" fill="#333336" /><path d="M167 378.4h689.9v61.3H167z" fill="#FFD632" /><path d="M862.5 445.2h-701v-72.3h700.9v72.3z m-690-11h678.9v-50.3H172.5v50.3z" fill="#333336" /><path d="M662 533.4H365.1l-19-304.9c-1.1-19.7 14.5-36.3 34.3-36.3h266.4c19.7 0 35.4 16.6 34.3 36.3L662 533.4z" fill="#68A240" /><path d="M667.1 538.9H359.9l-19.3-310c-0.6-11.1 3.2-21.6 10.8-29.6 7.6-8 17.9-12.5 28.9-12.5h266.4c11.1 0 21.3 4.4 28.9 12.5 7.6 8 11.4 18.6 10.8 29.6l-19.3 310z m-296.9-11h286.6l18.7-299.7c0.5-8-2.3-15.6-7.8-21.4-5.5-5.8-12.9-9-20.9-9H380.3c-8 0-15.4 3.2-20.9 9-5.5 5.8-8.3 13.4-7.8 21.4l18.6 299.7z" fill="#333336" /><path d="M662 628.1H365v-39.3c0-12 9.8-21.8 21.8-21.8h253.4c12 0 21.8 9.8 21.8 21.8v39.3z" fill="#68A240" /><path d="M667.5 633.6h-308v-44.8c0-15.1 12.3-27.3 27.3-27.3h253.4c15.1 0 27.3 12.3 27.3 27.3v44.8z m-297-11h286v-33.8c0-9-7.3-16.3-16.3-16.3H386.8c-9 0-16.3 7.3-16.3 16.3v33.8z" fill="#333336" /><path d="M265.3 400.7h67.4v39.8h-67.4z" fill="#68A240" /><path d="M338.2 446.1h-78.4v-50.8h78.4v50.8z m-67.4-11h56.4v-28.8h-56.4v28.8z" fill="#333336" /><path d="M368.5 600.4h-75V435.3h11v154.1h64z" fill="#333336" /><path d="M764.208 440.61h-67.4v-39.8h67.4z" fill="#68A240" /><path d="M769.7 446.1h-78.4v-50.8h78.4v50.8z m-67.5-11h56.4v-28.8h-56.4v28.8z" fill="#333336" /><path d="M736 600.4h-75.1v-11H725V435.3h11z" fill="#333336" /><path d="M405.9 802.7m-28.9 0a28.9 28.9 0 1 0 57.8 0 28.9 28.9 0 1 0-57.8 0Z" fill="#D5D9CF" /><path d="M405.9 837.2c-19 0-34.4-15.4-34.4-34.4s15.4-34.4 34.4-34.4 34.4 15.4 34.4 34.4-15.4 34.4-34.4 34.4z m0-57.9c-12.9 0-23.4 10.5-23.4 23.4s10.5 23.4 23.4 23.4 23.4-10.5 23.4-23.4-10.5-23.4-23.4-23.4z" fill="#333336" /><path d="M627.3 802.7m-28.9 0a28.9 28.9 0 1 0 57.8 0 28.9 28.9 0 1 0-57.8 0Z" fill="#D5D9CF" /><path d="M627.3 837.2c-19 0-34.4-15.4-34.4-34.4s15.4-34.4 34.4-34.4 34.4 15.4 34.4 34.4-15.4 34.4-34.4 34.4z m0-57.9c-12.9 0-23.4 10.5-23.4 23.4s10.5 23.4 23.4 23.4 23.4-10.5 23.4-23.4-10.5-23.4-23.4-23.4z" fill="#333336" /><path d="M476.6 629.1h71.6v42.4h-71.6z" fill="#D5D9CF" /><path d="M553.8 677h-82.6v-53.4h82.6V677z m-71.7-11h60.6v-31.4h-60.6V666z" fill="#333336" /></svg> </s>
Icon of Office Chair
Office Chair
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M404.3 529.1h37.9v53.7h-37.9z" fill="#D5D9CF" /><path d="M447.7 588.3h-48.9v-64.7h48.9v64.7z m-37.9-11h26.9v-42.7h-26.9v42.7z" fill="#333336" /><path d="M585.1 529.1H623v53.7h-37.9z" fill="#D5D9CF" /><path d="M628.5 588.3h-48.9v-64.7h48.9v64.7z m-37.9-11h26.9v-42.7h-26.9v42.7z" fill="#333336" /><path d="M650.5 751.5H530.3V628.1h-35.8v123.4H378.7c-2.3 0-4.2 1.9-4.2 4.2v19.9c0 2.3 1.9 4.2 4.2 4.2h271.8c2.3 0 4.2-1.9 4.2-4.2v-19.9c0-2.3-1.9-4.2-4.2-4.2z" fill="#D5D9CF" /><path d="M650.5 785.3H378.7c-5.4 0-9.7-4.4-9.7-9.7v-19.9c0-5.4 4.4-9.7 9.7-9.7h110.4V622.6h46.8V746h114.6c5.4 0 9.7 4.4 9.7 9.7v19.9c0 5.3-4.4 9.7-9.7 9.7z m-270.6-11h269.2V757H524.8V633.6H500V757H379.9v17.3z" fill="#333336" /><path d="M214.1 417.4h595.7v115.7H214.1z" fill="#D8A128" /><path d="M815.4 538.6H208.6V411.9h606.7v126.7z m-595.8-11h584.7V422.9H219.6v104.7z" fill="#333336" /><path d="M188.1 429.7h55.6v402h-55.6z" fill="#FFD632" /><path d="M249.3 837.2h-66.6v-413h66.6v413z m-55.7-11h44.6v-391h-44.6v391z" fill="#333336" /><path d="M784.3 429.7h54.4v402h-54.4z" fill="#FFD632" /><path d="M844.2 837.2h-65.4v-413h65.4v413z m-54.4-11h43.4v-391h-43.4v391z" fill="#333336" /><path d="M167 378.4h689.9v61.3H167z" fill="#FFD632" /><path d="M862.5 445.2h-701v-72.3h700.9v72.3z m-690-11h678.9v-50.3H172.5v50.3z" fill="#333336" /><path d="M662 533.4H365.1l-19-304.9c-1.1-19.7 14.5-36.3 34.3-36.3h266.4c19.7 0 35.4 16.6 34.3 36.3L662 533.4z" fill="#68A240" /><path d="M667.1 538.9H359.9l-19.3-310c-0.6-11.1 3.2-21.6 10.8-29.6 7.6-8 17.9-12.5 28.9-12.5h266.4c11.1 0 21.3 4.4 28.9 12.5 7.6 8 11.4 18.6 10.8 29.6l-19.3 310z m-296.9-11h286.6l18.7-299.7c0.5-8-2.3-15.6-7.8-21.4-5.5-5.8-12.9-9-20.9-9H380.3c-8 0-15.4 3.2-20.9 9-5.5 5.8-8.3 13.4-7.8 21.4l18.6 299.7z" fill="#333336" /><path d="M662 628.1H365v-39.3c0-12 9.8-21.8 21.8-21.8h253.4c12 0 21.8 9.8 21.8 21.8v39.3z" fill="#68A240" /><path d="M667.5 633.6h-308v-44.8c0-15.1 12.3-27.3 27.3-27.3h253.4c15.1 0 27.3 12.3 27.3 27.3v44.8z m-297-11h286v-33.8c0-9-7.3-16.3-16.3-16.3H386.8c-9 0-16.3 7.3-16.3 16.3v33.8z" fill="#333336" /><path d="M265.3 400.7h67.4v39.8h-67.4z" fill="#68A240" /><path d="M338.2 446.1h-78.4v-50.8h78.4v50.8z m-67.4-11h56.4v-28.8h-56.4v28.8z" fill="#333336" /><path d="M368.5 600.4h-75V435.3h11v154.1h64z" fill="#333336" /><path d="M764.208 440.61h-67.4v-39.8h67.4z" fill="#68A240" /><path d="M769.7 446.1h-78.4v-50.8h78.4v50.8z m-67.5-11h56.4v-28.8h-56.4v28.8z" fill="#333336" /><path d="M736 600.4h-75.1v-11H725V435.3h11z" fill="#333336" /><path d="M405.9 802.7m-28.9 0a28.9 28.9 0 1 0 57.8 0 28.9 28.9 0 1 0-57.8 0Z" fill="#D5D9CF" /><path d="M405.9 837.2c-19 0-34.4-15.4-34.4-34.4s15.4-34.4 34.4-34.4 34.4 15.4 34.4 34.4-15.4 34.4-34.4 34.4z m0-57.9c-12.9 0-23.4 10.5-23.4 23.4s10.5 23.4 23.4 23.4 23.4-10.5 23.4-23.4-10.5-23.4-23.4-23.4z" fill="#333336" /><path d="M627.3 802.7m-28.9 0a28.9 28.9 0 1 0 57.8 0 28.9 28.9 0 1 0-57.8 0Z" fill="#D5D9CF" /><path d="M627.3 837.2c-19 0-34.4-15.4-34.4-34.4s15.4-34.4 34.4-34.4 34.4 15.4 34.4 34.4-15.4 34.4-34.4 34.4z m0-57.9c-12.9 0-23.4 10.5-23.4 23.4s10.5 23.4 23.4 23.4 23.4-10.5 23.4-23.4-10.5-23.4-23.4-23.4z" fill="#333336" /><path d="M476.6 629.1h71.6v42.4h-71.6z" fill="#D5D9CF" /><path d="M553.8 677h-82.6v-53.4h82.6V677z m-71.7-11h60.6v-31.4h-60.6V666z" fill="#333336" /></svg>
true
"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"
<s>[INST] Icon of Notebook here are the inputs Notebook [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M879.3 794.4H144.7c-17.7 0-32.1-14.4-32.1-32.1V261.6c0-17.7 14.4-32.1 32.1-32.1h734.5c17.7 0 32.1 14.4 32.1 32.1v500.7c0 17.8-14.3 32.1-32 32.1z" fill="#68A240" /><path d="M879.3 799.9H144.7c-20.7 0-37.6-16.8-37.6-37.6V261.6c0-20.7 16.8-37.6 37.6-37.6h734.5c20.7 0 37.6 16.8 37.6 37.6v500.7c0 20.8-16.8 37.6-37.5 37.6zM144.7 235.1c-14.6 0-26.6 11.9-26.6 26.6v500.7c0 14.6 11.9 26.6 26.6 26.6h734.5c14.6 0 26.6-11.9 26.6-26.6V261.6c0-14.6-11.9-26.6-26.6-26.6H144.7z" fill="#333336" /><path d="M830.4 554.8l29.9-10.2c7.7-2.6 12.9-9.8 12.9-17.9V394.1c0-8.1-5.2-15.3-12.9-17.9L830.4 366v188.8z" fill="#FFD632" /><path d="M824.9 562.4V358.3l37.2 12.6c9.9 3.4 16.6 12.7 16.6 23.1v132.6c0 10.5-6.7 19.8-16.6 23.2l-37.2 12.6z m11-188.7v173.4l22.7-7.7c5.5-1.9 9.1-7 9.1-12.7V394.1c0-5.8-3.7-10.9-9.1-12.7l-22.7-7.7z" fill="#333336" /><path d="M830.4 652.2l29.9-10.2c7.7-2.6 12.9-9.8 12.9-17.9V491.6c0-8.1-5.2-15.3-12.9-17.9l-29.9-10.2v188.7z" fill="#D8A128" /><path d="M824.9 659.9V455.8l37.2 12.6c9.9 3.4 16.6 12.7 16.6 23.1v132.6c0 10.5-6.7 19.8-16.6 23.2l-37.2 12.6z m11-188.8v173.4l22.7-7.7c5.5-1.9 9.1-7 9.1-12.7V491.6c0-5.8-3.7-10.9-9.1-12.7l-22.7-7.8z" fill="#333336" /><path d="M830.4 719.7l29.9-10.2c7.7-2.6 12.9-9.8 12.9-17.9V589c0-8.1-5.2-15.3-12.9-17.9l-29.9-10.2v158.8z" fill="#FFD632" /><path d="M824.9 727.4V553.3l37.2 12.6c9.9 3.4 16.6 12.7 16.6 23.1v102.6c0 10.5-6.7 19.8-16.6 23.2l-37.2 12.6z m11-158.8V712l22.7-7.7c5.5-1.9 9.1-7 9.1-12.7V589c0-5.8-3.7-10.9-9.1-12.7l-22.7-7.7z" fill="#333336" /><path d="M203.1 450.6l-38.7-13.8c-9.4-3.3-15.7-12.2-15.7-22.2v-95c0-9.8 8-17.8 17.8-17.8h36.6v148.8z" fill="#FFD632" /><path d="M208.6 458.4L162.5 442c-11.6-4.1-19.3-15.1-19.3-27.4v-95c0-12.9 10.5-23.3 23.3-23.3h42.1v162.1z m-42.1-151.1c-6.8 0-12.3 5.5-12.3 12.3v95c0 7.6 4.8 14.5 12 17l31.4 11.2V307.3h-31.1z" fill="#333336" /><path d="M501.3 282.4H199.8c-8.9 0-16.1 7.2-16.1 16.1v426.9c0 8.9 7.2 16.1 16.1 16.1h301.5V282.4z" fill="#D5D9CF" /><path d="M506.8 747.1h-307c-11.9 0-21.6-9.7-21.6-21.6v-427c0-11.9 9.7-21.6 21.6-21.6h307v470.2z m-307-459.2c-5.9 0-10.6 4.8-10.6 10.6v426.9c0 5.9 4.8 10.6 10.6 10.6h296V287.9h-296z" fill="#333336" /><path d="M824.2 282.4H522.7v459.1h301.5c8.9 0 16.1-7.2 16.1-16.1V298.5c0-8.9-7.2-16.1-16.1-16.1z" fill="#D5D9CF" /><path d="M824.2 747.1h-307V276.9h307c11.9 0 21.6 9.7 21.6 21.6v426.9c0 12-9.7 21.7-21.6 21.7z m-296-11h296c5.9 0 10.6-4.8 10.6-10.6v-427c0-5.9-4.8-10.6-10.6-10.6h-296v448.2zM466 392.6c-13.2 0-23.9-10.7-23.9-23.9s10.7-23.9 23.9-23.9 23.9 10.7 23.9 23.9-10.7 23.9-23.9 23.9z m0-36.8c-7.1 0-12.9 5.8-12.9 12.9s5.8 12.9 12.9 12.9 12.9-5.8 12.9-12.9-5.8-12.9-12.9-12.9z" fill="#333336" /><path d="M558.5 392.6c-13.2 0-23.9-10.7-23.9-23.9s10.7-23.9 23.9-23.9 23.9 10.7 23.9 23.9-10.7 23.9-23.9 23.9z m0-36.8c-7.1 0-12.9 5.8-12.9 12.9s5.8 12.9 12.9 12.9 12.9-5.8 12.9-12.9-5.8-12.9-12.9-12.9zM466 460.4c-13.2 0-23.9-10.7-23.9-23.9s10.7-23.9 23.9-23.9 23.9 10.7 23.9 23.9-10.7 23.9-23.9 23.9z m0-36.8c-7.1 0-12.9 5.8-12.9 12.9s5.8 12.9 12.9 12.9 12.9-5.8 12.9-12.9-5.8-12.9-12.9-12.9zM558.5 460.4c-13.2 0-23.9-10.7-23.9-23.9s10.7-23.9 23.9-23.9 23.9 10.7 23.9 23.9-10.7 23.9-23.9 23.9z m0-36.8c-7.1 0-12.9 5.8-12.9 12.9s5.8 12.9 12.9 12.9 12.9-5.8 12.9-12.9-5.8-12.9-12.9-12.9zM466 625.9c-13.2 0-23.9-10.7-23.9-23.9s10.7-23.9 23.9-23.9 23.9 10.7 23.9 23.9-10.7 23.9-23.9 23.9z m0-36.8c-7.1 0-12.9 5.8-12.9 12.9s5.8 12.9 12.9 12.9 12.9-5.8 12.9-12.9-5.8-12.9-12.9-12.9zM558.5 625.9c-13.2 0-23.9-10.7-23.9-23.9s10.7-23.9 23.9-23.9 23.9 10.7 23.9 23.9-10.7 23.9-23.9 23.9z m0-36.8c-7.1 0-12.9 5.8-12.9 12.9s5.8 12.9 12.9 12.9 12.9-5.8 12.9-12.9-5.8-12.9-12.9-12.9zM466 693.7c-13.2 0-23.9-10.7-23.9-23.9s10.7-23.9 23.9-23.9 23.9 10.7 23.9 23.9-10.7 23.9-23.9 23.9z m0-36.8c-7.1 0-12.9 5.8-12.9 12.9s5.8 12.9 12.9 12.9 12.9-5.8 12.9-12.9-5.8-12.9-12.9-12.9zM558.5 693.7c-13.2 0-23.9-10.7-23.9-23.9s10.7-23.9 23.9-23.9 23.9 10.7 23.9 23.9-10.7 23.9-23.9 23.9z m0-36.8c-7.1 0-12.9 5.8-12.9 12.9s5.8 12.9 12.9 12.9 12.9-5.8 12.9-12.9-5.8-12.9-12.9-12.9z" fill="#333336" /><path d="M558.5 374.2H466c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h92.5c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM558.5 441.9H466c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h92.5c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM558.5 606.6H466c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h92.5c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM558.5 675.8H466c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h92.5c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5z" fill="#333336" /><path d="M373.7 230.1h28.9v562.8h-28.9z" fill="#FFD632" /><path d="M408.1 798.4h-39.9V224.6h39.9v573.8z m-28.9-11h17.9V235.6h-17.9v551.8z" fill="#333336" /><path d="M756.8 426.8v321.4c0 11-8.9 19.9-19.9 19.9-11 0-19.9-8.9-19.9-19.9V426.8" fill="#68A240" /><path d="M736.9 773.6c-14 0-25.4-11.4-25.4-25.4V426.8h11v321.4c0 7.9 6.5 14.4 14.4 14.4s14.4-6.5 14.4-14.4V426.8h11v321.4c0 14-11.4 25.4-25.4 25.4z" fill="#333336" /><path d="M756.6 428c0.1 0 0.2-0.1 0.2-0.3L746 393.4c-2.3-9.4-15.6-9.4-18 0l-10.9 34.3c0 0.1 0.1 0.3 0.2 0.3h39.3z" fill="#FFD632" /><path d="M756.6 433.5h-39.3c-1.8 0-3.5-0.9-4.6-2.3-1.1-1.5-1.4-3.4-0.8-5.1l10.8-34.1c1.7-6.6 7.4-11 14.3-11 6.8 0 12.5 4.4 14.3 11l10.8 34.1c0.5 1.7 0.2 3.6-0.8 5.1s-2.9 2.3-4.7 2.3z m-32.1-11h24.8l-8.8-27.7c-0.6-2.6-2.8-2.8-3.6-2.8-0.7 0-3 0.2-3.6 2.8l-0.1 0.3-8.7 27.4z" fill="#333336" /><path d="M717 702.3h39.8v55c0 9.3-7.5 16.8-16.8 16.8h-6.3c-9.3 0-16.8-7.5-16.8-16.8v-55z" fill="#FFD632" /><path d="M740.1 779.5h-6.3c-12.3 0-22.3-10-22.3-22.3v-60.5h50.8v60.5c0 12.4-10 22.3-22.2 22.3z m-17.6-71.7v49.5c0 6.2 5.1 11.3 11.3 11.3h6.3c6.2 0 11.3-5.1 11.3-11.3v-49.5h-28.9z" fill="#333336" /><path d="M729.2 388.1h15.3l-6.8-27.5c-0.2-0.9-1.5-0.9-1.7 0l-6.8 27.5z" fill="#68A240" /><path d="M751.6 393.6h-29.4l8.5-34.3c0.7-2.9 3.3-4.9 6.2-4.9 2.9 0 5.5 2 6.2 4.9l8.5 34.3z m-15.3-11h1.3l-0.6-2.6-0.7 2.6z" fill="#333336" /></svg> </s>
Icon of Notebook
Notebook
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M879.3 794.4H144.7c-17.7 0-32.1-14.4-32.1-32.1V261.6c0-17.7 14.4-32.1 32.1-32.1h734.5c17.7 0 32.1 14.4 32.1 32.1v500.7c0 17.8-14.3 32.1-32 32.1z" fill="#68A240" /><path d="M879.3 799.9H144.7c-20.7 0-37.6-16.8-37.6-37.6V261.6c0-20.7 16.8-37.6 37.6-37.6h734.5c20.7 0 37.6 16.8 37.6 37.6v500.7c0 20.8-16.8 37.6-37.5 37.6zM144.7 235.1c-14.6 0-26.6 11.9-26.6 26.6v500.7c0 14.6 11.9 26.6 26.6 26.6h734.5c14.6 0 26.6-11.9 26.6-26.6V261.6c0-14.6-11.9-26.6-26.6-26.6H144.7z" fill="#333336" /><path d="M830.4 554.8l29.9-10.2c7.7-2.6 12.9-9.8 12.9-17.9V394.1c0-8.1-5.2-15.3-12.9-17.9L830.4 366v188.8z" fill="#FFD632" /><path d="M824.9 562.4V358.3l37.2 12.6c9.9 3.4 16.6 12.7 16.6 23.1v132.6c0 10.5-6.7 19.8-16.6 23.2l-37.2 12.6z m11-188.7v173.4l22.7-7.7c5.5-1.9 9.1-7 9.1-12.7V394.1c0-5.8-3.7-10.9-9.1-12.7l-22.7-7.7z" fill="#333336" /><path d="M830.4 652.2l29.9-10.2c7.7-2.6 12.9-9.8 12.9-17.9V491.6c0-8.1-5.2-15.3-12.9-17.9l-29.9-10.2v188.7z" fill="#D8A128" /><path d="M824.9 659.9V455.8l37.2 12.6c9.9 3.4 16.6 12.7 16.6 23.1v132.6c0 10.5-6.7 19.8-16.6 23.2l-37.2 12.6z m11-188.8v173.4l22.7-7.7c5.5-1.9 9.1-7 9.1-12.7V491.6c0-5.8-3.7-10.9-9.1-12.7l-22.7-7.8z" fill="#333336" /><path d="M830.4 719.7l29.9-10.2c7.7-2.6 12.9-9.8 12.9-17.9V589c0-8.1-5.2-15.3-12.9-17.9l-29.9-10.2v158.8z" fill="#FFD632" /><path d="M824.9 727.4V553.3l37.2 12.6c9.9 3.4 16.6 12.7 16.6 23.1v102.6c0 10.5-6.7 19.8-16.6 23.2l-37.2 12.6z m11-158.8V712l22.7-7.7c5.5-1.9 9.1-7 9.1-12.7V589c0-5.8-3.7-10.9-9.1-12.7l-22.7-7.7z" fill="#333336" /><path d="M203.1 450.6l-38.7-13.8c-9.4-3.3-15.7-12.2-15.7-22.2v-95c0-9.8 8-17.8 17.8-17.8h36.6v148.8z" fill="#FFD632" /><path d="M208.6 458.4L162.5 442c-11.6-4.1-19.3-15.1-19.3-27.4v-95c0-12.9 10.5-23.3 23.3-23.3h42.1v162.1z m-42.1-151.1c-6.8 0-12.3 5.5-12.3 12.3v95c0 7.6 4.8 14.5 12 17l31.4 11.2V307.3h-31.1z" fill="#333336" /><path d="M501.3 282.4H199.8c-8.9 0-16.1 7.2-16.1 16.1v426.9c0 8.9 7.2 16.1 16.1 16.1h301.5V282.4z" fill="#D5D9CF" /><path d="M506.8 747.1h-307c-11.9 0-21.6-9.7-21.6-21.6v-427c0-11.9 9.7-21.6 21.6-21.6h307v470.2z m-307-459.2c-5.9 0-10.6 4.8-10.6 10.6v426.9c0 5.9 4.8 10.6 10.6 10.6h296V287.9h-296z" fill="#333336" /><path d="M824.2 282.4H522.7v459.1h301.5c8.9 0 16.1-7.2 16.1-16.1V298.5c0-8.9-7.2-16.1-16.1-16.1z" fill="#D5D9CF" /><path d="M824.2 747.1h-307V276.9h307c11.9 0 21.6 9.7 21.6 21.6v426.9c0 12-9.7 21.7-21.6 21.7z m-296-11h296c5.9 0 10.6-4.8 10.6-10.6v-427c0-5.9-4.8-10.6-10.6-10.6h-296v448.2zM466 392.6c-13.2 0-23.9-10.7-23.9-23.9s10.7-23.9 23.9-23.9 23.9 10.7 23.9 23.9-10.7 23.9-23.9 23.9z m0-36.8c-7.1 0-12.9 5.8-12.9 12.9s5.8 12.9 12.9 12.9 12.9-5.8 12.9-12.9-5.8-12.9-12.9-12.9z" fill="#333336" /><path d="M558.5 392.6c-13.2 0-23.9-10.7-23.9-23.9s10.7-23.9 23.9-23.9 23.9 10.7 23.9 23.9-10.7 23.9-23.9 23.9z m0-36.8c-7.1 0-12.9 5.8-12.9 12.9s5.8 12.9 12.9 12.9 12.9-5.8 12.9-12.9-5.8-12.9-12.9-12.9zM466 460.4c-13.2 0-23.9-10.7-23.9-23.9s10.7-23.9 23.9-23.9 23.9 10.7 23.9 23.9-10.7 23.9-23.9 23.9z m0-36.8c-7.1 0-12.9 5.8-12.9 12.9s5.8 12.9 12.9 12.9 12.9-5.8 12.9-12.9-5.8-12.9-12.9-12.9zM558.5 460.4c-13.2 0-23.9-10.7-23.9-23.9s10.7-23.9 23.9-23.9 23.9 10.7 23.9 23.9-10.7 23.9-23.9 23.9z m0-36.8c-7.1 0-12.9 5.8-12.9 12.9s5.8 12.9 12.9 12.9 12.9-5.8 12.9-12.9-5.8-12.9-12.9-12.9zM466 625.9c-13.2 0-23.9-10.7-23.9-23.9s10.7-23.9 23.9-23.9 23.9 10.7 23.9 23.9-10.7 23.9-23.9 23.9z m0-36.8c-7.1 0-12.9 5.8-12.9 12.9s5.8 12.9 12.9 12.9 12.9-5.8 12.9-12.9-5.8-12.9-12.9-12.9zM558.5 625.9c-13.2 0-23.9-10.7-23.9-23.9s10.7-23.9 23.9-23.9 23.9 10.7 23.9 23.9-10.7 23.9-23.9 23.9z m0-36.8c-7.1 0-12.9 5.8-12.9 12.9s5.8 12.9 12.9 12.9 12.9-5.8 12.9-12.9-5.8-12.9-12.9-12.9zM466 693.7c-13.2 0-23.9-10.7-23.9-23.9s10.7-23.9 23.9-23.9 23.9 10.7 23.9 23.9-10.7 23.9-23.9 23.9z m0-36.8c-7.1 0-12.9 5.8-12.9 12.9s5.8 12.9 12.9 12.9 12.9-5.8 12.9-12.9-5.8-12.9-12.9-12.9zM558.5 693.7c-13.2 0-23.9-10.7-23.9-23.9s10.7-23.9 23.9-23.9 23.9 10.7 23.9 23.9-10.7 23.9-23.9 23.9z m0-36.8c-7.1 0-12.9 5.8-12.9 12.9s5.8 12.9 12.9 12.9 12.9-5.8 12.9-12.9-5.8-12.9-12.9-12.9z" fill="#333336" /><path d="M558.5 374.2H466c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h92.5c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM558.5 441.9H466c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h92.5c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM558.5 606.6H466c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h92.5c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5zM558.5 675.8H466c-3 0-5.5-2.5-5.5-5.5s2.5-5.5 5.5-5.5h92.5c3 0 5.5 2.5 5.5 5.5s-2.5 5.5-5.5 5.5z" fill="#333336" /><path d="M373.7 230.1h28.9v562.8h-28.9z" fill="#FFD632" /><path d="M408.1 798.4h-39.9V224.6h39.9v573.8z m-28.9-11h17.9V235.6h-17.9v551.8z" fill="#333336" /><path d="M756.8 426.8v321.4c0 11-8.9 19.9-19.9 19.9-11 0-19.9-8.9-19.9-19.9V426.8" fill="#68A240" /><path d="M736.9 773.6c-14 0-25.4-11.4-25.4-25.4V426.8h11v321.4c0 7.9 6.5 14.4 14.4 14.4s14.4-6.5 14.4-14.4V426.8h11v321.4c0 14-11.4 25.4-25.4 25.4z" fill="#333336" /><path d="M756.6 428c0.1 0 0.2-0.1 0.2-0.3L746 393.4c-2.3-9.4-15.6-9.4-18 0l-10.9 34.3c0 0.1 0.1 0.3 0.2 0.3h39.3z" fill="#FFD632" /><path d="M756.6 433.5h-39.3c-1.8 0-3.5-0.9-4.6-2.3-1.1-1.5-1.4-3.4-0.8-5.1l10.8-34.1c1.7-6.6 7.4-11 14.3-11 6.8 0 12.5 4.4 14.3 11l10.8 34.1c0.5 1.7 0.2 3.6-0.8 5.1s-2.9 2.3-4.7 2.3z m-32.1-11h24.8l-8.8-27.7c-0.6-2.6-2.8-2.8-3.6-2.8-0.7 0-3 0.2-3.6 2.8l-0.1 0.3-8.7 27.4z" fill="#333336" /><path d="M717 702.3h39.8v55c0 9.3-7.5 16.8-16.8 16.8h-6.3c-9.3 0-16.8-7.5-16.8-16.8v-55z" fill="#FFD632" /><path d="M740.1 779.5h-6.3c-12.3 0-22.3-10-22.3-22.3v-60.5h50.8v60.5c0 12.4-10 22.3-22.2 22.3z m-17.6-71.7v49.5c0 6.2 5.1 11.3 11.3 11.3h6.3c6.2 0 11.3-5.1 11.3-11.3v-49.5h-28.9z" fill="#333336" /><path d="M729.2 388.1h15.3l-6.8-27.5c-0.2-0.9-1.5-0.9-1.7 0l-6.8 27.5z" fill="#68A240" /><path d="M751.6 393.6h-29.4l8.5-34.3c0.7-2.9 3.3-4.9 6.2-4.9 2.9 0 5.5 2 6.2 4.9l8.5 34.3z m-15.3-11h1.3l-0.6-2.6-0.7 2.6z" fill="#333336" /></svg>
true
"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"
<s>[INST] Icon of Printer here are the inputs Printer [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M276.8 302.3h470.4v212.3H276.8z" fill="#FFD632" /><path d="M752.7 520.1H271.3V296.8h481.4v223.3z m-470.4-11h459.4V307.8H282.3v201.3z" fill="#333336" /><path d="M363.8 192.8h296.5v271.6H363.8z" fill="#ECEFE8" /><path d="M665.7 470H358.3V187.3h307.5V470z m-296.4-11h285.5V198.3H369.3V459z" fill="#333336" /><path d="M842.7 781.8H181.3c-19.1 0-34.6-15.5-34.6-34.6V460.9c0-19.1 15.5-34.6 34.6-34.6h661.4c19.1 0 34.6 15.5 34.6 34.6v286.3c0 19.1-15.5 34.6-34.6 34.6z" fill="#68A240" /><path d="M842.7 787.3H181.3c-22.1 0-40.1-18-40.1-40.1V460.9c0-22.1 18-40.1 40.1-40.1h661.4c22.1 0 40.1 18 40.1 40.1v286.3c0 22.1-18 40.1-40.1 40.1zM181.3 431.8c-16 0-29.1 13.1-29.1 29.1v286.3c0 16 13.1 29.1 29.1 29.1h661.4c16 0 29.1-13.1 29.1-29.1V460.9c0-16-13.1-29.1-29.1-29.1H181.3z" fill="#333336" /><path d="M822 831.2H202l-11.3-49.4h642.6z" fill="#D5D9CF" /><path d="M826.4 836.7H197.6l-13.7-60.4h656.3l-13.8 60.4z m-620-11h611.3l8.7-38.4H197.6l8.8 38.4z" fill="#333336" /><path d="M758.5 781.8h-493V667.1c0-19.7 16-35.7 35.7-35.7h421.6c19.7 0 35.7 16 35.7 35.7v114.7z" fill="#D5D9CF" /><path d="M764 787.3H260V667.1c0-22.7 18.5-41.2 41.2-41.2h421.6c22.7 0 41.2 18.5 41.2 41.2v120.2z m-493-11h482V667.1c0-16.6-13.5-30.2-30.2-30.2H301.2c-16.6 0-30.2 13.5-30.2 30.2v109.2z" fill="#333336" /><path d="M265.5 738h493v43.8h-493z" fill="#68A240" /><path d="M764 787.3H260v-54.8h504v54.8z m-493-11h482v-32.8H271v32.8z" fill="#333336" /><path d="M575.2 584.3V482.1c0-12.8 10.4-23.3 23.3-23.3h220c12.8 0 23.3 10.4 23.3 23.3v102.1" fill="#FFD632" /><path d="M847.2 584.3h-11V482.1c0-9.8-8-17.8-17.8-17.8h-220c-9.8 0-17.8 8-17.8 17.8v102.1h-11V482.1c0-15.9 12.9-28.8 28.8-28.8h220c15.9 0 28.8 12.9 28.8 28.8v102.2z" fill="#333336" /><path d="M145.1 578.8h730.6v11H145.1z" fill="#333336" /><path d="M784.5 523.1m-23 0a23 23 0 1 0 46 0 23 23 0 1 0-46 0Z" fill="#ECEFE8" /><path d="M784.5 550.1c-14.9 0-27-12.1-27-27s12.1-27 27-27 27 12.1 27 27-12.1 27-27 27z m0-46c-10.5 0-19 8.5-19 19s8.5 19 19 19 19-8.5 19-19-8.5-19-19-19z" fill="#333336" /><path d="M627.7 545.8l-16.6-16.6c-3.6-3.6-3.6-9.4 0-13l16.6-16.6c5.8-5.8 15.7-1.7 15.7 6.5v33.2c0 8.2-9.9 12.3-15.7 6.5z" fill="#ECEFE8" /><path d="M634.1 552.5c-3.4 0-6.7-1.3-9.3-3.9L608.2 532c-2.5-2.5-3.9-5.8-3.9-9.3 0-3.5 1.4-6.9 3.9-9.3l16.6-16.6c3.9-3.9 9.4-5 14.4-2.9s8.2 6.8 8.2 12.2v33.2c0 5.4-3.1 10.1-8.2 12.2-1.6 0.7-3.4 1-5.1 1z m0-51.7c-1.1 0-2.4 0.3-3.6 1.5L613.9 519c-1 1-1.5 2.3-1.5 3.7 0 1.4 0.5 2.7 1.5 3.7l16.6 16.6c2.3 2.3 4.9 1.4 5.7 1.1 0.8-0.3 3.2-1.6 3.2-4.8v-33.2c0-3.2-2.5-4.5-3.2-4.8-0.4-0.2-1.1-0.5-2.1-0.5z" fill="#333336" /><path d="M699 545.8l16.6-16.6c3.6-3.6 3.6-9.4 0-13L699 499.5c-5.8-5.8-15.7-1.7-15.7 6.5v33.2c-0.1 8.3 9.8 12.4 15.7 6.6z" fill="#ECEFE8" /><path d="M692.5 552.5c-1.7 0-3.5-0.3-5.1-1-5-2.1-8.2-6.8-8.2-12.2v-33.2c0-5.4 3.1-10.1 8.2-12.2 5-2.1 10.6-1 14.4 2.9l16.6 16.6c5.2 5.2 5.2 13.5 0 18.7l-16.6 16.6c-2.6 2.5-5.9 3.8-9.3 3.8z m0-51.7c-1 0-1.7 0.3-2.1 0.4-0.8 0.3-3.2 1.6-3.2 4.8v33.2c0 3.2 2.5 4.5 3.2 4.8 0.8 0.3 3.4 1.2 5.7-1.1l16.6-16.6c2-2 2-5.3 0-7.4l-16.6-16.6c-1.2-1.1-2.5-1.5-3.6-1.5z" fill="#333336" /></svg> </s>
Icon of Printer
Printer
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M276.8 302.3h470.4v212.3H276.8z" fill="#FFD632" /><path d="M752.7 520.1H271.3V296.8h481.4v223.3z m-470.4-11h459.4V307.8H282.3v201.3z" fill="#333336" /><path d="M363.8 192.8h296.5v271.6H363.8z" fill="#ECEFE8" /><path d="M665.7 470H358.3V187.3h307.5V470z m-296.4-11h285.5V198.3H369.3V459z" fill="#333336" /><path d="M842.7 781.8H181.3c-19.1 0-34.6-15.5-34.6-34.6V460.9c0-19.1 15.5-34.6 34.6-34.6h661.4c19.1 0 34.6 15.5 34.6 34.6v286.3c0 19.1-15.5 34.6-34.6 34.6z" fill="#68A240" /><path d="M842.7 787.3H181.3c-22.1 0-40.1-18-40.1-40.1V460.9c0-22.1 18-40.1 40.1-40.1h661.4c22.1 0 40.1 18 40.1 40.1v286.3c0 22.1-18 40.1-40.1 40.1zM181.3 431.8c-16 0-29.1 13.1-29.1 29.1v286.3c0 16 13.1 29.1 29.1 29.1h661.4c16 0 29.1-13.1 29.1-29.1V460.9c0-16-13.1-29.1-29.1-29.1H181.3z" fill="#333336" /><path d="M822 831.2H202l-11.3-49.4h642.6z" fill="#D5D9CF" /><path d="M826.4 836.7H197.6l-13.7-60.4h656.3l-13.8 60.4z m-620-11h611.3l8.7-38.4H197.6l8.8 38.4z" fill="#333336" /><path d="M758.5 781.8h-493V667.1c0-19.7 16-35.7 35.7-35.7h421.6c19.7 0 35.7 16 35.7 35.7v114.7z" fill="#D5D9CF" /><path d="M764 787.3H260V667.1c0-22.7 18.5-41.2 41.2-41.2h421.6c22.7 0 41.2 18.5 41.2 41.2v120.2z m-493-11h482V667.1c0-16.6-13.5-30.2-30.2-30.2H301.2c-16.6 0-30.2 13.5-30.2 30.2v109.2z" fill="#333336" /><path d="M265.5 738h493v43.8h-493z" fill="#68A240" /><path d="M764 787.3H260v-54.8h504v54.8z m-493-11h482v-32.8H271v32.8z" fill="#333336" /><path d="M575.2 584.3V482.1c0-12.8 10.4-23.3 23.3-23.3h220c12.8 0 23.3 10.4 23.3 23.3v102.1" fill="#FFD632" /><path d="M847.2 584.3h-11V482.1c0-9.8-8-17.8-17.8-17.8h-220c-9.8 0-17.8 8-17.8 17.8v102.1h-11V482.1c0-15.9 12.9-28.8 28.8-28.8h220c15.9 0 28.8 12.9 28.8 28.8v102.2z" fill="#333336" /><path d="M145.1 578.8h730.6v11H145.1z" fill="#333336" /><path d="M784.5 523.1m-23 0a23 23 0 1 0 46 0 23 23 0 1 0-46 0Z" fill="#ECEFE8" /><path d="M784.5 550.1c-14.9 0-27-12.1-27-27s12.1-27 27-27 27 12.1 27 27-12.1 27-27 27z m0-46c-10.5 0-19 8.5-19 19s8.5 19 19 19 19-8.5 19-19-8.5-19-19-19z" fill="#333336" /><path d="M627.7 545.8l-16.6-16.6c-3.6-3.6-3.6-9.4 0-13l16.6-16.6c5.8-5.8 15.7-1.7 15.7 6.5v33.2c0 8.2-9.9 12.3-15.7 6.5z" fill="#ECEFE8" /><path d="M634.1 552.5c-3.4 0-6.7-1.3-9.3-3.9L608.2 532c-2.5-2.5-3.9-5.8-3.9-9.3 0-3.5 1.4-6.9 3.9-9.3l16.6-16.6c3.9-3.9 9.4-5 14.4-2.9s8.2 6.8 8.2 12.2v33.2c0 5.4-3.1 10.1-8.2 12.2-1.6 0.7-3.4 1-5.1 1z m0-51.7c-1.1 0-2.4 0.3-3.6 1.5L613.9 519c-1 1-1.5 2.3-1.5 3.7 0 1.4 0.5 2.7 1.5 3.7l16.6 16.6c2.3 2.3 4.9 1.4 5.7 1.1 0.8-0.3 3.2-1.6 3.2-4.8v-33.2c0-3.2-2.5-4.5-3.2-4.8-0.4-0.2-1.1-0.5-2.1-0.5z" fill="#333336" /><path d="M699 545.8l16.6-16.6c3.6-3.6 3.6-9.4 0-13L699 499.5c-5.8-5.8-15.7-1.7-15.7 6.5v33.2c-0.1 8.3 9.8 12.4 15.7 6.6z" fill="#ECEFE8" /><path d="M692.5 552.5c-1.7 0-3.5-0.3-5.1-1-5-2.1-8.2-6.8-8.2-12.2v-33.2c0-5.4 3.1-10.1 8.2-12.2 5-2.1 10.6-1 14.4 2.9l16.6 16.6c5.2 5.2 5.2 13.5 0 18.7l-16.6 16.6c-2.6 2.5-5.9 3.8-9.3 3.8z m0-51.7c-1 0-1.7 0.3-2.1 0.4-0.8 0.3-3.2 1.6-3.2 4.8v33.2c0 3.2 2.5 4.5 3.2 4.8 0.8 0.3 3.4 1.2 5.7-1.1l16.6-16.6c2-2 2-5.3 0-7.4l-16.6-16.6c-1.2-1.1-2.5-1.5-3.6-1.5z" fill="#333336" /></svg>
true
"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"
<s>[INST] Icon of Stapler here are the inputs Stapler [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M191.6 404.7v145.9h34.3c1.1-12.3 11.4-21.9 23.9-21.9s22.9 9.6 23.9 21.9l439.2 21.9V467.2l-521.3-62.5z" fill="#D5D9CF" /><path d="M718.1 577.9l-449-22.4-0.4-4.5c-0.8-9.7-9.1-17.3-18.8-17.3s-18 7.6-18.8 17.3l-0.4 4.7h-44.1V398.9l531.6 63.7v115.3z m-440-32.2l429.7 21.5v-95.4l-511.1-61.2v135h24.9c3.3-12.6 14.9-21.9 28.3-21.9 13.4-0.2 25.1 9.3 28.2 22z" fill="#333336" /><path d="M627.6 531.8c0.8 5.4 1.2 10.9 1.2 16.6 0 46.1-28.6 85.6-69 101.6v33.3h254.1V531.8H627.6z" fill="#FFD632" /><path d="M819 688.5H554.7v-41.9l3.2-1.3c19.2-7.6 35.5-20.6 47.3-37.7 12.1-17.4 18.4-37.9 18.4-59.2 0-5.3-0.4-10.6-1.2-15.8l-0.9-5.9H819v161.8z m-254-10.3h243.8V536.9H633.4c0.4 3.8 0.6 7.6 0.6 11.4 0 23.4-7 45.9-20.3 65-12.3 17.7-29.1 31.5-48.8 40v24.9z" fill="#333336" /><path d="M321.2 661.6H191.6v-37.3c0-11.1 9-20.2 20.2-20.2H301c11.1 0 20.2 9 20.2 20.2v37.3z" fill="#D5D9CF" /><path d="M326.3 666.8H186.4V623c0-13.2 10.7-24 24-24h92c13.2 0 24 10.7 24 24v43.8z m-129.6-10.3h119.4V623c0-7.6-6.1-13.7-13.7-13.7h-92c-7.6 0-13.7 6.1-13.7 13.7v33.5z" fill="#333336" /><path d="M846.8 576.6l-678.7-136c-13.4-2.6-22.1-15.5-19.5-28.9 17.3-88.9 103.4-147 192.3-129.7l472.2 95.8c38.5 7.5 63.6 44.7 56.1 83.2l-22.4 115.6z" fill="#68A240" /><path d="M850.9 582.7l-5.1-1-678.7-136c-16.1-3.1-26.6-18.8-23.5-34.9 17.8-91.6 106.8-151.6 198.3-133.8l472.3 95.8c19.9 3.9 37.2 15.3 48.5 32.1 11.4 16.8 15.5 37.1 11.6 57.1l-23.4 120.7zM309.5 284.1c-74.5 0-141.2 52.8-155.9 128.6-2.1 10.6 4.9 20.8 15.4 22.9l673.7 135 21.5-110.5c3.4-17.3-0.2-34.8-10-49.4-9.8-14.6-24.8-24.5-42-27.8l-472.3-95.8c-10.2-2-20.3-3-30.4-3z" fill="#333336" /><path d="M826.3 744H180.8c-11.3 0-20.5-9.2-20.5-20.5V671c0-19.2 15.6-34.8 34.8-34.8h631.2c11.3 0 20.5 9.2 20.5 20.5v66.8c0 11.4-9.2 20.5-20.5 20.5z" fill="#FFD632" /><path d="M827.7 749.2H179.5c-13.4 0-24.2-10.9-24.2-24.2v-56.2c0-20.7 16.9-37.6 37.6-37.6h634.9c13.4 0 24.2 10.9 24.2 24.2v69.5c-0.1 13.4-10.9 24.3-24.3 24.3zM192.8 641.4c-15.1 0-27.3 12.2-27.3 27.3v56.2c0 7.7 6.3 14 14 14h648.2c7.7 0 14-6.3 14-14v-69.5c0-7.7-6.3-14-14-14H192.8z" fill="#333336" /><path d="M813.9 541.6m-62 0a62 62 0 1 0 124 0 62 62 0 1 0-124 0Z" fill="#D8A128" /><path d="M813.9 608.7c-37 0-67.1-30.1-67.1-67.1s30.1-67.1 67.1-67.1 67.1 30.1 67.1 67.1-30.1 67.1-67.1 67.1z m0-124c-31.3 0-56.9 25.5-56.9 56.9s25.5 56.9 56.9 56.9c31.3 0 56.9-25.5 56.9-56.9s-25.6-56.9-56.9-56.9z" fill="#333336" /><path d="M813.9 541.6m-26.3 0a26.3 26.3 0 1 0 52.6 0 26.3 26.3 0 1 0-52.6 0Z" fill="#F2F0E7" /><path d="M813.9 573c-17.3 0-31.5-14.1-31.5-31.5 0-17.3 14.1-31.5 31.5-31.5 17.3 0 31.5 14.1 31.5 31.5-0.1 17.4-14.2 31.5-31.5 31.5z m0-52.6c-11.7 0-21.2 9.5-21.2 21.2s9.5 21.2 21.2 21.2 21.2-9.5 21.2-21.2-9.5-21.2-21.2-21.2z" fill="#333336" /><path d="M160.3 704v18.5c0 12.4 10.1 22.5 22.5 22.5h641.5c12.4 0 22.5-10.1 22.5-22.5V704H160.3z" fill="#68A240" /><path d="M824.3 750.1H182.8c-15.2 0-27.6-12.4-27.6-27.6v-23.6h696.7v23.6c0 15.2-12.4 27.6-27.6 27.6z m-658.8-40.9v13.3c0 9.6 7.8 17.4 17.4 17.4h641.5c9.6 0 17.4-7.8 17.4-17.4v-13.3H165.5z" fill="#333336" /></svg> </s>
Icon of Stapler
Stapler
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M191.6 404.7v145.9h34.3c1.1-12.3 11.4-21.9 23.9-21.9s22.9 9.6 23.9 21.9l439.2 21.9V467.2l-521.3-62.5z" fill="#D5D9CF" /><path d="M718.1 577.9l-449-22.4-0.4-4.5c-0.8-9.7-9.1-17.3-18.8-17.3s-18 7.6-18.8 17.3l-0.4 4.7h-44.1V398.9l531.6 63.7v115.3z m-440-32.2l429.7 21.5v-95.4l-511.1-61.2v135h24.9c3.3-12.6 14.9-21.9 28.3-21.9 13.4-0.2 25.1 9.3 28.2 22z" fill="#333336" /><path d="M627.6 531.8c0.8 5.4 1.2 10.9 1.2 16.6 0 46.1-28.6 85.6-69 101.6v33.3h254.1V531.8H627.6z" fill="#FFD632" /><path d="M819 688.5H554.7v-41.9l3.2-1.3c19.2-7.6 35.5-20.6 47.3-37.7 12.1-17.4 18.4-37.9 18.4-59.2 0-5.3-0.4-10.6-1.2-15.8l-0.9-5.9H819v161.8z m-254-10.3h243.8V536.9H633.4c0.4 3.8 0.6 7.6 0.6 11.4 0 23.4-7 45.9-20.3 65-12.3 17.7-29.1 31.5-48.8 40v24.9z" fill="#333336" /><path d="M321.2 661.6H191.6v-37.3c0-11.1 9-20.2 20.2-20.2H301c11.1 0 20.2 9 20.2 20.2v37.3z" fill="#D5D9CF" /><path d="M326.3 666.8H186.4V623c0-13.2 10.7-24 24-24h92c13.2 0 24 10.7 24 24v43.8z m-129.6-10.3h119.4V623c0-7.6-6.1-13.7-13.7-13.7h-92c-7.6 0-13.7 6.1-13.7 13.7v33.5z" fill="#333336" /><path d="M846.8 576.6l-678.7-136c-13.4-2.6-22.1-15.5-19.5-28.9 17.3-88.9 103.4-147 192.3-129.7l472.2 95.8c38.5 7.5 63.6 44.7 56.1 83.2l-22.4 115.6z" fill="#68A240" /><path d="M850.9 582.7l-5.1-1-678.7-136c-16.1-3.1-26.6-18.8-23.5-34.9 17.8-91.6 106.8-151.6 198.3-133.8l472.3 95.8c19.9 3.9 37.2 15.3 48.5 32.1 11.4 16.8 15.5 37.1 11.6 57.1l-23.4 120.7zM309.5 284.1c-74.5 0-141.2 52.8-155.9 128.6-2.1 10.6 4.9 20.8 15.4 22.9l673.7 135 21.5-110.5c3.4-17.3-0.2-34.8-10-49.4-9.8-14.6-24.8-24.5-42-27.8l-472.3-95.8c-10.2-2-20.3-3-30.4-3z" fill="#333336" /><path d="M826.3 744H180.8c-11.3 0-20.5-9.2-20.5-20.5V671c0-19.2 15.6-34.8 34.8-34.8h631.2c11.3 0 20.5 9.2 20.5 20.5v66.8c0 11.4-9.2 20.5-20.5 20.5z" fill="#FFD632" /><path d="M827.7 749.2H179.5c-13.4 0-24.2-10.9-24.2-24.2v-56.2c0-20.7 16.9-37.6 37.6-37.6h634.9c13.4 0 24.2 10.9 24.2 24.2v69.5c-0.1 13.4-10.9 24.3-24.3 24.3zM192.8 641.4c-15.1 0-27.3 12.2-27.3 27.3v56.2c0 7.7 6.3 14 14 14h648.2c7.7 0 14-6.3 14-14v-69.5c0-7.7-6.3-14-14-14H192.8z" fill="#333336" /><path d="M813.9 541.6m-62 0a62 62 0 1 0 124 0 62 62 0 1 0-124 0Z" fill="#D8A128" /><path d="M813.9 608.7c-37 0-67.1-30.1-67.1-67.1s30.1-67.1 67.1-67.1 67.1 30.1 67.1 67.1-30.1 67.1-67.1 67.1z m0-124c-31.3 0-56.9 25.5-56.9 56.9s25.5 56.9 56.9 56.9c31.3 0 56.9-25.5 56.9-56.9s-25.6-56.9-56.9-56.9z" fill="#333336" /><path d="M813.9 541.6m-26.3 0a26.3 26.3 0 1 0 52.6 0 26.3 26.3 0 1 0-52.6 0Z" fill="#F2F0E7" /><path d="M813.9 573c-17.3 0-31.5-14.1-31.5-31.5 0-17.3 14.1-31.5 31.5-31.5 17.3 0 31.5 14.1 31.5 31.5-0.1 17.4-14.2 31.5-31.5 31.5z m0-52.6c-11.7 0-21.2 9.5-21.2 21.2s9.5 21.2 21.2 21.2 21.2-9.5 21.2-21.2-9.5-21.2-21.2-21.2z" fill="#333336" /><path d="M160.3 704v18.5c0 12.4 10.1 22.5 22.5 22.5h641.5c12.4 0 22.5-10.1 22.5-22.5V704H160.3z" fill="#68A240" /><path d="M824.3 750.1H182.8c-15.2 0-27.6-12.4-27.6-27.6v-23.6h696.7v23.6c0 15.2-12.4 27.6-27.6 27.6z m-658.8-40.9v13.3c0 9.6 7.8 17.4 17.4 17.4h641.5c9.6 0 17.4-7.8 17.4-17.4v-13.3H165.5z" fill="#333336" /></svg>
true
"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"
<s>[INST] Icon of Genetic Algorithm here are the inputs Genetic Algorithm [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M416 425.6l78.4 44.8c9.6 6.4 16 16 16 27.2v91.2c0 11.2-6.4 22.4-16 27.2L416 662.4c-9.6 6.4-22.4 6.4-32 0l-78.4-44.8c-9.6-6.4-16-16-16-27.2v-91.2c0-11.2 6.4-22.4 16-27.2l78.4-44.8c9.6-8 22.4-8 32-1.6z" fill="#2F4BFF" /><path d="M643.2 267.2c-3.2-1.6-4.8-1.6-8 0l-67.2 38.4c-3.2 1.6-3.2 4.8-3.2 6.4v76.8c0 3.2 1.6 4.8 3.2 6.4l67.2 38.4c3.2 1.6 4.8 1.6 8 0l67.2-38.4c3.2-1.6 3.2-4.8 3.2-6.4v-76.8c0-3.2-1.6-4.8-3.2-6.4l-67.2-38.4z m9.6-12.8l67.2 38.4c8 4.8 12.8 12.8 12.8 20.8v76.8c0 8-4.8 16-12.8 20.8l-67.2 38.4c-8 4.8-16 4.8-24 0l-67.2-38.4c-8-4.8-12.8-12.8-12.8-20.8v-76.8c0-8 4.8-16 12.8-20.8l67.2-38.4c6.4-4.8 16-4.8 24 0zM688 691.2l-67.2 38.4v76.8l67.2 38.4 67.2-38.4v-76.8L688 691.2z m83.2 9.6c9.6 6.4 16 16 16 27.2v76.8c0 11.2-6.4 22.4-16 27.2L704 873.6c-9.6 6.4-22.4 6.4-32 0l-67.2-38.4c-9.6-6.4-16-16-16-27.2v-76.8c0-11.2 6.4-22.4 16-27.2l67.2-38.4c9.6-6.4 22.4-6.4 32 0l67.2 35.2zM176 169.6v44.8l40 22.4 40-22.4v-44.8l-40-22.4-40 22.4zM275.2 144c8 4.8 12.8 12.8 12.8 20.8v54.4c0 8-4.8 16-12.8 20.8l-48 27.2c-8 4.8-16 4.8-24 0l-48-27.2c-6.4-4.8-11.2-12.8-11.2-20.8v-54.4c0-8 4.8-16 12.8-20.8l48-27.2c8-4.8 16-4.8 24 0L275.2 144zM192 777.6l-48 27.2v54.4l48 27.2 48-27.2v-54.4l-48-27.2z m8-14.4l48 27.2c4.8 3.2 8 8 8 14.4v54.4c0 6.4-3.2 11.2-8 14.4l-48 27.2c-4.8 3.2-11.2 3.2-16 0l-48-27.2c-4.8-3.2-8-8-8-14.4v-54.4c0-6.4 3.2-11.2 8-14.4l48-27.2c4.8-3.2 11.2-3.2 16 0z" fill="#050D42" /><path d="M403.2 776l-62.4 62.4c-1.6 1.6-3.2 1.6-6.4 1.6h-88c-4.8 0-8-3.2-8-8s3.2-8 8-8h84.8l59.2-59.2v-68.8c0-4.8 3.2-8 8-8s8 3.2 8 8v64H576c4.8 0 8 3.2 8 8s-3.2 8-8 8H403.2z m-11.2-436.8l-108.8-94.4c-3.2-3.2-3.2-8-1.6-11.2 3.2-3.2 8-3.2 11.2-1.6l110.4 94.4H528c4.8 0 8 3.2 8 8s-3.2 8-8 8h-120V400c0 4.8-3.2 8-8 8s-8-3.2-8-8v-60.8zM800 728c-4.8 0-8-3.2-8-8s3.2-8 8-8h88c4.8 0 8 3.2 8 8s-3.2 8-8 8H800z m-49.6-435.2c-3.2 3.2-8 3.2-11.2 1.6-3.2-3.2-3.2-8-1.6-11.2l96-112c3.2-3.2 8-3.2 11.2-1.6 3.2 3.2 3.2 8 1.6 11.2l-96 112zM160 504c-4.8 0-8-3.2-8-8s3.2-8 8-8h112c4.8 0 8 3.2 8 8s-3.2 8-8 8h-112z m536 144c0 4.8-3.2 8-8 8s-8-3.2-8-8V544c0-4.8 3.2-8 8-8s8 3.2 8 8v104z" fill="#050D42" /></svg> </s>
Icon of Genetic Algorithm
Genetic Algorithm
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M416 425.6l78.4 44.8c9.6 6.4 16 16 16 27.2v91.2c0 11.2-6.4 22.4-16 27.2L416 662.4c-9.6 6.4-22.4 6.4-32 0l-78.4-44.8c-9.6-6.4-16-16-16-27.2v-91.2c0-11.2 6.4-22.4 16-27.2l78.4-44.8c9.6-8 22.4-8 32-1.6z" fill="#2F4BFF" /><path d="M643.2 267.2c-3.2-1.6-4.8-1.6-8 0l-67.2 38.4c-3.2 1.6-3.2 4.8-3.2 6.4v76.8c0 3.2 1.6 4.8 3.2 6.4l67.2 38.4c3.2 1.6 4.8 1.6 8 0l67.2-38.4c3.2-1.6 3.2-4.8 3.2-6.4v-76.8c0-3.2-1.6-4.8-3.2-6.4l-67.2-38.4z m9.6-12.8l67.2 38.4c8 4.8 12.8 12.8 12.8 20.8v76.8c0 8-4.8 16-12.8 20.8l-67.2 38.4c-8 4.8-16 4.8-24 0l-67.2-38.4c-8-4.8-12.8-12.8-12.8-20.8v-76.8c0-8 4.8-16 12.8-20.8l67.2-38.4c6.4-4.8 16-4.8 24 0zM688 691.2l-67.2 38.4v76.8l67.2 38.4 67.2-38.4v-76.8L688 691.2z m83.2 9.6c9.6 6.4 16 16 16 27.2v76.8c0 11.2-6.4 22.4-16 27.2L704 873.6c-9.6 6.4-22.4 6.4-32 0l-67.2-38.4c-9.6-6.4-16-16-16-27.2v-76.8c0-11.2 6.4-22.4 16-27.2l67.2-38.4c9.6-6.4 22.4-6.4 32 0l67.2 35.2zM176 169.6v44.8l40 22.4 40-22.4v-44.8l-40-22.4-40 22.4zM275.2 144c8 4.8 12.8 12.8 12.8 20.8v54.4c0 8-4.8 16-12.8 20.8l-48 27.2c-8 4.8-16 4.8-24 0l-48-27.2c-6.4-4.8-11.2-12.8-11.2-20.8v-54.4c0-8 4.8-16 12.8-20.8l48-27.2c8-4.8 16-4.8 24 0L275.2 144zM192 777.6l-48 27.2v54.4l48 27.2 48-27.2v-54.4l-48-27.2z m8-14.4l48 27.2c4.8 3.2 8 8 8 14.4v54.4c0 6.4-3.2 11.2-8 14.4l-48 27.2c-4.8 3.2-11.2 3.2-16 0l-48-27.2c-4.8-3.2-8-8-8-14.4v-54.4c0-6.4 3.2-11.2 8-14.4l48-27.2c4.8-3.2 11.2-3.2 16 0z" fill="#050D42" /><path d="M403.2 776l-62.4 62.4c-1.6 1.6-3.2 1.6-6.4 1.6h-88c-4.8 0-8-3.2-8-8s3.2-8 8-8h84.8l59.2-59.2v-68.8c0-4.8 3.2-8 8-8s8 3.2 8 8v64H576c4.8 0 8 3.2 8 8s-3.2 8-8 8H403.2z m-11.2-436.8l-108.8-94.4c-3.2-3.2-3.2-8-1.6-11.2 3.2-3.2 8-3.2 11.2-1.6l110.4 94.4H528c4.8 0 8 3.2 8 8s-3.2 8-8 8h-120V400c0 4.8-3.2 8-8 8s-8-3.2-8-8v-60.8zM800 728c-4.8 0-8-3.2-8-8s3.2-8 8-8h88c4.8 0 8 3.2 8 8s-3.2 8-8 8H800z m-49.6-435.2c-3.2 3.2-8 3.2-11.2 1.6-3.2-3.2-3.2-8-1.6-11.2l96-112c3.2-3.2 8-3.2 11.2-1.6 3.2 3.2 3.2 8 1.6 11.2l-96 112zM160 504c-4.8 0-8-3.2-8-8s3.2-8 8-8h112c4.8 0 8 3.2 8 8s-3.2 8-8 8h-112z m536 144c0 4.8-3.2 8-8 8s-8-3.2-8-8V544c0-4.8 3.2-8 8-8s8 3.2 8 8v104z" fill="#050D42" /></svg>
true
"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"
<s>[INST] Icon of Genetic Data here are the inputs Genetic Data [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M512 960c-92.8 0-160-200-160-448S419.2 64 512 64s160 200 160 448-67.2 448-160 448z m0-32c65.6 0 128-185.6 128-416S577.6 96 512 96s-128 185.6-128 416 62.4 416 128 416z" fill="#050D42" /><path d="M124.8 736c-48-80 92.8-238.4 307.2-363.2S852.8 208 899.2 288 806.4 526.4 592 651.2 171.2 816 124.8 736z m27.2-16c33.6 57.6 225.6 17.6 424-97.6S905.6 361.6 872 304 646.4 286.4 448 401.6 118.4 662.4 152 720z" fill="#050D42" /><path d="M899.2 736c-46.4 80-254.4 38.4-467.2-84.8S76.8 368 124.8 288s254.4-38.4 467.2 84.8S947.2 656 899.2 736z m-27.2-16c33.6-57.6-97.6-203.2-296-318.4S184 246.4 152 304 249.6 507.2 448 622.4s392 155.2 424 97.6z" fill="#050D42" /><path d="M512 592c-44.8 0-80-35.2-80-80s35.2-80 80-80 80 35.2 80 80-35.2 80-80 80zM272 312c-27.2 0-48-20.8-48-48s20.8-48 48-48 48 20.8 48 48-20.8 48-48 48zM416 880c-27.2 0-48-20.8-48-48s20.8-48 48-48 48 20.8 48 48-20.8 48-48 48z m448-432c-27.2 0-48-20.8-48-48s20.8-48 48-48 48 20.8 48 48-20.8 48-48 48z" fill="#2F4BFF" /></svg> </s>
Icon of Genetic Data
Genetic Data
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M512 960c-92.8 0-160-200-160-448S419.2 64 512 64s160 200 160 448-67.2 448-160 448z m0-32c65.6 0 128-185.6 128-416S577.6 96 512 96s-128 185.6-128 416 62.4 416 128 416z" fill="#050D42" /><path d="M124.8 736c-48-80 92.8-238.4 307.2-363.2S852.8 208 899.2 288 806.4 526.4 592 651.2 171.2 816 124.8 736z m27.2-16c33.6 57.6 225.6 17.6 424-97.6S905.6 361.6 872 304 646.4 286.4 448 401.6 118.4 662.4 152 720z" fill="#050D42" /><path d="M899.2 736c-46.4 80-254.4 38.4-467.2-84.8S76.8 368 124.8 288s254.4-38.4 467.2 84.8S947.2 656 899.2 736z m-27.2-16c33.6-57.6-97.6-203.2-296-318.4S184 246.4 152 304 249.6 507.2 448 622.4s392 155.2 424 97.6z" fill="#050D42" /><path d="M512 592c-44.8 0-80-35.2-80-80s35.2-80 80-80 80 35.2 80 80-35.2 80-80 80zM272 312c-27.2 0-48-20.8-48-48s20.8-48 48-48 48 20.8 48 48-20.8 48-48 48zM416 880c-27.2 0-48-20.8-48-48s20.8-48 48-48 48 20.8 48 48-20.8 48-48 48z m448-432c-27.2 0-48-20.8-48-48s20.8-48 48-48 48 20.8 48 48-20.8 48-48 48z" fill="#2F4BFF" /></svg>
true
"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"
<s>[INST] Icon of Ribosome here are the inputs Ribosome [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M432 768h208v32H432v104c0 9.6-6.4 16-16 16s-16-6.4-16-16V672c0-9.6 6.4-16 16-16s16 6.4 16 16v96z m96-416c9.6 0 16 6.4 16 16s-6.4 16-16 16H336c-9.6 0-16-6.4-16-16s6.4-16 16-16h192z m352 0c9.6 0 16 6.4 16 16s-6.4 16-16 16h-96c-9.6 0-16-6.4-16-16s6.4-16 16-16h96zM624 160c0-9.6 6.4-16 16-16s16 6.4 16 16v112c0 9.6-6.4 16-16 16s-16-6.4-16-16v-112z m-67.2 102.4c6.4 6.4 6.4 16 0 22.4-6.4 6.4-16 6.4-22.4 0l-67.2-67.2c-6.4-6.4-6.4-16 0-22.4 6.4-6.4 16-6.4 22.4 0l67.2 67.2z m24 182.4c6.4-6.4 16-4.8 22.4 1.6 6.4 6.4 4.8 16-1.6 22.4l-432 392c-6.4 6.4-16 4.8-22.4-1.6s-4.8-16 1.6-22.4l432-392z m-169.6 136l-22.4 22.4-96-96 22.4-22.4 96 96zM640 112c9.6 0 16 6.4 16 16s-6.4 16-16 16h-96c-9.6 0-16-6.4-16-16s6.4-16 16-16h96z" fill="#050D42" /><path d="M640 528c-88 0-160-72-160-160s72-160 160-160 160 72 160 160-72 160-160 160zM160 880c-17.6 0-32-14.4-32-32s14.4-32 32-32 32 14.4 32 32-14.4 32-32 32z m400-64c-17.6 0-32-14.4-32-32s14.4-32 32-32 32 14.4 32 32-14.4 32-32 32z m80 0c-17.6 0-32-14.4-32-32s14.4-32 32-32 32 14.4 32 32-14.4 32-32 32z m-224 0c-17.6 0-32-14.4-32-32s14.4-32 32-32 32 14.4 32 32-14.4 32-32 32z m0 112c-17.6 0-32-14.4-32-32s14.4-32 32-32 32 14.4 32 32-14.4 32-32 32z m83.2-745.6c12.8 12.8 12.8 32 0 44.8-12.8 12.8-32 12.8-44.8 0-12.8-12.8-12.8-32 0-44.8 12.8-12.8 33.6-12.8 44.8 0zM416 704c-44.8 0-80-35.2-80-80s35.2-80 80-80 80 35.2 80 80-35.2 80-80 80z m224-544c-17.6 0-32-14.4-32-32s14.4-32 32-32 32 14.4 32 32-14.4 32-32 32zM320 400c-17.6 0-32-14.4-32-32s14.4-32 32-32 32 14.4 32 32-14.4 32-32 32z m-16 128c-17.6 0-32-14.4-32-32s14.4-32 32-32 32 14.4 32 32-14.4 32-32 32z m-24 240c-17.6 0-32-14.4-32-32s14.4-32 32-32 32 14.4 32 32-14.4 32-32 32z" fill="#2F4BFF" /></svg> </s>
Icon of Ribosome
Ribosome
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M432 768h208v32H432v104c0 9.6-6.4 16-16 16s-16-6.4-16-16V672c0-9.6 6.4-16 16-16s16 6.4 16 16v96z m96-416c9.6 0 16 6.4 16 16s-6.4 16-16 16H336c-9.6 0-16-6.4-16-16s6.4-16 16-16h192z m352 0c9.6 0 16 6.4 16 16s-6.4 16-16 16h-96c-9.6 0-16-6.4-16-16s6.4-16 16-16h96zM624 160c0-9.6 6.4-16 16-16s16 6.4 16 16v112c0 9.6-6.4 16-16 16s-16-6.4-16-16v-112z m-67.2 102.4c6.4 6.4 6.4 16 0 22.4-6.4 6.4-16 6.4-22.4 0l-67.2-67.2c-6.4-6.4-6.4-16 0-22.4 6.4-6.4 16-6.4 22.4 0l67.2 67.2z m24 182.4c6.4-6.4 16-4.8 22.4 1.6 6.4 6.4 4.8 16-1.6 22.4l-432 392c-6.4 6.4-16 4.8-22.4-1.6s-4.8-16 1.6-22.4l432-392z m-169.6 136l-22.4 22.4-96-96 22.4-22.4 96 96zM640 112c9.6 0 16 6.4 16 16s-6.4 16-16 16h-96c-9.6 0-16-6.4-16-16s6.4-16 16-16h96z" fill="#050D42" /><path d="M640 528c-88 0-160-72-160-160s72-160 160-160 160 72 160 160-72 160-160 160zM160 880c-17.6 0-32-14.4-32-32s14.4-32 32-32 32 14.4 32 32-14.4 32-32 32z m400-64c-17.6 0-32-14.4-32-32s14.4-32 32-32 32 14.4 32 32-14.4 32-32 32z m80 0c-17.6 0-32-14.4-32-32s14.4-32 32-32 32 14.4 32 32-14.4 32-32 32z m-224 0c-17.6 0-32-14.4-32-32s14.4-32 32-32 32 14.4 32 32-14.4 32-32 32z m0 112c-17.6 0-32-14.4-32-32s14.4-32 32-32 32 14.4 32 32-14.4 32-32 32z m83.2-745.6c12.8 12.8 12.8 32 0 44.8-12.8 12.8-32 12.8-44.8 0-12.8-12.8-12.8-32 0-44.8 12.8-12.8 33.6-12.8 44.8 0zM416 704c-44.8 0-80-35.2-80-80s35.2-80 80-80 80 35.2 80 80-35.2 80-80 80z m224-544c-17.6 0-32-14.4-32-32s14.4-32 32-32 32 14.4 32 32-14.4 32-32 32zM320 400c-17.6 0-32-14.4-32-32s14.4-32 32-32 32 14.4 32 32-14.4 32-32 32z m-16 128c-17.6 0-32-14.4-32-32s14.4-32 32-32 32 14.4 32 32-14.4 32-32 32z m-24 240c-17.6 0-32-14.4-32-32s14.4-32 32-32 32 14.4 32 32-14.4 32-32 32z" fill="#2F4BFF" /></svg>
true
"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"
<s>[INST] Icon of Protein here are the inputs Protein [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M512 960C264 960 64 760 64 512S264 64 512 64s448 200 448 448-200 448-448 448z m0-32c230.4 0 416-185.6 416-416S742.4 96 512 96 96 281.6 96 512s185.6 416 416 416z" fill="#050D42" /><path d="M470.4 654.4c-1.6-1.6-3.2-6.4-6.4-9.6-6.4 8-9.6 14.4-11.2 16-9.6 14.4-19.2 27.2-27.2 36.8 20.8-3.2 40-9.6 59.2-19.2-4.8-6.4-9.6-14.4-14.4-24z m-99.2 9.6c8-11.2 17.6-22.4 28.8-40 1.6-3.2 22.4-32 30.4-44.8-8-17.6-16-40-25.6-70.4 0-1.6 0-1.6-1.6-3.2-1.6-3.2-1.6-6.4-3.2-9.6-11.2 4.8-33.6 14.4-38.4 16-16 6.4-27.2 11.2-38.4 16-8 3.2-16 6.4-22.4 9.6-36.8 17.6-59.2 36.8-70.4 57.6 22.4 48 57.6 83.2 94.4 92.8l19.2 4.8c8-6.4 17.6-16 27.2-28.8z m-96-182.4c8-3.2 16-6.4 24-11.2 11.2-4.8 24-9.6 40-16 3.2-1.6 30.4-12.8 40-16-11.2-25.6-19.2-41.6-30.4-56-9.6-12.8-20.8-19.2-33.6-20.8 1.6 16 6.4 30.4 16 43.2 11.2 14.4 8 33.6-4.8 44.8-14.4 11.2-33.6 8-44.8-4.8-14.4-17.6-22.4-38.4-27.2-59.2-36.8 28.8-51.2 78.4-43.2 139.2 16-17.6 36.8-32 64-43.2z m246.4 249.6c-46.4 28.8-97.6 36.8-163.2 28.8-19.2 9.6-38.4 12.8-60.8 8-67.2-14.4-120-62.4-132.8-120-3.2-16-3.2-30.4-1.6-46.4-38.4-105.6-22.4-235.2 78.4-286.4 4.8-1.6 8-4.8 12.8-6.4 9.6-38.4 30.4-75.2 60.8-105.6 73.6-75.2 176-83.2 259.2-3.2 68.8 67.2 73.6 132.8 19.2 188.8-28.8 28.8-68.8 52.8-134.4 81.6l4.8 14.4c0 1.6 0 1.6 1.6 3.2 3.2 11.2 8 20.8 11.2 30.4 56-65.6 108.8-97.6 179.2-97.6 211.2 0 281.6 246.4 113.6 355.2-70.4 44.8-131.2 48-187.2 12.8-22.4-11.2-41.6-30.4-60.8-57.6z m-124.8-390.4c16 19.2 27.2 40 41.6 72 56-25.6 89.6-44.8 110.4-67.2 28.8-28.8 27.2-56-17.6-97.6-56-54.4-120-49.6-169.6 1.6-14.4 14.4-25.6 32-33.6 49.6 24 3.2 48 17.6 68.8 41.6zM512 600c1.6 1.6 11.2 17.6 12.8 22.4 3.2 4.8 6.4 9.6 9.6 16 11.2-11.2 20.8-24 32-40 43.2-60.8 112-72 156.8-32 46.4 40 41.6 108.8-16 148.8-14.4 9.6-35.2 6.4-44.8-8-9.6-14.4-6.4-35.2 8-44.8 24-17.6 25.6-35.2 11.2-48-16-14.4-40-9.6-62.4 20.8-16 22.4-30.4 40-46.4 57.6 54.4 70.4 94.4 78.4 163.2 33.6 115.2-73.6 68.8-236.8-78.4-236.8-54.4 0-97.6 30.4-150.4 99.2 0 3.2 1.6 6.4 4.8 11.2z" fill="#2F4BFF" /><path d="M491.2 673.6l4.8 6.4-6.4 4.8c-19.2 11.2-40 17.6-62.4 20.8l-19.2 1.6 11.2-14.4c8-9.6 16-20.8 27.2-36.8 1.6-1.6 1.6-1.6 3.2-4.8 3.2-4.8 3.2-4.8 8-11.2l6.4-9.6 6.4 11.2c3.2 6.4 4.8 8 6.4 9.6 4.8 8 9.6 16 14.4 22.4z m-27.2-12.8c-3.2 3.2-3.2 3.2-3.2 6.4-4.8 8-9.6 14.4-14.4 20.8 9.6-3.2 19.2-6.4 28.8-11.2-4.8-6.4-8-11.2-11.2-16 0-1.6 0 0 0 0z m-115.2 38.4l-3.2 3.2h-3.2l-19.2-4.8c-38.4-9.6-75.2-46.4-99.2-96l-1.6-3.2 1.6-3.2c11.2-22.4 36.8-43.2 73.6-60.8 6.4-3.2 14.4-6.4 22.4-9.6 11.2-4.8 22.4-9.6 38.4-16 1.6 0 19.2-8 20.8-8 8-3.2 12.8-4.8 17.6-6.4l8-3.2 3.2 8c1.6 3.2 1.6 6.4 3.2 9.6v3.2c11.2 32 19.2 52.8 25.6 68.8l1.6 4.8-3.2 3.2c-3.2 4.8-8 11.2-12.8 19.2-4.8 6.4-16 24-17.6 24-12.8 17.6-20.8 30.4-30.4 40-8 9.6-16 19.2-25.6 27.2z m16-40c8-9.6 17.6-22.4 28.8-40 0 0 12.8-17.6 17.6-24 4.8-6.4 8-11.2 11.2-16-6.4-16-14.4-36.8-24-65.6v-3.2-1.6c-3.2 1.6-6.4 1.6-9.6 3.2-1.6 0-19.2 8-20.8 8-16 6.4-27.2 11.2-38.4 16-8 3.2-16 6.4-22.4 9.6-32 14.4-54.4 32-64 49.6 22.4 44.8 54.4 76.8 86.4 84.8 4.8 1.6 9.6 1.6 14.4 3.2 4.8-4.8 12.8-12.8 20.8-24z m-150.4-129.6l-11.2 9.6-1.6-14.4c-9.6-62.4 6.4-115.2 46.4-145.6l9.6-8 3.2 12.8c4.8 20.8 12.8 40 25.6 56 8 11.2 24 12.8 33.6 4.8s12.8-24 4.8-33.6c-9.6-12.8-16-28.8-17.6-46.4v-9.6l9.6 1.6c14.4 1.6 27.2 9.6 40 24 11.2 14.4 20.8 30.4 32 57.6l3.2 8-8 3.2c-3.2 1.6-9.6 3.2-19.2 8-1.6 0-19.2 8-20.8 8-16 6.4-28.8 11.2-40 16-8 3.2-16 8-24 11.2-27.2 6.4-48 20.8-65.6 36.8z m57.6-56c8-3.2 16-6.4 24-11.2-9.6-1.6-17.6-6.4-22.4-14.4-11.2-14.4-20.8-32-25.6-49.6-24 25.6-35.2 62.4-32 108.8 16-12.8 33.6-24 56-33.6z m84.8-35.2c4.8-1.6 8-3.2 11.2-4.8-9.6-20.8-17.6-35.2-27.2-46.4-6.4-8-12.8-12.8-17.6-14.4 1.6 9.6 6.4 19.2 12.8 27.2 11.2 14.4 11.2 32 1.6 46.4 4.8-3.2 19.2-8 19.2-8z m160 286.4l6.4-3.2 4.8 6.4c20.8 27.2 38.4 44.8 60.8 59.2 52.8 33.6 110.4 30.4 177.6-12.8C928 667.2 856 432 656 432c-65.6 0-116.8 28.8-172.8 94.4l-9.6 11.2-4.8-12.8c-3.2-9.6-6.4-19.2-11.2-30.4v-3.2l-4.8-14.4-3.2-6.4 6.4-3.2c67.2-28.8 104-52.8 131.2-80 51.2-52.8 46.4-115.2-19.2-177.6-76.8-73.6-176-70.4-248 3.2-28.8 28.8-49.6 65.6-57.6 102.4l-1.6 3.2-3.2 1.6c-4.8 1.6-8 3.2-12.8 6.4-89.6 44.8-116.8 163.2-75.2 276.8v3.2c-3.2 14.4-1.6 28.8 1.6 43.2 11.2 54.4 62.4 99.2 126.4 113.6 19.2 4.8 38.4 1.6 56-6.4l1.6-1.6h3.2c64 4.8 113.6-3.2 158.4-30.4zM360 768c-20.8 9.6-41.6 11.2-64 6.4-70.4-14.4-126.4-65.6-139.2-126.4-3.2-16-3.2-32-1.6-46.4-43.2-118.4-14.4-244.8 83.2-292.8l9.6-4.8c9.6-38.4 32-75.2 60.8-105.6 80-80 187.2-83.2 270.4-3.2 72 68.8 78.4 140.8 19.2 200-28.8 28.8-65.6 51.2-129.6 81.6 0 1.6 1.6 4.8 3.2 6.4l1.6 3.2c1.6 6.4 4.8 12.8 6.4 17.6 56-62.4 108.8-89.6 176-89.6 216 0 294.4 256 118.4 369.6-72 46.4-137.6 51.2-195.2 12.8-22.4-14.4-40-32-59.2-56-46.4 27.2-97.6 35.2-160 27.2z m30.4-422.4c-19.2-22.4-41.6-35.2-65.6-40l-11.2-1.6 4.8-9.6c8-19.2 20.8-36.8 35.2-51.2 54.4-56 123.2-57.6 180.8-1.6 46.4 44.8 51.2 75.2 17.6 110.4-22.4 22.4-56 43.2-113.6 68.8l-8 3.2V416c-12.8-32-24-51.2-40-70.4z m12.8-9.6c16 17.6 27.2 38.4 38.4 65.6 51.2-24 81.6-41.6 100.8-62.4 25.6-27.2 22.4-48-17.6-86.4-51.2-49.6-110.4-48-158.4 1.6-11.2 11.2-20.8 24-28.8 38.4 24 6.4 46.4 20.8 65.6 43.2z m94.4 256l-1.6-4.8 3.2-4.8c56-73.6 100.8-102.4 156.8-102.4 152 0 206.4 172.8 83.2 251.2-73.6 48-118.4 38.4-174.4-35.2l-4.8-4.8 4.8-4.8c16-16 30.4-33.6 46.4-56 24-33.6 52.8-41.6 75.2-22.4 19.2 17.6 16 41.6-11.2 60.8-11.2 8-12.8 22.4-6.4 33.6 8 11.2 22.4 12.8 33.6 6.4 52.8-36.8 59.2-99.2 16-136s-105.6-25.6-145.6 30.4c-11.2 16-20.8 28.8-32 40l-6.4 8-6.4-9.6c-3.2-4.8-6.4-9.6-9.6-16-1.6-1.6-3.2-3.2-6.4-9.6-4.8-8-4.8-8-6.4-11.2v-1.6c-3.2-3.2-4.8-8-8-11.2z m20.8 3.2c3.2 4.8 3.2 4.8 8 12.8 3.2 6.4 4.8 8 6.4 9.6 1.6 1.6 3.2 4.8 3.2 6.4 8-9.6 16-19.2 24-30.4 44.8-64 118.4-78.4 169.6-33.6 51.2 44.8 44.8 118.4-17.6 161.6-17.6 12.8-43.2 8-56-9.6-12.8-17.6-8-43.2 9.6-56 19.2-12.8 20.8-25.6 9.6-35.2-12.8-11.2-32-6.4-51.2 19.2-14.4 20.8-28.8 38.4-43.2 52.8 49.6 62.4 84.8 67.2 148.8 27.2 110.4-72 62.4-224-73.6-224-49.6 0-89.6 27.2-140.8 92.8 0 1.6 1.6 4.8 3.2 6.4z" fill="#050D42" /></svg> </s>
Icon of Protein
Protein
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M512 960C264 960 64 760 64 512S264 64 512 64s448 200 448 448-200 448-448 448z m0-32c230.4 0 416-185.6 416-416S742.4 96 512 96 96 281.6 96 512s185.6 416 416 416z" fill="#050D42" /><path d="M470.4 654.4c-1.6-1.6-3.2-6.4-6.4-9.6-6.4 8-9.6 14.4-11.2 16-9.6 14.4-19.2 27.2-27.2 36.8 20.8-3.2 40-9.6 59.2-19.2-4.8-6.4-9.6-14.4-14.4-24z m-99.2 9.6c8-11.2 17.6-22.4 28.8-40 1.6-3.2 22.4-32 30.4-44.8-8-17.6-16-40-25.6-70.4 0-1.6 0-1.6-1.6-3.2-1.6-3.2-1.6-6.4-3.2-9.6-11.2 4.8-33.6 14.4-38.4 16-16 6.4-27.2 11.2-38.4 16-8 3.2-16 6.4-22.4 9.6-36.8 17.6-59.2 36.8-70.4 57.6 22.4 48 57.6 83.2 94.4 92.8l19.2 4.8c8-6.4 17.6-16 27.2-28.8z m-96-182.4c8-3.2 16-6.4 24-11.2 11.2-4.8 24-9.6 40-16 3.2-1.6 30.4-12.8 40-16-11.2-25.6-19.2-41.6-30.4-56-9.6-12.8-20.8-19.2-33.6-20.8 1.6 16 6.4 30.4 16 43.2 11.2 14.4 8 33.6-4.8 44.8-14.4 11.2-33.6 8-44.8-4.8-14.4-17.6-22.4-38.4-27.2-59.2-36.8 28.8-51.2 78.4-43.2 139.2 16-17.6 36.8-32 64-43.2z m246.4 249.6c-46.4 28.8-97.6 36.8-163.2 28.8-19.2 9.6-38.4 12.8-60.8 8-67.2-14.4-120-62.4-132.8-120-3.2-16-3.2-30.4-1.6-46.4-38.4-105.6-22.4-235.2 78.4-286.4 4.8-1.6 8-4.8 12.8-6.4 9.6-38.4 30.4-75.2 60.8-105.6 73.6-75.2 176-83.2 259.2-3.2 68.8 67.2 73.6 132.8 19.2 188.8-28.8 28.8-68.8 52.8-134.4 81.6l4.8 14.4c0 1.6 0 1.6 1.6 3.2 3.2 11.2 8 20.8 11.2 30.4 56-65.6 108.8-97.6 179.2-97.6 211.2 0 281.6 246.4 113.6 355.2-70.4 44.8-131.2 48-187.2 12.8-22.4-11.2-41.6-30.4-60.8-57.6z m-124.8-390.4c16 19.2 27.2 40 41.6 72 56-25.6 89.6-44.8 110.4-67.2 28.8-28.8 27.2-56-17.6-97.6-56-54.4-120-49.6-169.6 1.6-14.4 14.4-25.6 32-33.6 49.6 24 3.2 48 17.6 68.8 41.6zM512 600c1.6 1.6 11.2 17.6 12.8 22.4 3.2 4.8 6.4 9.6 9.6 16 11.2-11.2 20.8-24 32-40 43.2-60.8 112-72 156.8-32 46.4 40 41.6 108.8-16 148.8-14.4 9.6-35.2 6.4-44.8-8-9.6-14.4-6.4-35.2 8-44.8 24-17.6 25.6-35.2 11.2-48-16-14.4-40-9.6-62.4 20.8-16 22.4-30.4 40-46.4 57.6 54.4 70.4 94.4 78.4 163.2 33.6 115.2-73.6 68.8-236.8-78.4-236.8-54.4 0-97.6 30.4-150.4 99.2 0 3.2 1.6 6.4 4.8 11.2z" fill="#2F4BFF" /><path d="M491.2 673.6l4.8 6.4-6.4 4.8c-19.2 11.2-40 17.6-62.4 20.8l-19.2 1.6 11.2-14.4c8-9.6 16-20.8 27.2-36.8 1.6-1.6 1.6-1.6 3.2-4.8 3.2-4.8 3.2-4.8 8-11.2l6.4-9.6 6.4 11.2c3.2 6.4 4.8 8 6.4 9.6 4.8 8 9.6 16 14.4 22.4z m-27.2-12.8c-3.2 3.2-3.2 3.2-3.2 6.4-4.8 8-9.6 14.4-14.4 20.8 9.6-3.2 19.2-6.4 28.8-11.2-4.8-6.4-8-11.2-11.2-16 0-1.6 0 0 0 0z m-115.2 38.4l-3.2 3.2h-3.2l-19.2-4.8c-38.4-9.6-75.2-46.4-99.2-96l-1.6-3.2 1.6-3.2c11.2-22.4 36.8-43.2 73.6-60.8 6.4-3.2 14.4-6.4 22.4-9.6 11.2-4.8 22.4-9.6 38.4-16 1.6 0 19.2-8 20.8-8 8-3.2 12.8-4.8 17.6-6.4l8-3.2 3.2 8c1.6 3.2 1.6 6.4 3.2 9.6v3.2c11.2 32 19.2 52.8 25.6 68.8l1.6 4.8-3.2 3.2c-3.2 4.8-8 11.2-12.8 19.2-4.8 6.4-16 24-17.6 24-12.8 17.6-20.8 30.4-30.4 40-8 9.6-16 19.2-25.6 27.2z m16-40c8-9.6 17.6-22.4 28.8-40 0 0 12.8-17.6 17.6-24 4.8-6.4 8-11.2 11.2-16-6.4-16-14.4-36.8-24-65.6v-3.2-1.6c-3.2 1.6-6.4 1.6-9.6 3.2-1.6 0-19.2 8-20.8 8-16 6.4-27.2 11.2-38.4 16-8 3.2-16 6.4-22.4 9.6-32 14.4-54.4 32-64 49.6 22.4 44.8 54.4 76.8 86.4 84.8 4.8 1.6 9.6 1.6 14.4 3.2 4.8-4.8 12.8-12.8 20.8-24z m-150.4-129.6l-11.2 9.6-1.6-14.4c-9.6-62.4 6.4-115.2 46.4-145.6l9.6-8 3.2 12.8c4.8 20.8 12.8 40 25.6 56 8 11.2 24 12.8 33.6 4.8s12.8-24 4.8-33.6c-9.6-12.8-16-28.8-17.6-46.4v-9.6l9.6 1.6c14.4 1.6 27.2 9.6 40 24 11.2 14.4 20.8 30.4 32 57.6l3.2 8-8 3.2c-3.2 1.6-9.6 3.2-19.2 8-1.6 0-19.2 8-20.8 8-16 6.4-28.8 11.2-40 16-8 3.2-16 8-24 11.2-27.2 6.4-48 20.8-65.6 36.8z m57.6-56c8-3.2 16-6.4 24-11.2-9.6-1.6-17.6-6.4-22.4-14.4-11.2-14.4-20.8-32-25.6-49.6-24 25.6-35.2 62.4-32 108.8 16-12.8 33.6-24 56-33.6z m84.8-35.2c4.8-1.6 8-3.2 11.2-4.8-9.6-20.8-17.6-35.2-27.2-46.4-6.4-8-12.8-12.8-17.6-14.4 1.6 9.6 6.4 19.2 12.8 27.2 11.2 14.4 11.2 32 1.6 46.4 4.8-3.2 19.2-8 19.2-8z m160 286.4l6.4-3.2 4.8 6.4c20.8 27.2 38.4 44.8 60.8 59.2 52.8 33.6 110.4 30.4 177.6-12.8C928 667.2 856 432 656 432c-65.6 0-116.8 28.8-172.8 94.4l-9.6 11.2-4.8-12.8c-3.2-9.6-6.4-19.2-11.2-30.4v-3.2l-4.8-14.4-3.2-6.4 6.4-3.2c67.2-28.8 104-52.8 131.2-80 51.2-52.8 46.4-115.2-19.2-177.6-76.8-73.6-176-70.4-248 3.2-28.8 28.8-49.6 65.6-57.6 102.4l-1.6 3.2-3.2 1.6c-4.8 1.6-8 3.2-12.8 6.4-89.6 44.8-116.8 163.2-75.2 276.8v3.2c-3.2 14.4-1.6 28.8 1.6 43.2 11.2 54.4 62.4 99.2 126.4 113.6 19.2 4.8 38.4 1.6 56-6.4l1.6-1.6h3.2c64 4.8 113.6-3.2 158.4-30.4zM360 768c-20.8 9.6-41.6 11.2-64 6.4-70.4-14.4-126.4-65.6-139.2-126.4-3.2-16-3.2-32-1.6-46.4-43.2-118.4-14.4-244.8 83.2-292.8l9.6-4.8c9.6-38.4 32-75.2 60.8-105.6 80-80 187.2-83.2 270.4-3.2 72 68.8 78.4 140.8 19.2 200-28.8 28.8-65.6 51.2-129.6 81.6 0 1.6 1.6 4.8 3.2 6.4l1.6 3.2c1.6 6.4 4.8 12.8 6.4 17.6 56-62.4 108.8-89.6 176-89.6 216 0 294.4 256 118.4 369.6-72 46.4-137.6 51.2-195.2 12.8-22.4-14.4-40-32-59.2-56-46.4 27.2-97.6 35.2-160 27.2z m30.4-422.4c-19.2-22.4-41.6-35.2-65.6-40l-11.2-1.6 4.8-9.6c8-19.2 20.8-36.8 35.2-51.2 54.4-56 123.2-57.6 180.8-1.6 46.4 44.8 51.2 75.2 17.6 110.4-22.4 22.4-56 43.2-113.6 68.8l-8 3.2V416c-12.8-32-24-51.2-40-70.4z m12.8-9.6c16 17.6 27.2 38.4 38.4 65.6 51.2-24 81.6-41.6 100.8-62.4 25.6-27.2 22.4-48-17.6-86.4-51.2-49.6-110.4-48-158.4 1.6-11.2 11.2-20.8 24-28.8 38.4 24 6.4 46.4 20.8 65.6 43.2z m94.4 256l-1.6-4.8 3.2-4.8c56-73.6 100.8-102.4 156.8-102.4 152 0 206.4 172.8 83.2 251.2-73.6 48-118.4 38.4-174.4-35.2l-4.8-4.8 4.8-4.8c16-16 30.4-33.6 46.4-56 24-33.6 52.8-41.6 75.2-22.4 19.2 17.6 16 41.6-11.2 60.8-11.2 8-12.8 22.4-6.4 33.6 8 11.2 22.4 12.8 33.6 6.4 52.8-36.8 59.2-99.2 16-136s-105.6-25.6-145.6 30.4c-11.2 16-20.8 28.8-32 40l-6.4 8-6.4-9.6c-3.2-4.8-6.4-9.6-9.6-16-1.6-1.6-3.2-3.2-6.4-9.6-4.8-8-4.8-8-6.4-11.2v-1.6c-3.2-3.2-4.8-8-8-11.2z m20.8 3.2c3.2 4.8 3.2 4.8 8 12.8 3.2 6.4 4.8 8 6.4 9.6 1.6 1.6 3.2 4.8 3.2 6.4 8-9.6 16-19.2 24-30.4 44.8-64 118.4-78.4 169.6-33.6 51.2 44.8 44.8 118.4-17.6 161.6-17.6 12.8-43.2 8-56-9.6-12.8-17.6-8-43.2 9.6-56 19.2-12.8 20.8-25.6 9.6-35.2-12.8-11.2-32-6.4-51.2 19.2-14.4 20.8-28.8 38.4-43.2 52.8 49.6 62.4 84.8 67.2 148.8 27.2 110.4-72 62.4-224-73.6-224-49.6 0-89.6 27.2-140.8 92.8 0 1.6 1.6 4.8 3.2 6.4z" fill="#050D42" /></svg>
true
"iVBORw0KGgoAAAANSUhEUgAAAyAAAAMgCAYAAADbcAZoAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nOzdd5hcZdkG8Ps5ZWZ2d2Z200gI6VQhIBhp0nY3IRIhfghERQUbdrGhCCoYUJodsTcEBZQAohCBsI1elCIlFIHdFNKT3Z2ZLXPOnPN8fyR+8lGT3TPzTrl/1+XFJZf7vDe4mZlnzvs+L0BERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERULGI6ABERRWmOi1SqMS5oCgVNWnCaLAnHqKBJoU0W0KRqJSFIQDWlAldEm6DiAkgCqAOQgKgLleSrLJAC4Lzs7xUAZF/xvxTNQcUHMAxgCEAOor6q9InCh0gWimGRMBcCfQLpE0VfqFavOIU+S9GXV/Qhiz6gqxDpvyYiIjKGDQgRUdlbFEs0bZxcCGQXC9YE1XCyQiaIpRNUZbJAJwAyAcBkbG0QqlEGwFpANypkg4iu1VA2CrBBRNaGCDc6tr443Jd9EXjINx2WiIheGxsQIiLTkkdMcC17VwmtqWrpFIQyTUWmCnSKQKYpdBL4er29QgXWCbBKgVWiWA0LKySU1WqFq/yw8AJyd200HZKIqJbxDY2IqBQaDx/jwp0lgcwKBbME2AfA3gB2A9BoOF2tGQbwAgRPiuIFhb6gof2C4+CF4f7De4DFoemARETVjA0IEVGE6uuPnuyJ7i227gPF3oDuA+DN2Hq+gsqfB+A5CJ4UYDlCPAnoci83/mlgSWA6HBFRNWADQkQ0Esn5OzmWfwBUDhDFvgDeBMGbACRMR6OiGILiaQBPqeAxWHikEDiPIrdsg+lgRESVhg0IEdEbqK8/enJgB3NUMAeKObp169Qs07moLPQCWA6Vh2CFD0mIh7zcUU9xGxcR0WtjA0JE9FLJ+TvZEhxkix6sIQ6G4EAATaZjUUXpg+IfYuGBQOWBQL0HePCdiOi/2IAQUQ1bEHfTQwcA9sEI9WAIDgafbFBxPA/FA7D0AUAf9DMTHgaWeKZDERGZwAaEiGrH5IX1TnboLUB4mIjOg8ph2HrxHlGp+QAeE6BNgHvyjnUnetv6TYciIioFNiBEVL0mNCedQecQyw4PV+hhUDkCQNx0LKJXUQDwL6jcI9C7PdtrQ//dvaZDEREVAxsQIqoii2y3cdP+Gsq8bU84jgLgmk5FNAIBgEcFaAtDq60wMOZObtkiomrBBoSIKlqicd6sIAzmQWQeFPPBS/2oOg1A9D5VaRNL2/z+zocBqOlQREQjwQaEiCrLxPkNscHgaIUeq8AxAkwxHYmo5ERXQeVWgS716t02rF82YDoSEdH2YgNCRGUv0dQ6PQj07QJZqMA88LI/opcahujdqtJmQ2/MZzufMR2IiOj1sAEhojK02HJSdx5iAQsVOA7AbNOJiCrI4wIsDSF/K2SPeICXIhJRuWEDQkRlYpHtpHoPFdVFKnqiALuYTkRUBTYCuNUCluSz/bcCD/mmAxERsQEhIoP+23SI6LsVmGQ6EVEV2wJg6dZmZNxtnKpFRKawASGiEpvj2un00ZbKyQAWglOriEzoA3BTKLgmyIS3A10F04GIqHawASGiknAbW+YgsE6F6HsATDSdh4j+zxYASzW0riwMtLWD432JqMjYgBBR0cSSLfvAkkWq+ACAXU3nIaI3ILoKofUXFVlSyLbdbToOEVUnNiBEFK2GuRMdCx8Q6IfA6VVElexxhfy+oPYfkVu2wXQYIqoebECIKAKLbKeht0Xs8ONQHA/ANZ2IiCITQLRTQvmVl+u/kZO0iGi02IAQ0YjFkvPeBAk/qMCHwHMdRLVgCyDXIQx+7g90PWo6DBFVJjYgRLRjJi+sd7ODJwP6CQAHmo5DRMY8COgv/VTyT1hz06DpMERUOdiAENF2iSXn7q3QT0JwCoAm03nodeUFskWhfQD6BOhTRR8s9ImiPwT6BNoLWHlRHQwsHZDA9sTWfhSkYLvoF8/yh2KDuVdU7neyrxzZ2uygsZB6+f+0zqtPaix0Ax+NcNTRQBrVDmJ2KA0qUg+EcYWMsYAmFTQhRKMImnTr71eTQJoUOhZAvDj/migifVC5UiC/8HJtT5kOQ0Tljw0IEb2ORbFYcssJKvpJAEeZTkPYCMVqFawSyDqRcJ1CNkoo60LBegvBRs/GOvR19ZkOGqmm5qZYgEkh7AmW6iS1MFGgE1StSQqdJIqpEEwBMMF0VMIdovILLzf2Bl50SESvhQ0IEb1CXV3zlMCxP63QjwLYyXSeGhEAWAXB81B5XlVXiaUrNbRW2YIX89lgJdA1bDpkeWtOxFP2tEB1ilg6RUNMF5GpEMyCYjcAUwFYplPWiA0C+a1dCH42NNS12nQYIiovbECI6P+46eZDAOvzUJwITrIqBgW0RyBPq+I5WPpcCDznKJ7PZ8d38xvjYlsUi6c2zSwIdrNg7YZQdxXR3RWyF4Dp4HtiMfgQXA+El/qZrvtNhyGi8sAXW6KaN8eNJRuPV8HnARxmOk21EMhalfBJhNZySPikwl5eSBQexcauV56roDKwKBZLbtodkL1hYR8F9oZiHwB7ArBNp6sSD0H0x34mcw1H+RLVNjYgRLUq1Tzegf1xQD8twC6m41SwIQCPA/oI1HoElj7iZ4YeB+4bMh2MIjB5Yb2by+2LUA6AyAGAHoCtF2zWmY5WqRR4EdCfFmD9Ctn2zabzEFHpsQEhqjGJptbpQUG+BNGPAmgwnafCDAF4GMCDEDwiYfiIl8PTr5wKRdWt2YklsZda1gFQHADgIABvAZuSHTUAld/ajv5guK9jhekwRFQ6bECIakSsYd6+aoVfAfBe8HzHdtm6jUrvBuQeVXmokHX/AdySN52LylGzE0vKnmphDtQ6DNDDAewFHnrfHqEAf1dLF/v9nQ+ZDkNExccGhKjKOcnWIy2RMxX6DvDP/OvJA/oPAe4MRO4OxLsf/Xf3mg5FFazx8DG2xg6xVQ9XyFHYenFnzHSsMqYCLA0h3ylk2+8yHYaIiocfRoiqlJ1uOdZS+TqAQ01nKUuKQVi4T0PcBVh3FHIDD/DcBhXXoXVOsuFgIDxKBEdCcQgE9aZTlal7Q9ELgkzn300HIaLosQEhqi4ST7UeF0LOBfStpsOUmQKg96tat0PC9kI28yAn8ZBZc1wnlT4IKvNEdB4ghwBwTKcqM/8IIecH2falANR0GCKKBhsQoirhNMybJ1Z4IbZu86CtXgCkTVTbPCe8vepuCKfqMnF+g5MLD7WscJ4C87D1YDvfp7d6TBTf9nId14GNCFHF4wsbUWWTWLLlXWpZ50B1f9NhysCAAssEstQpBLfxBmaqZHV1zVMKjnWMAscKcDQ4tQ5QPCIi53vZ9r+CjQhRxWIDQlSh4qnWhSHwbQD7mc5ilnZDZalaenMhk+jilCqqTgviTnq4WYCFUDkWwAzTiYwSeTRE+I0g07nUdBQi2nFsQIgqjJNsPVIEFwF4m+kshiggDyj0Rkv1Zi/X+aTpQESlFks2zw7FOlaAd2HrPSS1+n5+j0LO5tQsospSqy9YRBUnlmyerZZ1LhSLTGcxIARwH0SWOH5wPbdWEb1E8ogJruUsEJVFCrwdtXjPj2gbRL7q93c8bDoKEb0xNiBEZS7R1DwjCOyzAT0NtXWpWQDgfogs8YPgzxjoWmc6EFHZS80d50p47LZmZD5q694RheA6S+Ub+Wz7s6bDENFrYwNCVK6S83dyrcJ5UJyG2hnNGQK4A8DVvuVdz4sAiUah8fAxbhg7CdD3AXIkaucLjAIEv/ZDZzFyyzaYDkNEr8QGhKjsLIq56S2fgup5ABpNpymR5SJYYolzxXD/sm7TYYiqTV1d6y4FV06C6iJsPT9WC+//AyL4npcZuoSXjBKVl1p4ASKqEIstN33n+wG9ACpTTacpgedF8EdRuZrbJYhKJ55q2VNFTlbFKQBmmc5TdIqVYsnXvEz71eDoXqKywAaEqAy46eZDoNYPABxqOkuRDUNwkwbWrwoDbe3ghwEio9zGljkIrY9v3aaFpOk8RfaQqp5RyHXeYToIUa1jA0JkUKJx3qxCGH5fgONNZykiBfQeAJf7cW8JNt2TNR2IiF5m/GEpN594NxB+CJDDUMWfDxRyvWMHXx7u6+oxnYWoVlXtCwxRWZu8sD6WGzxLVb8CIGE6TpGsF8jvRKzL85nb/206DBFtn3hq7h4K/bACHwYw0XSeIhlSxSWF3NB3eD6EqPTYgBCV2LYbzH+M6r3J+CFAf+Vn9Uqga9h0GCIaqUWxWHLz/6ilH4fKXFThZwYFVovo1/1M55WmsxDVkqp7MSEqV1u/VQwvVcgxprMUQT8gf5ZQfuINtD1uOgwRRWvbU5GPKHAagHGm8xRBh6h+zst1Pmk6CFEtYANCVGzjD0u5+fh5AD6LaruhWPEIBJf52aE/cRsDUQ2YvLDezQ68B4rTITjAdJyI+QJc6iXC87CxK2c6DFE1YwNCVETxVOvCUPETCKaZzhKhUIC/h6F1aWGgrc10GCIyY+sELfk8gJNRRZelKrDGUvm8l2u/znQWomrFBoSoCOrrj57s2cGlApxkOkuEMlD5ve0EP+T0GCL6j0Tj/JlhWPiEAh8DMNZ0nqgIcLPtWJ8Z6m1baToLUbVhA0IUqWbHTcvpUDkf1TNT/3kIfuTHw99zWwIRvabxh6VcL/4hKL6A6rngMAuRc/zM2J8ASwLTYYiqBRsQooi49fMOgB3+EsCBprNE5F8Q/YGf0auBroLpMERUKRZb8dSdx4bANwAcZDpNJEQeBfQTfqbjQdNRiKoBGxCiUTu0Lpaq+6YCXwZgm04TgXss4JJ8tuNm8KZyIhoFJzXvcAvhVxU4znSWCISA/Mavt7+E9csGTIchqmRsQIhGwUm2HimC3wLYzXSWUQoguAGil/j9nQ+ZDlMdFtloXJuu85wGjTkxABDP8odig/9/G1v/UA54yDcSkahE3Mbmt2pofVWAEwBYpvOM0rMK66OFbNvdpoMQVSo2IEQjMXlhfSw7cK4CX0Flv5mGEFwvGp7rZbueNh2mrKXfPtYVb2YYWjtbwERV7CJWuJOq7CLATgB2gmgcKkkAKezYVKABBfoF6APQJ0CfKvpEsEZFV4lihVqyyg/8VcjdtbEo/3xEJZBonDcrCPWrgH4ElT05SwH5tZ8IzuDZOKIdxwaEaAc5qblHCPS3AHY3nWUUQgiut1TPyWc7nzEdpnw0O7Gk7Algz1BkDwH2ALAntv51vNls/2cIwEoFnrKgy6HW41As9wbGPg0s8UyHI9oeicb5M4MwOKsKGpEeDa2PcSQ50Y5hA0K0vcYuSLt+/nvYehNwpf7Z8QH80bJwQb6/43nTYcxabMWSd+2lVvhWhPJWCN4KYH8AdaaTjVABwL8heFxVHgD0/kI2/hBwS950MKLXEk837xaq9XUAH0DlNiJbn4bEh7+MTfdkTYchqgSV+iGKqKS2nfW4AsAM01lGKABwpW1Z3x7ub3vBdBgzFsWc5OZDLAutqmgG8BZs3SpVzfIAHgZwv6jc64TWvYODt68xHYro5eKNrbuGoZ4DyAdQscM8tFthfbCQbb/LdBKicscGhOh1zXFj6cavq+IbqNQ3RdE2CawzvIH2x0xHKa1Fttu4aX8NZZ4FHK7AkQDSplOVgRcAabOgN+ez4e1A17DpQET/EUs176VinQ/FSajMzygKlcv8XOxMPn0kem2V+IebqCRiyebZatl/gOr+prOMiGgbRM/2+7v+aTpKyUyc3xAb8I9RkeMBHAtgjOlIZW5AgDtUcKst1tLafTpG5cZNzz1QVM+t4PG9TyKwTvEH2x4xHYSoHLEBIXqFxZabvut0qF4CIG46zQg8qKF+rTDQ2W46SEmk5o5zJTwWkOOgWIDquYHehOUiWCIqV+ez7c+aDkPkpFoOE8iF2PoEs9L4IrjQy4z7Fm9RJ/r/2IAQvUSiqXlGEFh/BHCY6Swj8G9RPcvLdd5gOkjRTWhOunk5AZBTsfU8R2Vujytr8k9FeK1j65Lhvq4e02mopkks2XKCilyMyrxz6U7HsU4Z6m1baToIUblgA0K0zbY3uN+g8rbtbFHgO4Vs/EfVved4seUk72wWkQ8CegL4pKOE9G7A+o2fql+CNTcNmk5DtWqO66bSHwbk2wAmmE6zg/pF5ZNerv1PpoMQlQM2IERoTrhJ+xKIfs50kh3kA3K5r943qvlyukTj/Jlh6J+mglOgMtV0nhrXD5GrUJDfcG87GdN4+JhYGPuqAp8HkDAdZwf9wa93PoX1ywZMByEyiQ0I1bRYw9z91NJrAOxtOssOUAiW2GKdXcWHhsVpaGmFZZ0u0OPALVbl6CEofuPXhX/kTdBkQryxddcgxMUCnIjK+jzzhKi+18t1Pmk6CJEplfQHlihSbrrlVITycwjqTWfZAf9SyOnVO2e+OeGm5d1Q+TKAfU2noe2SgcrvnSD47tBQ12rTYaj2bLun6TIA+5nOsgOGIXKWn2m/1HQQIhPYgFDtaWpucgLrdwK8y3SUHbAFquf4ufG/rMZpKvX1R08u2MEXdest802m89CIeACultD6gTfQ9rjpMFRrmh03bX0SivNRQef4FHJ9wZGPoret33QWolJiA0I1xW1o3h+WdR2AXU1n2U4hgKt8db6M3LINpsNELdHUOj0I5UyofgSVt5ebXp2K4vZQre8WBtraTIehGpN++1g3LHwTop9B5WzdfA6hnuQPdP7LdBCiUmEDQjXDTbV+DMCPUTkfdO+FhdP9/o6HTQeJWjzdvFuo9tmAngLANZ2nGCwrDrHjsOyG//5NVYTBwEv+q4cwqOLBZdC7Ve1zCrm2LtNJqLa4jS1zEMplAA41nWU7DQH4jJ/tuNx0EKJSYANCNaA54aasy7B1e08l6IPIYj9zxGXA4tB0mCjFUy17hopzIPJeVM63kwAAsWKI1U9BLLYT7NgYuPHxsN2X/DU2BrKt6bBf2nS8AQ0LCIIcwsIAgkIOQWEAgd8LP78JhfxGePn1KOQ3bv2P31fEf8Ki6lDouYVs5z2mg1BNETfdcgpUvg9gvOkw2+kPfqrhkxx3TdWODQhVtXj66N1DDa5DpRxOFCzxQ+ezVbfdqmHuRNfWxVCcBsAxHef12E4KdandEaubilj9NMTqpiBePwVubCIgZl8ywzAPb3AF8gM9yG/76/BgD/zh9QDUaLbtIdBbVaxz/Uz7P0xnoRqSfvtYVwsXAfoxVMbnnqdErRO9XNtTpoMQFUsl/EEkGpFYsuVEFbkcQMp0lu3wrCo+Vch1dJgOEqkJzUlnyDpDBF9GGV4caNl1SCR3Q11qT9Sl9kQiuSdidbuYjrXDwmAIw7nnMJhZjqHskxjKPIWCt8V0rNeiCrnBseTMKh4jTWXIaZg3T6zw56iM29T7BfIhL9t+o+kgRMXABoSqkTip1jMFuBCAZTrMG/AF+IGXDRcDXcOmw0Sn2XGT1mki+KYCk0yn+Q/LiqM+PRv1Yw5AQ9NbkEjuDpFy/xUZGT+/DkOZ5RjsfwLZLf+AP7zGdKSXywvwQy+evxCb7smaDkO1Yo7rpBq/JMB5AOKm07wBFeA7XvbIr1XbdlwiNiBUXcbMa4wVwj8qcJzpKG9M7heVj1TbY3anoWWuWHIZgDeZzgII6pJ7IDnuINQ3HoD69N4QqyrPvL8hb+hF5Hr/iVzvPzHY9wjCYMh0JACAAOsU+nU/e9Tv+SGLSiWWnLu3iv4OwMGms7wRBf5WcOOnYMstGdNZiKLCBoSqxrbzHjei/G81H1LgvEJ23Peq6U6P+vqjJ/tW8D0ITjaZQ8RGfeN+SI0/DOmxh8NJTDAZpyxpWMBg5nFkN92FzKa7ymO7luJhFflC9V6ySeVnseWm7jgNkB8A2P7JEWb8W1SO93Lty00HIYoCGxCqCna65R2WylUo/0vs7rWgH8lnO58xHSQ6zY6btj4LxXkA0iYSiNhIjjkQqQlHIjn2UDiukRiVSRUD/Y8hu+kOZDfdDd/bbDQNgCt8cc9A5rYy6IqoFiQa580KwvA3AFpMZ3kDWYGcynMhVA3YgFClEyfZ+nURnIfyPu8xAMHZfubIn1bTNhMn1fo2AX4G4M0m1o83zETTxLejcae5cGJjTUSoLtuakf4Ny5DZ0IUwNHYsab2ofMHLtf/JVACqNYstN33nZ6C4COX9NCRUyDmFbPtFqITRd0SvgQ0IVbDmhJu2LofivaaTvIE7bMv58HD/sm7TQSIzoTnp5q3vQPFJlPh1xHEbkZ4wF02T5iOR3L2US9eUIBhEZkMH+tb9HUNZMw/sBLLUduTTQ71tK40EoJqTaJw/MwgLlwM4ynSW16W42s+FH62u4SVUS9iAUGVKNY93Yd0A4AjTUV5HXoFvVttZDyfZcpSI/A7ArFKum0juhrGTj0fjTnMhVqyUS9e8fO4F9K77O/o33I6gkCv18lkIvl5tTw+prImbnvs5qF6Csp6UJff7IY7HQPt600mIdhQbEKo4sWTzbBXrJgAzTGd5HU8gDE/xB7oeNR0kMpMX1ruZwYsg+lmUaLubiIXkuMMwdvK70NBkZJcXvUQYDKJv3a3Y/OL18IfXlXh1vdu23FOr6kkilbVYsmUfhVwJwVtMZ3ktCqyWMFxYVe81VBPYgFBFcdItbxeVPwNoNJ3lNYRQ+Ymfi50J3JI3HSYq2856/B5ASfY8WVYCYyYfh7G7vAtuvGyuEaFtVENkN92Fzauvw1C2pEN5MhA93c90XlnKRamWzXFj6cavq+IbAGzTaV5DLoScHGTbbzYdhGh7sQGhiuGm534eqt9H+b4JPK/AqYVsx72mg0RnjhtLNX5LgS+jBP/eLbseY3c5HmN3ORGOW+4DzQgABjNPYtOqPyG3+T6U7Eys4Fof7qc4KYtKxUnNO1wQXoESbz3dAQUIvuhnOn5iOgjR9mADQhVgke0mN/8Igs+aTvKaVK/yE96nqulG57ox86YVCuHVAA4r9lqWXY+xk9+JcVPfC9tJFXs5KoJ87gVsXPVHZDbeiVI0IgKsCwQfCTIdtxR9MSIAGLsg7Xr5X5i+6+h1KS71c0d+ieelqNyxAaEytyDupvNXQvFu00lewxBEzvYz7ZeaDhKlWLLlRBX5DYp8r4pl12PclHdj7JQTYNvlPPmSttdQdjk2dv8eub6HSrFcCOCHfrb/bOAhvxQLErnpllOh8lMASdNZXo0Cfylkh94P3DdkOgvRa2EDQuWr8fAxbhj7K8p10pXiYUvk5Hy2/VnTUaLTnHDT9veh+uliriJio2nnd2DCtA/CiY0p5lJkyGD/49jQ8zsM9j9WiuXudQp499BQx4ulWIwonmrZM1S5BoIDTGd5dXK/j2Ahsl2bTCchejVsQKgsJZqaZwSBdQuAvUxneRUKlcuq7aB5PNWyZyjWn6C6fzHXSY55CybO+jTiDTOLuQyVidzm+7D2+Z/BH15T7KU2qSXvK/S3317shYi2+r8D6uegPC/Cfcq2sWC4r2OF6SBEL8cGhMqOWz/vALF1qUJ3Np3lVWwORT8YZDqXmg4SpVhq7vEKvRJA0Q5gJJK7Y+KsT3Gcbg3S0MfmF2/A5pV/RBAMFnOpQKHnFLKdF4O3RFOJ2Km5x1nQKwCMNZ3l5RRYI2F4LMf0UrlhA0JlxWmce7SEej2K+EF4FB50HGtRld3KLE6q9UwBLkSRvsGzrATGTz8F46a8GyLl+CUhlUrBz2DTij+gd+2NUC3eGVkBbvYs71T0391btEWIXiLR1Do9CLAEwIGms7yKjIbWiYWBtjbTQYj+gw0IlY1YquV/FPInAAnTWV5JfuVnx54OLPFMJ4nMhOakM2xdIcAJxVoivVMLJs76FNzYuGItQRVoOPdvrHn2BxjOFfX41PMSWu/yBtoeL+YiRP+1IO4mve9A9HOmk7wKTxQf8HIdS0wHIQLYgFCZ2DZV5LcAHNNZXiYnKh/zcu1/Mh0kSvHG1l3DEDcCmF2M+m5iMnbe/XNIjinHLwOpLKiid91SrH/hFwiDog3ryVnA+/LZjpuKtQDRy8XSLe9TlV+i/KZkBQA+5Wc7fm06CFG5XuhGNcRNt3wOKr9A+f0+Pi2q871cR6fpIFFyGubNA3QZgOlR1xaxMX7ayZj6pnMQr58WdXmqJiKoS+2Bxomt8AZXwxsuygCrmALvthMz+sJ8zwPFWIDo5YJ8z+NufMYNCmkGsJPpPC9hATjOis8YDL2eKrowlypRuX3go9oisVTrRYBcgHJ7Gif6Z7/ePS7oba+qsZ5uqvVDIvonFOGbOTexM6bucz6aJh0DEb600PaxnSQaJ85DvH4GBvv/hTAcjnoJC5AFdnzW5NAbexuwlhe0UdEFXs/msHH6H6yC7CHA3qbzvIQI5GgnPiMWeD0dpsNQ7eKnBDJkseWm5OeAfMF0kpdREZzvZzpPx8Dz1XPeA5BYunUxgB8i8j/3gjE7H4eps7+FWN0u0ZammhFvmIHGScfAG14Nb3BVMZaYY8cSh4T102/CcE/kXQ7RKwz2eKHXfZ0VnzkkQAvKalSvHGEnZk4K8x+8BejixDgqufL61plqxBzXTTdeCcV7TSd5mb5Q8L4g03GL6SDRmuO6qcZfAfhQ1JXd+E6YvOeZaGgq07u4qCL1rVGww/4AACAASURBVLsF657/GcLijOx90rbD44b7unqKUZzo1djplndYKlcBaDKd5f9RXOPnwlOBroLpKFRb2IBQiS2KOanN1xRz8tIIPSsI/8fLdj1tOkikxh+Wig3Hr1PB/KhLp3dqxs67fwm23RB1aSL4w2vw4tMXYTCzPPLaAlmLUN7OCVlUSvF0826hWjcC2Md0lpcS4GYvGz+pmi7WpfLHBoRKaFHMSW3+swDHm07yUgJZ6jnyfvS29ZvOEqmG5kmuWEsheEuUZcVyMXHmxzF2l3LrIanaqIbYvPpabFxxOTSM/AvaPoW1sJBtuzvqwkSvqQTjz0dCgL972fBEoIvbE6kk2IBQiTQnYinrBgUWmE7yEiqCC71MxzmosluTt33T1oaIJ13F6nbBlDedi0RytyjLEr2uoexyrHrqfBSGN0ZbWDEYWjip+rZdUpmTWKrl2wr5mukgLyXALV42PIFNCJUCD6FT8U1eWO9q4a8QvN10lJfIQ/Sjfqbzh6aDRC2Wat4rhNUhwNQo66bGH45psy9ELDEpyrJEb8iNT0DjTvORH3gB3vCa6AoLXAHeY8dnrgq97kejK0z0+gKvp8OJzXoGguNQPvdf7W7H5Yiwcfp1GOyppiEsVIbYgFBxTV5Y7+YG/gZgnukoL7FZVRcWsp1/Mx0kam5D8/4Qq0OAyLoEsRxM2vWzmDTrk7CsWFRliXaIZcfRuNNcQBSDmUiPblgA3mknZm4J890PRlmY6PUEXvcTVnxWhwALAZTLYboZdkGOCNOTr8PgKjYhVDRsQKh4Js5vcAfytwJoNh3lJZbbltXqZTuq7ttON916EERuBzAuqpqO24hpsy9EesJRUZUkGjkRNDTtj7r0Xsj1/gMaRnZmVgC8w4rNCEOv586oihK9kdDrXh2r2/UGVZ0PYILpPNtMtwPn8HDM7tdi4HnfdBiqTmxAqEgOrXMt+2YA5fPJVXG774QLCv0da01HiZqTmnuEALcBaIyqZrxhJmbs930kkrtGVZIoErG6XdC4UwsG+x9HwdscWV0RaXESM50g390ZWVGiN1DIv9Abpidf6QTufgD2MJ1nm+m2HxwZjtmDTQgVBRsQKoLmhJt2bwJkrukkL/EbPxe+D8NdRblYwCQnOa9ZRJcCSEVVMzX2YEzd90I4sbFRlSSKlO0k0TRxPvyhdcgPdkdZ+kgnPjMZeN23R1mU6HUNrvICb/q1dhy7ABLp5MKRk2m2Fx4YetOXAD28J4QixQaEIrYoFksNXwfIMaaT/IcAl/jZjs8DPaHpLFFzUnMPFehtkOj2D4+dfAJ22fMsnvegsidiIz3hcADAYP9jUZZ+mx2fkQ69nmVRFiV6fT1h6PX8zYrPHBZgLsphUqlgVycmBwXe9OvYhFCUzP9yUxWZ4zqpxusEeKfpJNsEUPmMn2v/pekgxeDWzzsAdtiJiLZdiTjYeY8z0DQx8jsLa0LB70fgbUHB74MGwwhDD2EwAA0LUChE/vt9j1guHCcNy03BdtKwnRRstxEilsF/gsrWv+F2rHn2+9Awwt0iih/5uY4vocrGdFP5c1OtHwLwKwCu4SgA/jOiN/4uXlZIUWEDQhFZZLvpTVdB5T2mk2wzEIq+J8h0LjUdpBji6aN3DzW4C8DEKOpZVgJT9vkmkmMOiqJcdVKFN/wivMGVGB5aBW9wFbyh1fDy6xB4faP+4CviwIlPQKxuZ7jxiYglJiPRMAPx5Cy4cY4+3h6D/U9g9fJvouD3RVdU5cd+rv3z0RUk2j5O49yjJdTrEeH22tFQ4IZCNnwP0MUnITRqbEAoAostN33nVVC813SSbTZA5Dg/0/4P00GKoa6udZeCg7sBzIiinuM2YersC1CX2iuKclWj4G3BUGY5hrJPYyj7FIazzyIIzBwhsp0kEsldkWjYHfVN+6EuPRuOG9m8gariD6/FisfPhje0KrKaAlziZTvOiqwg0XZy03MPhOrNAHYynQUAoLjazx15CrC46rY0U2mxAaHREjfV8nNAPmE6yDYvWBbm5/s7njcdpCgaDx/jhrG7AOwTRTk3MQnT970EsbopUZSraGEwhIH+xzDY+zByfQ8hP9CD8t15I4g3TEd9435INr0VDWPnwLISpkOVjYLfh1WPfw1DuWciq6mKcwq5jm9HVpBoO8XTzbuFKssAmWk6CwBA8HM/0/Fp0zGosrEBoVGJpVovVuCrpnNs85RTCOcPDXWtNh2kOBbE3dTwrYA0R1EtkdwNU2dfCDcW2bUhFafgZ5DbfA+ym+5Cru8haFiZOwvEiqGhcX8kxx2C9Li3wYmXy3UC5oTBIFYt/yYGeh+Orqjgi36m40fRFSTaTg3Nk1zLug3AfqajAIAILvAyHd8wnYMqFxsQGjE3PffzUC2TN2P5p49gAbJdm0wnKRJxky1/gMj7oyhWl9ob0/a7GLZdLpfvlk4YDCGzsQuZDZ0Y6H8UqoHpSNESQUPjfkhPmIv0hCNhO2WxfdwIDX2sfuZCZDdGdregAviEn+34dVQFibbb1ifgSwEcajoKACj0zEK287umc1BlYgNCI+Km5n4Q0MtRHr9DnX48/z/YdE/WdJBiiaVaLlDI16KoVZ+ejan7XgTbro+iXMUYzDyBvnW3IrOxC2EwZDpOSYjlIjn2IDRNegdSYw4GpBz+uJaWaoh1z12K3rU3R1UyFMEHvEzHNVEVJNpuE+c3xAYKN6igHMYVsiGnEau9dyMatViq9V0KXAvAMZ1Fgb9tm8oxbDpLsbip1tMARPIC39D0Zkzd5wJYdl0U5cpeGObRv24ZNq+5Ad7gStNxjHITkzBm53eiadIxNXiAXbGh53fYtPLqqAp6GlrHFgba2qIqSLT9FsWc1OarBDjJdBIAgai+z8t1Xms6CFUWNiC0Q7aNBbwZQDncUne5nx33MWBJle2h+S+nYd48scJbEEGz19B0AKbO/nZNHFYueL3oXXMjetfehILfbzpOWRErhsYJLRg39b2I108zHaekNq68Cht7fhdVuQzC8Ch/oOvRqAoSbb9Ftpva9FtAPmg6CYC8htZxbMhpR7ABoe0Wa5i3r1rhXYjo4rtR+rWfPfKT1TwKcNtdH/cDGDvaWskxb8WUvc+HZccjSFa+CsMbsXH1Vehbd2u0F9JVIxGkxh2O8dNORl1yT9NpSmbTqj9jQ/evIqklkLWWHbxtuK+rJ5KCRDtG3HTLZVD5jOkgALIIrKP8wbZHTAehysAGhLZLoql5RhhY9ylQBjei6S/97FGfrubmA2PmNbqF8D4AbxptqWTTHEyd/W2IVQ4PrYqjkN+ETauuRu+6v7PxGIFk0xxMmPkh1KX2Nh2lJDa/eB3WP/8LRDRm+Rkfchiy7ZujKEa0g8RNzv0RRD9nPAhkrWXrocN9HStMZ6HyxwaE3lhq7jgXejeAMripTn/gZzu/jPK9oCECi+xYavNNCiwYbaWGpjdj6uyLYFnV+eQjKGSxacUfsWXt36ChZzpOxUuNPxw7zfhoTWzN2rLmRqx77ieI6KXkPj87NBe4rzamG1C5ETfV+n0AXzQdBMBTvriHI3PbFtNBqLzZpgNQuTu0zo3bSwF5i+kkAvmun+34iukcxeamJn0XwKmjrVOf3hvTZl8My66+Mx+qAXrX/g2rly/GQN8jQLWN0jXEG1yJvrU3wc9vQF1yd1hO9Y5prkvtBdttRG7Lg1GUm2on3F3DfPcNURQj2lGh132bk5hlAzjKcJQJNsLmcPzsq5F9lo+j6TXxCQi9jsWWk7rrWoGeaDqJAJd42Y6zTOcotli69WRVjHpUT11yT0x783er8p6PXO8/sP75nyFfJlOtBLJWoU8BeF4EazSUtZbomlCwXgIZthzJDQdWDvbg/70ZJ8RpVLXsUGWsIhxrQcYqZCeEOlMFMwWYAWBXAMb+D7SsBMZP/wDG7bIIYhkfeFc0m1cvwfoXfhFJLVU9t5Dr/FYkxYhGwEm1flWAi03n2DqhctwJ1TwkhkaHDQi9JjfZehkEnzWdQ0S+5WXazzWdo9hiyZZ9VOQBjPJDZ7xhJma8+YdVdwGd723G+ud/iszGO0zGeBbAAxA8CIT/9C08jb6uvuIstdiKp+7YXRVvhsgBKvpWqByKEjclsbopmLTb6UiOeWsply2pjSv+gI0rfh9FKRXVRV6u8/ooihGNRCw993xVPcd0Dqj82M+1f950DCpPbEDoVbnp1i9A8UPTObad+TjDdIqiG7sg7fr5BwGMahyRG5+Imfv/GE58fETByoGid+1SbOj+NYJCrtSLrwBwuyiWeSId5g8aNztuWuaoyhGWyjwVbQZQkgM+qfFHYOddT4cTH1eK5UpuQ/dvsGlVBHcLKgZh4wi/v+Ph0RcjGplYau6FCj3bdA4ITvczHT8xHYPKDxsQegUnPfcYUb0Jpi8aVFzq5zq+YDRDaYiTar1OgBNGU8R205j55ksRq6IDxN7Qi1jz7Hcx2P94KZf9lyqWWBJe72W7ni7lwjtsQnMyNiTzVWQhgIUAitod2E4SE3f9NJomvr2Yyxiz7rmfYsua0R/jUGB1IQwPxEDXughiEY1ILNVyiULONBwjCCHHB9n2mw3noDLDBoT+n1hy7t4qei/M3/Xxaz/b8QlU9bSrrZxUy1cE8p3R1LCsOKa/+XtVNUa1d+1SrH/+ZwjDUlxyr92quNwW68/5bPuzJViwCBbF4qlNx4Qi74diIYCiXXefHHMQJu/xJTjxCcVawhDFi09fhP4N7VEUu9PPhnOBrkIUxYhGoFzuCclKaB3mDbSV9JskKm9sQOi/Us3jXVj3Y+vhV4Pkd362/TTURPMx91CB3gHAHWkNERtT9jkfqbGHRJjMnILfhzXPfh+5zfcWeykPghtV5DeF/iPaq+pembEL0q7nnQzRzwDYtxhL2HYDJu72WTRNnF+M8saoFrDqia8j1/vPUdcS4HteDUzuo7Imbrr1p1B8ynCOHj+UQzDQvt5wDioTbEBom+aEm7I7ATX9KfZyP3vkaVX1YfC1NDU3uYH1CLZOPBqxnXf7AsZMXhhNJsNyvf/Amme+g4JX1BHyWwT6Cy/Uy2phi4yTbD1SLHwGindhFI3ua2mcMBeT9vgCbLs+6tLGhMEQVvzrDAzlnhltKRXgRC/b8ZcochGNzGLLTd3xO0A+aDjIvdueCpbisTaVOTYgBADiJlv+AJH3mwyhkL8WssFJtbJlwUnNvW60I47HTj4Bk3Yz/XR99FRDbFp5JTau/COgRXvwtQKiP/Dr3N9i/bKBYi1SrhJNzTOC0P4KVD8CINLLYdzEzpjypm+gLlUGd5VGpOD3oefRz8EbenG0pfotsQ/MZ27/dxS5iEZmke2mN18DxSKjMQTX+pmO96IGdjjQ6+NFhAQn2foNETE7Kk+0rZCNnwC01cTFRW6y9VMiGNXWjOSYgzB5r69CpLK/Ryj4fXjxyW+ib/2tRamvwBpRPcvPjf9wmF96Lwaer4nfsZcrDPf0hfnuv4fu9N86YimANwOIRVE7LOTQv34ZxIqhvnEfVMN3W5adQGrcwchs6BztOaSEQo8KvUlXAKtr4ssVKkfLNczv9Tc7ERwKYJbBIPtY8Vle6HXfZTADlQE2IDUunmpdCMEvYfYTw4N+Qt+BwbYhgxlKJtYwb19Yeh1GMWUs3jAT0/a9GJYVyedHYwYzy7Hi8a9geOC5YpTfBNFvFLLDp4beXfcBy3khFgD4PbnA6749dKdfblvSAGB/RPJeEGKg7yEMD/QgNfYgiBX5bq+Ss50U6tL7oH9jO6Cj2hU60U64Y8N899KoshHtuOeCcNzs62zPbwZgbFyiAC0Sn/Wwet0VOvCDolD5X1PRiMVTLXuGkAdgduLVE764RyFzW1E3/ZePBXE3lX8AW799HhHHbcTMt/wMbnxShLlKr3/D7Vjz7PehYeQPJHwofubb3nnov7s36uLVJp4+evcQwQVQnISI3hPi9dMxdZ/zEaubEkU54/rXL8OLz1wy2jJqAf+Tz3bcFEUmohFram5yQ7sTqvsbTJEVlUO8XPtygxnIIDYgtWr8YSk3H78fgMm5rS+4gX3E4ODtawxmKKlYqvViBb460p8XsTB19iVIjnlLlLFKTLGh53fYtPIaRL0NWBTLAOsLXq7tqUgL1wAn2XqkCH6CiKZm2XYDdtnrbCTHHRpFOeM29PwWm1ZePdoyG/0w3K8Whh9QeauvP3qybxfuBmSmwRjP+I51MHrb+g1mIEO4BasmLbZi9ovXATjMYIgNloXm4Vz7SoMZSspJtRwGyK8BWCOtsdPMj1b02NMwzGP1Uxegb23kd1JtEJXTvFzHWYH3wqaoi9eC0OteEXrTf20npBfA2zDKG9ZVffRv6oRYcdQ3zo4mpEENjQdgePAFeIOjeslqcASzA69n1J0M0Wj4/gtZNzFjqULeC6DBUIzxVog3hd4HrwW6eCi9xrABqUGxlHxbIR81FkAxCCtc4GU6a+dSognNSbtg3YZR3FSdGn84dt7ts6jUB5cFvw8rHzsTA30PR1xZrvQh7wxy7f+IuHAN6gnDfPf9oTPlCsuyZwnwptFWHOh7CAVvC5JjD4LIiHtv80SQGncospvvReD3jabQbnZiVm+Y734gsmxEIxDke7bYddO7oPI+RDSQYkcJsJeTWIEg391lYn0yhw1IjYklW05UkR/D3KfYQmjpCYVMV6eh9Y1w7V0vA3D0SH8+VjcV0/a9qGIPnfv5dVjxrzOQH+yOrKZA1qrIuwvZ9u/B666JAQYl46/MhV73n53EzGcBNAMY1SUfw7lnMZx9Gqnxb6vow+kiDpJj5qB//TKojurs0lFufNaSwOveHFU2opEI8z1rJDHjMYG8G6N4Oj9KRznxGY8GXs+oL96hysEGpIbE00fvrtCliPgOgB2ggH68kO281tD6RjjJ1lYRXIoRNn2WHcf0fb8DN75TxMlKIz/QjZ7HzoA/HN0FuAr5q49gQZjtfCyyovQKQb77idCddYUl2HW0T0O84TXI9j6A9NhDYTmmdnyMnu2mEa+fjszGrtGUcRXYP/Q+eAW3npBpmu/5tx2ftQbAOw1FEECOdeLT/xJ4PdxCWyPYgNSMQ+usuHMrgOmmEqjK4kKu40em1jdi8sJ62/P/DmDsSEtM2u1zSI49OMJQpTOUfQorHj8TgTeaLSv/vyREvlLItn8JXs9gVEXpdfjdA6HX/Wc7MaMbkPkYxVaNwOtFZtNdSI07GLabjjBkacXrp0FDD4OZJ0ZTZrodW7kx9Lq5dZCMC73uR5zEDAuQowxFiANyVDh+9hXIPluTdzXVGjYgNcJN7fFrAMcYjPCbQq7jywbXN8LFLhcDcuxIfz494ShMnPmxKCOVzEDvw1j5+FkIg8j6hGdEw6P9bCfHmBoQ5nv+5cRm3QjBEQAmjrhOMIDMpjvQ0DQHTmzEfblx9U37YyjzBPzhUQy0EhwZq595dWG4m1OAyLgg33OHHZ81FcABhiJMtD1/euh1/8XQ+lRCbEBqgJtq/RiAc0ytLyq3+bnw/UDPqG7yqjRuuvWg0Uy9chOTMG32hRV57iPX+zBWL/8GwjAfST2FXF9w48cF/W2rIilIIxJ43RtDb/rv7YSMA3DgSOuEwTAyGztR37hfxW4tFBEkm+agf8Oy0fyexxBi78DrvirKbEQjFXrT/24n8DZATN2Wvp8dn7ky9LofNbQ+lQgbkCoXa5i7HwTXAzB18vMp3wkXYLirxrbLLIrZsaGlAEZ0W6CIg2n7XoBY3S4R5yq+XO8/sXr5OQiDSJqPggJfLWQ7voih56LpZmiUegphvnupHZ/Vg61PVZ2RVNHQQ2ZDJxKpPRGrmxxpwlKxnHrE66ehf+MoZmoIdnUSM54N8j21MxWQylhPGDa86a92GCwEYOrbgbfbdTNvCfPdaw2tTyVQwTMR6Q01NTeppTcAqDOUYLMl4TvR1xXZAYBK4aQ2fxHAiC8/GD/tA6hLmbwjcmS2Nh/nRtV85ELIuwrZju8h6hsLadT8bPsVCMNDAR3xaLMwHMaqJ7+O7Jb7o4xWUslxh2Ls5FGe3VX5PsYuqNxDMVRdttySsS3nnQA2GEqQQIg/Y8y8RkPrUwmwAaliTmD9DsCuhpbPK6zj85mu5wytb0xd3fypAnxjxD+f3BPjp70vykglMdD7MFY9GdmTjx7R8NAg2x75jYUUHX+g61FfCwcD2jXSGhoWsHr5ecj1Vu5Z7ImzPol4w8gvlFZgUsz3RvyaQRS14f5l3Qo5CYCpJ8+7OQX9raG1qQS4BatKucm5nxHBGYaWVwg+UqjVD491038rwP4j+VGxYpi278VwYmOiTlVUg5knsOqJr0EjOfMh9/uhzAsGOqO7NISKx1s5GHoHXmPHh6ZihL/30ACZTXeiLrVXRW7HErHRkJ6NvvW3ADrio24HOvHp13EMKZWL0OteaSdmrATkXSbWF2BvOzZrXeh1P2RifSouNiBVKJZs2QeCJTB07kMEF/iZGhu3u43TOPdoUVw00p+fOPPjSI17W5SRim4491x0065E2/xEeCz6OntHX4xKZ3kQet1/tROz+gDMx0juvNEAmU13IJHcDfG6KZEnLDYnNgZQYLB/xGdnbQj2CvM9f4gyF9FohPmefznxWXEARxgJIJjnuLNuCvzu6C6SorLABqTaTF5Yb3n+7QCMfI2owI1+tuOTJtY2b0HcjhVuAjBuJD9d37gvJu/+RUBMXVK/4/K5F7DisTMQFLKjL6Z6lZ/NvBuD9w2PvhiZEOa7H3ASs54HcCxGcjhdQ+Q234NEei/EEpX3JKS+cR/kttyPgrdlhBVklhuf+XDgdT8baTCiUQi87g4rPmt/AfYysLwDwRGhN+n3wOqCgfWpSHgGpMq42YFLAZg6vfx0wbE+hBo9MOykhj8HYI+R/KxYMUze48sV1Xz4w2uw4okzI2o+5Md+7qhTgYd4AVWF8zLtV2moxwLIjeTnwyCP1U+eg1xf5e26EHEweY+vQGREg8EAACFwIbCIXw5SOdFCIvgAgCcNrT/bTdd939DaVCR8kasiseTckyC42NDyvZbYc4P+tjWG1jcrecQEW+wlABIj+fEJ009FevzhEYcqnoLfjxWPnQE/P/ohKSL4tp/tOBPoqsnGtRqFfk+3nZjRAcgJGMEUPtUA2U13br0nJDHiOw+N2Hq5YoDB/sdGWmInOz78Quh1/yvCWESjM9jjuYndblfoKRjh+9woHejEZj0deN2mmiCKGJ+AVIm6uvlTVfSXhpYPQ9EP5DO3/9vQ+sa5lns+gBGNDIw3zMT4Ke+NOFHx/Ocbam/oxVHXEuASL9Nh7JJMKh4/0/mAqHW4AiP6RQmDPFY98TUM5ypvkN74qe9HbFTnWPQ8YEE8skBEEchnbv+3WngPgMDE+ir6i0RT63QTa1P02IBUhUV2wSlcA2CsidUV+FqQ6fy7ibXLQSzZsg8Up43oh0Ww8+5fhFgj37JRSqohXnzmAgxmRv8llIie72U7zoogFpUpL9f2lGNZRwLoGcnPB8EgVj3xNfjDlXUfmVguJu766dGUmO6mh0dVgKgYCv0dyxRyrqHlm4IAVwKL+dm1CvD/xCrgpDadCeAwE2srcEMh2/EdE2uXDcH3MMLboMfu/E7Up/eJOFDxrH/+Z8huumfUdURwnpfp/GYEkajMDfe3vWDbaB7phYW+txkrHv8qCl5lDUZLjT0YqfGjeFlWORuTF9ZHl4goGoVs+0UQXGto+SOd1B2mrhigCLEBqXBuQ/P+AllsaPknC/XOqajRQ+cA4DTMm6eQY0b0s24TJsz4cNSRiqZ3zU3YsuYvo64jkIu8TMfi0SeiSjHc17HCcexmAM+P5Oe9oRex8vGzEEQx6rmEJu36GVjWiHdSTXBzgx+LMg9RRNSPhx8FsNzE4gL5Vqxh3r4m1qbosAGpaAvisKwrAMQMLJ4TtRZh/bIBA2uXCxEr/PZIf3jCjA/DdlJR5imawf4nsO75n4y+kOJHXrb9a6MvRJVmqLdtpVNwWgCM6FDH8MBzWP3kOdCwcgalufGJGDf15FFUCM8AFpl4fSd6fRu7ctbWCwozBlaPqxVeAzSbOAxPEWEDUsHcVP4CAPuZWFtEPuXl2p4ysXa5iKVa3gng4JH8bCK5O8ZMOjbiRMVRGN6I1U8thuooR7ALfuHnOr4UTSqqRENDy1Y5BTQDGNHAioG+R/HiMxehkh66jpty0rbJWCOgMtVNbTkl2kRE0chn258VlY8bWn6fWMpabGhtigDH8FYoJzXvcIH+AiaaSJUf+9n22j73gcWWFV95LYARzAgVTNn73IoYLxoGeax84ix4Q6tHV0hxjZ898jSO2v1f9u47To6y/gP45zs7s+VuZ6/f5UqSSwMSSoAQINS7vRgMBFAg9CYIiICKhSZIFBFQioBSBOmgUgQEf0DIFZogHakhkEYu7Urubvfazux8f38kICpJbmZnnp29fd5/+FLc5/l+Sa7Md57n+T6SaS5LhNXJj1gKzwNQbnf88MAKAITC4unuJ+cBUjQoSgTJ7lecTrGdldrtZuAD+b0j+U46tez9QHhiJYCZWQi/lxKsf85KLV+RhdhShuQKSC6qaIgSrLuQnQLyVSNZ+pMsxPWVYOy5owE42oNaVBlHQWwHlzPyxppPfovB5OLMJiE0G8myk4EFlitJSTlvYODZ1aqJJqcH0ztW3INE5wtup+WZ4uoDEYyMdTp8m2C081A385EkNxl9PT8A8HIWQitEuBOlc2NZiC1lSBYgOUgbUq4FMCkLobsCARwJPJTKQmwfmR9gdnbwn5QgKic469grWs/ap9G7bmFmkzDeMtTQYfJrRvpvg4Mt7YpCXyOQgx67jPbFV2E4udT9xDxAFEDVhFMdj2eis11MR5Jc9oYRCFjHAugWH5smaMZQnu/IyE2yAMkxauHs2YDDOycywxbxiUM9LXm/1BmMdR4FWtZ7IwAAIABJREFUYIqTsaU134AWqnQ5I/elBlZi7Sc3ZjrNcoOtA9H9VDYOKUo5YLi35VNweg6ALrtjrfQgVr5/CUyjx4PM3KeX74Nw1PF7o4ZgtGmam/lIkpuGetqWW6CTkJUDWnS6Go3HxceVMiELkFxSNaeQFOsWACQ+OF+Xz5cNfgkxk6PL8wJqFOXjjnU7H9exZWDVh5fDsoYymSZBFh2K/ra1buUljU6pZNt7IJoLIGF3rDG8FqvevxRsZdggQQhC+VjH3//EiiUvJpR8LZ1ofhKMG7IQmojwR1Q0RLMQW3JIFiA5RBs0rkI2tl4x3jQSYdk6FUBQbzoUDs9+lI07Nifa7q5beguG+h11Sv1c2gIdm+pv/pdbOUmjm9HX/BqzcggA21XvQN97WLf0Zg+ycl+sfH+ECsY5G8x0Isr39v8PECmvGcnQ+WC8lYXQ9dpg4PIsxJUckgVIjlD1+F5gOjMLofsV4mOBp4azENt3GOyoEFPDFSir+abb6bgu2fUyulc/ntEcDDo/nWh+0qWUpDxhJhe1EXAsANvNCrpXP45k1z88yMplRCgfd5zT0bo2FPb/EqqU554aVhTrSDhY0cwY8dmq3rSv8LiSI7IAyQU1BxcQcBey8fdF/N3hRGuGbZBGB7UoPgcOWw1WjD0epPj7PrG0mcDqJdciwy2895mJ5mtcSknKM6lEy6MMOs/+SMbqj6+GOWz7KIlwsYpGaCGHLbiJ5Z0gku8N97V9AuD7WQitEPh2YFYkC7Elm2QBkgO0RP8v4fDQc0YIDxp9rfcIj+tTxOyo/bAWqkRx1dfdTsd1az+5EWYqoyYm7xp64Rlu5SPlJzPRfA2IbrI9zuhF++LLwezvbs9EAZTUHOJ0+F7hotkT3cxHkrxgJFruBPP9WQi9TVAv+HkW4ko2yQLE57RY00wA38tC6E+N4HBu9IsVIBht3B5MTU7Glo87DqSobqfkqkT3K+hd35zRFATrSKx+YsCtnKT8ZfSVfo8A29v4+nveQdeqh7xIyVUl1QdBUUJOhpKZtuQ2LCknGMHwdwEI75XN4B9qRY0zRMeV7JEFiK/ND8DiWyD+wkGLGaeg8yXxezh9iom+Dwfdx9Rwhe9XP9JmAmuWXJvJFEzgE1KJto/cyknKdw+lU1roOADv2R3ZseKOzC/P9FhA1RGrdNY1lAjHu5yOJHmj+6k+Bk4AkBYcOQCLbgXmZ+OyZmmEZAHiY6re/X0QdhUdl8BXmsmW50XH9S29oRxw9ku/vO4Y369+rPv05sz2zjNuSCVaMzu5Lkn/rfupvoCiHArA1kUfbJlY/dFVvm/NW1rzDadDt9WK4sJ/L0iSE2ai5R8EXJ2F0DO0WOdZWYgrjZAsQHwqEpkzlsDi9zESvZ1KlMv9k1+isnIGANuH2rRgGUrGHOhBRu4Z6H0PPZnddv6OkQyd71Y+kvRlQ72LlhL4ZNjsjDA8sAJd7Q97k5RLwtHJCEedHe0jhuNDJJIkWirRewlArwsPzPTLSKShTnhcaURkAeJThpq+EYDoS3WGKU0nAg+lBMf1sQYVBEftj0tqvgFSNLcTcg2zhbWf3gjHXa8YA8TKMbJFs+SlVKL1cQLZfoPaueJeGMPrvUjJNcVVcxyNYwsHu5yKJHnoDYMYJ8HBPT8Z0g1VuV5wTGmEZAHiQ0E9/k0CHyo6LoN+mupf9K7ouH4W1OkgAmrtjlOUMEpq/P2MsGHNExhKZnDhIPG5qeSiD93LSJK+WiqRvgjgF+2MsawhrP30d16l5IpYZRxEDrZoEnaJROK2fy5JUrakks0fMHCJ6LgEHBbSG+WKoQ/JAsRvyvfWLeAG8YH5RTNR+lvxcf1OOc3JqOIxc31967lp9KJj+Z2OxxP4aSPRepuLKUnSFrSZqklHA+iwMyrR+RIS3a94lFPmVK0YhaW7OxlKZoDmuZ2PJHnJTOx3LcBtouNaTDeiokH0jhJpK2QB4jPacOjnBIjes9gfULQTgYdEd6rwtUhkzlgG225hRaSgrO4IL1JyTcfyO5A2HTc56wmYfBoyvLFQkuwYHGxpJ6Zz7I5b+8nvwJZ/d5UWVzjrhsXE/j5gJkn/Y4EVULRTAPQLDUsYFxxSLhUaU9oqWYD4SDDaNA3A2cIDEy4Y6l24THhcn0tr5qlw0AI5Wr4PtPAYDzJyx3D/cvSs/b9Mpjh3cLBtlVv5SNJIpZLNf2HgMTtjjKE16F7zhFcpZaywbHdHnfII2BdYIH+HSzllqHfhMhBfJDouA98P6g3biY4rbZ784eUv1wIQfWr5H0bffrZvHR795gcsxqlORpZW+3u76foVdzq+LZpAfzcSLXe5m5EkjZyZNr4LYIOdMV0rH4CVHvQoo8wEAoUoLNrZydASrfC5Hd3OR5K8ZvTt/zsAolv9a0x0o+CY0hbIAsQngtGmI5j4AKFBGQMKBU4GFjh7Gh3F1KLuuJOtcMGCcSgsdvQwIcRgYjESnS85Hd6vBFj2VZeya+CFNQCda2eIafSge7V/r6qJlu3lbGCA9nM3E0kSYYGlgE4DIPatANPsoN7k+AIeyV2yAPGFWREm/o3oqEx0yXDfs0tEx80FZPGxTsaVVM+DgwvThelYfgecHt1gYMFQT8sKdzOSJPuMRPPdsPkGtbv9EbBleJRRZmKlDgsQYF8385AkUYYTzR8zWPi5DGa+HjUHF4iOK/0vWYD4QDBWcCGAesFh/2kmSmV/7K80KwLgMLujlEDIcV9/Efp73kFyg+O7oN4xE5bskib5BoMugI1q2kx1o3f9sx5m5JwarkAwYr/3CDHt40E6kiSEmdj/GgD/EBqUME7tG/ix0JjSV5IFSJaFi2ZPZOafCA47TKx8S3a9+mrBaPhgADG742LlDb5uvduxwnHbXQtkfQdoM93MR5IyYSaaX7Z7IL2r/a9epZMxJ1s3GVyNwqYqD9KRJAEWWMR8OgChbeoIfH64OD5eZEzpf8kCJMtMy7oGQFhkTCK+Sl4gt3kW0XFOxhWPmet2Kq4ZTCzGQK/jOybvMfra/HuZgpS3AuALAYy4MB7uX4aBvg88zMi5guKdHI1TVZ7uciqSJEwq2fo+EcRuQScUmGlcLTSm9D9kAZJFarRxfwJEH4hakurjKwTHzB3FDcUE2L77QwtXo6BoBy8yckXnqj87HZow0obwlomSNBLDidbFAD1gZ0zP2r97lU5GCmMOm1dYsgCRcluqL3QZgMUiYxJwhKo3yTNUWSQLkKxZoBApwitwtvhMoG1IdNxcEbToQABBu+OKq2bDr4fPjaE1SHa+6GgsA7/a2HVIknyK+Pd2Pp7oeN6Xh9HVUBm0kP37g4ghCxApxz01zIr9S0YzRczXy7t0skf+wWeJFnvueIB3Exz2XrO/tVlwzJzCIAcrUoSiyq+5n4xLulY94vTejx4TdJvb+UiSm4y+llfBeHOkn0+nB5DsecPLlBwL65PtDyLy79KrJI2Q2dv8LBh/EhqUsEsw9tzRQmNKX5AFSFbMisCiywQH7TZYlZ0ftqghDLa//aogtj2CkVovEspY2kygZ+1TTocXa+BVQb3pSU2PnyYPu0q+RXyrnY8nOl/wKpOMhAsdFCDARLfzkKRsMJjOhc1LRjNlMV0l2/JmhyxAskCNRn4IwjixUek8JBeuFxsztwRi1ATAdhurWGXcg2zc0d3+V1hWRjvuwgw+CMAfNIVXa3r8JVVvOi8U+9oUl1KUpIwZYX4AjIGRfj65wZ8rIJHoJCfDdMQOKHU7F0kSrr95HZguFBmSgDo10S98+5ckCxDxCpuqiHC+4Kj/MBLNdwiOmXMUdrD9igixMn+24k+bSXS723ZUAbAXga+yOP2xpsdf1GLxE4AGoV3cJOl/dLQliXjEFxOawx1IDX7mZUaOhJwVINDIqHc3E0nKDiO5720ACe26SMCFiO5bITKmJAsQ4bQAL4CDt+wZSEPBOXB6/XUeYcB2H90CfXuooTIv0slYd/sjSJtJL0PsDcY9mq60a9H4dUG9YTsvg0nSllhQFtn5/EDve16l4pgWrAQpmu1xlOZ697ORpGxYYEFJnwPA0cFFh4o0JbhAYDwJsgARKqQ3bQPGt8VG5duN3pYRH9DMV8Fo4/YE2D7IoZf7s4ufB6sfW1IKwg8YyoeaHm8LRpuOAuYHRAWXJABQLNi65nwoucSrVJwjghayf9SKFWWsB9lIUlYYvW2vA+z45lxHmE8P6Y3bCo2Z52QBIpBF/EsAqsCQGwzwxQLj5SxWyEEbK0Kswp/brwSsfmzO/kz8Z03vej8YazpeFiKSKKn+5ncBdI3080PJTzzMxrlguNr2GIIlz4BIo4oB5XzY+H52gWoxXSowXt6TBYggWmHjdDAOFxqU+WIk2jqFxsxRxLBdgISjkx317fea4NWPzdmWme+VhYgkEANYOtIPpwbbPUzFOS1ivwBhSyn2IBVJyp5EcxeIfyE0JuForbDB4Y2gkl2yABGESLkKYv+83zOS/AeB8XLY/CAD+9kdpZfu4UUyGcvi6sdX2VSIdC7R9MbTgQaRK4BSnmHQypF+1jR6YVnDXqbjiKo5WMwgyAJEGnWMvvLfA/iXwJBEiiL6ioS8JQsQAVS9aV8mPkBkTGY+G2gzRcbMTQ2qqnefAyBqd2RhyUwP8nEDI1qyO4KRWhD55XmfJgB0q6Yrb6h6kz8Pzkg5j2CtGPmnGeaw/xaIA5r9HiUMLvEgFUnKsofSDOUsCGyiw8A8Ndq4v6h4+cwvTyejGoGvFBuQ/2ImWp8TGjPnNKiaHjgO4IsBtn37V0CNIhKb6kViGasYf/IX/53ZhDG0DqmhdqQG25EaaEdqcBWGkktgGj3ZSG8nAj+n6fH7DMs6D/1ta7ORhDQ6MbCWbHzeSg96lotTAdV+AUJgkZ0VJUkYM7HoRVVv+iuBhW1hJ8IvAcgXZR6TBYjHQnr8YAvYS2DIlEL0U4HxckxmhcfnCkp2BZH/jzUQqQhGajfe1P5f70iNodUY6PsAA33voX/DmyL3xBOAEzRFOQSxxp8ZfXyTXK2TXMEUhI0KxEqP+O5CYZysgAAkdzNIo5aq0Hlpi+cBCImJSPuoscYDzL7WZ8TEy0+yAPEWWYDo/YQ3Dve2fCo4Zg5wp/D4nF6yuxtJZZUWrkFRuAZFlbMBAMbwWvRveBN9XS9joOcNWGnP98cXgel6TadTGbPPMhOLXvQ6oDS6KQoibGOzBtv5sCBKoMDJMDsLP5KUU4Z6Fy3V9PhNAM4VFZOYLgewEPIONc/ItyYeCkYbvwlgusCQGwzSfiUwXg5YoARjjcdquvIhwHcByLj4AIDC4tHXKEMLjUHxmAMxbvvLsM2sRzF22gIUVTRBUTx/6bQTwXpe0xuvAeYKesMljUbMCNv5PCn+W8UkR4sZLAsQaVQzlNRlENuWd0ZIj88TGC/vyALEO8REFwmOuAB9z3QLjeljAb1pnqY//xYz3Q+XCg8AUEPl0Bz06s8lihKCXr4vaqdehG1mPYyabc9HYcmu8PBFKwH0Q00f/mcw2jTNqyDSaEcVdj4toLh2wMmvZZIFiDS69b64AcSXiwxpMRZAri56RhYgHgnqTYcCmCEw5FKjr/wWgfF8S43G99P0+EsK+AkAO7k9f0HRjm5P6WtKoADFVXMwfsffYPLMu1FWNx8BLeZVuOlM/LoWbToL8ge/ZBvbWppUVR92r3VWS6TdTkOS/GZTW94lwgISdg3EGg8UFi/PyALEG8TMlwgO+BPgoZTImH6jFczeJajH/48Iz8HDg/8FsfwqQL4sGKlF1cTvYJs9/oLqKeciGKnzIkwExL8L6vEnUdhU5UUAaTSaGwJgozUdIRD0X/dacvBrmYA+D1KRJJ95KEXMF4qMqMjb0T0jCxAPhPTGg0HYVWDI11LJ1kcFxvMXvalM0+N/QMB6nYG5XocrzOMC5HOkBFFSPQ+Td7sLY6ctQCS6resxGDhQU/gdtbCxyfXJpVFHKxraAYA20s+r4XKQ4r8+LE6aPzDLAkTKD6lk6yMAvSIw5MxALO75c0U+kgWIByzQxSLjMeMC5GWnhgWKpse/rYEXAzgNAr6eg5FahAoneB0mdxBBL98XE3b9PcZO+wVC0YluR6gihZ7etCVLkjaLLfqanc+HI/UeZZIZy3LQGlhBr/uZSJI/sWUJfcZSGJdBbgl2nSxAXBaINR4EQNwV2YxnzWRLi7B4PqEVzN5F0194CcBtAMpExS0fd5w87/mVCHr53pi0yx9QN/Wn0EKu7pxSQfw7TW+8BZgx4jfcUn4hoqPsfD7sfrHsCsuwX4AQywJEyh9mf2szCM0CQ85QY41zBMbLC7IAcZnCQi8BZCh5dulgcUOxFo3fiID1GsB7igwdjk7+4s4MaTOIEKuIY9Jud6Ki/hQoiq2uqFub/AxNjy2E3iSs4JRyQ0hv3BZs7wB6JLa9V+lkJJ3utz3GAsvuh1K+uQgCd34QQ+iqSz6QBYiL1Gh8PwCzRMVj0F+NvubXRMXLNjXW9HU1rbwPwtkAhDXwD0ZqUbPt+Ziwy005cfu5HyiBECrGHYfJM++GXrGfizNTgwZ+NRht9OfTo5QVTHSMvRHk3wLEsL+YobCy0oNUJMm3jL6WVxl4XFxE2kfVG/cWF2/0kwWIixTC+QLDpRXGzwTGy56qOYVaLH4zMf8fATUiQipKGEWVszFux6swabe7UFw1RxYfDqihcoydeinG7nC5m9uyJjLRP9RY09fdmlDKYVVzCpnxXTtDIvo2UDUftuAFYKQ6bI+xCLIAkfKOwnwxhLagpvPExRr9ZAHikmDh7B1FdGD6kntSyeYPBMbLClWP76UNmG+D8R0IOASmhspQOeE0TNnzL6jd7kJES3ZzeDOx9GV66Z6YNPMOlNYcCpf+GmPE/Hgw2ni4G5NJuUsdMM8EYOsCwmiZf19kmkPrbY/RTJYFiJR3UsnW9wE8ICoeAQfL1Xf3yCcrlzClz4e4LglGQFF+KShWlswPBvX4FQQ8DxdvMd+cgKqjatKZmDLzAZSPPRoBNep1yLyjKGGMmfw9jNvxCqghV45xBJnoz8FY0/FuTCbloJqDCwj4sd1hReX7epGNKxysgBiDg/ut8SIXSfI7RcHPAZiCwhETfiIo1qgnCxAXRCJzxoLoSHER6d6h3kVLxcUTKxT72hRN73qVgQvg9VkPIpTWfBOTd78XZbVH+PJegNEmWjITk2b8EXr5Pm5MpzLz3Vq06Qw3JpNyi5roPweArb19EX0aggXjPMooc8bQOrtDlgILLC9ykSS/G+5t+RTAn8RFpGMjJbP9+wMkh8gCxAVmwPwJbFyAlaG0AlwlKJZwQb3pGxanXwMw3etYoehETNj5RoyZfDYCqu51OOlLAqqOsdMWoGrSd90o+hQQ36zqTT90IzcpN4SL5kwg4BK744rHHOBFOq4whtcjbSbtDSL8y5tsJCk3KGT9AuJWQTTTtH4gKNaoJguQTOkN5QBOFReQ7xtONH8sLp4o8wNBPX4lg/8KoMjLSGqoDNVTzsXEXW5BRJ/qZShpiwhltYejfvpvoYUqM56MwNeo0ab8aMwgwUqnbwZQaGdMQNVRVOXfVtpD/fYXttnCOx6kIkk5Y7iv7RMAfxYY8jTEDigVGG9UkgVIhlRWvgNCgaBwaQW4QlAscaJzKjW9ayEDnp6jCahRVNafiskz70VJ9TzZ1conIvpUTNj1ZhQU7ZjxXET882AsviDzrCQ/C8aajmdi20sZpTWHuHw3jbuGkw4KECJZgEh5T6HALyCuI1ZUZeN0QbFGLVmAZGSGBoLIvecPDCdaFwuM5zlVb5qlkvkGgLhXMUgJoqxuPibNvBfl446FooS8CiU5pGrFGL/j1SipPijjuZhxqRZtOsuFtCQfikQa6pj5OrvjFCWMkppvepGSa4YG7BcgQZXkFiwp7w33PbsEjAcFhjwbmCFq6/2oJAuQDARjRUcQUCcoXFoBXy4olhDBWNPxBG7z8s+wqKIJk2fejaqJ34GqxbwKI7mAFBXVU36IqklnApThQhjxDcFo09HuZCb5xwzNVJUHAZTbHVladxjUYIkHOblnsPd9W58n0JrBDYtkC15JAkBQLgMgpCEDAbXBaPFhImKNVrIAyQAzvi8sGOGR0bT6oUbjP2XmewAEvZg/GKnD+B1/g9qpF7lxvkASqKz2CNRtdzFIyejlksLEd6tF8Tlu5SVlnxYt+g2AWXbHBVQdZXUCGxU6YAyvgzFs7w4QJut5j9KRpJyTSi76kEGPiorHBHkYPQOyAHFI1ZtmAdhDWEDiXwuL5akGVdMbbyfCL+HBeQ9SgqgYfzImzbgdhSW7uj29JEisogHjdrgq0/tYgmThES3WKO77VPJMMNp4JMjZS5/K+lN93+luoPdd+4Mses79TCQpdxGJ7BLKe8rfL87JAsQhIkvg6gcvMnpb3xAWzyvle+vBaOBJgDzpGrbxfonbUTH+hEzfnks+UFg8HeN3ugaqllFTtCiY/h6MzpbtznKYVtQ4g4n+6GRsQWwHlFTPczsl1w302j/KQWC5AiJJX2L0Nb8GoFVYQIvEPQuOMrIAcSASideCSdjeP04Hcv7ej0gkXqsNh15w0rlmawJqFLXbXYhxO16JYKTW7emlLApHJ2P8TtdCDWbU8bCMlfQzkUhcfnHkoHDRnAlk0ZMAbC+HbTxXdG7mZ4o8x0h2v2Z3UEcq2fqBF9lIUi5jYnHPTIT5kcicscLijSKyAHEgrdJZEHXxIONNs3/RIiGxPBIumj3RVPESPLhcsLB4Z0yccRuKKv3b21/KTKiwHvXTr4MaqnA+CdNYM4AnUNGQ0Z4uSTC9qSxtmU8xMMbJ8PK6oxAqrHc5KfcNJT+1ff4DwNMA2IN0JCmnmX2tC0H0tqBwalo1viMo1qgiCxDb5gcZfIqoaASBlbwHQrGGyWlOtwEY7+a8pGiomvgdjN/xannIPA8EI3Wo3+nqzFZCCLsEh5Q/AfPlBTA5YVZEA/8NwLZORgcjtSgfd7zLOXkj0fWy7THE/LgHqUjSaMAEcedmGXQaMFf297dJFiA2BWNdhwOoEhRuaSpZ/oigWK4L6U3bpFlpA5Ory5OhwnpM2Pl3KKubnwNbKyS3bOxs9uuMzoQwME+Ldl3jYlqSJ+YHg3rkQQB7ORlNioa6qReDFE+a7Lku0fUPu0OGU+HUQi9ykaTRINVX9iCATwSFqwhGU98QFGvUkAWITcwQt9TGdC3wkKibPV0VjM6eyuDnCHB1331pzaGYuMstCEcnuzmtlCNChRMwbserEAgUOp+E8H0tFj/bvawkd83QVL3rzww4Pjk+ZtLZCEe3cTMpzxhDazCUXGJrDIEWofOlhEcpSdIo8FAaxDeKisbEIi+lHhVkAWLDpk46+woK12NE0ncLiuWqYLRhByar1em+7a+iBEKo3fZ8jJn8PdnhKs+Fo1NQt/1lmX0dMH4biDUe6F5WkjvmB7RY7F4CHF9ZXlT5tZzoevW5nnWLYPcoB4Mf8yYbSRo9jGDqTgC9gsI1BqON2wuKNSrIAsQGhnUmPLi74qsQcDs62pIiYrkpGG2axqS0wMVtalqoCvXTr0dRlbxTTtqosHg6are5IJMteAGF6b5w0ZwJbuYlZWKGpsU67wfTUU5nCBXWo3qbXLobjNG7/lm7g4aMgPWwF9lI0qiycZXwDlHhGPRtUbFGA1mAjNisCAiiTjSmFUW9SVAs10Qic8ayYj0NIIN2Rf8pWrIrJux6M8LRKW5NKY0SscoGVE3MaEdkSdpKPygPD/pBQzioF/01k+JDCRRg7NRLoShhNxPz1EDfB0gNttsbRPw4etp6vMlIkkaXQMC6AYCYreyEk1FzcIGQWKOALEBGSNMLjgVQIiIWgx4b6l24TEQs1+hNZaZqPuPmgfPysUdh7A5XZXoRnTSKldUekeF2G95Ni6WudS0hyb6KhqimK3/P5MwHkYq6aT9DsGCcm5l5rmftU7bHMJS73M9EkkanoZ625Qz8TVC4Yi3Rf6SgWDlPFiAjJvCAEfMNwmK5oebgAg38OABXbpsmUlA9+fuonHA6iOSXqLRlYyafg4KiHZ1PwPzdYKwpN/q1jjaFDWO0oUArgLjzSQjVU85FtGSma2mJYBo96OtosTWGgdVmX6ntPVuSlNeYrxcXjORh9BGST3cjEIw27ABAzG83xltmsuV5IbFcMUMLJpKPANjbjdkUJYSx036BkppD3JhOygNEKmqnXgI1VOZ4Dma+Kag3bOdiWtJWBKOzp2qK8jLAu2UyT2X9KSge83W30hJmw5onYaWHbY1RwHflamdEScoWM9n6HECvi4nGewajTdPExMptsgAZASb6lrBgBGFt41xAWjR2J4Nc+e2vasUYP/0aRMtmuTGdlEe0YBnqpi7IpDOWzlD+Is+DiKFGG/dnsl4CUJ/JPCU1h6B83LHuJCUQWyZ6VtveFZIKmJRzZwMlyR9Y3PcO4WRhsXKYLEC2qkElkKjfcD2GXvgXQbEyFow1LgDRcW7MpYVrUL/zDYjoruzikvJQQWwaxkw6J5MpdgrqwwtcSkfaDE1vPJ2IFiLDM3V6+d6Z/n1nTW9HC4xUl91hDw4Ottg8sS5JEgAYicE/A9ggIhaDTwRmyPsCtkIWIFsR1APz3LzPYosYd2H1EwNCYmUoGG08jJkucWOuUHQiJux8A4IRV+8slPJQSfVBGR1KZ+AnWqxhTxdTkr4wQ9Ni8ZsAuhVARleU66V7om67i3PyjBizhc6V99sfqOA697ORpHzx8iCY7hUUrCqgFx8gKFbOyr2f3oJZYGHbrwh8u6hYmQgWzt6Rie6GC3eihKITMX7Hq6EGhTQYk/LAmElnIRSd6HR4AKzcBcyKuJiSFJ1TqelFi8A4M9Op9Ir9UDft5yAloxoma/rWL0JqcJXdYc8ZvS1vepGPJOULovTNsHvrp9NYAp8dc5UsQLYkOqcCDP7gAAAgAElEQVSSgLmCorWmkq3vC4rlnN5Uxkr6cQDRTKcKRydtLD5km13HNqz+G/p73oZpiLrs1f9ICaJuu0syuQ9iW02PXO5mTvlMjTbur5L5FoD9Mp2rqHL2xpUPRXUhM/GY0+hYeZ/9cURXepCOJOWVVKLtIwBCmvwQMA/RfV27E200ys2f4oKoZJ4IQMg+PmK+RUSczDSoGvhBgDK+PTocnYRxO/5GFh8ZWvPJv7sLqloRQoUTECwYh3DBBAQLxiNUWJ+Xf8ahgnEYM/lsrP74aqdTfF+Nxh/LrY50frNAUaPPX0iEBXDhd01JzSGonvQ9gDJeeM2a3vWL7F88CLxk9jU/7UU+kpRviHArM/YXECqoKdpxBvBbAbFykixAtoCAkwSFWpdKlj8mKJZjWjRwDcAZ9OvfSBYf3jCNXpg9b6O/5+3/+OeqVoxQ4QSECiYgWrILCkp2zanbop0qHjMXyQ1v2r5rYROFCLcDDTsBbUNu5zbqRedUBvHCPUxwZR90xfiTUTH+BDemyhrLGsL65XfYHseMn3mQjiTlpVRf2SOa3rUeQKXnwRgnQxYgmxXIdgJ+FSxs2gmES0XEItCN6dSTC0XEcioYbToCxNdkOk+oYDzG73StLD5c0rHinq1+xrKGYAytxWDiQ/R2tKJr1UMY7PkX0mYCWqQaSmD0FiOFpbuhr+M5WGbCyfAyJagYVmrZc27nNZoFYo0HqeCnQZie6VxECmq2+SHK6o5wI7Ws6lx5H5Jdr9gcxW1msnWBF/lIUn76IK2GJpQD2EdAsDFqsP7hdGp5h4BYOUeeAdkchYU1lydYd4uK5US4OD6eiW/LdB41VI5xO14JVYu5kZbkEFsGkj1vYO2nv8eSfx6N9o+uwECf/48fOREIFKBu6sUgcvauhYgvCBfNdnyiPa/UHFygxeI3KUxPAKjKdDpFCWPstJ+jeMyBLiSXXeZQB7o+e9D2OEbAlU6DkiT9G4HugKDD6FDoGCFxcpAsQL4aMXCUoFgvDCdaFwuK5UCDmk7jAQDFmcwSUKMYv8OV0ELer3pKI8eWgd71i7D87e9h6RtnINFt9w2t/0X0bVE21vG3c8SyrOu3/rH8psWaZmqJ/jc2dbnK+JCGGqpA/c7XI1q2lwvZZd/a5bfCsuzdes6gR8zEohc9SkmS8tZwovljAC+LiMWM4+HCz8TRSBYgX0HVm/ZBhjf02nCnoDiOBGPKAgAZPQWQoqJ26qUIFWZ8dl3y0FD/J/jsvZ9i2VvnYKD33Wyn46qKcSc5/vpjYF5IbzzE5ZRGiVmRoB6/EswvA9jOjRnD0cmYOP1GhKOT3Zgu65IbXkPf+la7w4bUQPrHXuQjSRIAcc9e47VYwx6CYuUUWYB8BSIWtWTWb4SGHxYUyzY12tTIjAszmoQItdtehGjJri5lJXltMPEBlr9zLlZ9+AuYKSEXx3qOFBU12/7E8VYsC3Q9ag4ucDmtnKYWzp6t6ZH3GDgfLp0njFU0oH76DVDDo6N7pWUNYc0S+2dQiXD1UE/bcvczkiQJAIyw9WcASSHBrIDchvUVZAHyPxpUMA4XFOwhdL7k6HSs5/SGchDfhwy/RqomnolYhYiOd/kpoGZ8HctmMPo6nsOnb5zi5O2tL0WiGW3Fqg8mk+e7mU/OKtqnRNPjd5BiLQTgyvkYIgWVE05H3dSLoQRCbkzpCx3L74IxtNbWGAZWpSKqvPdDkrzU0ZYE8KiQWMRHAw2y6+x/kQXIfwnE6ACIaM8GgNm/2680ot8RUJPJHMVVB6CsVlQtl5+08BhP508bfVj10S/x2Yc/h2n0eBpLhIpxJyJUWO9oLDP9CAX7VrubUW4JRuPzg1bwAwDfgkv7mlWtCGN3uArlY49ya0pfGEwuRnf7I7bHKcw/wrqF/R6kJEnSlzCTqGewSrVIyfgKg9FGFiD/RWE6WlCoT81kywuCYtkS0hsPAVNGh/Aj+raonvIDt1KSNkMLZ9xsaEQSHc9j6ZtnYDDxoZB4XiFFQ802P3F6mV2hFggucDmlnFBQ8LUaVW96jAkPMuBa1RuOboMJu9486rZoWtYw2j+6EsyWrXEM/C2VbLXfLkuSJNvMZHMbwMtExCILop4tc4YsQP7D3BCAg0VEIsJ9ENUGzo6S2UVp0E2ZTKFqxRg79ecgJehWVtJmBEPeroB8mTncieXvnIuetU8Ji+mFiL4dSsYc5HA0nxKMzp7qakK+1qBq0aazjED6AwIf6ubMpTWHYsLO10MLiSmiRVq39GakBlbaHdYTTAfO9CIfSZK+EhPhXkGxDgVmaIJi5QRZgHxJIDY0G4CQG/KI6QERcezSTOtqAmqdjicKoHbqz0bNIVK/UwWtgHyOLQOrP74aa5ZcB7ZMobHdVDnh21A1R52lVYv4Crfz8SM1OrtB05U3QPw7uPhzMRAoQN12l2DM5O+NypcUyQ2vYsPqJx2MpB8PDDy72vWEJEnaPOY/CYpUqhYVNwiKlRNkAfIlCiuHCQr12qY+1L6iRuNxAKdmMkfVpDNRWJzxBci+0bPuGfR1tGQ7jc0KFYzLStwNa57EZ+//FJY1lJX4mQqoOionOPtSJ/Chqt60r8sp+Ua4uKFe1ZseJrJaAezk5twRfRom7nYbYpUNbk7rG0aqC6s/ugq2F7cJzUai+Q5PkpIkabNSibaPwHhLRCyyLHko9ktkAfKF+QGAhWy/AgmruEeu5uACIvwBGZwCjVU0oLTmmy4mlUXMWL/0D1i9+NdIdr+e7Ww2KxydYm8A8SIw/gTAyDR2csPrWPmv85A2xXQydFtx1VxEdGe7qQj4NUbTiWkAqJpTGIzFL0unlQ8J7OovSiIF5eOORf3O10ETuG1QJGYT7R/+wkmzhg1qQDkFftySK0l5gIU9k9E3Nj5rSoAsQL6gFnY2ABCxb8hSDfLdIcNgov9nACY5Ha+FKkfNoXMrPYCVH1yCzlV/AQD097yT5Yw2T9WK7d0uzxQyki3HKgqmgvDnTOMP9L2PFf/6YW7eF0KE6infA5GTH4O8ZyDWeKDrOWUHBWONx6oD5kfMuBhA2M3JtXA1xk+/DpX1p4Jo9HaiXLf0Vgz0vmd7HDF/e3DDItsHRiRJckcwrd4PwF7HCGeq1GjX3gLi5ARZgGxCAWHbr9oGB1vaBcUakVCsYTIDjqsHIgW1212IgKq7mVZWGMNrsezt7yHZ9fJ//DNj2F4vf5HCuq1VkF2A+YHh3pZPjb6WY5j462Bk9PAzlPwUy9/5PszhjkymyYpwdBsUV89zNFZh+pnL6QinFTXO0PT4C8x0PwF1bs9fPGYuJs34AwpiO7g9ta/0dbSgu/2vDkbyralkq5OBkiS5ZNPZKyFdSQkkt2FtIgsQAMAChZm/ISiY77ZfpVm5BoDj27/Kxx6DgiJXt4pnxUDve1j25lkY7v/frnx+XgUJF9oqQKJarPuLnqdmX+szhqLtwsDfMskhNdiOFe+el5N3hVSMPwmBgKNLzncPxOJz3c5HhEikoU7Tm/4Ii14F4PobOS1YhrHb/wI12/wYirM/25wx3L8Mqxdf42To+0Zi6Fy385EkyQEmIc9mTHw4Rtv2XYdkAQJA1Z/fM9NL90YoZSgp+zdTeUgtis8h4BCn4yP6VJSPP8nNlLKiZ90zWPHujzf7AD3g4wKkoMje22W2+D+3DvU9020mWr5B4F9nksfwwEqsfPcCpNO5dYeaqhWj1OEN6QrjUpfT8VbsgNKg3vRrU1U+BvgUuP47gFBSfRAm7nYH9LLRv9PATHVj5XuOmjH0E1tHAy8PepGXJEn2GISH4cLZyK0hoFaLNe7udZxcIAsQAEoGD+B2ENCM3hd9tFm+QSUL1zkdrQQKUDf1IhDl7pkqZgvrlt6K1Yt/DbY2/7PHzysgBbEdoCgjX8Aiwle9tedUovV8Bv0IGRyGHUouwWfvXgTLGnY6RVaU1R0BLVjmZOgeaqzp627n47qagwtUPX6BxsanDP4JgIjbIYKRWozf6RpUT/khAmrU7el9x0oP47P3L4ExvM7uUCamU1PJNvsHRiRJ8kaiuQuMNhGhCCSm4ZHPyQIEAAPONoHbj+Orvb5ajL4LYJrT8ZUTToUWFrFw5I10egCr3r8YXau23hPAz+dASNHsboHbPVzcUP9V/4eZaL6WiE5EBm+CBvrew6r3L7V9C3Q2KUoY5eNPdDSWmH18FqRB1fTG09VE/xICrgDg6PKTLSEKoHzsMZi4622jqgX3FjGjffGVGEx8ZHsogX+TSjb/xYOsJEnKCAnZocIs5pnT7/K+AAkXx8cD2F5AqLTBakb77F2lN5SDaYHT4QWxaSitdvViZKFSg+1Y/tZZSHT/c8Rj/LwKUlgyw87HyTSV4zf3f6b6mu8j8HwAaaf5JDe8hs6Voi6YdUfxmLkIOrtXZZZaFJ/jdj4ZomC06QhNV94D6FavtpiGo9tgwi43oXLCt6EEHB8jyznrl92GROfztscRY2EqUX6RBylJkpQhg/EYMvi9Z8P0Tc+eeS3vC5C0JWb7FYDnkVy4XlCsrdKgXACgxMlYUlRUT/khQLl5jqp/w5tY9tZZGB6w1/zJz+dAosW2ChAQ4QRs4SBcKtH6OJjOyiSnjpX3on/Dm5lMIRRRAFX1Di8nZJzncjqOqdF4XNPjrzDxQwC29SKGooRQNfEMTNjldwhHJ3sRwrc6V/3lixbdNi1NKdoxwEMiHnAkSbKrv3kdgJdEhEqbX7kVOq/kfQFCFh0kJpCPtl8V7FsNxplOh5fXHY1Q4QQ3MxKme/VjWPneBUibCdtj/bwCEopOsLsdbhs11rjFt/ZGsvlWIlzuOClmtC/+FYxUl+MpRNPL90FBzMGuREaTVhTfdesf9I4Wa5oZjDY9TYRmAJ4dcoyW7IpJu/0RZXVH5vT5Lyd61v4f1i+9zcnQDcTKPPQ90+12TpIkuYhYyDYsIoh59vSx/C5AquYUMvH+AiKxaqiPC4gzIpqiXQiCo96YwchYlI87zu2UhOhYcRfWfnIjmJ29gDSG18IY8uc5EIBQXNloa4RiKVttAZrqa7kEoHucZmWmNmD1R7/KqfMgTs+CII0fu5vJyGhFDbsF9fgTYH6ViQ/wLE6oCnVTL8G4HX8DLVztVRjfSnQ8jzVLroODHg3DzPhGKrnoQw/SkiTJRapBjyCDRiwjxUATag4e3T3KtyKvC5DggDkHLt/6uxmvDA4u/ExAnK2KRBrqQDjN2WhC9ZRzQUrQ3aQEWL/sD+hYkfmZhP6et13IxhuxCnsFCBPP0Qobt3ZqmI1Ez7ex8a26I/09b6Prs4wvXRcmWjITEX2q/YGE+Zs73O+FLwoPS3nNy0YaihJCxfiTMWm3OxGraPAqjK8lN7yKVYsvd1JIW8R0kplssX9gRJIk4TZdFP2qgFCRQGIgLiCOb+V1AcLAgVv/lCtxfLP6Yap0MRwWXbGKxhzscsNY9+lN6PzMnaYz/b0+3oZVOMHu1jhiZSSNCN4wDGhHAvjEWWZAx4q7MZhY7HS4cOXjN3tGf0vUtKn8wO1c/luwsGknLRZ/EJbyqtcd/PTSPTFp5h2oGH9CXh0y/7JE9yv47P1LwZZpeyyDL5AdryQptzDwmIg4CnFeb8PK6wIEHm5X+DKF6QkRcbZm49tZ+paTsUoghKqJ33Y5I68x1nxyA7ra3dvS2d/7lmtzeaGossnW5wk4VIs1zdzqB/ue6SZLOQxA0klezCZWL74KVjo37gfRS/dAOLqN/YGEUxE7oNT9jACtKL6rqsf/xgq/DcZ8eHibbjg6BfXTr8fYHS6HFhrjVRjf6+t4bmNLaStlfzDjejPR+hv3s5IkyUuKpfxdSCDO74PoeVuABKOzp4JprPeReFkq2fyB93G2Lp0OXALA0f6pstojoIWqXM7IQ8xY/fE12LDa3c7H5lAHUoPtrs7ppuIxc0GKZmcIgflqjOBhNtW/6F1iPgkO98cOD6zA+uW3OxmaBYQKZ6sgUZXN77iZiVYwexdVjz8OC68TcDA8LDzUYAlqtvkRJu5yMwqKdvAqTE7oXd+M9o9+CWb7Kx8AbjeSLVs9YyVJkv+k+he9C2C5gFDjQ7GG/Goj+CV5W4Cwkv6aoEC+WP2IROK1ADt6otKCZSgbe4zbKXlq7dKb0LP2KU/mTm543ZN53aBqxYiVN9gdtl8w1jiiv+BUsvWvAH5rN8Dnutsf9fU5mi/Ty/Zy2GKWzwJm2KoCv8rGwqPpMQSsNwg4BB4WHqSoKKubj0kz70bxmANztsW2Wzas+TvaF1/hrHkC4wEjsd8ZEHCQVZIkjxALWQWxLEXMs6gP5W0BQkxC/tI5IOaLeGvSKs6Bw9WPivpvQQlEXM7IO13tD6O73buux8mulz2b2w2ltd+0PcZi+g1K58ZG8lkjEboQDIcXfDDWLLk2R7ZiESocdHwjoCYYLT7caVRVj+8V1ONPbCw8+FB4WHgAQLRsL0ya8UdUTfwOAoFCL0PlhM6VD2zsdsX26wcGHjWS1knAgtxp+yZJ0v+wQEKe3ZggC5D8MkNjYD8BgZJmb+g5AXG2rHxvnYEznAwNF05GcdXX3c7IM4nO57Fu6S2exujvfQdWetDTGJmI6Nva7uJEQI1mDF07sk8/NawQHQOH50FSg+3oXHm3k6HC6WX7Ihixv1OTic+2O0Ytavqapje2EvDSpsPlnhYehcXTUb/zDRi3/WUIRuq8DJUjNjasWL/8j3CyeEHAU2ai7GigzdGeLUmS/CPdF2qBw99xdhDQ5MaKeS7KywJEjRbNAjCit72ZYGAh8FTWX/VqqdCpAIqdjK2c+O2c2Y4x0Pc+2hdf6ejNpR1spdC/4Q1PY2SqfOxRDkbRKWqsaUTV5nCi+WMA5zgIAgDoWvUwhpJLnA4XhwhltY4WM/Ye4cWEFNSbvqHp8VfJ4oUANTgJZke4cDLG7XgFxu90LQpi23sdLicwm2j/6ArHDSsYeCKVCH0TeMjBaXVJkvznqWEGWgQEiql68W4C4vhOXhYgikKzRcQh0P+JiLNlDSoY33cyMqJPQ7Rk6w2S/CA1uAqr3r9E2NaeRLe/t2Hp5fsgXGj7/AKB+Y8obBpRtwEj0XIXOVymZk5j9eKrHV8KKVJR1RyoWpH9gRa2sArSoAZjTcdpevxdBj8KwPNvtGCkFnXbXYyJM25BtMSzi9JzjpUewGfvXYze9c6uumHgYTPRe7gfXjZJkuQegqAt9Jyf27DysgBh5jki4qhmYKGIOFsSjAYOB1DvZGxFvcMboQVLm0msfO8imEavswkID9kdkux6xfOVlswQKutPdjAKNVrAug9YMKKfDQGTzwDg6A9+qP8TdK9+1MlQoZRACCU1hzgZegz0hvL//EdzQ5reeLqmK4uZ+T4Ani9BqKEyVE85F5N2uwOxykZ4vLMrp5hDHVj+zg+Q3PCaswmY7zcT1jHAG4a7mUmSlG2BAD0jIg6RJQuQvFAyuwiAiOWuD/1w+zkT/8jJuFxa/Vi95BrnrXGZ7zf6Wo4CsNTOMNPoQX/vv5zFFCRatici+rb2BzLNVqMvXDySj268NZYcfY0BQOfyu2GmNjgdLkxJ9aEgxXYPh7AKZePlOVVzCrVY47mqPrwUoFsBTHQ7x/8WUHVUTjgdk3e7FyXV80Ckeh0ypwwll2DpO2dhKPmpwxn4j0Zy/xPlmQ9JGp2GelpWAPjY+0i0Byoaot7H8Ze8K0AC6fTeAAKeB2J61vMYW6EVNewGh1s7cmX1o3v140h0PO90eIuRLD8FAINh+8KQvg5nWzbEIVTWO7s8koh/puqz9xnJZ41E8x0gXuQkTjo9gPXL/uBkqFBqsARFlfZ3bhLjTDXaeIk2YC4H07UE1HiQ3n9QlDDKxx2Lybvfh/KxR+XtDeZbkuz6B5a//QOYw11Op7jGSLSeJrtdSdIoR+Tod5tNmpoKzBIQx1fyrwBhEtH9CorDBzJXWeTo6bMglhurH0PJTzLpePWuoSqHfX5olEEOCpDnwZa/d14UluwKvcLRl3yAYN03wta8rLByFgBHe+B71j2LgT5f3NW5RWV1R8D29iXCOCL6BYDyrX42Q0oghNLawzB593tRWX8qAmrevVAbka5VD+KzDy6FZQ05Gc4MPs9ItPwY8p4PSRr1iCHkZbLCLOTZ1E/yrgBh0P4CwpjDWpbb71bNKQTI0e2B5eNPcDsb11npQaz68DKw5ajpTKeqKvOwYdEXZxfMZPoFALb2AqXNBJLdrzqJL1T1hO9CUcJOho7XUsO/GMkHhxPNHxP4GidBAMbaT270+ZkaIFQwHnqp/w5vK0oYZXVHYvLM+zFm0llQg6XZTsmXrPQw2j/6FdYtvdXZBYOACdC3zETrb9zOTZIkf0qFhpoBeP6mkRkink19Jb8KkJqDCwAeSWvMDPEr6H6qz/s4m6cNGEfBQavhUMH4nFj9WLPkOqQGVzkZmmaFjh3csGjlf/7jNhMg27fW9/p+GxaghitQ7uBCPQAA4SytsHH6SD6a0qOXA1jhJMxQ8mP0rHvayVChShxc8uiVQKBg41arPR5A1cQzoAZLsp2Sb31+2NxppyswBizQN41Ec25cYCNJkjs6X0oAcNilwpbdgVm5c+OzC/KqAFF7B/eCw9vA7WBWsn7+A1BOczKqtPYw+L1LTt/61gxaZtLPzN7mr/z7YYvutTtfsvsVpNP9jnIRqazuSIQK650MVUmhK0b0ydVPDBDoB06CAMD6FXf7/ob0aMluCEZqs5pDQI2iYvwJmLzHA6isP9VZi+A8MtD7Hpa+fSaGks7OkhKwFgoa04nmJ11OTZKkHEAkZBtWSI2G/bfE7qG8KkCUQHpfIYHIyupr8WC0YQeA97Q7TtWKUFTp725waTOBtUt/72gsA38zE82bfZg2+/dpAbGtzmVWehi963xQb24FKSpqt70QpNjvhMTAXFVvGtEBuVSi+TE4vLzJHO7Igba8hJJqRy15MxbQYqio/xYm7/EAKsafjICqZyWP3MHoan8EK/71o0w6rb2nBLCn0dfi/72WkiR5wmJF0JleJa+2YeVVAcIs4PwHY8BMlItYrttCCgFHqx8l1Qf7vmPOuqV/cPYwQfyZGbBOwhYPji6wiJX77E69YfXftjytT4Sjk1Ex/mSHo/m8EX80rfwYgKNN9l2f/QlpM+FkqDDFYw4Q+n2iasWonHA6puz+ACrGHY9AoFBY7FyVTvfjsw9+jnWf3gRmZ11yiekZQwvtvakVpyRJecpMlLwKxoDXcUixxLwk94k8KkDmhgDs4XkYBS9/3lkpOxpUENs+fE6KhmJnl60JM9D7LnrWPuVkKHM6cAp62nq2/tH0PXYnHx5Ygf6ed5zkJVxZ3VEoKNrR9jgC5kUic8aO5LPGwKK3ALa9nQ3YeKlk58r7nQwVJqDqiFXEPY+jBctQNelMTN7jgU3tdPNqe7BjQ8klWPrGd5DofMH5JIRbUsn0vGyf5ZMkyQ8eSoHwT8/DMM0CZmiex/GJvClAVD21KwBHrYDsYIscX0rhBrVIiQOosDuuqKIRWrDMg4zcwZaBNUuuhaOVBsbvzf5FI1pCTSXaPgLwst0QG9bY7uKbFUQKare7wMlbdNUIGCeP+MMmX+z0jVH36sdhDK9zMlSYUg+LdS1cjTGTv4fJu9+HstojoCj+XpX0kw2rn8Cyt78HY2i10ykMMJ9l9LWcKS8YlCTpc0QQ8WxXqBXpI2r6MhrkTQFCxN6vfmyMlNUChCw6ysm4Ep+vfnR+9mcMD6zc+gf/12IjVni+nQFEuNFukETnS5lcaiaUFhqD6inn2h5HRIeP9LODg22rSMF1toMAYCuFjhW2d8IJFY5ug4i+natzRqLbom7qJZg88x6U1ji6eT1vpc0EPvvg51jzyW+dtuYGgPXMmG0kW29yMzdJknKfleYMllRtYMX2+d1cZf9Eau4SUYCkzFjkVSQFRPpK84NAl+0+oaHCekT0qV4k5ApjaC06P3O0Lcdi0Lew+glbb+JTfb0Pq3rR1XZurWY2sWHN31BR/y37WWZBrLIRhWv/jv6et+wMmx4ubqgf6mlbPpIPpxTrai2tfBeA7f6wvesWomL8cdBCY+wOFaak5lAMLv4ow1kIeunuKK07EoXFO7uSV77p73kH7R9fAXOoI5Np3lBN9ZuDgwttNaHwOULRPsUAAFMNhVW1AADSZlqHChVMAU4rMSjWACn8Rfs5hbmXSLUAYMgYHoQe6cO6hf5v9SdJHjKLoi9rif4UvO6kytgDwO88jeET+VOAMO/hfXtZftXuw66bQnrXAZaDh73iqrlepOOa9Svudnrj+B1motn2dirgDQMcvxmEy+yM6l79GErHHoVAoMB+yCyoqD8F/W+fY2tMOq00ALhrRB/uaethPf5rAkbWxvdLmE10rvyTo5UaUYoqGrBu6c1IG/aPCZCioqgivqk98gQPshv9mE10rLgbnZ/9KdNLLO81EoNnGHh50K3cvNGghouCY820NV4BVzFQzuByAsqhoByMKgDlBCpncDkA7YtWEAqQtjb9D4W+aBFByqb/Yv37d6MFAjZd1KgFNGDABPR4GkAfwD0A9QHoI1AfA10EXsOEtQReb1loVxBYn1LNNSM7cydJOWL1EwPQ428AGFFHyAwI2q2TfflRgETnVAKm57/liSirt59bzEeB7BVZpKgoqprtUUaZG+5fjr71jjrgdRuwLnQa14Rxqwbtp7BxbihtJrGh/TGUjzvWaVihCmLTEC6cjKH+T+wM2xsjLUAAmAXqjdqA+QMAVTbTQ8+6p1E+7lhoIdtDhSAliHDhBFsNCAKBAhRXz0NZ7eFQQ+UeZje6pQbb0f7RrzCYyGgFagiMc41kyy1u5ZW5WZFgNDQJRJMsKJOIMInYmsigSQDq05apEf37JNwXP+2/VH+xNx35AgBKAPriBdfncXjTfzAIG3OzoKUVQI8PAVhKwFJmWgoFS08a1cgAACAASURBVC3GpwHG0lQyvRRoG/IiUUnyCgHPs/cFyGToDeVItHV6HCfr8qIACVBayOUuFuhFEXG+2qwIiGwf5IiWzoKqFXuRkCvWr7gTzA46ujJdhGQG38DJFzqgNz0A8Cl2hnW3P4LSusNz5uBwrLIBQ8vsFCBkb5/QuoX9iDX+CkzX28sMYMtE58oHfL0KMlJqqByltYehpHqebKObCWZ0r3kU65feDsvK6NLKT5BWjtzYsS1LihuKVYNmQFFmEPEMMGYAmPTv4oK/eLDPUWEA0xiYBtr476IAYAI0XWGgcTmD3lOA90H8LqfxvtFf/mF2u0hK0ualiV9QmGydKXWAAkS7p4H/8zhO1uVJAcJ7ZrZCPyJs0rD3bdo2I6hHvs6A7ZvJisd83Yt0XDGY+AiJzpccjKTXjeS+twGZ3QepkHKlxemTsPHt34iYRg961vx9043y/hctmYn1y263MYKn2I1h9IVv1WJDPwbTiNr4ftnGVZDjoIUq7Q71hVBhPcrqjkRRRZOjSyClfzOG1mL1x7/OuOU1gx4xVToViUW9LqW2dRUNUXWA9viPYiONSRvbwHAuXCPkNgJoAgETGDgYTIACaHqXAcSXAHgThFcBftXoK39LFiWSH6RZeUXZuN/T07cCAWAPWYCMEgwR5z+wGL0vOr5uN1MMPsjuv6MaKkO0RMjikCPrl/8RTn4zM9NPgAWOLsL7suG+Z5doevwBACfYGde56kGUVM/LiS5GocJ6kKKCrRF3HC1C7IBS9D3TPfIoTw0DjVcDcLQK0vXZgxgz+Wy7Q7OIUFi8M0rr5kMv3R0CfvaMcowNq5/EumW3wkpndExjGMTnmX0tN7iV2ebND6rRrj0VhZuYqQlD2AMK1DwtNuzQAEwDMA2M4wGCpncNA/G3wfRPUvCqovCL8nJIKSsSzV3Q458AsP0izhaL8qITVj4UIASm3QSEedX7GJsPzqC5dh9zisobQeTPTsz9PW+hf8ObtscRY6GRXNTmVh4K+HILdCzsrIIMd6Cr/VGUj3XUEVkoIhVauAYpGy2OQxguHQZsFCCA0Td0m6ZHLoKTsyBrn0L5+BOhajG7Q4VStSIUVc1BSfVBCEZsL/ZIX8EYWos1H1+LZM8bmU71ASw+1uhv9ejG0AWKVti2EyuBJgXcxOjaD0Ahsyw+XbDxEmHiPZiBdBrQ9PhSAC1E3JoyzVYMvLAm20lKeeOf8LgAYcJMbHxzNapfV4z6AiRUFJ9oWfD+kAPzK57H2AytYPbOgDXilrGf0yv28yIdV3St/JOTYcwB66du5jGcaF2sReMPgmDrdvmulfejeMzXoWpFbqbjCVWLwc7+BoucfD+9PMiIX0fAlXZHWtYQNqx+HBXjbS1ECVNYPB0l1fOgl+0LUvLmEltPMVvobv8rOpbfCcvK6Kwyg3CL0Tf4I7je5Wp+MBDralIY84HnDwaUcvLqCLj03yYCmMhM39YCGqDHPwRRq8L89HBicJH7f9eStAnhnxtX5zxVEi6aUz/Uu3CZx3GyatQXIJymXUACfiUEkLXzH6xYB9p9z6aGK1AQm+ZJPpka7l+OZI/91Q8GHjF72153Ox+CchnDOhI2VkHS6X50rrgHYybba3ObDYoy4kZfGTG10M2aMXw+HLSK3rD6MZTVHQkl4K/D/bVTL82JIjOXDCU/wZqPr8VgcnGmU3UowKnDfS1PuJHXRvODgVjn1zYWHV2HgO1/LUuemArmqRbwXe3/2TvvODvKco//njkzp+yeuj272XQIgYQSinS2hFAjNkAs3KtYKFcQVC5Vo4BYQKQooihc5eJVFKVjki0QOlJCSICQvsn2dsruKVOe+8cCIiTkzJyZObNn5/v5wOeT7LzP+2z27Dnv731aKJAmtLQx+CFRoUfS6fadxXbOpYQg7Tmw9ZkjmqYcCKCkBYgz82/MRGA7pnul5Xh8rQ377BIinKx3TaTyWDg1N324+28wEHnUBKbvWeAOcqlVbwD4nd51Iz0P60ptKhbMOmesKGRoKAuGH0sQse4p88BEcX+8b4Whba3EFR/moalZ9G/5Nba8cn7B4oOAx2RN2z+bNEN8nOTzhVqWSaHW/5FCQ30C08MA/QcMCGkXWwgwcCpAdygiuqRgy0tisOV73mCrM2/cXCYVcjy5BoD1ETaigyzfo8iUvgBh2PBD5JeAl4wdygol1FoJA4NrQtXHWeBM4ShyAvG+lbrXMfBwLtW23gKXAACyKn8P0DfjnllB75ZfW+SReaiKrm8LHokNdw/KsXALdP47vsvQzvuMtWR2cTypkRew6aWvYLDrT2BWCzGVAPDVXLL9FIx19hZiyBtsWigFW26RQtleDXgQ4LMBG9J5XcyEQFhMhOVMvE4KtawRQ61X+CNL5hTbMZfJyksyAP0pGnphdgXIZEcDbIiA0IvW77FrvIQToSM1CHB2+tVo7yMG+/vTDaY7837GV/cwQ/ceqaFnkRp6xgqPTEPO9Ot6PjMK4we7ZNsQAYYGv+XSO5EaKuKoHRfTkbN96Fr/XWxfeznkTHdhxghtHg/2l5Ptd8Jw8eYRASnU+h9SqOVpJmEtCN+AKzpKif0JfJ2qaZukUMsLYqj1EpQdM63YTrlMOixvOmTP2bW4lLYACS6tIUB3cbZeiKjgFi1GYWbdY8ydmn7FrGC4+wEjS59Xkm2rzfbngyjl4g0E0t1tpXvjzVDVMStcKhglOwhVSepZ0l/oBOOcpt0IwJCNoZ1/LWRrF4fAmoyB7f+LTS9+yeCsn39jDMwXyIn24422Z/UGm/eTgq03S6FAN8B3AziyUKdcHM+hBL5R8kjbxVDLA75QyzKgqeTrYl1MgGD5AFMCpiO4dHIOwMqTkhYgoqAutmUjzfoX40egu5VVsMKZLaaTg09ByQ7oXkeMGy1w58P0rRhjsO4uW0p2EP1bfmOFRwWTTr6pd8nrBW861tkL4t8aWToefx2ZlJ7J7S5OIzXyIja9dA4Gtv6u0GnmANAhCDhATnX8ErqjHqd7vMHmM6RQy1NM9DqIL4Qb7ZiKiAR8XAMeFEPCNm+o9Ye+SMvcYjvl4lxI02w584ke9QA79ikWpa322Z4C9FxK3WDDPh8iEGiarky0I8wbwRNAWWSRVS4VhJHaDwDbcqnK+832ZXfIyfa7pVDLOQCO0rNupPthRKpbUBbZ3yLPjJEa0Zk9yHjNjH09Av1UVfE1TAwe08Vw999Rv/e3zXDDxUZy6Z3o23wHkkMFRzwAYASg78jJtt9Bv/DwSqGhs4GhSxlk7UAxmyFBhEeKQpSi783NIU8ZiDwgEiF4AgAAj1iOXUXBNTX9Xg0OswpNHYemJKEqaWjqGFQ1DVbGoKrjtn1PdkJAPYMvZw2XSeGWdoFxczZ57CNmDLZ1KR1yKbwphZABYG0LSQ0HATB0MJoMlLQAIcYiGzKNXgM68x4jbSaq5DkOrO+ztyx6oCNnFShyHKkR/R10iXA3cF9BVas6YdKE81jQXoKuwzOje8ONmLP4145pJcusITn8rK41RHjSjL0zo+3bvKGWf0x0q9FHYqAdNbO/6nagmiRMtKT+A4a7/wbWCn+rZOAviqZ9Q3eRee3Sciktf4156BIA0wt2xGZEbwV8ZY2Q/A2QfFXwSFFI3hg8UgyiFIHHG4NHDNnkDUPJjUKVRyHnhqDKI1ByI1CyQ1DkEciZPsiZHsi5IZv8MR0Co1UDWqXQkxtBLbfI3uzdGHxaV76qS6nSqQCtrwNs6ZBrAi+00n6xKWkBAoH21XtA140NuYC7g9lA+lXsUCtcKZjkwBNg1n040QQBd1nhz0eRG1u11htq/TmDv6NrXXoH+rfcgbp5F1rlmi5SIy9Ayeo6IKg5IddZ4LbkCTefJDBdwTqjSO+iqVmM9j6KqkZdsyFdbIZZw2jvoxjYehcUebRwe0C3ALpATrb9XdfC8AkVoqb8F40rFwJU6bzqt38heALwBhrhDUyHr2z6hOAINMAbaITHU1Zs994HQfTGIHpj8JXP3u1TmpqdECKZHuQyPcilu5FNb0N2bAuU3IiN/hbEPDBukbK+axBq/q1HkG4r9QFxLvnArwCwVIAAcGa3IJMoYQGyXAA/Od/ybZiLWP/BugVIqOIwKxwpmPhAu+41xFhltOi0UHJ+9QdSWjgThBl61g13P4DyyIGOmEI/svNvOlfwasSfMnhqOMnnDeY+yeBLzWiNPdL9ICqnnwEiXQ3gXGxibORl9G7+JbJjppzTVDBuVyThKoysyr8FdPiECi/n/ptZPg8Eu0ID+UMEX9lMBEILEAgtQFloAbzls0BUOqWZgscHX/ks+MpnfehrihxHdmwzsuNbkR3bikxqEzJjG8FacTra50EEoEtUTblQCrXeS1CvzyU7dRfRuZQIzK+CLL7OYCwAlgulmgJYsgLEF+6co7EQsHwjEoojQMpbawHWJbC8gemQ/M7rOChn+zEeN1LbTLqHA5rGQGdKCzefJzA9ondp94YbMCe0V1F/Funkev0pbyz8n959vOVLFjFp54CyX2CgUu/63SFn+5EaegahqmPMMuliAtmxLejf8hskh583y+QLEHCeHG/X0Xf/JJ8Yyn6DWL6CQY4ZFugRQwhEFiEQ2gdloQXwh/dxWFTDXkQpAjF6EMqj/7qPYFaQSW1COvkm0ok3kE6+iVx6Bwx3VbYGEeCzGcIXpHDzfaR6rsuNrSraIGKX4sAkvEJWvy4JZf7IMzMz8dKciF6yAgRMdoSuNDlYtg4JG3b6AF7iY1lnL91gzKHRj/52GPiAGc2lvPpSMUxGTXQ8KoSafwvQObrWqWPYsf4azDrwFpBQhF9BZvRuvF3nGozLnuyf83o21FopMZ8Bwn8yNMtedMPdf3cFiEOQs/0Y2HoXRvtXwqS012EwXSGnjvlN/rd/ywVvePVZzNnrAMw0w4mCIEKgfG8EKw9DeewwBEL7lFR0wwqIRARC8xEIzQfqTwMwMSg1HV+LsdFXMBZfg8zYJrNeY4UigOlMFrQzxFDLAyTgGn1C2WUyo/jVtVJGYFg800DW1P0AV4BMKlRgPxtyfTej+6HitAMhOlTvob086sy5NgkD6VcAPQg8VnAPz0KRJf8lUi57vN5UrHTqLfRtuQN1cy+wyrXdMtzzANJJnUPjie756PSrJr83KCzTCF8g8IkgeAvzcs+Mja5BLt0Fb6DR6q1cdoOqJDG4/V4Md/8drOXMMMkA/kdm+VKkVg8AbXktEsubW4me/Akz7Gm9vjs/pAjKo4cgWHkoymOHQpTcrr6F4hGDCFYegWDlEQAARU4gHV+DsdE1SI28+E6EpKgQAZ+AhtOkcMt9AjxXZRMr3y62Uy4WM9CZQqhlG4BZVm5DE3UgD1u5R7EoWQFCoAVW78GAzlOcmXvzwfpWEAIR5zVUkLP9yKQ26V4nQHPGRLrhxxJc3vxlIloJnTchwzvvR1l4AcLVLRY592Gyqc3o23yH3mUasXbLrr4gBpuPIxLOBvjTDETsLfBljPQ8gto559q6q8tEcfFwz98xtP2PegdZfgT0TwYuVJJtebdm85a37g9B+zGDTjTJCd2I3gpEqpsRrmmCP+hGOaxGlMIIVR3zXvQzl96J5PCzSA09h/H4WiPNTMyCwDhDg/pJKdxyp6xqP9Ddqc1lUkHAerZcgLDlZ9liUbICBIz9rG7BKxRPgBCgr5DXV9boyLalYwZa7wJIZpO8wmxfjKKMdbRJ4eZfgkl3OKP7rRsgemtQZoM4VLJD2L7uKv031cx/zKU61r3352hTVNLobDCdC2BBMfOz430rUDPrHEe2li5FWFMmOlt1/S+U7KBZZvsAulJOHnNX3ulWFSeFpVz2WiY+H7C/E4HgCSBUeTQita0ojx7sio4i4g00oLLhM6hs+AxUdQxjwy8iOfgMksPPQFPTxXBJAuM8SRDOpnDLTTnR91MMP1aERG0XG1gP4GSL99jPYvtFo1QFCIFgeQcsJn7D6j12hS/SMkfToKu40mkD8N4lqXcQHgAQPwp0Zsz3xjhygr8thegYALr+oTUti+2vX47G/a5FedS6oadybgjbX78UcrZP79KcIPByAJAiLYuh0QVQ+LMgOKJ6VpHjSA6ttjWKNBVhVhHvX4WBrb+HnDXtUlcG+FZZ9PxgortVfulW3mDzpzU5ezMIDWY5kg9EHgRjhyBc24pQ5dEQBGfM83H5Fx5POcLVTQhXN0FTsxgbfh6jgx0YG34emmp7xm45M67yytmvcKj1MjnZ9ns4rJrepTBsyoJZgIlL55J77ZSkAAkEmhoUoNzyjQjr9vyQ+bCKxXqjO3bcsOuFWcX4iP6aPdJg2+Tz/OnMCGg+QwP9E0BQz0pNHcf21y9F3dxvIDZN91y+PZId24rt666CnOnRvZYIP1U1od4bbPkFa1gK6G19YD0jPQ+7AsQqmJEYeAL92+5GLt1lmlkCPw7wxXramPqjLTM1FbcxcKqdL0HJX4eK+k8gUnu8W9MxiRA8PoSqj0Wo+lhoahrJ4WeQ6GtHauQFMNvX1ZSBOoDvlkItX4fA35DjHS/ZtrmLtRCvB1v+bhRE2TF1GF+t/wPc4ZSkAJE94jyC5W8wmuyX3kT+XenNg/QXWpaFF1nhSUGkk29CVVJ6l6k5j7zSCn8KJZvseEsKt5wPxu/1rmVNQc/bNyE5/Bzq510E0VdduEPMGO55EP2b74CmGbr9y4D5YCK60slXL+OJN6DkRiB6HdNxtQRgJIeeQf+2u5FNbTbPLNGrTLhUjrfr+B1uEsWQ8E1VxXLYcbH0DuXRA1FR/0kEK490U6wmOYIngEh1KyLVrVCygxjtW4GR3scgZ7rtdOMIaPSCFGq9U4Z6JZKdpuUwuhQH2cfrpAxZ3glL9PjmKkDJCRCH3WWagxRqPQfgO63dhbfIyY451u6xa6RgywoQjs/3edFXjb0/pnuEg+UMbLsbA9v+oHfZ83Ky/XAr/DELKdTyOwBfMrpeEHyI1X8clQ2nQ/QZGJ3BjOTI8xjYejcyqdJtxuINNCI27RREapc6sr5pcsJIDj6Fge33IJPaaJ5Z4i6wcLWcPOYPeoZqSeHmj4HpDgDW5Se+DxK8iNS0orL+U/AFi/L27mIbjLHR1zDa+ygSg0+a1cUtX4YBfFtOtt+NEkytmUpI4ebtYLK6FeOX3nmtlBQlGQEhYK7Vv9EEKt4EVNJXgF4WtmMkin5Sw/oL0IngyOjH+5H92oVSRjgWwFwj6zUti6Ed92F45/0orzgM4cqjEYwd/JFREWYVmbGNSA09i3h/O3LpnUbddzQkSAhVHoPYtFNRHt0fJXqHYj/MSAw+gYHt95g1vfxd4gxcryQytwDPpvOt8wCa/FKIrgPTNwFYHn4QfVWomHYaotNOccXslIFQHj0A5dEDUCufj9GeRzDc84CZzRU+igoAv5PCzZ/zkPS1THxFSc55mAqQRm8wwVIBQoR5VtovFiUpQJh4ntV3CsxUnKvliQnoVXqW+Mud99rV1HFkUm/pX6fxKgvcMZeBzhSHlvwnQXsCBRyemFWkhp5FamiiK6koReErnwmPNwaPZ6LMRMmNQM4OIDe+zWia1aRA8k9DrH4ZorUnugdEE2HWkBjswOC2/0V2fJuZpnNg+pVM6jV6U0285a37s8D3ALA8b1T0VaKq8fOI1Z1SnKGgLo5AlCKomvE5VDaegeTAagzt/CvSSRt6zDAtUVlZK4VbrpITlbcC96nWb+piJizQRjAvtXQPg5eZTqc033E1zLP8YlTQ9A+vMAGRWHd3L39oLytcKYh08m0jhYApJVWV94yAYqIkVz0lBlu+R4RrTLMpj0IZHTXLnOMRPD4EK45CtG4pgtFDJsZ9uZgCs4JEfzsGtt9ranE5AAbhPoFwRTbepvM9crkghp68hMHXArC0xZTojaGy8SzE6k6F4HG7WblMQCQiXNOMcE0z0sk3MNj1RyQHn4HFWVLlYNwkhYbPJG49J5dqK9p8MRf9MGOT5Z9M7AqQyQPB8uRdDTAxQTp/iHgfvWkn/nLnvXaNRD/AeBa4z9ZE3UJQUu3XSqHW2QB/udi+TCYCoQWITTsZoerj4PHYVnM8JdDULEb7HsdQ15/NbKf7LqtB/B050fG83oWB2JIZivLE/wDUZLZT70eUIqiYfiYqGk6DIPit3MplkhMILUDjvj9AdmwLBrbfi+Rgp8Xds/hwJvxTCrdcKifafwG3NmRS4IG2UbM+Fdh5t8gmUHoCJLi0BlAsz9EQGZuKFCvVFQGRvJUQvRVW+WKYdFJ/CQ0J0H2wKTZycvRcKRwpA+OzxfbFyXg85YjULkG07hT4g84TzJMdVR3DyM4HMLzzr1Bk06NobxL4slyy4wEji73h1s8rinYbQJb1uPWIIVRM/wwqGz4FweOIETYukwRf+WxMX3Alcun/xGDXvYj3rbJy2noAjFu9oZaTc5r2ZXeSuvNhxiYbShGjCJ9QgcQ/hi3fyUZKToBIQm4O2PKaRTWbrCpK0RiB9tFzLeIPOq/+AwDSCf0REGK8YIErFvOSLCeWf14KPtkHwkXF9sZpSP5pqJx+OqJ1J7qD3SxAyY1guPt+jOx8AKo6ZqptAvUw8w/klHYn0Kn/RBY5OiaxdDszn2mqY++DyIOK+k+gaubZ8Ii6xvO4uPwb3kAD6vf+DqpnfAH9W+5CfLAdYGuCFAycJAnCa0Ko+SvZZMeDlmziYgq5FG+SQqTB4mYZEpS58kT3tJKh5AQIaTTD+rkw6CpWKhAD++h53ufA22RFHjWU/pFlcdJFQCZYrskpfFMKN78MplsBhIvtUbHxB/dC1fQzEao+zp2xYAFyphdDO/6M0b7HrZgAPcCgH8uhstvR/dC4EQNSpGUxNP4LQLPNdu5dymOLUTfnAvjKZ1m1hcsURPJPQ8OCK1CZOhP9W+5EasSye7FqDfSAFG75lZzQLgY6M1Zt5FIInRlGSzcB063chTStEcCLVu5hNyUnQDQSGsnq1EniotR/AE1+ADP1rHBiB6x00kD9B3gLUiv6TXfGRuREx+/9kaWrNVX5FRMs7ZrhRDxSGMGKwxGpXYJg9OBiu1OSjCfWYWjHX5AaesqKfPVhBt2o+NVbMNCZQtKYESnU/GVo+AVAlhRhSL5a1M05F6HqY60w7+ICAPAH52LGousxNroG/VvuRDppUe0441wpJBzqEZae7rbrdSYE3giQpQKEBcHqWSO2U3IChJinW56Px4KJo4Hzx1su7sXQPHrW+MpmWOWOYTJGBAhNxvSrD/POB8gJnnDLSQLjRwD2L7ZP1kIIxg5GrO4UBCuPAAlSsR0qOZhVJAdXY2jHX6xqHRonws9zHuEmjKyKGxUeE7M9hFsAfNVE395D8PhQOf0MVDae5abzudhGefQAzD7oFsT729C35ddQskNWbHOwqikveUKtZ6vJtoet2MClIDYBaLJ0B2ZXgDgdJsywXH8ApjbMzxdV4Jm6klWI4A00WOWOYYzMG2CN1lrgStFQE+2PqcBjYrClBYT/IuAUAN5i+2UWHimMaO0JiE1b5sjXYCmgqmMY7XkUwzv/BjnbZ8UWKQLdmiPxhkKLH/3RlpmqSn8B+BCznHs/oaqjUTf3PEi+OivMu7jsAUKkZglClUdicPs9GNr5V7BmeqF6TAA/6Ak1X59LVn3XnRniHJiF7URWZ97AebfJBVJyAoRg7URKACDSdli9x64QdEZ3JG8tSHDemTY3rv+fTyBaZ4ErRUdJtbcDaEdsScSraiezhmUgHAmdqXZOIRDaFxX1yxCubnLka68UkDO9GN55P0Z6H4OmGirB2BNpAL+UWf4xUqsHCjUmRlqWqiruBbjSBN/+3ba3AtPmfROhqqPMNu3iohvBU4aa2V9DtO5k9G68DakR01P2iUFXSOHBw2Q6+gzEnxoxewMX/RCxqcOUdgmTGwFxOgQ0Wt08mzXB+hfbLiDiRtahQHyOvHlm5DLdulcRUNrDmUZWxXPAHzHxH0nhlgvAuBGTICoieAKI1LQiNm2ZY7uulQLjifUY2nkfUoOW1HcAQBaMX8uafD3GV/eYYI/EYMuVpOH7sKBDTLimGXVzL4QoTfmeDi4OwxuYjhmLfoREfyd6N91qfutrpiUSe58TQq3Lssm2DeYad9ELa0IXCVbOiAEYbgqWwzndyxiqsXoXj6B2WdYF/CNg6FPA3jJLa6IMIeeGjdzaZrNJtSh1N3YjhlqOJOAGMI4oti97wlc+G7FpyxCpPR4ed7aCJfyrvuOv1hW5AjJAd4mK59p0eoU5lyu1S8vFcfV/CXyaKfbehyhFMW2vixCqcovMXZxNuKYJZbHF6Nt8O+J9K8w2v7cGfk4sX3KGMrZqldnGXfLHI6hdVg8jJKAOOFgCXpIt3chGSkqA+CPxBlWzthczAM4msjst3mN36FIUjhQgaf3RDwBvGZozMInwhY/fS2X1hwR8GnpH3duINzAdocojEalphj+4d7HdKVlUdfx99R2WzSJTANzjEcQfZOIrtpj1qRYItDQoY8qDICw2yeR7hKuPQ928CyFKls0sdHExFVEKo2H+fyNS04qeDTeZ/fscI0F7TAo2XySnOn5ppmGX/MmGgl1S0tw5S7vA449G6jOjxalBtoKSEiCKJteT9We3QeDZtNWb7AZ9EZCA8yJ2ubSB8hmC/rHpkwRvsHk/Bi7XWD2THPr7SIIX4arjEJt2Msoii+BgfTTpkbO9GN7xN4z2PgrVmvoOAMgB+L0g4EfZePsmM6/TpPKmA2UBDxNgav6nKEVRN+9ChKuPM9Osi4ttBGOHYO6hv0Xfptsx0mNqIysRRL+Qgi17y6ljLwGWW5sL5PJhuh8aR6hlCIDpdW7vR1HRgCI1QbICRx54jCIw6iwfQsgoSv0HJk59uj7Uvf56i1wxTi6tP3hETCXzC/cuUrj1UGa+goGPw+IJqkaZSLE6BZGaJfCIoWK7U9Lk0jsxXugomQAAIABJREFUuP0exPvbwGxZc5sMGHeKkvDT9Miq7WYb94ValmnAvQSYOnI8VHE4ps3/jhv1cJn0CIIf0/a6GKGKj6F7w43m1oYQLpLCT9TJidPPLtag5CkNURfY/EYb70cAWV5iYCclJUAYVG35HoSidMBC8JgqAAE9S0RflUXOGCeb0S9A2I4OE7ZwsOQNRj7BxOeDucmJcQTBE0C4ugmxaacgEFpQbHdKHpuExxiAX8mqfCPGV/dYkUAshVsv0phvBKBrTtFHQeRB9exzUDX9DLhRN5dSIlh5JOYcvAA9G36K5PDz5hlmOlMKD1XJ3qM+icGnDU/scdEPM3cRcKC1e6DWSvt2U1IChATUseWtmNmM7jC68UKs0fOtecSQI4dxqQaGNBGz6be1dlJWdny9Iqpf0xhfZaDeiYepQGg+onUnI1LTAsEtKLeFoR1/Rv+WO60UHgkC35YD34Rk56A1W5zukcKDN4P5AjOtiv5qTN/napSF9zPTrIuLYxC9MTQuvA7D3Q+ib/PtYM2kqwFGq5TxdcrlrSdjrM2SAUEuH4YAy4r13oWhuREQp8KwXh0SoSi/0BoJFYT8JYgTox8ADIWcWaBJGQERg0uaSNDOl1n9BBiS02SHRwwiUtOKaN3JbvvcIuAPzrdKfAwz082KqN6C0U6T+3++j6qjQt7s0J+Y6SQzzU6kXP23217XZQpAqKg/DWXhBeha/33IGZPOsITFEvHTnmjTksxo51ZzjLp8FETos/4C3E3BcizMqLW8BEQrjgARgEo9r23J60wBospx3WtkTZs8EZCqo0JSxvtFEJ0PaPvp0Iy2URZZiGjdKQhXH+fIKNlUoTx6AMqjB2BsdI1ZJvsZdKPiy9xuefpFeWutlMPjDDYt5YBIRPXsL7spVy5TDn9wb8xZ/CvsfOsnSA09Y5bZuaoiPOGPLGnOxFdNiTb2xYSBfss3EdwULMdCgOXqkCBY/yLbBQytQs+HshMjIKwpUBXdreoy1qWPmEcgtmSGomgXIouvguC4q1uPGEK09gREp50CX9mMYrvj8g5VM/4DY6OXFGSDgZ1E9FM5WPYbdD80Doszv/3RplmqyivA2Mssm27KlctUxyOGMGO/H2Cw688Y2Ppbc6KjhBmKpj3hCx/fkk2sfLtwgy67gzTqZ7L4xpGtP+PaSUkJENiQgqUVKQWLgUo9d4KSAwWIKo8COkMCDDhafEiRpkPAwrcURfsMHPj7VBbeF9FpyxCuOg6Cx412OI0CoyBbwfixkvLdBTyWRcJs7z6MN9i6r6LyP0jnTKKPIhg7BPX7XOmmXLm4gFDVeCYCob2xY/33oSqF3yYQMF1ltdMbamrNJTtLtqV9sdFAfXrS5A3iChAHY7kA8QB9xZiIJ4B0pWCJDkzBMlL/QcCwBa4UyHLBF3riVA10CTQ4bjCB4ClDpLYVsbpl8AfnFtsdlz1QOePzugUIEV2TS4xeY+dU3HdaRz9KgGlvLhX1n0Lt3HNBZFrzLBeXSU959CDMPugX2L7uKuTGC89AJqAeEDq8wdbWXKptvQkuunwAAeizIeO6pFKwHDl/wBinewFYPqwgK1KxIiAVep53Ys98RdFf/wGwgwTIcsEbbD5DCj35qgZ6AHCW+PAH52HaXhdj78P/hGnzvumKj0lCeeQgiF5dv97QmBN2ig8x2NoM5jaYJD6IREzb62LUzbvAFR8uLrvAG2jA7ANvRTB2qCn2GKgDYZUv0uJ+MFhAjtiO9PwYcHrJvGGWjgAJ9kZs2CWLkVU2JDp8GNY5YVNw4OA41UgHLAj6+/aazukeb7j5c1LoybVM9CcAi4rt0bsIHh+itSdg9kG3Yc7iOxCbdqrbRneSQSQgXHWMvjXA2Ra58yG8oebTiPhRmHTB45HCmLHoJ4hNO9UMcy4uJYtHDKJx4XWoqP+UKfYYPE3TeGUg0KJrqLFLHiTbhgFYfSlEiPSUTK5qyaRg+cgb0yzOv2NgCHqLGEyCiMPQMebdI5o6jNgUNHlc9xoqagTkdI8UHvw8eOgKZppfPD8+jK9sBmLTliFSe7w7pbwECFUdh+HuB/QsWeQNNn86l+r4q1U+AYAUbj6bmX4Lkz4rfGUzMGPhdZD89WaYcwHAWg5KbhhybhBKdhBKbhhKdhBybghqbgSaloamKWAtA02TAS0HTctB07JgbWJgtuDxgcj7nk3BUw5BDMDjKYPgKYMglsEjhiB6Y/BIEYhSBURvBURvFJKvFiR4d+eeS4EQeVA37wJI/hr0bb4DhR9BaLYiYiWCxxyH1OoBM3x0ATDxgxmBxXUafpRFMxP7THpKRoBoxFGrpQEB1vXU3xNMuqageyTnCRBm/ZcDxaoB8YZaP8EY+iGYnDMOnAihiiNR0fAplEcPgNuqtHQoiyyC6K2Aksv/5c6gnyHU2olkmyVRQincfCGYfg6TXmjB2KFo2PdqeDzlZpibcmhqGtnxLciktiA7thnZ8S3Ijm0zVFv3YdtZANn3/qwqyff/cY9I3kpI/jpIvjp4A3XwljXCVzYT3rKZbqtvk6icfjpEbwW6N/wErBVcibpAgvS4HFvSgpFVRnKjXXbNKCwWICqUGIAtVu5hFyUjQJgQtboDGoopQAC/noedmIKlGZj0qjHpD5sUgBhqPYbAP2bwEXbu+1EIngCitSegouFT8AbcyHkp8m4alq4oCGGGF/z7HHCK2f5I4eaLwfQzs+xVNnwaNXPOBVHpZP1aiaamMZ54A+nE68iMbUQmtfmdIXUOHCwEQM4NQc4NAVj3718gguSrg79sJvzBeQiE5sMXmg/Jqyuj2OUdIjWt8EgR7Fi/HJqaLswYYbGkaA/KOGkp8JgOuenyEVh+RmQVzivwNUjJCBBB5SiTtTfCRY2A6BAgRB54PLoCJrbwbrhfF8S2vDF6g00LQcL1DHZMYrooRVDR8BnE6j/uyJQ6F3MxkIYFBk4Wg0ualNSqTrP8kMKtF4HZHPFBhLq530BF/WmmmCtVWJMxFl+LsZEXMT66BpmxjebMgSg2zJAzPZAzPUgOP/feX4u+KgRC81EWXoSyyP7wB/dyxWmeBGOHYNYBP8P2tZebEf06Vgpn75YT+Bycqm4nEcQ0YvUsEAHsChCnwWS9KmSeHAJk4rDqwPQcIylYRBkLPPkXodZKifhaZnwVgCO6S4jeGCqnn4HYtGUQHCgkXazBSBoWABCp3wPQaYYPE2lXfJMZtkiQ0DD/MoSrm8wwV3Io2SEkh55BavhZjI2+Ck2bOpfQSnYQyewgkoNPA5hoHV4WXoiy6AEIxg51O/jtAX9wb8zc/0ZsW/ttKLkCywEYn/WGWrfkkm1XmOPd1IUFbVRPra6hPWw469pF6QgQCFHLh8AIVDQBwoA/35e14NDbciMpWNCsioA0iVLQ83WAfwDW1+LYKiRvJSoaz5zoZOXmTU85DKVhTaxs8oWa52eTHW8Vsr8UbvkGGKbUfAieMjTu+32UxxYXaqqkUDIDGB1sR2rwKYwn3wDYvXQGAE0dR2rkBaRGXkD/lt9A9FUhGDsMoYrDUB472O3stwt85bMwa/+fYevab0PJFlYGxuDLpVDLFjnZ/huT3Jua2HBJzRBcAeI0BOKw1e/lxChasRYBeV+FCx5d5SK2wUYECMH0CIgYbD6OiG4BeH+zbRtB9MZQ0fAZVNR/0p1WPsUxkoYFACpoGQDDAkQKtXwVjJthgvgQvTHMWHg9/MG9CjVVEqjqGFKDTyMx8ARSIy+AWSu2S45HyQ5itPdRjPY+ChIkBKMHI1h5BEJVRztyxlWx8JbNwOwDb8HWNd96p0aoIG73hVp6s8n2h8zwbSpCoFGrrxQENwLiPFijECzOvdOK2gUL/nyPBkSStb4YxFAXLNLTi2UPlLfWSsQ3gXCWaTYLQPLVoqrxLETrTgQJzvyZudiL4TQs4OMAbjCypxRsPh/AbTBBfEj+aZi56MduswQA6eR6jHQ/jMRg5ztdplyMwJqM5PBzSA4/h95NtyIYPQSR2lYEK45yL2wASL46zNr/RmxdczHkbEGz8DwacI831PSxXLLzTbP8m0po4DhZnP7OzM5McTFAyQgQEFseoyXmogwhnNgceb/TOvUwy2ygdaBGZlwXkhRq/TLAPwUQM8FeQQRC+6Cy4XSEqo9xp0DbCGsyNC3r6IJ+IgGhqqMw0q37EvJIhJqqkOwc1LNICracBzJHfPiDczFj4Y90T3UvJTQ1i3j/Sgz3PIBsanOx3Sk5WFPeEyMeTznCNc2I1C5FWXi/YrtWVCR/HWbufwO2rvmm7suLDxBmCH9HbMnH3Pa8+iFG3PryWyqZPualI0AYZZb/4AW2tSXsB8g7vONUAUJk4OUmaAWd0H2h5vka6A6AjyvETqEQCQhWHY3Khs9M+Q9Lu8mluzDS8wjifSsQqV2K2jnnFtulj0SUDGlkj0TCZ+WJSEZeSMHWr4P4FzBBfJRHD8D0/a6ZsjM+FHkUI91/x0j3Q6bM5XDZM6o6hpGehzHS8/DEYNb60xCpXQrPFK0X8QYaMHPRT7B1zcUTc1yMM19UtD8oWP4JYLmbL6gHogJ7I+cDl0xnmpIRIEwIWK0/SBMmhQARHJqCZWRaLsNoiKBJFIPCZRpwFZB/9MhMfGUzUR49COXRA1EWPdCdWG4jrMlIDq3GSM/DGBt9De/++sT7VqBm1jmOFekFoeFLyFOAeMOtX2DmX8IE8RGsPBKNC66ektOwldwwBrf/ESO9DxtrM+5iCtnx7ejdeCv6t/wW0drjEas/Db6ymcV2y3Z85bMxY9GPsO2170BTjR9XCFjmDT/xvVwC3zPRvZKHmMatbsPLOuqBnU7JCBCBqczqH7wqaDao292S/02EQw9XghG/WH9rXG9wyQIm/j3Ah+jf0DiCx4fyyEETxZIVh0P0Vdm5vQszxhPrkBjoQGKgA4r84QwCRY4jObQa4eqWIjiYH5LP4CBdwmJveev+ubG21z7qMV+oZZnGfBeAggcvhKqOxvR9rgYJJfNRkheKHMdw158w3P33KdU+1+lo6jiGux/AcPeDCFV8DJWNZ6EssrDYbtlKILQPGve7Fl3rLi+o9oiZrvaGWl/JJdv+bqJ7JQ2RlmaLU3EEoGRCfCXzqcF21IBMkgiIU293jd2Q6omALBfE0OqLGdq10Dk53igkeBGs+Bgi1c0IVh7uts8tAunkm0gMdCA+8ASU7MAenx/pedjRAiRc3YS+TbdDVcd0r2XiLwG4eHdfF4Mtx2rAn2DCe3+o6lhMX3ClsdTKSYqqpDC88y8Y2vHXgm6YbSIJoAtAH4GzTJSExjmQMAbmLBE+9A0www+iAMBlDAoROAQgAiAKoBaAcwuo/g1+r1akLLwQVY2fRbDycDhyPpYFlEcPQMP8y9D1xg8KafVMDL7LH1m6JhNfscVM/0oVVfOMk2Bt1hrD+rOuXZTSJ4f1AkTQiveJw9AmexcsGPIrvxoQf2TJHFV78i4AxxrYRCeE8uj+iNSeiFDV0VM257iYyJlejPY9jtG+VZAzPbrWjo2+hly6C95Ao0XeFYbgCSBSezyGuw1cPBK+CJx0GfDYh64+pbIlB4G0B2FCCD9c3YSGfa6YMk0UNDWNoZ33Y3jHfYXm15uJCuBtEK9hTVhPxNtZQLeg0o6cP9OFwactcPSIgD/qq1U11JFGDRoJs4h5FhFmMTAHwDwAjsrFG0+8ju3rroI/uDdqZn8JwdhhxXbJFkJVx6J2zrno23R7IWaiqqb8ETj4GOAlA330pxi2nBGpZA4crgDRAalC8VKwdExZdOodj2AkAsJ7fo16w61fUDXtlwAsLbIQvTFEa09AtO4keAPTrdzKZRdoWhbJwScx2vs4xkbXQEdQ8AMwRnoecXQxemzaqcYECFDpDeY+kUvhT+//S1+odW8N2uOYuM0uiHBNMxrmXz5lxEdioB19m34FOVfYsLcCkQH8E4RXwfwqiF6Vg+Wvo/uhXR94Ula58Ww6M4qtALbu+utNoi9Ec5mxn0bCPkR8ABgHAyj6aPNMagO2r70cZeGFqJ71JZRHDyy2S5ZT2fAZyOleDHf/rRAzH/OGIj/MJfEds/wqVUgV0vBYXrfvChAHYnlhDnmKGnPP+1Xt1EFXRlLDmLD7tjrVTUEp4/kFM59diF97whtoROX00xGtPX5KFtoWm/HEOsT7/oFEfwdUk34FnV6M7iufjbLIIozH1+pey4L2FeBfAiQQaJqugFcAMFhc8i8iNa2on38ZiAouH3E8E4XNt2Bs9JViufAGmFZqhJWqX+3EQOe/y4riNYX/CDqVbBJv4YNDMSNHx0T4DoGGQwXw0QwcBSBcDA/HE69j22vfQqjicNTOPdexkVCzqJ17PuRsP5JDTxu2wcC3POHmDjXR8aiJrpUcgofHbDh9uQLEaTDgtbwLr1zECIiO617HChADKVgCCbuMakiRlsXI4I8A712wY7uhLLwQldPPQKjySICcGlcqTdKpt5Do70By6Dnk0l2m21fkOJKDTyNc02S6bbOI1S8zJEDA1OKPLJ2dia/YglBTlQJhBYCCWwJFapeifu/vlLz40LQMBrf9AUM7/wLWDMwuMgpjHAI/BKbHRQUr0+n2ne99zTFZXwaJPzWiACsx8R+A0z1SZPBAMI4lpuMZaILN3X2Sw88hNfJPxKZ9HNWzzi7ZLoVEAhoWXImtr16ITGqjYTMC092+suMPHB9f2W2mf6WEoHjSmmjtewY7LMWxEEpGgJAN30vaIxYzB1JHOwtnChAjtRKs8Yc+FaRw60XQ+Mewor0uEUKVR6Jy+pnuvA6bUdVxxPtWYqTnIWTHrK95TAytdrQACVceiz7pl0bmSggaK19G1VE/kbLCowAWFOpLtPYE1O/9nZIX4snB1ejd9MtCJ0rrQSZgJYjuzfnVB96NcpR+sv19qhzHSwBeAnATcERADJcdRxqfCOKPAzTbDi+YFQx33494/0rUzvkaonUnwblJzMYRBB8a9/s+trx8/i67A+ZJteJR7wRwCoznv5Y0aUorEqyNqguGRxM4j5IRIID+dq26IVW1fI/dwimAqvN60qEREEEykH5O7xMg1U1BKSv8FsxnmOjWewRjh6J29tfgC86xwrzLbsikNmKk5yHE+9ugqfYFGcdGX57oEOPQQzUJEsI1LRjeeb/utRrjP6Ws70gAhxbqR/SdyIdT/53MQMkOoOftm5Acft6O7Rjgp8H4o0z8Z73T60uTZ9NKAo8DeBzAN6VIy2LS+NMM+hSAfazeXVWS6N5wI0b7/oFp8y6Gr3yW1VvajuSrQ8M+V2H765eB2dhRhoGTpFDLV+Rk+29Mdq80EAIqYHUEhF0B4kCs/6F4iilASEdPziK6+RGIkoGUX6IQAHhDTftwRrgfJtzmfhB/+TzUzPk6grHFZpt22Q2s5ZAY6MRw90NIJ9cXxQdVTiA9tgGB4Pyi7J8P0doTDAkQAqZj4r+CCFUdi2klLj4S/R3o2Xiz9d2tGOMQ8HuB+efZZMdbe14wdZHj7S8DeBnAlVJ504EQhLMBfA4TrYAtYzz+Oja/8nVUTT8TVTO+6NgaMaOUxxajZs7X0bfpl4WYudEfbVqZGe3capJbpYNAig2xoZI5t5fMNwI7BIgoF1OApPKNejo1AiIaiIAQI+QNtpzOwG9hcpcryVeDmtlfRqR6SUkfsJxELr0TIz0PYbTvH1Dl4lfRpob/6WgB4g/Ogz84F5nUJtv3DsYOxfR9rizZmg9VSaLn7VuQGGi3dB8GdgK4TRGkXyPxj2FLNytB5LHOVwG8CjRd6gnTCcR0DgEfh0Wf+awpGNj+v0gMPYOG+ZfBH5xnxTZFo7Lh08gk30K8v82oiZCqCr8Dli8BljvzsFEsPKpqcQAEsOOsaxOlI0AYHstTN70VxRMgxGP5KmtyqADxGBAgzDgOhJPM9EMQ/KiaeTYqGz7pdrWyAdZkpIaexUjvI0iNvAQnpQ/H+1agesbn4OS870jtCcikCrqx1E1ZeCGm7/f9kp1wPjbyMnZu+ElegyuNQ/8k0m6SE4n73BkKZtCpqAk8AuCRQGBpoyopXwPjKwzUWbFbdmwLtrx6AapmfBFVjWeVVNvpaXtdjHRyQyENPpql8BP/JSdwi5l+TXpERYVi+YVNybwQS+dqi2z4oXQrRRMgzJR3Z3dNy1jpimFI8ELQW4hO5racC8YOw9xDf4uqxjNd8WElPDGJeOebP8KG505H1xvfR2rkn7BPfNA/Gdixp6dy6R3IpN62wyHDRGpabZ027i+fh8ZFP4QgmN/jodiwlkPvpl9g29pLrRQfr2mgZXKy7dBcouNeV3yYTzq9oiuXaL86l6ycCeL/APC6FfuwpmBg613YtuabkLN9VmxRFARPANMXXF3YZyDTdYHYkhnmeVUCDNgQ/yihwEHpCBBbVGG6aAKEmPOuAVGVYnYL/mg8RupATECUopi+4ErMWHQ9JJ8lF2YuAJTcCAa334u3X/gCul6/EvH+lXZNjs4B3MmgK6HxgXKy7VAC59Vz0sm/L8DEa7e8wp7pzd6yGZix/4/h8ex+/M5kJZvajM0vn/tOTY0lQngzEX1BTh57kJpse9iKDVw+yH05OdHxeznZvr9GfCqA1VbsMp5Yj80vfR3JwaesMF8U/MG5qJtzXiEmgrKi3WqWP6VB0o4zYslEQEpGScGWH0pnEVOw8q8B0Yo6L/GjEaUI5EyvjTsSonUnoHbOuSXb590JjI2uwUjvg0gOPmXn7ASVgMcA/C5XJq5A3wodjRomF9HqFqSGnrF0D8lXh1mLfgJRilq6TzGID7Sh560boWk6upnnCYF6mLVr5VTiNxPRDsO59S7GYTXR8YgKPCIGW1qI8ANMDDs0DVVJomv9clTUfwK1c84tifTEWP3HMRZ/FYmBJwytJ+Dj3lDLJ3PJ9oJGrZcOy1TgSas3cQWIi91w3tfIbGMrU73YebiRfDWon38pyqMH2bbnVEJVxxDvW4GR7oeQHd9m17YaiNsJwv/kGI8h2TYEoKBBbdnxzSiPHmCSe9YQrDoCguCz5AANAJK3EjP3/wlEX16dvicNzCr6Nv/KUCexPEgz44dyuOxn6H7Iubc+Uwwl1d4OoF0MN59ALFwL8CHmWWcMd/8NmdTbmL7v9yB6K8wzXSSm7XUJxhPrDackasAtqDpqFQafnuzjMl1sppRSsGyITjQVTXkyeCjfZ1UnCxBflS37hKqPxZyDf+2KDwvIpDage8ONePvZM9C78Ta7xMcAAT/2CMJecqLj+Fyi7Z73xMfuIMor1Bbvc/6NtSD4Eaw8whLbHjGEGYt+DG+gwRL7xULJjWDba9+2RHwQ0z8EAYuUVPu1rvhwJkqi4x9ysu0wEM7Opx5MD+OJ17H5lfORTr5pptmi4BGDqN/72zDaiIOA6VLGd425Xk1WHrLjjOjMOQsGcAWILgJFEyAEyvt6QlPTEwPWHIjV9ReC4Ef93t9C44LvuSlXJqKpWYz2Po4tr5yPzS+fh9HeR21qdsBPTeTV+xpzyfbLMvFVm/NdSRrfl89z6eSbyKV3GnfRJiLVzabbFDw+NC68Dr5yWwZP28Z4Yj02v3IuxuOvmWqXQD3E9Nlcqu3EbLzd/t7ILnphOdH+ByVUPp+ZvwuGaWJRyQ5g65qLC2ln6xiCsUMQqz/VuAHCBd5g837meTRZCbkCRAelk4LFUC3vpFkvetBt8R67gcADnPc3yNC0tP6OUzbg9U+zzLa/fB6mL7gS3jK3MYdZ5Ma3Y6TnYYz2rbCrmBwAkiDcQ6pwe25s1VqjRnIpflQKUQLAHjofMOL97aie+UWjW9lCsOIweDxlUM2q8SJCw/zLUBYurXPDSPeD6N38C7NrkTQQ357zCFdiZFXcTMMuNtD90LgCXOOPLL1H09RbGXyKGWZZy2Hnm9cjl+lF9YzPm2GyaNTO/jpSwy9Bzhg65IgA/QzACSa7Nbmohgjr7+VsK7K0mtKJgJANqjA3XLQIiAYM6nreoZ19pIA1EZDKhk9j9kG3ueLDBJg1JAefwrbXvo2N//wyhnb+1S7xsQaM82RftkFOtJ9fiPiYoDMD4IF8noz3rypsKxsgwYtgpXl1tbVzzkOo6ljT7BUbZgXdG25Az8abzRYf60A4Qk50/JcrPiY3mfiKLblk26nE/Ol3BkSaAGNg6+/QveEGME/ey2nBE0DD/P82PJSXCUs94WZThN2kRRHdCIgOSkeA2PFDUaSiCRAPBF0VYqpS/CnTu0IyOQIiCD5M3+cq1M49HyRIptqeaihyAoNd/4eNL3wBXeu/h7HRV2DD3I4EgDsZOEpOth8op9p/ZWYxo0b8p3yey6V3IJ18y6xtLSNcY04aVmXDZ1DZ8GlTbDkBVR1H19orMNr7mJlmGUy3yEntEDnR/oKZhl2KSy7Vcb/i0RYC9HuzbI72PoYd666GplrTKMIOyiILEZu2zPB6gelG4OCp+0GselwBogNXgOjawZYX1y7JCvpaVCjyqFWuFIQoRSF4AqbYkvx1mHXgLaYdyqYqmdRGdG+4ARtf+Cz6t/zGjoFbORD/iTXheDlZWS0n27+qJNst6TGrJqpWAhjO59nEJMjlDsYOLri2KVR9LGrnnGuSR8VnIhf/IqRGXzLNJoF6mPgkOdV20TuRNJdSY7RzVE62/YcAfJxAPWaYTA4/j651l5uXJlkEamadA8lbaXT5fCkcPd9MfyYVGttR1uCmYDkQ6wUIF0+AIP7UKIC8J+qqOWcKEGBCOBRKMLYYsw+6Hf7gPBM8mnowK0gMdGLrmouw+eWvY7T3MTtu7rYx6EpZoxlyouOzytiqVcB9OWu3vC8HIK82SPGBDjBr1rpTIEQiQlXHGF5fFlmI6fMvN5xm4TSyqc3Y/Oo3kE3l3ZtgjzDogRzU/ZVExz9MM+riWLLJ9odynDuAQI+YYW9sdA22v/ZtO2vmTMUjBlE7twANwfxEDCSjAAAgAElEQVRdxJZEzPNoEqGlLT8jEsiNgDgNtkEVBlSlmKFFJiDvVryKMmKlLwVRaBpW5fTT0bjwRxCLNFV9MqPkRjCw/R68/cLnsOONazAef93qLTUCPaKBlsnJY+coybYfYqzN8hDL+2FNyCsNS8kNY2z0ZavdKRij3bC8gUZM3/cakOA12aPikBp5GVvXfNPw/IJdMAbga0qy7RNIduqquXOZ5KRWD+SSbctAfAmAgi9F0sm3sPW1S6DIzkyF3hPh6iYEY4cZXV7hVflbZvozWQhwwPIIiIZJXGj0AUpGgJAJbxp7QpM0c3KHDMKMvMPESs65AsRrMAJCJKJ+/qUTU2ipZIaB2kI6+SZ2vnk93n7hLAxsvQtKNm8ta5Q+Al3v8Whzc8m2U9Vk28PA8qKEF5SxWAeAvETPZEjDKoseCNEb07VG9MYwc1HpiPbRvhXoev1yqOqYWSbXC+CD5WT7b8wy6DLpYDnRcROIjgZxV6HGsqnN2L720kkbCZm210UQPD5Da5n5mwgeU1pTTfNAE1XLz4h2nHXtomQECGBef+/dwWpx+9oyIe+Jb4qjU7Bqda/xeMrQuPB6RGundpc/PWhaBqO9j2LLy+djyysXIN6/CqzlncVnlCeI6Sw5WTkjl2y7IjPaudXqDffMfSqI/5LPk4nBpxxfREokIFLdkvfzguBH48LrTEl9dAID2/6A7rd+AmZzgt4M3C/7sodnkx3O70LgYjlyou1FWVMOBtBRqK1M6m1sX3vZpKwJkfx1qGz4jNHlIYnEy8z0ZzKgqVRuwzam3boUm1ISIJb3nWVPcSMgxLQ932edWoQOAJJX38WI6KvGrANuRjC22CKPSovs2Fb0brwVbz97Bro33Ih0yvJzVRyMW4lpPznZ3pRLtf2f9bUd+mDOLw1LU8eRGnrWancKJlK7NK/niAQ07Hs1AsH5FntkB4zejbdhYNvdMKk7m8agK5Vk+2fM7LzmUgKkVg/ISW0pGD8v1FQ6+Sa6Xr/c8Rcbu6Ky8SyIPqMF6XR+INDSYKpDDsemM6IzZywYoJQEiPUREE0odgQkbwHi5CJ00Ze/APEF52DOgbfCF5xjoUeTH9ZkxPvbsHXNN7HppXMw3P13M9NTdrMpXgbwVblMbJBT7RfmUm3rrd3QOErymKcZ2JHPs6MDzp8J4g/Oy6sBQ+3c8xGqONwGjyyGGT1v34Th7r+ZZXFEI5yqJNt+CBt6TbtMRjoVOdV+MZgvQIFNbsbjr2Pnm9c5vsnFBxE8AdTM+orR5X5FwpVm+uN4bDkj8uQLp+2GkhEgxGS9ABG0ogoQgTn/CEjOuTWU3jwFSDB6MGYdcLMuwTLVkDPd6N/8a7z9/JnY+eYPMR4vcHbfnsmBcS9IO0JOtR8sJ9vvRN+KSRASXq4RcF8+T46NvDgpikf3FAWpqP8kKuo/aZM31sGsYedbP8ZIjylNigBgrSDgUDXRburQEJfSRE51/FIjPg1AqhA7yaGn0bvxZpO8so9ozfEIhAxGUBlfQtkx5g7/cjAeQbX8jEiw/qxrFyUjQDSyXhV6NKG4ReiCnhqQQdNypM3G463YYxF5tO5kNC76ITzFLbtxLGOjr2D7uqvx9otnY3DHn6DI1g5oJlAPM5bLmjZTTrV/Xk50PmfphlZA+L98HmNNQXLgCau9KZhITSuIdt10JVRxeGGtNB0Cs4Kdb16HeP9Kc+yB/iqXiUdk4+2bTDHoMiVQEx2PQOAmAAXd7I30PIyBbX8wxym7IELtnPOMrvZ7Pd6LzXTHyTBbf0bUbMj2sYuSESDENtSAFDkCIqta3hEQZg1K1plRECIPPN6K3X0RNbO/hvq9v7Xbw9VUhTUFo72PYdNLX8G2176N1NAzAFuePfIMMZ2VS47OVFLt38dYZ6/VG1qFnGh/EUBeAyPikyANS5SiCFZ+7EN/7y+fh4YFV4Focr+9syZjx/ofIDHQaZJB/FxJHnPG5IjYuTgNOd7xErFwbL6pnLtjYNv/IDnwpFlu2UJZZJHhtrwMPhfRpqjJLjkSJrYhAuLWgDgPskEValTc6/ixzj4AeU/lzWVsHbegi12lYQkeHxr3+S6qGs8sgkfORVPTGNrxF7z94ufRveEGZMe2WL1lBsDdEPgQOdl+1ERR+UuWt8+yASbgz/k8OB5fZ8dE+IKJ1vx7VzjRV4UZC6+D4ClqsLZgNDWLrnVXIzn0tCnmQHyJnGq/uFitoF1Kg1xq1RuiRzsGQAERNMbOt36ETOpt0/yyg5rZXwZgaIBpSFSEC0x2x5kw2/DGSyUjQErniplpHGTtbTATij3dkwF0Adgrn4flbC+AAyx1yCgfrOsQvTE07ncNAqEFRfLIeajqGIZ3/BXD3X+DakdNAnEXM25XwL8p2UFsmnAvBC2P9pCMeF8bqmZ8znqfCiBY+TGIUhSKPArBE8CM/a6D6KsqtlsFoWkZdK27CmOjr5hhLkOMs3PJjrzqf0qXJr8vjOmqJk4nQWtkDTOIEAMQBiFKGiIs8IcuJEkTVBY4AaYRAic08LBAQpfGtFX0aF2Z0Xh3iVxO5E1mtHNrILC0WRGVTgCGuqNoWhbb11+NOQfernumT7HwB/dCqPoYQ9EbIlyE+mU3ofuhkkkf2hVMQpQs72nBJRPBLRkBQgInrc5GEUDFFiAg0AYG5ydAMs7Nlnl/K15f+SzMWHgdJF9pzCkoFE0dx9DOv2F4x312DLFigJ8gxm25JD8AdDqzcMgkcmOr1kqhljXIQ5mP9q1wvAAhEhGpacVw99/QsOCqvDpjORlNy2L72ssxHn/NDHPDDOE0ObXqKTOMTQ6WC97g6n0gaAeCaZEG7EvAQgCzNIZApAEM0PsvsnkiNDjxv3+Hid/pEcZgAAQCM4PAUFVACkUUoGUDCK+zhrUC0euiKrwwPr6y25Zvt0ik0yu6/NGWFlVFJ4BZRmwomQHsfPNazFj000mTLlkz80tIDT5lpJtXtZQY/6IM3GGFX05BAIetlh9EVFAzBCdRMgJEY46TsfBg3jBx0fMYGfwmgFPyeVZ2cAqW6J8QIMHYYjTsuxwejx3ze5yNpmUwvPPvGN7xZ8uLygGMgPF7gnBHLrXqDas3cxIM3EN5CJBcugvp5BuOj8pFapdCCkyb9O12WZOxY913zRIfWwnaSXKy/U0zjDmXJr8YFI4E6GiB+HDGk0cwEH1XTFj7iQhg4gyxLxj7EuEMBkP2qJBCLZsBegrgpwTydGYTKydXvlEeZEbbt/mjTc2KKjxFgKF5F2Ojr2Jg212omXWO2e5Zgq9sBsLVLYj3G6iRI/4vlLgAYVDM6q7eDG3E0g1spGQECIGsH3yhoegCBEDeH6gTKVjORPJWI1p3MqbtddGULzbXtCxGuh/EUNf/2TFA8nkAv5KT6T8Bz5ZMLqkevKrnXtmj/gjAR7diAxDvW+l4AZLvTBAnw6xgxxvXIDXyTzPMrZE17cTJ3DDho/CFm+ZpEE4kphOZuRmEsncjFA5iDsBzAJytsQop1LIBwEPM9IiSUleXSqQ1M9q51RtsOpFJeBKAoVyqwe1/RCC836S5QKhqPAvx/jYYOGgvFIOtzUqqreAJ846FOGp9BpYNZ12bmBxxvzwghuU/FKLiCxCGkLcAyaV7rHSlIIKVh0/5Tles5TC8835sfOEL6Nv8KyvFRwrgO6AKi+Vk++Fysv3u/2fvvMPkKsv+/71PmdnZnZntJZvNZtNJIIQmggJudmMABRQRCxaahR8qYlekRFBUkCa2FxURUdEoIqi8QrK7FKV3CAkJpG+S3c2Wmdmdcs6c+/dHgi9gyjnPec6ZM7PzuS7/4PLcJTvtuZ+7TdbgAwAmJu7rB7GtH8GxwV6wVRJnpcDCbGHr6u9LajinJwzSu0ot+AjHuudq0cWX6LGu5y1W1oJxI4PfvSv4KArmAvgSEffoMWVAj3XdpMW6j4UvSRpvyaX6XmAop0B4OhFj25qrYGZ3SvXLK8JVHYjVv01MeFcWpGQhHy6pCd6fdf2iZAIQS/U+KmQUPgAxObvG7rNGdhCWZXtolq8oSrjQLhQMZhPD/X/F2sc/hu2v/BhmbtgrU6vAON/Qw1ONZO95xsQKKV29JQErt9l5LG8kkBouvpUnxQNj29prkRjskaHs34ZGS5D4p2cfKF+JHtuoxbq+rEe7nrLAa4jocuzq5yh2agF8ksAP6LGuV0PxrisqarqmF9opN5jJFQ8R8BEAQlPWTGMM/S9fDa/Ld2TR0P5hITkCTonULmmX7E5gYBLLgjnBKmdAgocfGRAEIABB6sFBADavShi5CdurQ8r4QHLoQbzyxDnYvu6HXu1psQj4Bys43kj2HGSken6K4XuCv9bbZ4xw5g6wvdHdowP3eu3OpGX7up9gdLuUheS9RoV1PEZWeN485TGkRbsX6/HFt+ukbyHgahAOLbRTHtLBjIvzebyixbr+rEWXdBbaIVFyyZ6/MPhiUfnUyOMY7r9TpkueEYnNR1XNISKiWt7k82T7EyC8z4BwvmR6QEomAFGgeF+CBSp8ALIL22VY2XIAEgjSyTXY8OyF2LxqGXLprV6YyAL8Pwpofi7Z825zrOdeFMt1WiEY+lcSgK1f+9Two34MBZh0DGz4JYb773Cth5j+aSTT78ZgXxFPhzk6oke7ztNjXauJuAdMHwQQKrRXPqIS8D4iq1ePdT0Tind/FDh9vz1aQcNM9n4XgPCq84H1P0cuvVmiR95RP+1DQnIW+MxifG1t4vkZUdXLJViBI2tlfCjB4joEomaVHQQgG710pMx+MLND2PrSlVj/9GcwMfa8FyaSBLrayBszjGTvednkype9MFKKWApslWGxZSIxWLp9k4VgaNPvMLTpd671MHBXLhV6T9H2NMW667Vo96V6LLIRhJ9iV6/EZGcRM/9Gj+18MRTv/kixHVaNpPUpAE+KyFr5LPpfvgbweqeABKK1RyAUmeZYjoBWNT50/P6fLDoIPgQgGTZL5jasZAIQpCb8iArDqOks+C4QhrLK7rPlDEhhYDYxtOUPWPfEWRgbFJoYsj92MvOlhpKbnkuu/ComHgzuxIGAkk9Y9wGwNat6bEe5DEsWI/13YWDDL90rIvzRTI69H7gn616Zz8Q6G0Kxrqt18EYi/haAxv3KTD7mMfNtemznC6Fo9/sL7Yx9+jKqar0fgFAv0sTY8xjedpdkn7yAUDf1PWKSTGdLdqbwxDrrAegeW7EwtqQcgASPJw0Ante6h/PU7LWN/cL8jN1HywGI/6RGnsIrT34SA6/eBCsv92KWQNsY9GWjwuowU71XYOyhkqkH9Z8+E4zb7TyZTq4pf5YkkNz5L2x/5UbXehj4k5GoP6PotnDXnRjXol2X6VBeYeDLAMoLkPbPAUy8XI919emVS4qiHyYz2rfBIv44BJvSB9f/AmZmULJX8qluPh6q6nwQGwGnINZd74FLBSPEvpwNR4BlQu+pIFJCAQgAm7eZbsj78ybbJ6aaexo2r9SNdD+Yy2NE/cDMDWPL6iuw6fmveND8z+vBOD+XDM0wkyuvKe569wChWrbKsIByFsQt6eQqbH3pOyJblN8AAX8zk2NnAMvzklzzgcN1Pd51oW5kXyHCMgDxQntUhLwDqvWEHuu6CdFjA58xyid6/07AtUKy+QlsW/8T2S5JR1UrUd0sVE0V0sn6iGx/CokFpckHM8HdLi1AiQUg7PmLowAFD0B23XrzBjuPMpteNT2X+Q+M0e3/wCtPnIPEQJ9s5S+B+EwjyXONVM9Pi7LcJMAYY31PwOZQh9HBFUVRmx1Ecumt2PzCxbAsl29f4hW5pHV6MWU+tKolS/RY9TNgXAegodD+FDkKgE/qpL+0qz8k2OSS4YtBZLti4fUkBx/A+GjwJ6fXtZ4iJsjKx+R6Ulj8ORvygPc2/KOkAhCG4nkAwiA/otz9wiDb30yZ1DovXZnU5NJbsPG5L6H/5WuQN5MyVb9ITKcbyeMOMhK9t5bK5uAgwmyvGd3MDCJVBAeCoGEao9j4/NdlTBJ70IhG3wP0BXO50ZuoqOns0GJdfybFug/AgkL7szdULQY93AK9Ysob/xdugqrFEIi5K/9NPTPfFop13R2JdE0ttDN7554sWdZHIbikcPsrPwp8BUOosh2VcZH1NHxERfWSmdIdKhCsWN6fDam0MiAltYaaiAe8HjxKSgAyIADAeAqE99l5NJN6GdVN3V57NLlgxs6tf8LAhpvBVk6eWqCfQJcaybpbdpWYrJSmu8ye0fParaZmXg4bFzJjO+5FtPYwH7wqDSwrg80vXAQj0+9W1WOGHj4J/Xfb2t1SWJYpevyBC/ImvkMF3lROpCFU2YZwZQfCle3Qw03Qws0IVTRC1WuhalFbeiwrAyMzACM7BDM3BCPTj8zERmTHN8BIbwVzYarhGDjJ1PCiHuv+vJFc+euCOLEfcqneF7VY9yUE/oFT2ez4Boxsuwt1rbZ+6gtGTcsJmEi84FjOtKzTAXxfvkf+Q6Amz/PjFpVUBqSkAhC2sIM8vqxhDkYAwgo/TWzvH5tJrfXYm8mFkdmGrWu+L3usbpIZV5nxqmuL45BVOqTT924ORbtWMGHp/p5NDj2AfP4CocbLyQZzHltXXYF0co1bVc8aSu4EDPcEfqFmKNZ5AOOBX4LxtkIkDkKRqYjED0Rl/EBEYvMRrpwOUtz/zCtKBcKV7QhX/vcSa7ZMZMbXYiKxChOJF5AZexFGzuauXDlUA3yLHutaYoSz5+/e8RMozGTd9Xps5wcBvMWp7NDG36K6+YRAf+fEG9+B7et+BMtylpwkxgdQIgGIH2dDBsoBSFAhHxp0GNzitQ075E3zaUW1N/Etk1y7q3bd6+is5GGMbPs7drz6M5nTrQwQ32RY+uVI3TuAcmt5YVBwC3j/AYhlZZEY6EXtlHf74VVRs33dD5EcfsStmpcMNt4Z/GlvyxQt9sBXGFgGoMIvq6oWQ1Xd4YjWHolo7Vugher8Mv0fSNEQic1HJDYf9VNPAwBkU68iOfIoUsOPIZ140a8MyUf1bPhIVC75kDGxImC1ksvzZC05lxXrCThcMGkaoxje/Ac0dgR3cq2iViLeeBxGnQ7qIBwWjnfOzib6ir5OnIFmr09YRKXVA1JaAQhhh9cpMGI437zjBRMPbqNY9zYGT9nfo/n8BHKZfoQiAS6VDTimkUD/y1cjtfPfslQyg+5QgYuyiZ7y8sACk0uk79RjkVHYWCQ1tuN/ywHIfhjcdBtGtv3NrZqNel5dYkz0BHoeaSTSNdXU7r8NoE4/7Gl6DWKNxyHe0InK6oUgCl4rZzg6E+HoTDRM+zBMYwyJwT4kBnowkXgRHuxEej1zoVoP67GuzxnJnp97acgpufEVz4dii69n0Fedyu7c8ifUtr6nIAGmXaqbT3AegADIs/oBAFfK98hfCPjv9KB8GyXVAxK8by4XWH5MCCC0eW7DJhb4cbvPZpLlM64oE2PP4dWnPiUz+HiJGZ1mcuX7y5vLg8LDaZC9nSATiVXlnSD7IDHYg8ENt7hVs5NgnTAxcZ/r5hEvCcW632tqeNbr4IMUHfHGLrQv/D7mHPVHTJn9eVTVLApk8PFmNL0ada3vQcchN2DOW29DY/tHoIVqvTQZBnCTHu2+AegM1CVrTq/4DgTKaCwrg6HNv/fAI3lUVR8MLex8tQeBBcdoBQ7Pz4YWKNCXMU4J/reXAzSV/Zg324jWk4NSjGn7RFzuA3EOs4XBjbdi43NfgpmV8rnPMPOlRrL+EDPV84AMhWWk8iu7D45t/18v/Sha0sk16H/5B3B5y51m4JRcss/WeOTCcGJYj3f/mMF/AeDZQrVQpA3NMz+NOW/9A9rmfxPR2iNApHplznP0cAsaO87BnCNvx9T5FyESO8A7Y8QXhKLK31F9jKfRjiOG70mA6VIR0dHtf4eZC3AlIhHi9e8QkXwLoksDMV1UmF1nQs8XK+qassVrG35SUgFIZjS5FYDnxabhVCYgtUzKv+w+mU6VL9qdkDeT2PzCNzC48deuF6ftpkch9WAz1XsFsFze2Kwy0jASPY8BeNHOs6MD9xVs8k9QMbM7sXnVJbDyrnZ95BXwh8xkj7R0o2wqK9/ZqsdyfWA+3zMb1Qeh/cArMPuIW1Df9gFoerVXpgoCKRqqG7sx49Afo33h1aisPtgTO0xYqluhR4I07tVI1f0CgOMJJlY+i+Etyz3wSB7xpk4RMUWn/ImSXfGVUDLpefkVgHx6xAx0RtgpJRWAAE8aBO/HlOWtfCD6QMyk+QQAW7/2meQaWQfpkieTWodXnzoPqZEnZKgb3LVIsGdJNnFfOQ0VcBi4xc5zZm4Y48OPeexN8WDls9i86hKYWbfTj/j8bLL3LilOeYAWW/x2U7WeAPgoL/RH649GxyE3omPRDYjWv21SDA6J1h6GjkXXYfrB16IyfqAXJuZaFj8Uqlqy0AvlzlmeZ4W+JCI5vO0umEZwh8FVxhdAqxBYUk/8Lvne+IelqJ6fCRnYVmr7wEosAAEY7HlxNhEFIgDZvZDrSTtP5vMTyI6/6rE/xc/YwEpseOYCGJntMtTdYoDm71ok6PWGmjIyMC3rNgC2vuRHdtzjsTfFAqN/7dWux+0S8eVGsvcmSU5JR492f5pAPXYGfzilqvYwzDj0R2g/8NuojAd2Z6GnVNUsQschN6Bt/iXQK+QOm2TwFFas+7VY19ukKhbEHFt5HwGOpzRY+TRG3Q938BBCdYNAGRZjKXC4vbGeAYQsy/MzIQGbvbbhNyUYgHj/IjFzQAIQgEC2y7AmElL3VpQYjMENN2Pr6ithWa5KSABgJ4FONZI9ZyO50teB+GVcMt63nQFbkUVq56MwjVGvPQo8g5t+h8RAr0st/MtconeZDH/ks0zRY10/APHP4HCE6v6oiM7F9IN/gOkLr0YkNl+m6iKFEG/sxOwjbkFTx7lQ1LBM5bXEuE+Ld58gU6kwrHwVAiXjw9v+Gujt6NE6oRivRovGAxEcikBE3pdgkfeX635TcgGIH1Eikffj1uxjOQhAnG8qnQywZWDr6u9icNNvZajr1UwsyiVX3ilDWRn/UZhvsfMcs4mxHSs89ibYJIf+hcGNtnv39wiB/m4k+TwEMkt4YliPPnAbAKGSmb2hajG0zPoMZhz6Y1TVHCpTdUlAio6G9jMw6/BfIlp7mETFqCTmv6rxxQWfo51LrXiJQY5/J8zsEBKD93vhkhQqqxdC1WKO5RSFFnvgji8w+1AVw1RSDehACQYgIPY+TUUITENbjs1/w+YP98RYOQB5M6Yxio3PfRFjAyvdqjIYfJGRPG5JOt3jxzS2Mh6RSzX8DTZHZY7umLzTsDKpV7B1zXd3LTkV58lcpfrBQNY2x4+v02OZFSB8WJZKIgV1radi9pG/Qd3U9xXFGN1ColdMQfvCq9A698tQ5G0CDylMy7Vod8EPvERiW8CHt94h2xVpECmoqjvcsRwzCv56iMOzPDdRzoAEH7IU7wMQhvdvNrukHhwEYKu52cwOwchK6W0oCYzsADY8cyEmEqvcqnoVxMeayd7vAsvKnf5Fz/IcAbfaeTI7vh7pZICnxXqEaYxi84uXwMqnhXUwsFUz8R7suHdcomtSqKx8Z6vOxkMAHSNLZ7iyHR2H3ICW2Z8VuiGevBBqWk7ErMP/R2aZWoSI79Jii98uS6EIRmLl4wAc1y+mk6uRSQV3eXisTmhGw1uBoyOyffEDhvdnQmIq94AEHVYsP16kacCJUotT3cG2v8DKWZBd5NKbsf7ZC5BLu3y7MH5v6OFDjUTvo3I8KxMECPwL2Mwsjm7/h8feBAu2TGx58TIYWVdLecdJwSlBzBZW1HRNN9T8/QCknHaJVDS0n4GZh92ESGxyNpjLQK9oRcch16Oh/QxZ08GiBPqHXrV4kQxlojDRVSJyQf7eqao9UiS7F9aikaO98Mdbjo4Q0Oq1FZ/Otr5ScgGIYZl+jHpSw7FMhw92bEGM++w+W+4D2bWUccMzF8LMuFouaIL4i0aq5wwM3xPcuYhlhMgme9cAeNDOs2MDva4yAcXGjld/4vZ7xCLmjxtjPU/J8kkW4Xjn7Hwe9wOYLUNfKDIVHYf8EE0d54KUoh3yExiINDR1nItpB34HqhaVoTLOCv0tEukq2G4vM7HynwCedSo3NrDS7c4dz9D0alRE5ziWU5TiK8MKRStmwoeztAHzFa9t+E3JBSC7S5LGvDZjkpwfKBnklFAvbE7TmBh1/D1XUmRSa7Hxua+4nV60ky0+wUj0XifLrzIBhPALO49Z+QkkBt1OgSoOxgZWYLj/r650MPDNXKo3cEXsoeiS+XlW7gcwXYa+6ualmHnYz7zd9j1JidW9FTMO/THCle7nwRDQZqq4G42dUiIaAZiIHWdB8mYKyZ0PeeGPFKpqDnEsw4zjPHDFW/w5C45g7KERH+z4SukFIADA8DxSVHyo+bNN4p/DsLkPJDuxCWbW1c1/0ZJJrcPG576CvJl0o+ZlRcFbzfFe113rZYKNkUj/CYCtL/2RbcEth5BFNvUqtr18rUst/Gsz2fM9KQ5JJBzvnG2RtUJGKYWiRtA2/5uYOu9rMhuny7yJUKQNHYf+GLG6t7pXRjg0lFFvB05X3StzTi6RWA7AcU1jYqDHA2/kUCkQgAA4vFCvgSgWFD/OgsFt+HFBaQYgig8vluXLm842BLY9DzQ1YitWKSlyE5uw6YWvuww+6BGDjWOyYz0llwotsyceToNhazZzOvlSoJtC3ZI3U9i06jKXO3L4ISNZ8WlpTkkiEulss5julRF8hCJTMeOQGxFv7JLhWpn9oKqVaDvw26id4n6qLoPfHYoNXS7BLQGeNMD4vVOp1MgTgd2MXhlfCCLNqVhVqGr4QC/88QoiHy6juRyAFA3E5PkBkYidFzh6iMWq7T6QyRaAGJnt2PDcl2DmxDOYDNxhJPOLd5f4lZkkEC9Hq2cAACAASURBVNPP7T47ur1UR/Iytq75HoxMvxslrxjgU4F7glW0XtXZYmpKD0Az3KqK1R2FGYf+BOEq16rKOIBIwZQ5X0DDNPfTkhn0DTXWfZIEtwSMW792LMImkkO2WtV8R1EjqIjOdSzHCt7igTueQRZ7XoJFivdVPYWgJAMQhvcvFoMDVdhrpvSHAdgaZzkx+pTb2f1Fg2kksPH5r8PMDbvQQreayfoPAH0ZaY6VKQpy4yufA/CYnWfHBlYEtinUDYObfovUzofdqBgjVk5Gsm9Ilk9SiB9fpyvKfQBcXyY1tJ+BaQd+W1ZjdBnHEJpmfAJNMz7lWpEC/nVFTWeHBKccYYz3PQPgOadyyQAvJayqOVhE7EjZfngJKyxtNvRebTCVMyDFArPlw4tFHQVsWtsD92QJeMDOk6Yxisx4Sb6f34CVz2LLixe7G7VL+KmRPPZsYLmtJv8yJYmtLEjeTCK509ZHsGhIjTyOwY23uFFhWaCP5lIrXpLkkiQ6K3Q27gRwkBstRCqmzPkimjrOlTUatowLGqZ9EE0zPuFWTV0+ry4HDvd9bBmDbO0fej3jiWeRz0944Y5rhMZOMxdPBqTuxDiY2rw2w/C+qqcQlGQAoud9iRZJzyFQWRAmLpdh/QdG/8tXYSLxohsVPzISPZ8pLxec3KiKYrvTs5Sa0Y3sDmxdfaWrbCkzL8snV/5NolsyID2u/ArAsW6UKGolph30HSn9B2Xk0TDtw2jsOMelFj4iFK+5RIpDDjDzud8BMJ3IsGVifPhxjzxyh9AEOMJBwdqztnd0M70AgOc3D6ZlluSNcUkGIOl0Tz9sliO5gilQW6UUaLZ/6MdHSzsAGdp8OxKDfW5U3GKkei6AzWV0ZUoX07I/InNi7Hn3yy0DAFs5bHnxW8i7aHBl4E4z1fttiW5JIRTr+i4YH3KjQ9Nr0LHoOkRri+eydjLR2P4RNLR90JUOZv6GXr34cEku2WPiwW0E+3u9XiPprkTSM7RwPbRwg1MxPVSVm+eFP9JhxfPyKwApjPe52voaVEoyAMGuQ+Nqr40Qkx9vPttkE/etBWCr1GFi7HlYVmm2NKRGHsPghpvFFRCWG8n6T6AcfEx6QvHFZxD4NPsSjLEAj8a0y7Z1NyKdWuNGxUumHj4TAfsM6bHFn2Lga250aOEGTF90HSqigVkFVWYPNM34JOJNnW5UaLDo137fxjPwF6cy4yOPI2Aftf8glAVRuSgmYRHgxyX0KgT1xXVJqQYgwK4XzVMsIHAfEgJsbQljy8D48BNeu+M7RnYHtr50JZiFq6YeNBLhj5V7Psqg8tgpzHSjU7FEgJtC7ZAYvB+j212Vko0p4FMxfE+g5oNq0a7jAPqRGx16uAUzFl0vZQFeGY8hwtS5X0dl9UI3Wg4MxTKXynLJDpqm/NOpjGmMIju+wQNv3CMUgDC76s3yET/OgJ6fZQtFyQYg7MOL5lP06wgLdJfdZ5M7/+2lK77DbGHr6ivd7Pp42QAFb1RomYIQUvWbANQ5lctObAzsYWB/mMYotq/7oRsVlgJ8LJvsdZU+kU0k0tlGhD8CEG4s3rXj43roFVMkelbGS0jR0bbgcujhZmEdDPpSONbtfJ6sIOmRFZtgs5Lh9YyPPu2BN+4RyRRaUAJ3ubsn2IczIIPLAUixofrzos1A68mBWnVrJo99FDY3qqaGH3GTKQgcQ5t+i4mxF0TFxxRST0Jy5U6ZPpUpTvRY11kMCO8DyE5slOmOb2xf90OYxqiwPDMuzyZ77pbokgQ6K0xNuQOA8ClUDzdj+sE/gBZulOhXGT/Q9DjaFlwGUoRjzzDDukGmT/uF4TgLkgpqAFLZ4ViGUAQZkF1TUD1PhTKUgE0QlEfJBiAgXwIQRU+lXOV35bPMAthWM7ppjCGdED6wB4p0cg2GNv1GVJwJdNbuHpoyk5zdOwCuF5VvnP5xxBvfIc8hn0jtfNhV+RgDd5mp466Q6JIU9JjyE0B8uZkWbkDHoh9ADzdJ9KqMn0Ri89Ay67PC8gw6IRRb/B6JLu3bnkKOA5D02PMIYquAFm4U2Y8zI+iTsLQMLYIPE7B0RXUxyjPYlGwAkk10vgog7bkhiw713IZDFGBSlWEx57Ft7bVgFmvbINAPcsmVd0p2q0xR0qnl88ptAKpFpBunfxyN08+U7JM/kOoqmbva1MMfC9rIaj3W9UkAZ4vKa3oNOhZeDb2iVaJXZQpB7ZSTEG/sFJZn0DV+7QYxExP3A3A0JSZvJpFLb/XII3eEqzqciijhWG66B65Ig1g5xHMjjInM2NuKM51ug5INQIBlFoi8r0Om4AUg2WTmPjBsbSYqhQBk59Y/IZMSHJPNeDqXHP2mXI/KFCuhOF0C4O0isvGmxUUbfABAZfVCaCHHLS+74fuD1nQeinYvAItnshQ1gmkLr0So3HBeMrTM/ryL9zhm6bG4cDDrjIfTxPYWC7+edDKY1TphgTKsPFkz5HsiEWLvAxDCS0G71JFJCQcgACw/yrA4cAEI8HCayV4NaS69tWgbZgHAyG7H0IZfi4pniZUzgScNmT6VKU60WPexzCQUjGrhBkyZ/XnZLvkKkYJ4g+huPloCLAvQ78nRESa+HQShtA6RiqnzL0YkWhzrCMrYQ9PjaJ3zRXEFhIt9Kw1S4Hi5RzoR0ACkynkygywKdgAC+HH2K9kGdKDEAxAmPOeDmYOATs0HO45QmG+3+2wxZ0EGXr0ZliU2tIoZV+TGVzwv2aUyxUj1MbXEfBsA1bkwoXXul6FqMelu+U11y/EgEvgTALPCsQcCsxJcj0euASDcn9cy+wLE6o6S6FGZoBCtPxrVTUvEhJmm6fHMp+V6tDdb7LirPJMKZhujSAkjETrkeyKLTg0+jOBlcEmfT0o6AAHxMz5YiYSiEBh07S25ePRvAFJ2ni3WvQWZ1FqMDQkvfVtrpsI/kOlPmeJF59D/gMQmmtS1nlIyG7Ej0Xlomil2vrKAq4HTQ5Jdckwo1nUqGP9PVL6h/QzUThEegFamCGia+Smogj1PzPQ1P97nqqk/5VRmVzVD8BrRQwKjq5kQ2AxIqEpdAKDCc0OWGszRZpIo6QDEtHRfXjxWlOCVYfXfPQG214yeGV+H3MQmrz2SzsCrPwdY7MvWIv5Ced9HGQDQY93ngnG6iGwo0iZ8YA8q9VNPQ3VTt4joPD025GqJiFsqarqmM/BLUflo/dFomn6OTJfKBBA9VI8GwX4tAlr1+NCHJLv0X6TT924GMOREJp+fgJG1NYXfV/SKFjgeGMWY5okzEmDV8r7/A4CpmH5coheMkg5AkLp3gAHvx0KwL7WAjlEItsuwxgZ7vXRFOuOjzyI1+qSwPFnk/YS0MoEnFF0yH2ChGf9EKqYe8HUoSqCnRQrRMvtz0PQaAUn6dCi6+DTpDtmiU8vn8XsAtSLS4cp2TD3gIoA8n6xZJgDUTX2v+EZ7iy6U681eYDi+RM2m1nvhiSsUJQwt5PRjyS2eOCMDJs8DEAa2INnnKAAtNko7AAGggPyIII/0wYZjssn6fwIYsfPs2EBxBSBDm4QbzwEARPQdSa6UKVo6K5is2wFUiUg3TPswIrH5kn0KBqoWQ/MssSomJvox4scLjxoSJRRTrgBwtIisqkUx7cBvC5fllCk+iDQ0Tj9LUBiHatElnTL92aMZct4Hkk1v9sIV14QqHMYTTOLr673nrT7YcFyCV2wErnlaOsRPg+F1c+Thu+aDB22a0vIcsPgOgM7d35O59GZkUmtREZ3jh2OuMLLbMT76rEstfFQ4tviUbLLX9s6UMqWFHlevAfPBIrIV0VloaP+YbJcCRXXTEoxtv1ck09iss3G9AXzcC7/2hFbdtZQtfFVMmtB6wDcQikyV61QAYTaRSb2MicQqZFKvIJ8bgpHdCTM7BGYTpOxqbVC0GEIVzQhXtiNUOR0V0dmIxOaDqLTuLOONx6Fi8yxkUq84Fyb+LIA+2T69AVaeAjkrMzYy2z1yxh1auNGZAKESjZ1RDPbZ6mX1j8N1+DABS/Gnh7mglH4AYvHTPqTUK/Tq+MHGGMRrgjyCLfV2Uqz9BiAAMDbQUxQBiB5uQVXNItdBiAW6Alj2t1Kes11mz4RiXacy8/kiskQaWud+FaSU/tdny5zP49WnPgkr77hd6mNqfPHt+UTvP7zw6w1UHjuFLNwKwYx+fdvpJT3xyjRGkRi8H8mh+5FOrt73a7l7omDeTMLI9GN89P8u4DW9GlW1RyJWfxSidUdDUUuh9JDQOP1MbH7xUgFJPgnx4+uQ+OewB44BAJit1U7PL7l0v0feuEPTnVdGhrNoyQKCS768QY/XHALmiOeGWCnpBnRgMpRgqf40oiPvS0rOMeZ4bS8AW11pY0O9wk3dftPQLmXh28Gh+AMflKGoTPEQqV3S7qZRuaH9I6iIzpbpUmAJRaaiaYZYk73C9BO0nuxxTdMyRdf03wAQKteIxBagaYat+5migtlCYqAPm1+4CGsf+QC2r/shxkefFQkk/4NpjGFs4D5seekKrHvsDAxuvAVmzlaFb6CJ1b9NtBckrFs5T5vRjXCF44aOXGabF664RnXcAwLkA1mGxb7cViiq8/K7YqPkA5DM2L0bAIx6boiUQAYgwPI8gI12njQzg5hIvOCxP3KoqlmEqhr3fWDM+FYQ97iU8YpOzTSt30GwUbkiOhsN7WdI9inY1LW+BzUt7xIRnR5KTlws25/XE4o/cCkYQiO7VC2GtgXfBFHpfPzZMjG6/R9Y9/iZ2LL6CiSHHwVzXrod0xjF4MbfYO1jH8a2tdfBNLz/ifUOQt1UwbkJRN6WGQ7fkwCw04mImR30yBl36AIb6FWQ771k+4V96fkdyYz2FN9oUoeUfAACgMF43AczQc7hN9h9cHy0eMoOhRsI38gcPUbluZuThFBcWQbg7SKyRAqmzPliSR1Y7SK65Z3BXwrFOj3Zk6TGF7+LGZeIyrfO/RL0cHAH7TiCGSPb/o61T3wU/S9fAyPjTxkOWwZGtv0Nrzx+Fkb67wJzcVazVje/E6oeFxF9azje6XU6dIOThy0ri3x+wiNXxBEpwWLiIG53FRp04QRiegxBXOgimckQgIAUPOqDmTmIddf7YEcEB91fxfMDUlm9ENGawyVoostRd6LQr0+Z4kGLdnUx4xui8rVT3otIbJ5Ml4oGUjTRTe8hJuVHsv2pqF4yU2G6DYK/YTUt70Ks4VjJXhWGTGot1j/zWWxbey3MTGFuv/NmEtvW3YD1T5+PbBHulFKUMGqalwrJ5lk9RbI7b4BsllC/nnzOs7YUYdSQ87HebCnBCkB2nfFmem5H4Uc8txEAJkUAkmfyIwAhlTiA43hPDANw8CEurrdEQ8dZMtQ0h4zMN2UoKhNQosc2KiR+YNXCjWiacbZkp4qL+rYPiAkyukPRbom9VkdH8sx/hmAZXSjShpbZn5HnToHI5yewfd2NWP/0+UgnVxfaHQC7g6Gnz0eiyMa6A0B1k1gAQrBOluzKG2CBACSIvTmK6nzaOROiHrgijLor++H5VKM8+DGvbQSB4jptCpIHHoYP6SyV+RivbTglEsnaLr8CgFCkuEoSKuMLEK11H/cx6PPh6q5ZElwqEzwoRPotDJ4iqmDKrM9BmeQ7Iura3gdNoI4bACzia9Hwdim3mXqs4qdgFmoAI9Iwdf5FUJQKGa4UjEzqZax/6jwM998ZuLInK5/GltXfxvZ1N4Its9Du2KYiOgvhqhkCknQMqo8RCoZtaRfJgBgJL1xxhao6HxylBKwES4UvZzzOs+LHpXnBmRQBCJIrdwLwfD0oA8d5bcMppsKOApCKyuI7gzd2nAUJlxLhvIWr3HtTJmhose4vMiDURQ0A1Y3diDUItY2UFIpSgUbB3ScEtIZy4a+59UGPdv0/gIRH4DV2nI1ItJjL6BjDW+/A+mcuQC69tdDO7JPh/jux+cWLwVbA1mPtg+qmd4qIaaF8+HjZvryG5bAJHQAsK3g9IKQ5v8BhDlYA4tMZb+3uM2vJMzkCEABg+FBTR0d6P3bSGeygAZ0UDSGxcYQFJRKbh2i9+xkABLzPj+22ZfxDj3e/hcBXCsuHm9Ay5wKZLhU1NVNOEh5BzIwLUdUpnGLVYkuOAeF6UfmqmkPQ0Fa8U7fz+QlsfvEybH/lx0VzqE+NPI4tqy4rGn/j9WL9xaywZwdTYow7lcmbwQtAFCUCxxeFFKBU5a6znYym0/1Ak6L/A5hMAYjCfqS0QloiHag+EIUU2wFIuHJ60S5Xa55+jpQtvaTwdcDpqgSXyhSauhPjYP49gJCQPBFa530dqhaoMuSCQqSgZdbnIJhxrNJVxfnGN+za3UKw/gzB11LVYpg67+vwYSmtJ5jZIWx89kIkd/6r0K44Jjn8KDa/9C1PxgHLJlTZjlBkqnNBhnelOQocbwK38hkvPHEFkQJFdRhPsBWY32JtLHU0RH9LnMDWpCi/AiZTAAJfJmEB8O4mRAQnGRC9QuCLNyCEozNR3SwhC858iB4f/qx7RWUKjZ7L/gyAcE1hQ9uHUFWzSKJHpUFl9UGobloiJsz4RKiq+2BHMs1Lq8w8/xVAk5hRoHXOF6GFHQwDDBDZ1Kt49ZnPIpN6pdCuCJPa+TAG1v+80G7YIlontNLrQMSP92RnBbHzAIQt8YWTXqIoTs/vFJgARFHJn7F5ajkDUnIYiYpnAKS9tkPE7/DahhOYLNslYXrIUbtI4Giafrac5lLmKyKRruKNxspAjy0+B4QPi8pXROfI2jNTkjTP/BRUsaZ8nRX+uYMsI2kT5i2iTecAUNNyImKNgboXsk1q5AlsePbzgV0u54SdW5ZjbHBlod3YL1W1QlU2ioqcJ/sh8iCB+rVgDSb4D86rFAITgDD70v8xboyNPe+DnUAwaQIQ4J4s4EMZFuMo4HTv03R2Ydg+kWvhoK4xsYcWrkf9NCk13jFDoxtkKCrjP6HokvkA/VBUnpQQph5wUdGWI/qBFqpDw3ThXvAjteiwrbHXWrTrUgLeL2ooXNmOllnFOXI3OfwoNr94sddL5QYBPAjgFoBuAugmMP8W4Icg0Py8P7atuQa5gO8JicQWQKTEkCwSDpL3o9hxNBHUcjdyfOQMSgbk9BAYQqkxRzD+DTxZHA1TEphEAQhAhAe8N4JKLTb0Fs/t2ERRKGz3WT1c3BkQAKif9gFoEv4dBD5NjXWfJMGlMr7SWcFk3Q7A+dD53TTNOBfhIhzG4Dd1U9+LUKRNSJaILwvFuk7d1zOh6OLTiHCZkAHsWi7XNv9SKALjPwvNrubtZV40b+cYuAtM56kqOoxkT5OR7DnOSPacbSRXftpIrvy0ker9qJHsPdZIHteEvHIYg74Jh9u494ZlZdG/9joEecmzpscRrpzmWI4UHOSBOyAoztMZHMy/LysOj5wB6QHRYiNHguD5gCEGP+i1jSAxqQIQK+9DAAIArHT7YscG7CADourVXrriC4pSgabpchbGKeAb0bxU+CBbxn/0uHoNAGc9Bq+jqmYR6ltPk+hR6UKkoanjHFFxhYHfa9Gurj39n3rV4kVM9Gu4mK/dMudCwb0OhSU18tTuyVE5mWo3MvB1w6J2M9nzHiO18n8yoz0b9y2yzDImVjxtJldeaSSPm0XA+wCsdevIxNhzGN3+v27VeEokfqBzIcZC+Z4ADC7OyQl7gNhhPEEUiFoyhfJC85mdQ/f7YycYTKoAxKyOPgxA6rf6niCyfHqz2oBhu45EUWwnSwJNTfPxwqNC30RHaMJcJkNRGe8JxbpOBfP5ovKqWonWeV8t2klJhSDeeBwiMeG9GmEi/DFSu+SN6abo0iYo9Fe4yGLVtJyAmmaxzdaFZHz0WWx58WJYeTlNxARsB+ECI1k/10z2fB/jKx0vtdvFMiuX7PmLkaw/iBkXA3C1YXBg/c9hWcGb1PQagoHrXC/Kr1UHl4ivQY6bvX3C+XdrILrpmcmPM13WTFmTYgP6a0yqAAT9d08AeNJ7Q3QU6k6Me2/HBmS/G43U0ghAQISWWZ+FhOWEYOALWqzbk+bCMhKJdTYw8DM3KppnnQ89LLymYpJCaJrxabj4rNUbJl/7f/95ekgn808AposqDFfNQMvs4tvdkp3YhC2rLoMlZ4JRHsA1uUpttpHouRFYLunibXnOTPV8hxndBNomqsU0xjCy7e9yXPKAcKXQ208Pxwfl124SOS79oYBeJjI7jFsZhY9Sd53ljvDB0qNAX+H/vT4yuQIQAARfyrC0sJENyjQs2wGIg3aRwFNZvVDWDahK4FuCtmCyzBvRWfkhXIxpjdUdhZqWEyV6NHmoqlnk6m9H4NNCVUsWAoAe2/kjAMLjLhW1EtMWXFZ02VzTGMWmFy5C3kzKUPcsFH6rkez5Mnbc63iJnR3MVM8DqkZHAXhZVMfOrcvBlqtEimdUiAUgyFuaWFPUPmBmx01MiqrLdkMODnuaiAofgISMXBcAz/+gvvQoB4xJF4DkiX15kS1GIMqwCPZrKEkJ6JeWIE0zPwVVi8lQNVdPjAtv0y7jLeHY4lPcjNzV9BpMmfslmS5NOppnfgp6uFlcgWJ9XI93fQ7AJ9340Tr3CwhFnDcQFxIrn8XmFy6BkRFOKPwfRD8xkuG3GmO9nmf60yMrNhkWHQfBIMTMDCI1/LBkr+SghRugCFQEKArLD0BAjpszd20dDx6W076mAAQgTP6c5SyicgBS6uS1iofgsn7VFj69afeP/Xl8jtOjAUfTa9A04xNylBE+p0UXByWrVeY1qo+pzYN+Kq6AMGXeV6CFPNkhNmlQtRimHfgt4cyDBXwIjGv3/+TeqW09GfHGPfa0BxjG1pe/h3RylVtFKSL+iJFY+ZldI+d9YnzlDoWsdwMYEhFPDD0k2SFZEFTd+XeCxfIDEAVwPB9f0sWbdJidBSCWFYAeEGbBrauOMMxQPpjRuIdMugAEw/ckAHrCB0sHRCJLC34VZzHZXr7owcjHglPb8u7dc91doxDRzWjsjMpQVkYOuhW6loBWUfm61vciVneUTJcmLRXROWg76AqQwOh+AtoA+wMz3kwkNh8tM4XnDxSMoc1/QHLQ3cUngbYhrxyXS/T+TpJbjsgm+tYp4HNFZFPDjwT24ksPOd+LRQwXacA9w2DHc+VVPRgtqG+A2XHJHSnOt8DLpKKmazqAuT6YegSDfQX9txaCyReAACCy7vXDjqnlCz+GhWC7Btjp7URRQIQpcz4vdCjaAzP1jHKdDEVl3KPFu08AcJaofDg6E80zPyXPoTKI1hzuey+NFm5E24HfCu7kn70wMfY8Bjfc7FbNS4rKRxsTK56W4ZMo2WTvXSD+g1O5vJlCJuV6sq8nCC3mJZaeemDAeQASwAyIZdm+C30dPCzdEQfk83y8H3aY+T4/7ASNSRmAWKys8MMOgwu+yI7Y/g2ClS+9DAgAVERno651nzvPnPCJULRbyrr1Mi6oOzFOFv+PqLiihtE275tFd2gtBhrbPyZUPy+CooTRfuDlQrfVhcQ0RrFl9RUuN1bTI4aSe/v+93n4AzEvw67pW47Ijq+X74wEFFVg7giR9JP/7uygI1S9RrYbrsmbzi/4FaYRD1yxDYFO9sWOUg5AJg1mMv8wgITXdgh4J9DpeIa3VB8U+xkQy/T8T1IwGmecjVBkqhRdTHxTuLprlhRlZYTQzez3QRAeedk883yEqzokelTmNbRwA+qmvNcHS4TWeV9FRdSPCgmJMKN/9XdgZne60fKYodEJGHuooAe015NL9q0mxkqncpmgBiCK859uYniRenA0kosUHVoQAxDD+fkiX9AMyNERZvjRVDZqJOBHW0DgmJQBCNBn+jSOt0qLq50+2NkrxJbtT71pjHnpSkFRlAq0zpW2ZC5uWfi9F0unyuwfLdq9GIxPi8rXtb4HtVMKnpx0RC69udAuOKK+/cOe16E3Tv8o4o2dntrwgsFNv0Fq5CkXGugJQ7WOx8iKwH1hM3CnUxkjO+CFK65RVOcBCAOSx7UfHQHQ6ERCCzUGcpmqWAZELVgAosYrukCyX8//hoFeoC+YjVAeM0kDEIDJn5QXWfxuP+zsDYvY9re7aYx66UrBqaw+CPWtp8lS9xY9NvRdWcrK2KTh7TEi/gUEN9/Vtb4XzbM+I9kpb8mk1mH9U5+BmR0stCu2UbUYmqaf7Zn+WONxaJx+pmf6vWJ89FkMbfqNGxUvGkp2KUb7gvllrThf9MuStr7LRmwsPbNMH0LRqg44/K4LVQivQ/IUkQqLHBcuA6KAfDm7EWNSll8BkzgAIUv160U/xSc7e0QlzXYAki/hDMhrNHacI3FPAH1BjXUX11V6kaNnK64HMFNENlp7JFpmf1bWQAJfYDbR//LVyOfHsWP9zwvtjiNqppyEiqrZ0vVWVM3G1Hlfg4vt6wXBNMawdc2VYLa9mukNMNCvacq7glR29WYMS9vgVCaow0+EpnMRuWnq2QP5+U4lXO3j8RCBDEge43lXdYquYPgyTUNRrHIAMtnIpVa8BGLv6xoI7aFo50Ge29kLmZBpOwAxiuiGVRRFDaN13ldBJOWtTwr4N+H4O+fIUFZm34RiXacCfI6IrKbXoHXeV1Fsh9ahTb9FJrUOADA20CNjX4RvEClomfM5qeUgeqge7Qd+W6g+v7Awtq25CmZWaF0GACTIst6dHlmxSaZX0qG8wAE8mJ9JkS3tZDlvwt8XFikHOJUJVRZ8+v8eMRz2PDGwvVClSaGq7oMBdPhgakM20bfOBzuBZNIGIAAApv/1w4xFSuHKsAb7UmBM2HlUyibeIqAyvgD1U0+Xpa7G4vydaHh78OYelhKVx05h4CYx4deWDdbK9cljMql1GNr0+tUOjO3rfgpAapWHp1TGD0LdFDlJYFWtwrSDroRW4agkPhDs3PJnJIcfERXPM/EHjPG+Z2T65AVhyjv+kGl6MCeYiQQgILkBCIEdZ0DCx/eDCgAAIABJREFUEeHZHJ5i5pwF3wRs8ciV/WIplj9nNsI9vtgJKJM6ACHw3/2xA2kzYAUdsJXpMdKTIwABgMaOs1ERlVYeskDLhm9FUK/yih8KqdrNEJiHD+xqOi+2ZYOvlV69uQwknVyFsYGeAnklRtOMT0APu6tLJ0VH24GXy/zM+kY6uQYDG8TL5xi42Ez0/lOiS55hsur4xl5o34YPWJate7s3wMSyR0kucioQ1AyI0x42hr1zixcQyJczmwX+mx92gsqkDkByseh9AES24zjlyEJuRSewrTmH+fw4TIFRecUIKTra5l8MRY3I0Qe8V4t2XyJFWZk3oMe7PsugE0Rkw1UdaJpRfMsGX1969WZ2rP85LCuYjbt7QlErMWXuF8QVEKFt3kWoqjlEnlM+kc9PYMtL3xa7TQfAwB1msuf7kt3yDIW526lMqGKKF664Jp8T6fMneU3TzUurACxwZF3REIq0SnNBJrmcswCEuDAZkEiksw3AET6YSuej0T4f7ASWSR2AoP/uCQL6fLBEpm76MRh/jzCR7UHruXTBsp6+E4pMQ8vsC6TpI+LLQrHF75GmsAxC0e4FYAgdwEgJoW3eN31biieL/y69eiNmdhA7N9/uo0fuidYeieqmdwpIEqbM/gJijcdJ98kPtq29FkamX1R8tRnOnoWiqblbpoCcZ/srqxd64YxrRMbSEyAtANEm8ocBcDQxI1w5A0SaLBek4rT/iYkKkgExdeX98KGagYH70H+38zRbCTG5AxAAzORLGRYY0ua/OjbNtMHus0HdSusVNc1LBQ9Ge0Rh0G/1ePdbZCmc3JweYvBtAITSVM0zPolwVGhgVsGwrCy2rvnufifw7Nz8h6IaywsAzbPOd9yH0zL7fNROKegkc2FGt/8DiYFeUfEMsXU6hv6VlOmTl4Si978XDpfmqVoM4coObxxyiWk4HzZmscQMCOD4dyQSmyfRvDysfNrxIkKFrY0eubNvmH05q/nVAhBkJn0Aoul0t0+mjkVVZ4tPtt6AwnjV7rPZ8Q0eehJMpsz5PEKRNlnqqsB8d0X1kuI6+QaQUGzoChAOFZGN1r4FdVML23olwvZ1N9r6DFpWFjs23Oy9QxLR9DhaZn3O9vNNMz6Jutb3eeiRd2THN2D7uh+JK2D6ci7V94I8j7zmdJVBFzuVqqw9NJBL85hNoQBfIWu7RDccp/0qonMlmpeHWGUFr5HuyP6o6m4G6GgfLLFm8j98sBNoJn0Asnus4fM+mFJ0RTnZBzt7gF60+2R2YnJlQABAUSNom3+J4OKpPdKct6x/INYdzO7KIkCLd5/AoC8LyRbpyN2xgZUY3W5/KMrYwH1Fl7GMN74D8cZ37Pe5hvYz0DDtQz54JB/LymLL6m8L9+kwcLeRWvkTyW55ih7f+f9ELgtq5WWfpWJkdoDZ+UArBtu+7Ns3yxQCH+tUKqgZkNyE4wDEyqXg+3hanfh9cFj2JgTjmXS6b/LUu++FSR+AAACBfJlEQOCCXOflUuZaABk7z2bHJX1/FhkV0dlomfVZmSrn6eC/AkfL6XKfREQinW3EfCuEvp8IrXO/DC1UJ90vL8mlt2Lb2uudCTFjYP0vvHHIQ1pmXwBNr9nr/x+tfxuapgutewkEO175sXBgyEC/CescFE3fBxCOv3MOGN9xKqfpNaiqO9ILl1yTFeyFNKyQlB9QvarvYACOvsRUtRLhqmAm3p3/PXkj0GfrzCIVxZ8zGin+nDmDTjkAAWABvpRhMagL1ccUYBlBnwnGS3aeNI0xGBmZWeTioXbKSaidInWx+du1WOS3QGcwuwIDSadmavR7AELLHupaT0G03o8MujzYMrBl1eWw8s77EZPDj2B89GkPvPIOTa/Z6/CHUGU7ph7wjUCW5dghMdCHkW3Cpd0WLOVMJPuEtxX6TuvJlRbn/wQg7lS0pvn4wDZM5yaE9j0mkbrX9uLffcGK6niaWGX1QlkLdqWTSzvrJyfA//KrWHc9mPafnpUAT/Lxu68RzHerz5jJlY+wP0tvQroVer8Pdv4bIttlZunkai89CTQtsz6Hyri8xfUEnKpH6RZgWfmzZoNQTLkCoGNEZMOV09E049OyXfKcwQ2/QmZcvNpg29rrYOWLZywvsOdSLFWtRPuCb0FVKwvklTuyE5vQv/YaYXkCXWOOr1gh0SWP6dS05PhvARzsVFJRKlA37QMe+CSHdPJl50Isr2SIwI4nL0SqHb8MvuG0B4RZEXgB3KEzfwCAtDrsvcHAFiPR87jXdoqB8qFoF0zEf/XJ1od9svNGiG1fk2ZEvnxLBFI0tC24DFpYaOfdXpTSR/TY/Teh2JoSfEaNL34XA18TkSVFx9QDim/k7kTiBezcutyVjlx6KwaLrCEdeFMpFhGmHvANhCqDucV5f+TzE9i86jKhLNYu6Ilcss5xE3cBIT1GvyBAaLx83dRT91mGV2gyKYELeIKcTfU1nTUAHF/CVNUEMwBhtpwPtyHLdt+qNMifsxkx/oQiKrH0knIAshu2lD/7ZOoduxfd+Az9y+6T6dTkzYAAgBaqw7QF3wIpIYla6Vw9vvhGlIOQPRKJLJ2mMP0agn+fpo5PoCI6S7JX3mJZGfSvuQrMlmtdO7f+GYnB4tqQ/vpSrMb2jyFa/7YCeyQKo3/N90TLdgAgpZByBrA8J9Mr7zhc12NdtwJ0poi0qsVQP+2Dsp2SRt5MIZcW2N1CkFILGTJpKRzexKtaDBVRx0vofSGX3ux8IAMpvtaV7l4U/XY/bDH5dtYMPOUAZDdmqu4BAFLqN/eDYmiq79++RmL0GQDjdp5NJ1bvdw9BqROJHYApc1xsb94TTJ8Jxbqukqu0FDhcNzXz9wCE0k7R2iNQ31awNTvCDLz6c+TSWyVpY2xd832kRp6QpM8f4o3vwJTZF6Kx/eOFdkWYwU2/Q3LI9v3Onrggm7hvrSx/PKV5aVUoVvMXAB8VVjHrfKhaTKJTckmPPQ+RC2pmfkqGfVbI8ZdZtPbIwPZ/ZFKOK9MMI5H3YzLp/xnU8h+GP+fhHWay9mEf7BQFwXzHFoTleQB3+WGJwAUow3rSAPConSctK4tM6hWP/Qk+Nc1L0dgu/Du7Rxj4sh7tuh7lTMh/0KPV10Dw9knTqzGlCEfuZic2YmSb3K8btkxsW3MV8sJlQIWhtvXkom06T408hsGNvxJXQPwHI9njQoF/VFQvnaFPmP9igf6E14jWHoma5qUy3ZJOakQojsibFfysa+PNS6vAcPz3jda/1bVpr8ikHMfWq/yegEU+lV+BcMfus2YZlAOQN2AR7vDJ1OGhaPcCn2z9ByJ+yO6z6YT/JZhBpLHjLPk/mITP67Gum4HTvZ83HnD0WNdZINjfTvcmpsz9EvRQ8a1bGdhws5TSqzdj5HZicH1RnGeLHiPTj60vXQmwcDn3RkPh82T65BVafPHxect8HMAiUR2qFsWUuZKzyh4wPvqkgBQ9jcG+lFvbofH8SQCqHFkmBVW1R7g17RkCGRApmSS7hGKdB4D5ED9scZ7L5VevoxyAvI58on4lgFFfjCns+wgQixXbE1bGx3zNgAYYwpS5X0JU/hf8WVps5x+BE4ura1oierzrSAA/FZWvbT0ZsXpfynalMjZwn9uSnX0ysu1OkR/9Mg6wrAw2rboMeTMpqsJk8Ecw2ufP740wnRV6tOs6YroHgHikT4TWAy6CHm6S55oHmNlBZCc2OpYjoFeGfUvgJr6yehE0vVqGefkwO/8uIn8DEJB6hk+WdprjfL9PtoqCcgDyBpbn4NdOEMbH4HPdiJnMPwxgzM6zE6NPe3JDW4wQ7ZqMVRGdLVcv8D49mr0bzUsd3XiVBFWdLcy4A0CFiHhF1Wy0zDxfslPeMz76LPrX/ABeDkFhtrBt7Q1ububL7If+NdcgmxLfOcegr5vJXu+iUAmEY4vn6THlMRAuhMvfqqaOTyBWF9wyoddI7LRdJPAG8sTuA5CqzhYCv8upWLyx07Vpr8hObBAI0tnHEbXLFGZLbp31XqG/An2Tu7n2TZQDkDdhEX7vk6mZWnTxcT7Z2k2fySBbWZC8mUQ6aWt34aRAUSvRfuCV0MPNchUT3qlP5PsqK9/ZKldxkDk9pCvKnwiYKiKtqlWYduBlkqeUeU/eTGLrmu/6MuAhnVyFke3CC/HK7IOdW/7kbuIYYbmZXHmtPI/ko8a6T7JAjwJY6FZXvLELDQGeevV6kkMPiogZ+bAlJPh6NEU5Ew6nXxGpiDUIrU3yhYmxF5yKjBuJhG8ZEC36QCdAM/ywxZb1Oz/sFBPlAORN5BPWfQB2+GGLCGf7YecNNsH/tPvs+Eh5V87r0cL1mL7we9BCspfZ8xE5Nf+oXrnkUMmKA4keG/ohhEceElrnfRV6RfHFa/0vXwszO+ibvYH1v4BpBLzCp8gYH30GA+tvcqNilRG2zkGA9wBoscVfUcB/BeC6ridWdxSmzvsaimFIhJkbwYRY6fGDEvo/iIBznQpVVR8S6H0qEwnHAcijuwfm+IJfZzACtpvjDX1+2ComygHIf9FngvhP/tii96Ph7b7OI9Tz6t8B2KqtSu18zGNvio9QZTumL7xaes0tAW1QrQdDsW6hxV7Fgh5bfA5AwuvK69tOC/SN394Y3X4PkkMP+GozbyYxsP7nvtosZczMILa+dAWYhYfYJAnWaTKalb1Ci3ZdTKCrIOFsEK05HG0LLgMpmgTPvCcx2CtWdkz4i1vbWnX3EgBznMpVtxzv1rSnOM2AEMF1Jsk2dSfGwXifH6aYcXt5+tV/Uw5A9gCzb2VYVXo2dLpPtgAAExP39QP8bzvPplMvw8j6kgwqKsJVM9C+8CovZtlXMfjPWqy7+ObK2iBU1X0wQD8Sla+MH4SmGZ+U6ZIv5NJbsf2VH7tRkQXjBhHB0e3/FCmDKPMmLCuLTasudZNRYmI+O5fsC+yWVy26+BIiXCFDV1XNIrQddEVRlUkKliyyZlh3urWtWHyhUxlViyFWH9zLGDM7BCO73ZGMlWffAhDdyH4QhEpfjCm+nSmLinIAsgfMZO+/AV7vkznfy7BAZHMUHCMhVhNb8lREZ6P94O9DVaX3jysE/r4W6/ozajqDm1t3St2JcVZ4OYCIiLim16Bt/sUgKo7b1NdgNrF19ZWw8mlRFXkF/AEj1XMhCLcLeIBt6653c2tfhhlbV38PmdTLwioIfHUu1RvYEZyhePdHiehyGbrije9A+0Hfg6IUz4C/icQqZMc3iIg+nk73bXFjOxTrPICBE53KVTd1QVGD+zceH3XcymGYUf0RL3zZC36dvV4xEj3levY9UA5A9gwTFIEfexHomFCs8wB/bO1CM7Q/w2YNcnLQ37KRYiISnYf2g78HRZV/iULAqXqentLj3W+RrrwA6Gb2FwDmCgkTofWAb0ALN8p1ygeGNt6KdFL80puIrswme+8CAIPpswQ4u1IEkB1fj51b/ijsw2RnYOPNbsvnenJJ/qYsf2SjxzuPYmYptXr1be9H2wGXFFXmAwBGt/1NSI5Brj9YDBKaMlbT4nhglq+khp9wKvI4dtw77oUvbyYc654L4Cg/bBHR7xDgnq9CUg5A9oZFPqbMlDP9swWk0/duBvCwnWcnkqvKZVj7IBJbgPaF3/OiHAsAzQDzQ3p88QUo4pIsPd79eTCESw2bZ5znxR4Wz5kYew5Dm919jagq/eI//5FcuZPAQv0zgxtvRS692ZUvk5HRHfdiaJP48BoGthisfTiw4zdrOmuYleUQHIf9GkQqWmZ/Bs0z/1/RbbU3cjsxJjbVzDBZ/Y0b25FI11SAznIqV1l9kPSx8FJhdrzQkZn/1yNv/tsWrHPh12+qJZK5nhyUA5C9kBtf8TwAX7bxMXA2cLq/V0ZMt9p7jjG6/V6PnSluKuMHouPga6GF6rxQHwLTDaFY113FOKpXj3ceBearROVrp5yE+rb3y3TJF/JmCltXf8/1Lp30yMi21//3rmwI/9qpHrZyu/aPlHeD2GZi7DlsW3uNGxVZIn4/UvcOyPJJNnpeuY6ANjc6tHA9ph98Depafennlc5I/51gy/ngJQb+5va1NVX6KgDHdVT1rae5Mes56fGXHfdLkaL4FICcGGaBoE8IomdyqZWrfLFVhJQDkH3AoFt8MtUcig6f6pMtAICh5f8AwFZh+uiOe1HOIO6bcHQmZhxyA/SKFk/0M3CSoeZf1GNd/vcMCRKJdE3dfbsqFFxHa49Ay+wLJHvlD9vWXS8jc/j8nkZSGipfyIDjuvOJxAsY3ua6X3ZSkEtvxeZVl4EtF4kLxoVGovdReV7JRY0vfheAs9zoiNYehpmH3YTKatfrQgqClU9jpF9s9zCDbnZlvKqzBcSOp2ro4WZEGwSnmPuEQPnVoJE41lnKRJBQPHMagCY/bAHWr/yxU5yUA5B9YLJ6GwBfZlIzWef5Yec/jPaNgvBXO48amX6Mjz7ntUdFj17RihmLfohwlWd7jWoA3ByKLb4nElk6zSsjUmjsjJoq7ha9XY1E52HqgstApMr2zHPGBu5DYsD1YmSL9zaueLRvFBafBZvjtF/PwPpfwsj0u3SttDGNUWx8/uvIGwk3an5lpHp+Jssn+XRqCpN4eocIjdM/jvaDrgr0Hor9Mdx/l8CmbgDEm/PJvKsbe52UiyAwlKNu6nsD/704PuxwhD/jPmCZu3SxXVMsPgbeITnDMsvTr/ZBOQDZF6l7Bxj0D3+MUWcouvhAf2ztggm2o/PR8lZlW2jhenQsug6R2ALPbDDoBFMzX9Bii78CnBjAMSinq1pG+R0IQosVw5XTMW3hd6F60NzvNUZmG7av/aF7RUQ/M5Mr99qnZY73riTgaqdqrXwaW166sjwVay9YVgabX/imyyCNHzKS9f5eKDlEjyqfBCA0/ERVKzHtwG+jcfqZRdfv8Xry+XHsFOzRYsaNbvp6wtVds0BwfBBWtRhqp5wkatYXzNwwJpIvOhNS4Ev5VSi6ZD6AY/2wxaC7kXrQv82zRUg5ANkPio8pNAZ9wi9bAGCOHbcCwFo7zyaG7oeZG/bYo9JA1WKYfvAPEG/q9NJMnEBX6bHsi6Ho4kAVX+vRndcQcLKQbMUUTxY9+gFzHltXfxf5/IQ7PUC/odJF+3sulxy7BIDj8Y7p5EsY2uSqd7YkYbaw5aVvu5paBvB6g833Actz0hyTzolhIlwqIqlqMbQffDVidb4MEPKU4c1/FMt+AElTdTc1zGL+DgRKU+umnubJ1EWZJIf+5bTXzDTYuscrf14Pg8+DT83nTOXyq/1RDkD2Qy7JfxcZfSkE4Sy0nuzjt8syC4Sf2HmSLRMjgqMKJyOKGkbbARejcfpZ8Pj7bhYT/VmPLe7Vq7sO89KQHfRo92dA/5+9+46Po7r2AP47U7Zod1bdtmzZsmQbY2PA2KaYKq0MhN7iEJIQ0iDhEUIINQGCgUAgBEiARxICgTQCIZDwCBBAjWo6NgbbuEluclHdnZVWO+2+P2TAEGPvzE7Zleb7+eSTtveeg6TdnTtz7zm4yMpYXpBQs+/NEILldqfliu4Nf8Fg0uSdv13gGPsB+poSe37l2ypHxlcAmL6K6t7wVwwm/QaFO9u65tdI9WRVHPDzJInhpHy/6ynGMl9igOnDasQFMHHWjQhLrlaNd4Sm9KFns8W2LAx/QH+b5Y6UYix+EBh9yew4no+gbIKrR0Utkc32DiO8ALmt25lsdjY/DGJnOx8HALBNT7JnXYpVsPwFyB61aQz4q0vBSkR54EyXYgEAVM54EEBWtbf7t/w7t0OZow6hsuZsVM+4xoWmXFQPA28FpPiTgtQ43+FguxSQGk8FMUsdu4kEVM+8FoFwTgV5PDOY/ADdG2z4mCD2iJmGdZlk2xqALjQbhjEDm1f83Ood4BGna8Nfcr3BohuELyup1txXoE5jMP33AgDjp12Mopiru4Qds73991abg6o8L1j6jBu2iAPD3bBwV6qs+nTwQtR6aBfomoyBxFJzgwz8w5lsPk2Uwl8GUOpGLAL7Y96W3s4j/gIkC8SYm4/SLnYx1keH0bPaj6EqPUhsf97pjEacWOVRmDz7VxCCFU6HIgacSGCvilK8RYg0NDod8CNCNB5nYH8DYOl05LipFyJSYunIiOd0fRCbV/4853MVBNqiMu4Cs+NUufmPYDC9mV3NbEXnqlsx2ivc9XU+ia6OHD/iiS7Rky2ubCPJRSDSuB8A081NpcojUTz2GAcyct9gcvmOyo6WPDiUeK7d6mBReuE7sPDzF8RilFWbfmjiOrlnMRgzdd2tq8xwpzQfkXslFRn/oGuxCpi/AMnCjrtaJss6WLavEG04yqVYAACO0R0Asrp66t74t5x7G4xGoeheqD3gHkRKZrsVsoE4ahKl+BIxFr8QsWMdaVICAGKs4WAarqhmqZlZ+YQz8v5g5e5sXX0n1KEte37hHuhknAu5ucfKWJWMHwDIYtvWp8ndr6Bn8+NWQo4Iye1t2LI2hxvaAMDwKzXZnOMkLuEN0w0kOC6EcVO+70Q2rmPMwNY1d8LiojsjaMINloNL9RUA3WRlaMWkrxVEUY7k9mazQ17BQJvjW9yFaMNRYMytL9/FSqpphUuxCpq/AMka+51roYgs7aG3KiM3rwIhq6sQJb0ZctcLTqc0IomBckza91ZU1nwDRK699fYHw50iUzeL0fhDw09FFtpWwzEQrZ8FRk8DsLQ3QCo7GGPq8rpg0G71b3vWrqeC9+nJVvOl5irro2Ks4WKRcW8DsHRyf3v7vTkevC5Mqb43sHnVz3NqzshAj6mpIy+xMS1HMUamu3qWV38RYqAwz2V9Vm/n4xhKZVV35b8x+l06/dxGq7FFcLcDMP2DFEPjUFp1stWwrtEy3Rjof8fcIHJn+xWIfuhKnOFg7l0rFjh/AZIlVR76G4A+N2IRcEqoeEGdG7F2Cnpzti/t2vhXv6OyRUQcKmvORs1+t7mxJWtnIRDOGn4q0rNNlOJ/DkQbz0RJveUi/sHY0dNA/HMALD1dCUZqMX7G1W4uxmyVGejA1tW23Pj+UA0Z5rZeRhrHBmLxn4lD3AYwuh2ESVaDM0PDphU3jKrzIIPJ97Hpg0W5nml7VZMHz3arf0GuwuH4BACm6oMTJ6B0/KkOZeQuJb0RXR2WewcOqEz/udXBfKzhBACWDkCPnfwdECdYDe2a/u1NZndHaKpOf3cqn4+ESuonW63KaEG/KhU96lKsgleY3/yeWJwGI7dqV3K6oZveC54LNdHyDjHKqmpDZqAdie4Wp1Ma0YqK90PdnHu9KmdZDuBrjNjDos51iVK8TYjGrx4+vF6f1TddsDg+RWd6CwOrspKAEKxAzT6F2esDGO4XsWnF9TCMTK5TDcEwvoyutlQ2LxaL6+eJUvz3Isc6GMNVsOlQJTMUqEPuFPvz2lBqDTa+f1Wuv7tVKoxTgMWWTjJ7QefJdHGKaPmhEAKunNt1FGMGNq/8BQzd2u+cgW6yvFWodEExMbLUlDJSsj9iYxoshXVbYpu5ok8MeAYDzdscSudjusZdBItnEy14AJ1P5laHfRTxFyAmEOi3cO3EJp2LsuNi7sQaZhCuy/a129sfNHvYzPcZgliMibN+hqppF3t5IS4AOIoINwwfXueSotT4pig13CfGGn4gRBsbPnt+JFR8TK2ho8Vql3OeL8KkfW6CEKq05R/AC1tW/xqZwfW5T0S4TB1oW7Lb11QcJonRxu+K0fjbMLg3AXwHFs/b7Eqk5ADUzfkdQtFpdk2ZtzID7diw7HLoWlbrvV0iYCvH4Xh3Sofah5FhegESqzjciVRc17PxYaTl5VaHr9HkgOWu8aJm3GHls5JIwLgp7p2bzkVa/hCZwQ2mxnCMPehMNjupOEwC4ZuOx9mBGN3nVqyRIP+f6+URJdW0QpTiLwJw45C4JGqZc1TgLhdiAQA0uXlxQIr/mwF7PBGsDnWif8vTKB2f/3tT8xuhtOpESGUHY8vqX0Hufc3rhMIAmwfQPDCAiEFkKiDFV4JYM4FbrBvajVa3/BAJmLDPIoSiU+zO2zX9W/+DhPUqOh9jwL+0ZMv/fs7/TYLUcCiBvoEMvgxittffJOJQMelrqJh0dsFugzMjM7gB65ddBk01fVZ/Z/3MYF9Q5Na1duXlFmI0i5ks/hopLszKdDsbTLyPrvUPWh7PAT8CnrH06CQQjS9ksHYBXDbhNAQjk60MdV3/NtMF4LqVVIXjjcVEJfQtgLnU1Za1KakWy6vc0Wjkf+vYzOqjVEsYuzjbLTG2hTTY1QCy2sjZteHPOXd99g0TgpWYOOtGTJjxEwii5WMZTtobjC5gjP0FQI21KQhVe12CaMlcWxNzU2agfUcVnRwxbNBI/DY+80RVjNTPDkgNt4jReAeBXsbw0w7bFx9CoAyT9v0FKmvOGRWLDyW9GeuXXQpNyeEYH8MgA3eSOtBqstFBfmCEWjOvF0KVEAKOFc9zhaYmsGnlzyyXyCbQUxm55UkrY8OlCyYxgqUDyWJwDCprvm5lqOt0fRCJbU3mBjF6CHhUcSajjyzkwZilnjdWEOPcuzYcIUb+N4/NlFTZ4wAc37c4jGoDUd501ZJcqAOtS0HI6mCYpvSie71bx2JGh+LKRtTNu39HzX1HO6i7rrLmHJQUcC8BXR/ERnvOfWiMuK8i+WwvAASlxr2EaPxaUYqvAMe9y0CX53KofHeIC6C8+kuYMu8PBdt3xSx1aAs6ll0CLWOpwvHH0xgc+5ImN71sV17uWsjD5I2DYGiCQ7m4hDF0rrwZWsZyY/okL9D/WBtaL2ia8RdYPKNVtdePwBXI+bjEtufMN3U06EFHktlJINb7ZQBuPWrvUlIBd/qZjCD+AsS0RxUCWS6lYRYDu9ytWB/hCFcDyOoqq7fzcShpy5UJfbsgiCWYMP0K1M75XxQV7+d1OrYoG38qKmssFYHJE8MXM4rJfc67nIkR5idZAAAgAElEQVThOlHj1gtS/FIxGn/bAPuQCIsA7J3z5J+HCMVjFmDqgQ9ibN13wQuSY6HyiZrZio6ll0AbsnwRCgAGEX3TUpnkfFG8JQYgYGaIECjcM1oAsL3jPqT6cmrfdUm6r8nSGz4g8TcBOMLK2JKxxyJaarpXoUcY+jqfMDvodXWw6V0nstkJMcYuczjGJ8HAfm91m95o5i9ALBB07m4AqivBCAcIxXFXbxtnEi1rCSyr+qLM0LB1zedtY/flIhydjsn734GJM69DIFy4dyNLxh2HcVMLu5FZ1/q/QO55xY6phojwBU3QOgi4FYQ5dky6O9HSOag74LeYsPePIQbHOh0ub6iZrehYcgnUTE4PrBkY/Y+SbP6rXXl5QiXTRQs4PuhEJq5IbHsO3RsftjyeGD2ryi33WxkbiDaczsAutTJWDJRj7JTzrQz1xED/EtOHz4nobofS+Rgfi38BwP5Ox9lB5TX2G5dijSj+AsSCwcHnO0F4zK14ZOAKt2J9RBFDNyLLrWapvjeR3N7mbEKjmFRxOKbM/QPGTbmg4PZkF49pxPhpl6CQt5Olehaja8Mf7ZouBOAwuPDZGy2dg5r9bsOkfW9FKDrV6XB55ZPFR46lhQkXqanmgm8sFhKDYdODqDDfs4PJ99G5+vZcpujndf5cWKh4GZQapjOiB2DpA49QNf2ygno62Wv+6cc2JRlwvE8Gx1y8ZmJ4NJ1u2+RavBHEX4BYRYblsnwWxMVYvbsNI3qfSQJ0VbYv37r2zlyry/h2gzgBZRNOx7SD/oYJ069AIGypAq6rpIrDMX76FQV7IQMMNy/bvDK3btnuIkhlh6D2gLswad9bESmZ7XVCrlMz29Gx9NKcFx8M+LGabHGtCqGTiIPpmumGVngFRpT0Zmz64Foww/oGBWJ0vqWO57FjywzQ/wGwVD6/vPqMAtp6NVwJM2XyqTAR3ev0ViUx1ngg3KlUOoxjNlQlGZ38BYhFaqLtLQCvuxWPMe4St2J9RJWPeABAVptoNTWB7e2/dzgjH3ECiscegynzHkD1jKsQjNZ5ndIuSWWHoHrva0DkVv8n++n6IDZ88FPo+oDXqewREY/iykZMmft7TJx1I8KSqYbXI4yR84KRga7S5JabbUrIc2nA9N0hTcnp0L7r1Mx2dLx3CTS13/okDHcrqWYLe7cWBkSmPg5gLythQ9GpGDP5O1aGeqZ748OmO5/zqn6vU/l8hDH2Y6dj7ORVNdnq2nXgSOMvQHJAhKzOSdgSCzgtINU7d0h1lxYZMIzvAtndPevf+h+k+t5yOCcfMNzDIVYZx5Q592LSvrcgVlkP4kSv0wIASGUHo3rmtSCukNsM2Xfo3ElioByVNWdj2kEPYcKMnyAYMVVpdUQSg+MwefZtEIPjrE7RqzFlZN1N6WtKIsvy6h/JpAtnV4mm9mP9e5fnUvEKYHhXTQWtnd2Qen4Hi3fdOS6E6r2vypvP72yoSg/6zfZCIjzu9FalQLRxJgGnOBljZ8TIf/qRA38BkgMlaTzKALc+pXkGLustUXZRB9qWEPCr7F7N0LnqVuia7GxSvp0QoqXzUD3jGux1yKMYN/X7nu73j1XWo3rm9SDOVMGdvNO98WG7Dp07gBApmY3qGT/F1IMfQmXNNyAEK7xOKq/kuAgpE0l8DFhY2H/En8ZAbLOZAVqmG5rS61Q+ttHUBDYsuyLXaoz9HMefaWV7UCDWcB2Ab1gNPH6vSxEocqTqtmP6Nj9mfpsbsV84k80nGMeugUvXtQzYrKT6H3cj1khVuPsj8kKHwQXrwgQ0uhRwHzE4+RFd6XD12bheOu1VXjW+CmCPHfIMfRBqZitiFe5twfQN47ggwtIMlFadBKn8MPBiDIY+mFvzNRNKxh2H8dOvAHGF/bEy0PcOtqy6FRbOoDpKCFWirOokVO11Ccqrv4RgZPKoaCJoFS9EEas8DHL3yzDMb6Or4YNDEwyl/f+cyM0Lglj3BZC5vghhaUZed+MefvJxKTID63KahhE7XU02m67ZK8biF4KR5a165RPOQPnEL1kd7gldS6Fz5U1gLPsFyI6qYrc6mBaCsaOnMcbugWs31ulGQ3nlJXdijUyFfaWQB4xg3XIeuAAma6xbxDFQsaG0/9OFWJ8YWKty4drlxPA1ZFHdIzPQgUC4GqFIfp5PGA2EQBkiJXNQWnUSSsYdh2B4IgiApnRZ7gq8O5U1Z2PclPML/oJYy3Rhw7IrzDfWcggvSCgZezTG1p2PqroLECmdB0Es9jqtgsELUURKZiOx/Xkrf/cH8KHJSSPT8ZoTubmNC9TOA8FUMRPiRMQqLLWzcJym9GL9e5cgM9iR20TELtaSrQ+ZHRaINXwFjO6FxRJ/RcX7YsLePy64z8yejX8zvdWagX3HUDrWO5QSAIATJ98Fcq30bkrjlLOR2TDkUrwRqXDL0+QRMdr4axD7gUvhdA40MyM3r3Ip3sfEWPweMGRVpJzji1A35zcFUa1pNGGGgsHkCgwmlmAwsRSDyRVghmJ5PiIBVdMuRsm4L9iYpTeYoaFj6cVIy8s9zYMXY4iWHoRYxZGIlh1UUHvD81Vie9NwNTPzdEZ0opZs/o/dObktEGv4CmNkqp8Jz0cwbf6j4Lj86gmiDm3B+mVXQEmb2lW2C3SvKjd/1+yogNRwCgM9CsDSm1MMjkHtAf9bcGXVNTWJtW98FbpuqkLaq6rccphTOQHDTz8Mpi8H4NLBQ3a7Kre6XhhopCnkU6J5Q9D5X2qC9j248xSEN8B+DOCbLsT6FDUsXCYOakcD2OMhA0MfxKYV12Py/ncVdEOrkYa4ACIl+yNSMnyjKJcFCXEBTNznOkRLD3IyZddsW3ePZ4uPYFENpPJDEC07FOHYzIK7K5rviscsQFr+EL2bTW/Z5omxhwPRBfOVVNMKJ3Jzi6KzFpEjBhM3HnV9AMntzSgZd7yDmZkzlFqFDe//JPetpcSa1GTCdIfUoNRwsgH6OywuPni+CJNm3VRwiw8A6N34sNnFBwyQpZW/qRhM/yncu55VBYH/tTudqEc2/wmITUQp/icAZ7sUTueIn5FJPr/apXgfE6SGwwj0ArLcvldadQKqpv3I4ax8dsl2QTK8+Li+oOrW704Od8gtEcQSFJXsj6Li/SGVHQgxNN612KMVYzo2LLsMA/1LrQxfo5J4MJLP5v+p7N0Qpfh7APY1MyZYNAl1c+/Pi0Vxqu9NbFp+nR1bJN9UQ0YcXW0pM4N2LD4ehcWbjUQ8Js66sSA/N1WlB2vfOBuGYeKcPsO7aqplLhw8UBeM1U81GLcC7i1AHlDllm+5FGtE88+A2EQI1KwG0flwZ1HHMRgxQ+n4lwuxPsVQOjYKoToBWZYcHEqthhgcg1B0msOZ+exAxCMQGodIyWyUjD0WFdVfQqRkLgKhseD5EAKhsQiEqzBu6vcL8kt0VzKpddj4wTWOnI35iBAoRaTsIJSNPwVja8/D2LrzEKusR1jau6A6HxcyIg7RsoOR6G610mSvjIdxoKGU/Q3YYqqcbT7hArVjiFBvZoyuJhAIjfO0uh4w3HW788NbctoyusNKFcYC9LWZahgSiDacwYgeQQ47Haqm/RDFlQ1Wh3uqq/1+DCY/MDXG4PBtlml39EYpF6j7NQC3Oq4yYvQ1XWnPod6z7yP+ExAbBaTGfzOwE1wKpxOj/ZRUswd7RhbyotTTAuDIbF5NnIia/W5HUWw0N0fz5SNdH0D7O+fbsJf8E7wQRVjaC6Ho9OF/l/aGGBxj2/y+3KTlD9Gx9IfWLmQJv1GTLf9jf1buCJXUT9Z1bi1MVgri+Qhq59zjyZk+ZqjYsubX6N/6TO6TEdsoqOJhZjudi1LjtwH2O+Rw07ay5hxU1nzd6nBPqUOdWPPWt8yW3n1JlVuyukawKhCtn8WIWwrXSu/SE5rcfKobsUYD/wmIjShYt5HcO5vBMUKVobT/3aV4O1nOgnxNk8HROQCK9vhyZiDV+zqKK+PghD2/3OdzB8PmFT9D2uRdvY9wXBDByBRESg5AcWUDysafirG138aY2vNQPPYYRErnIFhUA16I2Jy3LxdisAJioBxyz6tWhh/IBWszhtL+st15uUEb6ujnQ7VHAjBVopAxFan+dxCrrAfHhxzK7r9pmR5seP/HSPUuznkuBmziSWgcGni+3cw4QYpfSsBdyOEit2z8aRhbd67V4Z7rXHUrMgMdpsYwcF8zlHWOdnKlYN3vCXCzQfO3DaU9p4Yzvk/4T0BsJkrxVwAc6lI4BsIharLFdP1yO/BS44kc2P8hy7+jcHQ6ambfDo5z7wvM5/s83Rv/hu3t9/3X/87zEfCBUghiCXixGLxYDDFQCv7j/16KYHg8xNBY+B+hhWvLml+jr9NSmw8G0Lmq3Hy/3Tm5QYg1HEuMLFX1CkWnYNK+v4Ag7rElVM5SfW+h88Ob7epjtJ7nuPhQoslEw5BFXEB68RYGWOqO/pHiMQswYfqVABXmZ8VA/7tY/565HwEBTytyi6O7QcRYw8Fg5GaJbMef6Iw2hfmOyGN8rOF4jtFTrgVkeF5NtRzjWrzPCMQar2eMXZPt66WyQ1C9zw15caDRN3oxQ0Hf1qfBCxJ4sRiC+MmCgzi/OOBowAwN69/7kel97TvoBHaGIrc+YXdebsjlRpkYGodJ+9zoWINCxjR0dTyA7k2PAMyWs8vreB7xof6W7PtQjD+pSJAH/0RgZ+QSWKo4AtUzrgZRYX6mMGZg3TvnITNg6qERg87NVQeb3nUqLwAQpXgzgLiTMXbGOByrJVqecyveaOBvwbIZy3Ss5oO1xwOY4EpAwhQuUPuSobSb+oSwi5455wUhuGEegL2yeb2S3gRdS0AqM9UPy+ezFRGPsLQ3QpE6BMLjIQTKwAlF/sJ4FCHiECk7CPL2FitVlTiATuUCk192usGaE7hAbQcRzrEy1tBSSGx7FpwQQViaDjvvYyrpzdj4/jVIdrXaNeUqQRPiQ6mm7LcCRerHiar2HwKOziWwVHFkQS8+AKB/y7/Rv830w7I/qgPNv3Uin48IkQULiNi1Tsb4NHpNS7b8xL14o4O/AHEABeu2EvAV1+IRZhrKLvaSuKKN6UU1T/OMzgBQns2IIflDEBdAUbGpapA+n89nK54vQlHxfkhub7JSBU0gotN4cfIzhtqxzYn8nGIo7e18sHYKYK1zNGM6Ur1vQO55DWK4CoEcy0gr6Y3Y1n4ftqy+HWrGrh8lvabCWKANNG/NdoRYHJ/DM2oCIaeKKbHKo1A946qCXnxoahKbVywyV3YXSKqGcSrUDlPljc3iQ7V/BeBaRQRGdK6RaV/jVrzRwt+C5QwSpfibAOa6FpCxM5RUq+kuW3YJRBtnMmKvAijObgShaupFKB1/kqN5+Xw+357I3S9h44rrLG35IWArcTg8k2hZ60BqzpEay0WwDwCMzXWqYKQWpVUnIFZ2OIRQZVZjNKUPcs+rSHa3YaDvXdjZKoIB/6dJkbPQ+WTW9ZbFWMPXwei3AMK5xI6NacCE6T8GUWHf3+1cdSv6t5p7+sHALtfk1lsdSgkAEIg2fpERe9TJGJ/xuiq3+Fs2HOAvQBwSkBpOYSA3+3SsU+XgTOAZU7cr7CQUx48hA08h24ZARJgw/ccoHtPobGI+n8+3Bz2b/o5t635ndfha1TAOx0Bb1nfb80FQip9kAP+CbWVMCYFwNcLSdATCEyAEyob73DADuj4ATemGMtiJdGoVlLRTxYTY71S54gLg0Swfac0VxWjxbSBcmGvk0vEno2rKDwr2wPlHBvqXYv17l8DkonCVKpfvCzyac6OWz7cwIEo97wNwrbGYQTheT7bYUAPa91mF/S7JbyRKjW8AbJ57EXGxmmz5lWvxdkGUGs4DKOtvcSIe1TOuhVRxmJNp+Xw+3x5tWX0H+rb829pgoiUqhMZC65YuRBuuIaLrvc7DBjoDrtTkll9mOyBUEq/RdTwEGypXVtacjcqab+Q6jeeYoWLt2+eaXiAaxE7Uk62OFuARpMZLCCzr368N3lbllgPhYCf30aywnxHmOSFY2w3gTBdDHmwE6+6D0m76RKVdDKXjbSFYFwGQ5YqCQe55CaGiWgSLJjmam8/n8+1OtOwgDMkroQx1Whk+jmfG0UZor38gs9azz2CzDKXjJS5Yuw8ht3MPHutlHJ2mJVv+ku2AQLThdIPR08iygMrnIsK4qd9HxcSzcpomX3Rv+DPk7pdMjWHAk7rc6uwitvjwUp7xjyLHLXJmGMTOY5mOVW7FG238ki8OUuSWf4FoiYshS0UYnldqUOQjrgTDQ9m+nhkaNq24AXL3i06m5fP5fLtFxKN65rUIR6dbnABzREN9HrFjy+zNzFFMk8u/SnCxfLy93uM57kAt0fx8di+fHxZj8XsY0WMASnMJzHFBTJxxLcrGn5bLNHkjM9CB7o0Pmx0miwL3fSfy2ZmoB64F4OL7it7Sk61Puxdv9PGfgDiMgpM3Eci1ilgAzRVDUx/RM+s83AbQxgyl7EkhGJqLrPdqGpC7X0GwaKJj9eV9Pp9vT4gTIVUcBrnnFeiabGECVBXek5Dluq7s/ZgQ1E18ZucBhr+pEeFUref57dm8XIzFD+ID4n8AHJdraCFYgZr9foFIyZxcp8oLjGnY8P5PoGW6zA0kXJbJevFnTbA4PoUBD8LFa1bG4ZtGpr2wCksUGP8JiMN27Il8wcWQAZ3pN7kY73O8rSpy+osAsn6Wy5iGzStvtL4H2+fz+WwgiCWYvO9tWVd0+i+EOSJTXwqH4+70g7LFMxlFNk4Gw91eZ5KFNIh+qKZavoJtzw3s+eVzRUGKXwGGlwHsnWvwUHQKamffhVA0t91b+aR7/Z8xlFptdtgbarL8Hify2Zlu4JcAAk7H2clLftNB5/lPQFzABaesIbBvuRWPgJlcYMoLhrKuw62Yu7ZJM8IT/sVDOBbAuOzGMKR6XweR4PcJ8fl8nuGECCLFByC5vQWMqVamqDQ4nBwoqnlSG+rotzs/Z3QYhtL+DB+a3AfQ0cjHm5RESwjGMaqc3YFnMdZ4IB8IPknA12DDNU9xZSMmzroegphlxfkCkJZXoHPVrTB51lohZpygK0872gNHkBqPIOBmuFg0iQFfMZR2p8q0+XbIvw+XEUiTm14mwNUybkTG3UC9912QEi/3qUw/GsB72Q9i2N5xP7at+42luvw+ny8/aGqBXHd/jlB0CibOugkcF7I6xVRN514ORBsL6oC3mmy9E0SHAljhdS47YWD4tZoMHKLIbSv3+GqpvkKU4veCsddgseHizogEjJt6ASbM+Ekufw95xzAy2LzyZtONOInwCyXV9r5Dae1QLxDY3XB38fGkJre86la80cx/AuISXqxbBsJ34d4baQwf4LYbSvubLsX7fErHoBGofown/jgAY7Idlk4ux1C6A1LZfBDn/VrK5/NlR0lvxrZ1v0Hnh7ciFKkr6Ap3YmgMwtIMJLtfAMx3SwcBMRDO4oJ1iw2lfYMDKTrCyLR3GkrN/UIQAYAOhLfXCx8y0OlaquVeYM0efgkLeTE67ns80T8BHA4bvnOFYDkmzboJsYqjcp0q72xbew9SfaYvE5aqcvDre/5d5EaMTbkQwDlOxvgMgwzjLEPtKKh+PoXK7wPiIjHW8DAYuVmWt09l6nSkXjJ5qswh0WPGiKS1ANjHzLCwNBMTZ90AQSxxKDGfz2cHJb0Z3Rv+gsT25o/vqPKChLo5v4UYynIXZp6Se1/HpuU/BTM0q1NkiPBNJdnyNzvzckOoeEGdzowbwXAm3L1uSDKG27WUcQvQNrSnFwtS43xi7G4QbDsZHi2Zi/F7XwkhUEiFzbIjd72IjSuuMztsiBibp6RaP3Aip48NXy98CMC9L37G/qqmWr/mWrxRzn8C4iIxOG0pA/se3Pu5h3kSig2lPT9OdStrB4xA9aM8+EYQqrIdpildSHa/iGjJHAiBnKom+nw+B2hqP7atuwdbVt2GodQa7LyXnBkK0snlKBl7LIgKd9dvMFyNUNHkHT0SLG0NFQCczgXrVENpN9dowWNaZl2fkWl/TBDr/gmCCGAGANHBkEkCu02lwJmG3PQfoGP3q77oMWPEYM1dBNwFwng7EiBOwNjac1E17SJwfJEdU+YVdagTG97/ifnzTYTLVLn1SWey+oQYnHwngPlOx9mJynFsoZ7pKKhGooXMfwLiMjEWvwcM57sY0gBhvppsecPFmLtXuqBY1PR/A3S4mWEcH8aE6ZdDqjjSqcx8Pp8JzNDQ2/k4utf/Bbq++2JE5RPOwNgp/+NSZs6Ru17EppU3gjHLT0IAhofUWORcdD45aF9mLpIay0ViXwHDGRje5mTHTTUDQBsID6rRyGPZ/WzqBTHGfQ8MN8DGO+WB8ERUz/jJiKpytTNmqGhfcqH5qlfEmtRk6zFwuDO4WNwwFwa9ATfPKTPcraZaLnQtns9fgLhu+LHiagAxF6MuVuUjDwcWGS7G3L3xJxUFkoOPM2LHmhtIqJz0FVTWfBMg/8/X5/NKqmcxtq77DZT05ixHECbOXASpwtR9h7yU6nkVG1dcD2ZYqo41jGgJT/zpQ4nn2u3LzAPRY8YEOHUBM2g+CPMxvMU2m1PaaRB9CMbeJIbnFaIWyM09WUalgBQ/lQE3YvhpjE0IpeNPwti6746og+aftXXNnejtfMLssF5Bw37pdEu2b3iLFnGi9OJiAAc5G+dTEiqMqZDbul2MOer5V3AeEKT4lQT83OWw56lyy+9djrkHCwNitOdBEM4yOzJaeuDwvlz/XIjP56rM4PodB1ffMj2W5yOonXMPAuFqBzJzV6rvDWxavgiGnsllmh5G7KtasvVZu/LKA1RUdHSVwmu1HLhKMCYyohiIKRxDvw7qFzh+01Di0PVWbooJ0QX1RMbNAA62M2kxNA7j97oUkZID7Jw27yS3t2LTyp+ZHcaIsYVKqvUxJ3LamRiNnw+C471FdsbALtfk1lvdjOnzFyAeqQ+JErcSQI2LQftUJuyN1HNZdYx1EQWkhpsZ6HKzA4VAGcbvfSWiJXOdyMvn8+1EzWxD1/o/I7HtOdMlO3cWjNSidvZd4Piwjdl5Y6DvHWz84BoYxh7PR+8OI+A2RS6/CnhUsSu3kUaM1M8mjn7OQF+wd2ZC2fiTMab23BHxN7k7Q6nV6FhyEQzD5KKZ4VdqquViZ7LaSaRxrMixFQBcPOzJ2lWZzcymyIHPXv4hdE90aEKorgvA6S4GDfNkVBlK+z9djJkVXelo4gOTu0D0BZjY82noaSS2NYHpQygq2b+gD7j6fPlKVXrQ1X4/OlfdgiF5FXLd/q2r/VAynSOipGkgXIVI6Rykel4xf1H3CQJwKB8cOk4MTW3TM+v8Q7A7CRbHp3Bi7d3g6C6Aptk5dyA8AdUzF6Fs/Ckgzskz9d7TlF50LLsUupo0O3Sxmkp8Fdji+BZuMVx7H4ADnY6zM2L4nq60LXUzpm+Y/wTEOyRK8dfh8puNGdzR2kBTk5sxsxWU4icZwF8BSGbHhqXpqJ5xNcSQLQVQfL5RT1MT6Nn4MPo6n8jl4vpzja07H+XVX7R9Xi8o6Y1Y/96VUDM5tw8YANFVavKIu/LqzJ4HwuFjJmqiegUYnQebK24RCaiYeCYqJn0NxAXsnDovMUPF+vcuwWDSdOXcbkET5qTTzzneFVwojh9DBtzeivi6KrfMh8OH6n275i9APCRIjfMJ7BW4+3tYo8rGvvn6uDEQrZ/FiHsCQJ3ZsRxfhKppF6F4zAIHMvP5RgdN7Uff5n+iZ/PjMHTnijQR8Zi0762IlOTcpDovaJkerP/gSmRS6+yYbjEx7ttKqimfOpG7Iig17mUAVwDsawBsXx0UxWaiatqPEIzU2j113upcdSv6t/7H7DCDETvenfNJ88OiFF4GYIrzsT7BwB2hyU0vuxnT9wl/C5aHDKV9Exes3Y9sreKxR2VCiGN6pr3VxZhZ05WO7Uaw7q88MA+AqW8IxlTI3S9DSXeiqHh/cHzQoSx9vpFHSW/G9vUPYMuqX2Cg/13z/QFMYxjoewPFlXFwQuH3WeCEIhRXxpFJrYIytCXX6SaC2HeEYG1EL655HYMdI/5siBhrPJAP1t7BgHsAzIHN1yc8H8HYKeejauoPR1U/qe5Nj6Bn4yOmxxHhejXZer8DKf2XgDTtOoBOcSPWxwh/1+Tm212N6fsU/wmIx0Il9ZN1nVsOwM3TbwoxOkBJNS93MaZJ9YIY5W8DsR9YGS2IJRg75Xz/aYjPtwdpeSW6Nz0y3GCPub8ToSg2EzX73QHiBNdjO4ExHdvW3oPezn/ZMh+BtjAyrlSTrX/GiNsqUi8EovypjNgPARzmTAxC8dijMbb23BHZzXx3El3N2Lzi5zD7Z8NAj2ly80LTAy3YsevhbTjwtOtzMQwKurC3G1vLfJ/PfwLiMW2oo18I1YoA6l0My4NwoKHMewBYnqdfaB2GobT/RwjUrQThWACmHmcYxhDk7peRTnyAouJZ4AXTx0p8vhGLMQMDvYuxZc0d2N7xByiD6z3LRc10QVf7IZW72fTYOUQcomUHQxDLMND3Fob76+VEAug0Plh7qhCs26or7R/akKanioqOHs9CtRfyQfojCOcCmOREnGC0DhNnLEL5hNNHfIWrzxrofxebVlwHMJN/fwzvaLHIyZBXOf0IFMBCngsOPQmHfv+fhwHXKYNN/3Yzpu+/+U9A8sL8sCiFPgDI1U2pDLhMk1t+6WZMK4JSw3QD9A8As6yM57ggKmq+jvLqL4JoZNxl9fms0DLd6Nv6DPq2PQVtqMvrdD5l3NTvo2z8aV6nYauB/iXYvOIGaGq/fZMyvENENyjyEf9XWAfV6wVe4r9AYOcScDwAxz6MeSGKyppzUDr+FBCNvvusQ6m1WL/0h9BNnuFiQKeo4SDnmw0OE6T4FQTc7EasnaxTZWOffD0HO5r4C588a4UAACAASURBVJA8EZDipzHgcZfDZohxBxTEQcfxJxWJ8sDdAL5pdYpgtA7jp12CsLS3jYn5fHmOMaT630LflieR6nktpx4eWdIBJACY2u9CxGPirJsQLZ3nTFYe0TLd2LTyBgwm3rd5ZtbOQPdonHI/Ei/32Ty5XUiQFhxGxM4CYwsBVDoajASUVp2IipqvQxCLnQyVt9TMdrQv+T60TLZN5T+WBtFRarL5TSfy+qzhYgNsCdzdfg4OODkjtzzpZkzfrvkLkDwSkBqesb/J0h4tVuUjDy+UO2mBaHwhI/wOVhsVEaF03AmoqPk6xEC5vcn5fHlEHepE//YW9G99BupQzuVhs0IMz4FxlwKMGMdeARA1M54XoqidfRcCRa7uyHAcYzq62u9H96a/w4Ft9Wkw/MsgekiX+58F3nZh68zu1IeEGF9PME6EQSeB3NleEy2fj3G15424vx0zNKUXHUt/BCVt+mgDI0ZnKalm86fVLVnEidKLbQCOcCfeDgzPq6mWY1yN6ftc/gIkjwRjR08zmL4MJs875IzwAzXZcperMXMQDh8zURPUPwFUb3UOjguhfOJClFefOer2BvtGLlXpgdz1AhLbW5CWXX2w+T4jdunOJTsD0YbTGdE/YPJ7JhCegNoD/ndEnttK9SxG56pf2rsl69O6ATxJjP1H4QJNSD7rQlPDekEsxmwwOoIxaiAgDiDifNxhoeheGFt3HiIlB7gVMi9pagLr37sEmYF202MZ6FJNbr7NgbR2SYw1XgTGfuVWvB0UDmy/jNxa8GeoRgp/AZJnAlL8VgZc6nLYAZ4T9h1KPGf+k8szizhBeuESAl0PIGR1FiFQispJX0dJ1Qmjcq+wr/Dpmgy5+2Ukulow2L8EzOyh0xwQaAsD+6kqlz8APPpfe7uEaPxaIiwyO2+kZDYm7XvLiDyzpan92LL6dsjdrzgdSgfwDhheB8feJIN/U0n1rcntCclxwUBE3Qs82x+M7c+IzQajg2GheWyugkWTMKbmm5Aqj8Bov5TRNRnrl16KoYE1pscS6FZFbr7cgbR2KVR8TK1uaMvg4iIVAAi4RZFbrnQzpm/3Rve7Nh8Nn3X4AMBklyO/osrlR+3qIiKfBaT6vRm4PwDIqYROIDwRY2u/DanC3SfCPp8VSnoz5N7FSPW8hsHEMjCmuZ1Ckgh3KEHjl+hqS+3mdSRI8b8TYLrleWnViaiadnEOKea3xLbnsHXt/0LXdvfjs50OsA1gtAaEzQD6GGN9BK4XZHy8MGGgGEcoYQaKAVYKoskMqCWgCh5fN4ihcaisOQfFYxaAiPMylbyg64PY8N5lSMsrLYymP6ly8zfgWnnnRZwovdCcy+4FSxg2qGFjnz18Vvlc5i9A8hAfazieY/SU23ELpSrWf1vIC1LvRQT2M+R4oK0otg8qJ397xHRn9o0MjBlIJ99Hquc1JHsXQxnc4FUqCSK6U6HMHVkffB57TERM6y+Dsdlmg42tOx/l1abXLgVDy3Rhy9p7IHe/6HUqeU8MjUfFxC+jZOyxI6ZnTK4MPY0N719pqcABAU8rcuJUN88MCVLj5QR2i1vxPuIfPM9P/gIkTwlS/HEC3K5JmSGDDlIGmt9zOa4tgrH6qczg72bEjs11rrA0AxUTz4JUfihA/tvE5zLGkBlox0BiCQYSSzDY/x50TfYyowQR+7VC6q+sVFwKlcRrdB1vwmwVJCJUT78KsTENZkMWlFTfm9iy+k6oQ51ep5J3gpFaVE76CqSKev+Jx050LYWN7/8Yg0kr/YTpNbWIX4Btzw3YntjnCEQb9mFEbyGHLdOWEB5Vky1fcjWmLyv+lVW+KjqiSuTFFQDcriX4gSob8wq5RnYg2nimQex2AsbnOlewaBLKq88cftzv33XzOYUxZAY7MJB4FwP9SzGYeA+6mvQ6KyDHhcfOBKnxCAJ7HiaLbBAnYNI+P0ekdE4u4fMeMxR0b3wEPZsegaGnvU7Hc5GS/VE+YSGi5YfAv1T5NE1NYMOyKzCUWm1l+NsqbyxAf5tjlRD+23FBUcq8DsDtrQVJQcNMt/qa+Mzx39V5TIzFfwiGO9yOOyIOa5UdFxMV5QYQ+x/Y0PBKCFaifMIXUVp1gl81y5czNbMNQ/KHSMsrkZY/xJC8ynTTMId1MNBdmkD3o68pYdekgVjjVxljf4bJ7x6eL0LN/ncgFJ1qVyp5S1P60L3hL+jb+m8ww/WzPZ4iLoDiMY0oG3/qqPhdW6EqPdiw7HJkBjrMD2Z4V+XEBe5UR/tEQGr8BQO7zM2YAADChWqy5W7X4/qy4i9A8toiTpRefBXAwS4HNhhjcS3V+oLLcW0XiDbOBHC7HduyAIAXJJSNPxklVSdADI61Y0rfCMYMDUp6IzKD65EZ7MCQvBppeaWTZVhztZgY7lBS5Y87VZBCiMavJsINZseJgXJMnn0nxNA4J9LKO+rQFmzv+COSXa1eFBlwlRgah5Jxx6O06gQIYonX6eQtNbMd69+7FEra0g3991RQHHKz6Q6FuRCkhsMI9AIAl8tM0luqXHZIoRXWGU38BUieE4sb5sKg1+H6mxfrVDF4AHqfyYt9ILnacbD/NgD2tEEnQrRkHkqrTkC0fP6ILBfqy56m9kMd2gYlvQmZwQ5kBjcgM9ABdWiLG53Hc6WB2GMA7lCTra+7EVCUGu8H2LfMjguEqzF59p2jqsu1mtmO3k3/QN/Wp0fU1iyOD0IqPwIl476ASMls+Jcju5cZ6MCG938MNbPdyvD3VabGkXqpy+68dqt0QbGo6e8CVOtqXECDzh2kDja963Jcnwn+O74AePj4coQd3poritHi7xDRNQysyq5ZhUApSsYei5JxxyMQnmDXtL48oeuD0JVeaGo/tKFuKJltUDNboQ1tgzK0FerQVhhGxus0rehgjB4Qdf0P6XTbJndDzxXFaPFTIBxtdmRYmoGa/X8JjnP3LKvXdE1G35an0b/1aShpl39dNiHiESmeDanyKMTG1IPnXW0FUbAG+pdi0/KfWi3Z/IHKhDhSz1laueRCjMb/CsJX3I5LoJ8rcvNP3I7rM8dfgBSE44KilHkXwAwPgn9TlVse9CCuc8afVCTIAxcScAWAUvsmJkRK9kdp1QmQyg8HcQH7pi4QamYrOpZcAjWzFcDwnm5eiIITouD5KHghAk6Mgt/x3zlh+D8TFwDHBUF8CEQieDECAg9eiIAoAOI//bPkhSg+7+OLMQOG/klxF6YPfbyFRddk6FoahpEG04ag6ykY+iAMPQ1DH4SmJqEr/dDUPmhqP3S1H8xwrUqlGzIgPMEI92uJI5uARe51Lfys0gXFoma8DGCW2aGRktmYOOsmcJyp8+wjBMNg4n30bX0acteLMIz8rhdCnIBIbH9IlUdBqjh8VD29skOiqxmdH95q9XPobRXGFyC3ddud156IUuO3AXaf23EBfKjKxuxCLqQzWvgLkAIhSI3zCewluL8Va4BgzFPkNitdjvJbSX1JwOAuZQwXAojZOTXPFyFaNh+xysMRKTt4xF8o6VoK/dueRc+mv0PLuP5d59uz90G4X2XGX7y4GPk84dIFk1TNWGylYl20dB4m7nPDqFzof8QwMhjofQtyzyuQexfnS+U0BMITEC2dh2jpgSgqme0X7rCoe+PD2N5+Hyz2CXxRFYMnebGNOhg7eprB9LcBSC6HNhi4ozS56WWX4/os8BcgBUSMNv4axH7gQehlqmwcNGLvKJTUlwga/wMidhGAMrun57ggImUHo7jyCETKDgHPF9kdwjNDqdXo7XwCye0thboNaSRbSUSPQqdHlYGmZV4n83kCkcb9GMfaYOFppFR2MKpnXu+XyMaOZpXycgwmliGdWIbBxDJXKqsRJyAUmYZwbAaKpJkIF+8DMTjG8bgjGWM6tq69C32d1nrnDTcZTH8RWOzBoaHjgmI0sxiEA9yPjTtUueVHHsT1WeAvQArJ+JOKRHngPQBTXI/N8Cs11XKx63HdVHGYJGRC53PAD+08I7Iz4kRES+ZCqjgC0fL5BbkdQVP7IXe9iP5tzyEtr/A6Hd+nfUiEHYuOwmkoKkjxQ4nheRBMr86l8sNQPfOnfiGIz2DMgDK4HpmB9cikOzA0sB5KeiM0pcf8kxIiiGIZ+EAZAuHxCBZNQjA8GYGiiQgWTQJxojP/EKOQpiawecX1GOhfYm0CwsNqMvF1Nzuc70yMxu8E4UL3I7N2NcT2Q1ebpYMyPvf5C5ACI0TjcSI0wf3fHTNAJ+ty879djuuBhQFR6j0LYBfDycZJRAhFpiBSPBtFpQegqHi/vH06oqkJyN0vIdn9Agb7l4Ax744O+D5FB+hNxvAMMeMJdaB1qdcJWSXEGr9AjD0BwPSeKqnySFTvfTWI3N6hWpiYoUJTe6GrCejaIBgzwPQ0GNNAfBBEAXB8CBwXgCCWgg+U+l3IXZAZaMeGD66GOrTV2gSE36rJIy/w6mxXUGo42QD9Cx5cnzDGxbVUU5vLcX058BcgBUiUGn8HsPM8CN3L85gz1N+y3oPYnhAiDY0cx13MwI4D4Og3MBGPUHQ6IqWzUVR8AIpi+4DjvTk7wgwNaXkFBvqXYDDxLgYT7xdCOdnRYjuAZ4nwjMLoObfr+jspEG08kxF7CBbea7HKOCbsfaW/CPEVJLn7JWz+8BarpZYZA36syS232J1XtkLFx9TqhvY2bC3skiXCb9Vky/mux/XlxF+AFKKxx0TEQW0JAC9axb6pysEjgGdG1Yb/UPExtYahnceAbwJwpQMhcSLC0gyEpb0QkvZCOLoXAqFqgOx+27LhztwDHRhKrUE6sRSDiQ/8Mx35QyZGrxpgLxFvPKsm6t/xtHqVw8Ro/Hsg/MbKWKn8MFTPuHpUH0z3FRqGrvV/Qtf6P8PiYfM0MZyjpFoetTkxE44LilLmFQBz3Y/N2tWgsj+6X5Hdj+3Lhb8AKVDedRcFQHSPmmy+wPW4eWFhIBDtPY0ROw9APRx+KvJZHF+EUHQqgpEaCGIZxGAF+EAZxEAFhEDZ5+7F1tUkNDUBQ00M97NQ+qAMbUFmoB2ZwfUwXDis6ssOgbYwYi8D7GVo/EvqYOl7o62bryA1/oTAbrQyNlJyACbuc4NfecmX9zS1H50rb0aq702rU2wHGaeoybbX7MzLLFFq+C1A3/UgtMEYGrRUy4sexPblyF+AFLCA1HALA13uSXBi56jJ1j95EjtPhEsXTFJV42winA1gutf5+ApSFxiWELF3wbh3idPfyiTb1nidVD4IxOKLGMO1VsaGpb0xcdbPIYi2Vtf2+WwzmFiGTSt/lkvZ8hU8x504lGhaZ2deZgVi8bMYw0NexCawmxS59SovYvty5y9ACtpxQVHKvA4nD0p/vgFi7GAl1fqBB7HzjhirPwQG9xVGOMNKTwPfiJcGsJoBq8CwlBEtCWjs3XS6ZbPXieWzXBYhwchk1Mz6BYRgud1p+XzWMYbujX9D1/oHLZ+rI0bPKnzmLCRe7rM5O1MC0fpZjLjXALjf0p7hXTVVfgjwqOJ6bJ8t/AVIgdtRQ/8NAF6cVl6uhoyD/bJ3O1vECdLLhxIzvrhjMVLtdUYeMYjR8yDjN0qR2BRMK1W6IVQTp09iBk0kDtXEaCIDm4Thn5H7Bxft1wOgkwFrOdBqBmMNY9xqUefXpNPPbYLFDd6jXS6LEDFUhcn73Qox5EhVbZ/PFBu2XDEC3azIZdd4vi2z4jBJzATfALC3B9GHiLF5/g3QwuYvQEYAQWq4jEC/8CI2A/6lyS2nw7+42hUSY43zCMaJjNEJAOZg5L/negE8wJHxW1NbicafVBROpys0nY01YFRyQAVjXAUHNoYBYxhQQUAZiCJgLIbhzvURAE5u9O8DkPjoXwzoJyBBoK2MsJkMY4tBfKfAcZuHEsqWEduoMw/ksggRAqWYuM/1CEsz7U7L58ua3Ps6tq66DapiuWidTIx9U0m1PmZnXhaRGIs/AoaF3kRnP1KTrXd4Ettnm5F+MTRKLOJE6cVWAEd6EZ2BrtLk5pu8iF1Qio6oEvnA8SB2LBjqAVR6nZJNVDC0geivqjz4d3e77y7iUNxUHOZCkq4iwnj940YqzEAIxk4nkQVGzECQDBpeKHDGIHEsAwBksAGOExSQoQ/BSKC/rd+9fwZfNnJZhBAXwIS9LkdsTIPdafl8u2UYQ9i29jfo2/IUcrhPt4oYnaakmpfbmJplQjR+NRFu8Ch8qyofuWAkVwIcLfwFyAgRDtdXawK3BIAXG54NA3TK6GhSaBsKRBr3ZTwaGGONBByOwtqGlGbAs0TsnyqpT3q9F9k3OuR24UOorPk6KmvOhv/V53PDYHI5Oj+8GUra+lEvBjypCdzZ6GtK2JiaZUKs4Vhi9BS8qMAJ9AkCNzvd17TBg9g+m/mfwiNIINpwOiPy6vGsTIwOyZc7NAWIAtHGGYyMQwAcCtAhAGbA5TK/u2EA+ABgrxLjmpQI/wy2PTfgdVK+0UeMxs8H4W5YfG/EKuOYMP0yv1eIzzGMaehe/yd0b/wbGLN8o15hoJ9ocvPtyJMtzkGpcS8D7HUAJV7EJ7BTFbn1CS9i++znL0BGGDEW/w0YvudR+A9VgTs4X+7UFLyKwyQhE5pFDPuBw35gxn4A7Qug2IXoXcTwLjgsNgivanzwNfQ+k3Qhrs+3R4Fow5cY0Z8BWFpFhKWZmLjP9RAChfTQ0VcIBhPLsGXNr5EZaM9lmrXgjC+riba37MorZ8OHzl8D4M1hKoa71VTLhZ7E9jnCX4CMOPPDohR+A8AsL6Iz0BOa3Hwa8uSOzUgUKqmfrGncJI6jSQbDeGKYwIhVE2g8wMaAmAhG0R0v3/kKy8DwgeokgBSAFDEkGLGNDLSGY1jLeKxVOW6tv4j05TuhuPFoMtjjAKJ7fPGuxgcrUT3jahTFPPmo9I0wmtqP7et+h/5tzyOnrz+Gh9RA8Pz8uuGziBOkF/9JwMkeJfCeKhsH+4U+RhZ/ATICBaIN+zDQGyAU7fnV9iPCjUqy5WovYvs+z1wReFv1Ogufz05iLH4QGJ4CUGFlPJGAMbXfQXn1F+F/HfosYQx9W5/C9vb7oGtyLjMNAPi+Krc8aE9i9glI8Z8z4EqPwg+RwR2kDDQt8yi+zyFeHCLyOUxXOrr4QG0vCCd6lMKRfLB2s6G0v+NRfN9/2eJXDPGNOEamfbMQrHkSoJNgaV+6gYG+t5BOrUG07EBwnBftlHyFaii1GhuX/xR9W/4NZuTSD49e48COV+TWZtuSs4koNZ4D4JcepnC+mmr+j4fxfQ7xb/mMYILU+A8CO8Oj8BkGboEmN73sUXyfzzdaSPUVIrh/ADjK6hRicAyqZ17j9wvx7ZGuD6Cr/UH0bflXLofMAUAlwk1KsvwGzxsL7oIQjR9JhOdh8axVzgh/V5MtZ3oS2+c4fwEyknnbqRQAejgyDjHVkM7n8/ksOS4oSsq9APu61RmIEzG27rsoG38q/K9H364kupqxbe1voSm9uU71NjF2Tr528w4VH1OrG9rr8K5f1WpVDM7Lr7MwPjv5n7AjXCCyYF9GxmtenQcBsFLljfl+Yzefz+cGMdZ4ERi7HTmUsI6WzkHVXpdBDI6xMTNfIUvLK7Bt3b0YTLyX61QaAbcpcvlPgUdz2bflnLLjYqKaeRXAPh5lMATDmK8OtC3xKL7PBf4CZBQQpYZvAXS/ZwkwPK+mjOOBNs2zHHw+36gRkBpOYaC/wGKFLADg+QjGTr0AJWOPtTEzX6FR0huxrf0+yN127Camt2AY31EHWpfaMJlD5opirPgZMDR6lgKxc9Rk6588i+9zhX8IfRQwlI53+WDdJAAHeJIAYQofpDpDaf+XJ/F9Pt+ooisdH/Li5KdBOBYgS80+GFMh97yCdGo1IiWzwfFhu9P05TFN6cO29nuxZdUvkRlcn+t0/WDsEjVVfr6hPrXFjvwcQqI04/cATvcuBfY7VW690bv4Prf4C5BRwlBqnuMDdDwIVR6lsJ8QqoWeaW/zKL7P5xtFDLVjmxGd8QDP9KnIYSuJkt6E/q3PgBckhKW9bMzQl48MI4OeTf/A5hXXYzD5PnJtaUXAvwXNOCEz2NYMLM/r/liBWPxnAH7gYQpLVXloIbDJ3y0xCvhbsEaRYKx+qsG4t+BOJ+1dY+wCNdV6j2fxfT7fqCNKDecBdBdyrOYjlR2CcdMuhBgcZ1NmvrzBGBLbn8f29vugKj12zLiacXSBlmh+3o7JnCZK8e8A+L2HKfTzHDd3KNG0zsMcfC7yFyCjTEBqPJWBPQ7vfveaQexUPdn6lEfxfT7fKCTGGg4Go0cA1OQyD8cFUVFzNsqrF4JIsCk7n1cY05DY3oLuDQ9BSW+0YUIMMmI/0+SK2/L2kPln8FLjiRzYPwF49QdtcMCpGbnlSY/i+zzgL0BGoUAsvogxXOthCmkGatTk5sUe5uDz+Uab2LFlAlMfJOCkXKcKFtVg7NQLEC2Za0dmPpcxQ0Hf1mfQs/HvUDNb7ZkTeFLgjR8M9bd12DKhC8Ti+nkwuDYAEa9yYIz9VEu13uBVfJ83/AXIqLSIE6QX/0nAyR4msZ0j4zC/R4jP53MZibH492HgZjvKk0tlh2Bs3XcRKJpkR24+hxn6IHq3PIneTf+wo5fHR9YT2EWK3PqEXRO6Yce27FfhXa8PMOCfmtxyBnI9bOMrOP4CZLQablK4GN7V+QaIbRR4/vB0X9MGz3Lw+XyjUjB29DSD6Q8CODTXuYgElFadiIqasyGIJbkn57Odrsno3fw4ejf/E7om2zWtzBhu0VLp24HFabsmdUM4HJ+gCf/f3p1HyVXW+R9/f2/VrV6rOgubbBnCIosLTJRFtt4IICCiREEHEBdwRc+4IoxkVPyJ4zpuMzgiCCqyCA7bj5jutAFEQH4gI4sKBAUFgWxd1enuulX3+/sjgQmRhCzV/VR1fV7ncODknFS9yUlX1beee5/HbwHbJWDGQ0nccoAOG2xOGkCaWEu+b48UvwMI+Y55f4IdTnGgJnf9iYhsvHmZbH7ZRw3/LNCypY8WZdqYscMJzNzxLWSy+Rr0yZaqjD/D0r/8jOVPXkdardmMUAUuStL0M4wM1eb6rcmU75sZ44uBvQNWLI8s3V9XQTQvDSBNLtvVO9dSbiTslsx3JS3jfTx7W82+lhIR2Vi5zu5XONElGP9Yi8fLZDuZscOJzNjxTWQywS6tb2qrVt7Hsr9eS/HZW3Gv1uxxzVmARx8rjyz8n5o96GTa/rj2uDjyC2qw8rcF0tT8DdqMprlpABGy+b5PGx724B9jIBluOQZuGg/aISJNak6c7Zx2tpmfwxZu1/ucTKad6dsfz4wd3kw2t1nnIcomSNMxhp8eZNlfr2Ws9EitH/5Od86ulAYHa/3Ak6e7Nc5HNwC9ISsczq4UB78YskHC0wAiABbne38I/FPICIf/rhTTN8OQDiESkSBynX17u/n3qOE3xFGmhWnbHsWMHU4g17ZTrR5W1hgt/p4VT93I8NODVKurav3wDxicWy4OXktD3yg9L5PNL73c4MSgGeY/TYYXnUxD/1lKLWgAkTW6W+N8NEDYZVnAL0mKh78T5qdhO0Skec2P4sLi9+N8AajhzRxG5/Q5TN/hBPLTDwDTW/DmqpSXM/zsIlY8dTNjpQm5jeBR4HNJcealcGXtruEKYn4U5xdfDJwSOOS2pNjSpysdBDSAyNry3VvFRL8Gdg0bYhclxUPfoyFEREJqa+vesRJHX8F5S60fO259GdO2O4rp2x5JtiXYLqgNJa2uovjsrax8epCRFXfjPiFvEX8EOz8pVn80RVbjLS70fgfnvYE7Hks8ewClBU8H7pA6oQFEXiDX2b+XW/orwu6MBfBfSXHwDLRMKyKBZTv7u83SfwdeWevHNovomDaHadsdReeMg4gyW7wZ15RSrRQpLbuD4WdvYWT5XaTVCfvy/EEzO788POPyxl/xeJ7FhZ5v4vaBwB3D5unB5dLQ7wJ3SB3RACJ/J1voOdLcrgeyQUOcbySlwY8EbRARAaA7Gxei9+HMB2ZMxDNEmTY6Zx5I11bddM7YH4tqci98w0nGnqK07E6KS29jZMW9uE/oQsSd5v6lcunwa6baqnsu33OBY58InFFNzY/XjleyLg0g8qLiQu+HcP49dAfwtaQ4+M+hI0REAJjWPS1XjT7pzlm1OEl9faJMGx3T55CfcSAdM/Ynzs2cqKcKLq2OMrLyPkaW/YbS8jspjz4x0U/pht2YevpvldKiX070k4WQy/d9wfGzQ3fg/oGktOg7oTOk/mgAkfWKO3u/jvHh0B1m9rny8MBnQneIiDxn9UnSnAeczoSvFhutnbvRMW0/2qe9mvauVzb0+SLVSolVw79jdMV9jKy8j7HSH2p6VscGjIL9xLz6tal8OVCu0Ps5d84N3QH+1aS46KOhK6Q+aQCRDZgfxYXFl+PMC11icEG5OPip0B0iImtrKRyxe+rVTwNvB+LJeE6ziJaOXWkv7E1r5x605V9Orn0WZtFkPP0mqVZHGC8tYbT0e8aKv2e0+Ic1KxyTenvfnxz7TgW+T3Fg6WQ+8WTLFXrnu3Ne6A6MK5Lhw06eape1Se1oAJGXMC8XF5beiNMXusTgy+Xi4MdDd4iIrKu1a+4u1bT6KfB3UKODDDdFFLXS0j6LXPvOtHTMoqVtJ3JtOxK3bkOUmbArxQDwtEIy/jfK40+RjD5JefQJxkceY2z0MSpjz0zoc29Aas5CzL5bLs64bgrdWL5e9bPyweKkmB4JQ2OhQ6R+aQCRlza9vyuupIuBV4VOwfhuMjz4AbQ7lojUoba27h2r2eiDDmcAdXH8eSabJ27dhji3NVFcIJstPP9vi2KiTBsWZbGo7YW/0Zw0KZGmY6TVMdLqKGmlRKW8jGqykkp5OUmylEp5KXh9vCQ7PBGZXxRF/oOxFUOPhe6ZJBZ39n4Vox42bXkg0CHeSAAAHcBJREFUicqHsPLW5aFDpL5pAJGN0tbWu0Ml9ttxq4NjfO3CpHjo+7S0KyJ1a9u5HfFI5dQ199G9PHTOFDeKcX2KX1wd3urmZljtWIvFnb3fwPhQ6BCHv2YzvG5sxeCfQrdI/dMAIhst19n9CrfoFsKfEQLwX0nxsDM1hIhIfZsfZbtu6TP3d+McD+igj9qomttCN36SxLlrWHbTcOigACwu9H0L9/eHDgGGSdPDk5Ghe0OHSGPQACKbJNvR329Rej118SbqlyRFf/cUOa1WRKa6fPdWsdkpuL0L2Cd0TgOqYPyS1K5JnKsYGfhb6KBwurNxProIOCV0CTDuzusrpcHB0CHSODSAyCbL5fve6PiVhD6oEHC4rlJM36Kb3USkkeQ6+l9JVD3JsbcCu4buqWOjDjcbdm1i2esYvnlZ6KDwjm7J5ss/MvzNoUuAqjknl0uDV4YOkcaiAUQ2S1zoORW3i6mLv0M+lMStxzfpEryINLi40Pdac05w/FjglaF76sD94Dd7ZDdXVqaL9QXTWlbfW3QNxhGhUwAHe09SHPh+6BBpPHXw4VEaVR2dlg7YbxKqR1McejZ0iYjI5mqd1jurWrFjzfwYh0OBztBNk+BRYDHwy2wlOzA6uuDx0EF1qeuQ6XGauwE4KHQKgMPHK8XBL4fukMakAUS2SC7fc75jnw7dscaD2Uo6d3R06InQISIiW647Gxd4jXvUHeGHO3YQ0BW6aguNAb/F/DcGv8ok9svR0cG/hI6qex3d28VRtIA6WSEz88+WhxeFP/BQGpYGENlicaH3OzjvC92xmi+JzOeODw89HLpERKTGrCXfs4db9FpPeS3mc1h9M3s97Ez4Yp4G7sf8AdzuJU1/k4wU74e7k9BhjaSl0L1b6rYAbJfQLQCYfzsZXvTB0BnS2DSASA3Mj+LOxZdhnBy6ZI2nMTs2GR64K3SIiMiEaz/0ZVnL7m0Z24vUdndjlhmzcN8ZmDGBz1xxeNpgCbDEjMfcfYk7j1TM79clsVsuLvTuj3M9sHXoljUuS4qHnaYt8GVLaQCRGpmXiQtLL8M5KXTJGiMpdlK1OHB96BARkWC2ndvRMlbZLnXfKoWZETYTbIa7t0ZmHbjn3LwTj+K1f5vBSvA0xVea2Sjuq8xZkRI9E5E+XSZ+htKCp0P9bzWDbFfvXEu5CsiHbgFw+FmlmL5VW99LLWgAkRqaE2fzXVcZvCF0yRpVnA8mpcH/CB0iIiKyseJ87+nAhdTBdvcADtdWiivfosvnpFYyoQNkKnkyTcuv+Vm2ZXQ/YI/QNUCEcWy2ZZe2annJQOgYERGRl2C5Qu984GtAFLgFAHO7OSm1nAiLy6FbZOrQCohMgO7WuDP67zrZp3wNuygpVs/U0rGIiNSnOXGc77oQeEfokueYs6BcSo/XWSxSaxpAZIIc1Bbn224AekKXPM98YRL5PFYMrQidIiIi8rytDs7nxlt+6nB06JT/5bcm7fFR/G3BSOgSmXo0gMjE2XZuR7yqchOrD9OqFw9GEceNrxx8JHSIiIjI6m12o+uAPUO3rOWWpD17tIYPmSh1cX2hTFF/WzCS5DuOwqin+y/2SlPuzHb2d4cOERGR5pbN974u9eg26mv4WJy0jB+j4UMmkgYQmVh/vW5V0tnxBnMWhE5Zywyz9OY433da6BAREWlOuc6+kwwGgG1Ct/wvH0pa02N49rZi6BKZ2rQLlky84h+SannWVdkW+0dg99A5a2SAN2ZbZrdUy0sGQ8eIiEizmB/l8pnz3fzr1Mk2uwAGNyZFfwOrhlaFbpGpT/eAyCSal8vml15ucELokrUZdkM5a29n+cKVoVtERGQK2+rgfHa85ZK6fB8sVk/UblcyWTSAyCTrzsaddjFmbw9dso4/mEdvLJcWPhg6REREpp6WwhG7p169Ftg7dMsLGFcmwyvfrkMGZTLpHhCZZEOVpOTvwPlx6JJ17OGW/ipT6Hl96BAREZlaMvm+Y1Ov3kW9DR9wWTKcvk3Dh0w23QMiATyWpuUl12Ryu3RhHBi6Zi2thr1t9cnppw3CkIcOEhGRhmbZfO8nI/gvoC10zAsY302Kh50BF1dDp0jz0SVYElSu0Pt5d84J3bEuh6sqrenpPDNUCt0iIiINqE7v9wAw4/Pl4cF/Cd0hzUsDiAQXF3o/hPMN6u/v4+/N0xPLpaHfhQ4REZHGkct37+lEVwH7hG5Zhzt8olIc/HLoEGluugRLgkvHl9yZad3lUeA46uu+pK0wOz3T8g9PpuXH7gkdIyIi9S9X6Hu7Y9cBO4RuWUcVOLNSHPxW6BCRevvGWZpYLt9zvGOXA62hW17EpUlx9Ey4fTR0iIiI1KOjW+LO8pcwPyt0yYsom9vby6WBq0KHiIAGEKkz2Y7+fovSq4FC6JYXcVcmk75lbMXQY6FDRESkfrR2zd2lmlauBOaEbnkRK915U6U0qEN3pW5oAJG6E3f0vNoju9Fg+9AtL2JZip1WLQ5cHzpERETCa8n3vCHFLgamh25Zl8NfotReXx4ZuC90i8jaNIBIXWpvP2L7JFO9CXhV6JYX4WDfS4qrPqJLskREmtXzl1x9iPr8PPVANhsdPbp84Z9Dh4isqx5/YERW6zpkepzmrgUOC52yHvebpydplywRkebSku95eWrR5bjvG7plPW5PsOMoDiwNHSLyYrQLltSv8T+PpeU9f5Jpre4GvCJ0zovYBrPTM62zS+n4kjtCx4iIyMSLCz2nOvZzYOfQLS/G4WeV4ugbKS8eDt0isj4aQKTOPVxNx0+7JpP783SMA0LXvIgYOCqT2+Xlaeeev2D04fHQQSIiMgGm93fFuVmX4HYukAud8+L8q5Xi4e+By5LQJSIbokuwpGHEhd4P4nyd+h2cH3Wi0yrFhbeGDhERkdrJ5vsONfyHwD+EblmPCs5ZSWnwu6FDRDaGBhBpKNmu3rmWcgXQFbplPVLcvpWUcp+Am7QaIiLS0ObEuULXOe6cS/1++VVMzU+uDi+6IXSIyMbSACINJ9fZs48b14HtErplA35Hmp6SjAzdGzpEREQ2Xa6zZx/HLsXYL3TL+vkS8+jYcmnggdAlIpuiXqd5kfWqlh97Jm3Z9bIMHAjMCt2zHttg9q5s6y6Z6vhrboEHPHSQiIhsFIsLfR8GrsTYMXTMBtyeeNxfLS18LHSIyKbSCog0sO7WuDP6PsbbQpe8hF9mouzpYysXLAkdIiIi67fmRPOLqd/t359zWVJsebcu9ZVGpRUQaWCPVdLykmuiltllgx7qd6D+B/f03ZnWXYrp+Gm/gSGthoiI1JX5UVywD7n71cDuoWs2IHX4dKU4+DF4uBI6RmRz1esHNpFNki30HWXuPwamh255Cb8y0neVi0MPhQ4RERFo6erdNU35Hqu/yKpnw4afWi4u+nnoEJEtpQFEpoyWQvduqUfXAvuEbnkJYw7zK8WZX4Yrq6FjRESaU3c2LmQ+gPv5QEfompfwe/PohHJp4YOhQ0RqQQOITC0zji5kk/FLDd4QOmUj3Gnu7yyXFt0fOkREpJnkOrtf4RZdBLw2dMtLcbim0jJ+Gs/eVgzdIlIrugdEppbRh8fT8pKfRi27jBr0Ut9D9g6YvSeTm71VOn33Wxh5RCfXiohMqIPacoU9znXsh8DOoWteght8KSkediarLtXN5jKl1POHM5Etksv3HO/YJdTvoYVre9gje39l5cAvQoeIiExF2ULPkeb2bWDX0C0bYUUEp44XB68LHSIyETSAyJTWOq13VrXKlTTAMjuAwfWZCu8dHR38S+gWEZEpoaN7uziKvgScEjplozj3RBnmja8cfCR0ishE0SVYMqVVxpasTMuzLs3kogLGAaF7NsIeacQ7M62zx9Lx0+7Slr0iIpvN4kLPqRmLfs7qg2sbwaVJoeNN1Wdvfjp0iMhE0gqINI0433s68G2gLXTLRrqDKP1gsnLoN6FDREQaSVzo3R/nm8D+oVs2irOKyN+XDC/6YegUkcmgAUSaSq6zfy+39Gpgr9AtG8mByxLPfozSAn0jJiKyIYUjZ8Rp5TzMP0DjXOXxR0vtxPLIwH2hQ0QmiwYQaT7T+7uyFf++4W8OnbIJlmOclwyn34UhnX4rIvICz5/pMR+YFrpmoxlXJLnxd2uLXWk2GkCkacWFnlNx+w71fwDV2h7yiA9XVg4uCB0iIlIPsp09h5vZN4FXhm7ZBKOYnZ0MD3wjdIhICBpApKnlOnv2cbPLgVeEbtkUjl2dseqnxoeHHg7dIiISQkvhiN2rXv2iwZtCt2yi+8yjk3SquTQzDSAidLfGnZkLMP8QjfUzkYD9IPHyuZRueSZ0jIjIpOg6ZHouzX3S4SNAS+icTXRpku94L3+9blXoEJGQGunDlsiEyuX73uj494EZoVs20XKHCyrFlq/DTTotV0SmqDlxnC+cDvZ5YOvQNZtohbmfWS4tuiJ0iEg90AAispa26f07VyrppcBhoVs2w8Pm/qlyadHPWL17lojIVGC5zr43u/kXaYxTzNe1KFtJTx0dHXoidIhIvdAAIvL3LC70nYX7BTTe8j7AnZ5G51RGFi4MHSIisiWy+f5DjPQLwKGhWzbDmMP8SvGwf4P5aegYkXqiAURkPXKdPfs4dinGfqFbNtNtjp1dKQ7cEjpERGRTxIXe/YEv4PSFbtlMvyNNT0lGhu4NHSJSjzSAiGzQnDhX6DrHnXNpnEOtXsh8IVX/uN4IRaTe5Tr79vbI5+OcSGN+Rklx+1ZSyn1C9+SJrF8j/nCLTLo1lwFcAswO3bKZUuBHkWU+Nz78iz+GjhERWVtLvm+PFP8X4G1AFLpnMz3i+GmV4qLbQoeI1DsNICIba6uD8/F47t/AzqBxf3YqYD+O4Pzx4sAfQseISHNryfe8PMXOBU6mUVeZwTH+M2lJP84zQ6XQMSKNoFE/RIkEs2Y15PvAHqFbtkCKcbV5+plyceih0DEi0lxau/pnV1P/JPg7gWzons3nSzzlPZWRRQOhS0QaiQYQkc1yUFsu33aew8do3G/t4LlBJI3O06m8IjLRcp39e7mlZ7P6UqtGfu10sO8lrdWPatVDZNNpABHZAlNkNQQgdewaMy5IhgfuCh0jIlNLXOjd351PGryRxr3H4zkPObyrUhz8VegQkUalAURkix3Ulsu3/6vj/0xjf6P3nEVufkFleNHNoUNEpKFZttB3pHn6SbDu0DE1UDH4crmY/isMjYWOEWlkGkBEaiTu6N6XKPoP4IDQLTVyH+ZfSYb9xzBUCR0jIo1iftSSX3xMCv8CvDZ0TU049xDZmVohFqkNDSAiNTUvExeWfRD3zwH50DU18ijm30hy5R/w7G3F0DEiUqdmHF2IK+XT8fTDYLuEzqmRYYxzkuHDvqPTzEVqRwOIyERoP/RlcSa+ADgldEoNFcF+EpF+dby46PehY0SkPrR2zd0lTStnOpwBTA/dUysG12cq2fePji54PHSLyFSjAURkAmXyfcdG+LeAWaFbaig1uDFNo29URhYOAB46SEQmXzbff4hZehbOCTT0Vrov5PCXyP2scmnRz0K3iExVGkBEJtrW3Z25seg8hw8DceicmnLuwfhmku/4KX+9blXoHBGZYNsf1x4XR96K2Vm47xs6p8bKBl8rt2c/x98WjISOEZnKNICITJKWwhG7u1e/7vD60C0TYBjsckvtW+WRhf8TOkZEaqsl37eH4+90eDcwM3RPzRkDltpZ5dLAA6FTRJqBBhCRSdaS7z0uha8Ds0O3TJC7wS9MimOXwu2joWNEZHPNy+U6lx7vkZ+BWx9T8zPDI+acXS4NXhk6RKSZTMUXE5EGcFBbtrP944Z/EqM9dM0EedrgB4b/QDetizSOXL57T7DTHXsHsE3ongnhrHL4QqWUfkVneohMPg0gIgG1TuudVanyZYMTQ7dMsNuAi5O45QqW3TQcOkZE1jHj6EKcjL8VeAfwusA1E8kxrswm2Y9pdyuRcDSAiNSBuNBzAG5fAQ4O3TLBxjCu82p0oXbQEgltfpTN3/o6w08BfxvQGbpogt3l2EcrxYFbQoeINDsNICL1w3KF3pPc+T9MrW1718OXmEWX4dUfl4tDD4WuEWkWuc7+vYj8ZPf0n6bQgYEb8pi5fapcGrgCfekhUhc0gIjUnXm5uLDsfbj/K9AVumaSPGDGlZFFPxxbufDR0DEiU01bW/eOlTjzZtznMfVXWp9TMuMr5eH0i7rPQ6S+aAARqVedh24dR7n5uL+HqXZ+yPqlwK24/TgxrqI4sDR0kEjDyvfNjN3nYZwMHAJEoZMmSYL5hYn7fIpDz4aOEZG/pwFEpM61TuudVa3ap8HfBWRC90yiKvBrzK5MKuUrWHXLk6GDROpevm9mbOkx5jbPYS6QC500iRzjqojMOePDv/hj6BgRWT8NICINItfZs49Hdh7OiTTfz24K3O5wXcbSq8eHhx4OHSRSL9ra5u5UySZHG3acw1FANnTTpDNfSCXziWTVwntCp4jIS2u2DzEiDS+b7znYsC8Ah4VuCcSBOx2ujdLoBp28Ls0o19H/yjRKjzE4AXgtTft+7kNO9OlKceD20CUisvGa9AVLpPFlC31HmfvngTmhWwL7E2Y3pPj11eF0kW42lanpoLZMoa07wo7F/RiaYqe8DbHfeOTnVFYOLghdIiKbTgOISGOzlnzvsSn2GfDXhI4JzlnlxkLDb8hk7OaxFYN/Cp0ksrlW3//lRzp2rDl9GO2hm+rAXSn22Wpx4Aa0pa5Iw9IAIjJFZDv6+y1KPw8cELqljjwKttDcF5Yz5YWsvHV56CCR9dp2bke2lB4URWm/Qz9a3Vzbb805v1wavAoNHiINTwOIyBSTKfS8PnL7DBpE1lUB7jTjF6n7LyrFre6CK8uho6SZzctl88v3jyztd+cIYH+a8QbyDbJfp+afrQ4P3hS6RERqRwOIyBS1+h6R9BywQ0K31CVnFcYdZixOUxZXCh2/5q/XrQqdJVPY9se1Z4dHDowiDnPnMOBAoC10Vp26xc3Prwwvujl0iIjUngYQkSkum+85GOwTBsehn/kNSYC7DG6pmt9S9ejXOghRtki+e6sMmQMz+CG+ete619A8h4pujtTheuCCSnHwV6FjRGTi6MOISJNoKXTvlqaZD2F+BtAauqcRGPakm98Kdpu73V0pxnfBTeOhu6QedWdznfZyj5iDRweDHwLshd5nN0YCXG7uF5RLi+4PHSMiE08vjCJNpq1t7k6VTOWfMd4NdIbuaTCjwP8D7sS4x6rRveWRyoMwVAkdJpOpO5vryO7lmXRfnP1Yfe/GP6LLqTZVCfhetpJ+dXR06InQMSIyeTSAiDSrwpEzsp6cAXzAYMfQOQ1sDOx34Pfg3ONm91Zaq//DM0Ol0GFSA1t3d2bHoleZ+76Y7Qu2H/gr0Cri5jN/3N2+XYnKF2pnOpHmpAFEpOnNj1ryi49Jzc/CrT90zVSx+vKt9H7S6AEsvd/JPFCJ4/tYdtNw6DZ5ETOOLsTVsd2tarOJ2Mdhb5x9gD2BKHTeFHE35v+eDA//BO5OQseISDgaQETkeXGh5wCwj+C8Gd0sOzGcPxs85JE9DOnDkfOIe/RwuVR9VKe4T7Tu1lyn7WrGrlWi3czY1VLfzWFPjJ1D101RCcbVwNeS4cE7Q8eISH3QACIif6etrXvHajbzfsffCWwbuqdJOOZP4DwCPOJuj5vxJ0+jJ6Ko8kS5OP4nuH00dGR9O6gtl2+ZlabZHS1Kd3JnZzPbGdLZju1msAN635ssfzPsokzFvz06OviX0DEiUl/0QiwiGzAvl+tcdoJb+l6ww9FrRmjPYvaEuz9u8JSZPeX4M5ba0ynpUxHRM2WrPk1x6NnQoTWV794q55ltUtKtI6KXeeRbG2zjznYO25rZTrjvBMwMndrkHPyX5tF/lEszrtFBnyKyPvowISIbJZfv3tM9ei/GqcD00D2yQQmwHFgBrDBnhUeswG2F4cvTNb+GedncimaMVdNo1DKVEmZJhK0wIh+rRiUyq154rf7K/Kq/34r46Ba6iu0v+KVqe9yaSTud1FJ8Gu6xV7OdmShtc6fVzQq4x25Mi2CaY9Mxn2Yp09yYBs//Mx1dDljvluNcYpb+Z7k49FDoGBGpfxpARGQTHdQW59veCnYm+IGha0QkmNvB/jMprrpClweKyKbQACIimy2X794Ti07ylNN1E6/I1GfwlLtdgacXJSOLfhu6R0QakwYQEamBeZlsx/Iey6Rn4BwP5EIXiUjNlA0W4PywXFp5rbbQFZEtpQFERGqr89Ct4yh+O847gFeHzhGRzWR2L3Bx4tUfTbmNDUQkKA0gIjJhcp19exP5W9x5G7B76B4ReQnOn8GuJbWLk1UL7wmdIyJTkwYQEZkUuc6efTA7BexUx18WukdEnrcU7GrHLq0UF94GeOggEZnaNICIyCSbl8l2Le2zlJOA44EZoYtEmtBSsJ97aj+pjExfBFdWQweJSPPQACIiAc3LZPPLDzL3eWbM08qIyIRaCtwYwZXjxZk366BAEQlFA4iI1In5UTZ/6+si0mMdTgR2DV0k0vDMH8ejmyL8+vFiehMMVUIniYhoABGRemRxoWd/c97g2DFoNy2RjWd2r+E3OPx3Mjx4F7qnQ0TqjAYQEal/nXO3iaPkKLBjcY4C8qGTROrIKOa3QXR9Nsn8bHR0weOhg0RENkQDiIg0mIPaMvn2vsj8GJyjgVmhi0Qmny/B7P+m+PXV4bFFcPto6CIRkY2lAUREGlprV//salrtx6wfpx+YHrpJZAKUMP+1uy20yBcmKxfdHTpIRGRzaQARkSlkXibuenZfT63fzPtxOwzIha4S2QxV4F6DhWkaLayMLP8l3J2EjhIRqQUNICIydW07tyO7Kt0P0oPXDCSHAK2hs0ReRAX4rcFCg9vGM+ktrBhaETpKRGQiaAARkSbSnY277NWeWn8EhzgcCnSFrpIm5KzCuMfg1tUrHCO36T4OEWkWGkBEpInNiePCtH3BD8A5ADgA2D10lUxJfwDuwO0OMtU7kpXcqzM5RKRZaQAREVlbvm9mxtIDMnAAqR3oxv7AtNBZ0lBWmNsdROkdVbij6tEdFAeWho4SEakXGkBERF5Ce/sR21cz1TluzHHYG2cfYC/0Gtr0DHvSLb2fNHqAKL3bUu4ulxY9gA7/ExFZL715iohsjs5Dt85mcvuSsp/hr8TZG9gToz10mkyA1fdsPAg84NjviLinklbvoTj0bOg0EZFGowFERKSG2tuP2L5svrdlfJ/VQ4nvA7wKnd7eKMaBRzDuN3iAlPvBHyiXDn8Q5qeh40REpgINICIik6HrkOkx8Wyr2uzUmG3YbCydbR7t4/jLQuc1meXAoxiPmvOo4496mnk0m+XRsZWHPKZBQ0RkYmkAEREJLd83MzZmW5ru5FG0E57ujNlOODs6zDLYDohCZzaIqsNTBn/CeAL3J7Doz+b+Z4/SxxNveZThm5eFjhQRaWYaQERE6t6cuHVa1/aVKjtE+Nbu0XYO2xq+NRHb4GwHbA1sA8wMHDtRlgJPA89gPEXK3xx/xoieNkufSrFn4mz0xOjy5U/qxHARkfqmAUREZGoxug6Z1krr9CrpNK8yLcKnuTHNiaZFxjR37wTrAG/HaLHUCm4es/pQxhzQseaxOoF4ncdvB1rW+bVxYNU6v5YApTX/PQKUgZXmlnjkwzjjYKvAR8yslDorjHSFOStSbIVlWJEhWjHG2HJW3rq8Vn84IiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiMpX9fx1SlOCUKPbvAAAAAElFTkSuQmCC"
<s>[INST] Icon of Genetic Research here are the inputs Genetic Research [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M500.8 766.4c8 4.8 11.2 14.4 6.4 22.4s-14.4 11.2-22.4 6.4l-176-96c-8-4.8-11.2-14.4-6.4-22.4 4.8-8 14.4-11.2 22.4-6.4l176 96z" fill="#050D42" /><path d="M652.8 460.8v-32c57.6 0 86.4 89.6 64 188.8-22.4 96-134.4 179.2-224 179.2v-32c75.2 0 174.4-73.6 192-155.2 19.2-81.6-3.2-148.8-32-148.8zM316.8 908.8h352c9.6 0 16 6.4 16 16s-6.4 16-16 16h-352c-9.6 0-16-6.4-16-16s6.4-16 16-16z" fill="#050D42" /><path d="M652.8 94.4c46.4 27.2 62.4 84.8 35.2 131.2L528 502.4l-166.4-96 160-276.8c25.6-46.4 84.8-60.8 131.2-35.2z" fill="#2F4BFF" /><path d="M336 428.8c-9.6-6.4-14.4-17.6-11.2-24s16-9.6 27.2-3.2l184 107.2c9.6 6.4 14.4 17.6 11.2 24-4.8 8-16 9.6-27.2 3.2L336 428.8z" fill="#050D42" /><path d="M358.4 443.2l139.2 80-24 41.6c-4.8 8-14.4 9.6-22.4 6.4l-110.4-64c-8-4.8-9.6-14.4-6.4-22.4l24-41.6z" fill="#2F4BFF" /><path d="M652.8 444.8m-48 0a48 48 0 1 0 96 0 48 48 0 1 0-96 0Z" fill="#2F4BFF" /><path d="M476.8 828.8v96h32v-96z" fill="#050D42" /><path d="M492.8 780.8m-64 0a64 64 0 1 0 128 0 64 64 0 1 0-128 0Z" fill="#2F4BFF" /></svg> </s>
Icon of Genetic Research
Genetic Research
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M500.8 766.4c8 4.8 11.2 14.4 6.4 22.4s-14.4 11.2-22.4 6.4l-176-96c-8-4.8-11.2-14.4-6.4-22.4 4.8-8 14.4-11.2 22.4-6.4l176 96z" fill="#050D42" /><path d="M652.8 460.8v-32c57.6 0 86.4 89.6 64 188.8-22.4 96-134.4 179.2-224 179.2v-32c75.2 0 174.4-73.6 192-155.2 19.2-81.6-3.2-148.8-32-148.8zM316.8 908.8h352c9.6 0 16 6.4 16 16s-6.4 16-16 16h-352c-9.6 0-16-6.4-16-16s6.4-16 16-16z" fill="#050D42" /><path d="M652.8 94.4c46.4 27.2 62.4 84.8 35.2 131.2L528 502.4l-166.4-96 160-276.8c25.6-46.4 84.8-60.8 131.2-35.2z" fill="#2F4BFF" /><path d="M336 428.8c-9.6-6.4-14.4-17.6-11.2-24s16-9.6 27.2-3.2l184 107.2c9.6 6.4 14.4 17.6 11.2 24-4.8 8-16 9.6-27.2 3.2L336 428.8z" fill="#050D42" /><path d="M358.4 443.2l139.2 80-24 41.6c-4.8 8-14.4 9.6-22.4 6.4l-110.4-64c-8-4.8-9.6-14.4-6.4-22.4l24-41.6z" fill="#2F4BFF" /><path d="M652.8 444.8m-48 0a48 48 0 1 0 96 0 48 48 0 1 0-96 0Z" fill="#2F4BFF" /><path d="M476.8 828.8v96h32v-96z" fill="#050D42" /><path d="M492.8 780.8m-64 0a64 64 0 1 0 128 0 64 64 0 1 0-128 0Z" fill="#2F4BFF" /></svg>
true
"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"
<s>[INST] Icon of Molecular here are the inputs Molecular [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M337.6 529.6c-105.6 0-192-86.4-192-192s86.4-192 192-192 192 86.4 192 192-86.4 192-192 192z m0-32c88 0 160-72 160-160s-72-160-160-160-160 72-160 160 70.4 160 160 160zM688 880c-105.6 0-192-86.4-192-192s86.4-192 192-192 192 86.4 192 192-86.4 192-192 192z m0-32c88 0 160-72 160-160s-72-160-160-160-160 72-160 160 72 160 160 160z" fill="#050D42" /><path d="M393.6 412.8c-48 0-88-40-88-88s40-88 88-88 88 40 88 88-40 88-88 88z m0-16c40 0 72-32 72-72s-32-72-72-72-72 32-72 72 32 72 72 72zM676.8 832c-48 0-88-40-88-88s40-88 88-88 88 40 88 88-40 88-88 88z m0-16c40 0 72-32 72-72s-32-72-72-72-72 32-72 72 32 72 72 72z" fill="#050D42" /><path d="M708.8 777.6c-1.6 3.2-3.2 4.8-4.8 6.4-9.6 9.6-24 9.6-33.6 0-9.6-9.6-9.6-24 0-33.6 6.4-6.4 17.6-8 25.6-4.8 0-12.8 4.8-24 14.4-33.6 19.2-19.2 49.6-19.2 67.2 0s19.2 49.6 0 67.2-48 17.6-68.8-1.6c1.6 0 1.6 0 0 0z m-54.4-56c-6.4 6.4-16 6.4-22.4 0-6.4-6.4-6.4-16 0-22.4 6.4-6.4 16-6.4 22.4 0 4.8 6.4 4.8 16 0 22.4z m100.8-56c-6.4 6.4-16 6.4-22.4 0-6.4-6.4-6.4-16 0-22.4 6.4-6.4 16-6.4 22.4 0 6.4 4.8 6.4 16 0 22.4z m-113.6-68.8c-6.4 6.4-16 6.4-22.4 0-6.4-6.4-6.4-16 0-22.4 6.4-6.4 16-6.4 22.4 0 6.4 6.4 6.4 16 0 22.4zM292.8 289.6l-1.6 1.6c-6.4 6.4-16 6.4-22.4 0-6.4-6.4-6.4-16 0-22.4 4.8-4.8 14.4-6.4 19.2-1.6 0-11.2 4.8-22.4 14.4-32 19.2-19.2 49.6-19.2 67.2 0s19.2 49.6 0 67.2c-19.2 19.2-49.6 19.2-67.2 0-3.2-3.2-6.4-8-9.6-12.8z m145.6 59.2c-6.4 6.4-16 6.4-22.4 0-6.4-6.4-6.4-16 0-22.4 6.4-6.4 16-6.4 22.4 0 6.4 4.8 6.4 16 0 22.4z m-214.4 11.2c-6.4 6.4-16 6.4-22.4 0-6.4-6.4-6.4-16 0-22.4s16-6.4 22.4 0c6.4 4.8 6.4 16 0 22.4z m84.8 96c-9.6 9.6-24 9.6-33.6 0-9.6-9.6-9.6-24 0-33.6 9.6-9.6 24-9.6 33.6 0s9.6 24 0 33.6z" fill="#2F4BFF" /><path d="M206.4 467.2l11.2-11.2c41.6 41.6 80 56 136 59.2 4.8 0 32 1.6 40 1.6 32 3.2 54.4 9.6 72 28.8 16 16 25.6 36.8 30.4 65.6 1.6 11.2 6.4 52.8 6.4 51.2 8 60.8 24 100.8 65.6 142.4l-11.2 11.2c-44.8-44.8-62.4-88-70.4-152 0 1.6-4.8-40-6.4-51.2-4.8-25.6-11.2-43.2-25.6-57.6-14.4-14.4-33.6-20.8-62.4-24-8 0-35.2-1.6-40-1.6-57.6-1.6-100.8-17.6-145.6-62.4z m611.2 89.6l-11.2 11.2c-41.6-41.6-81.6-57.6-142.4-65.6 1.6 0-40-4.8-51.2-6.4-28.8-4.8-49.6-12.8-65.6-30.4-17.6-17.6-25.6-40-28.8-72 0-8-1.6-35.2-1.6-40-3.2-56-17.6-94.4-59.2-136l11.2-11.2c44.8 44.8 60.8 86.4 64 147.2 0 4.8 1.6 33.6 1.6 40 1.6 28.8 8 46.4 24 62.4 14.4 14.4 32 20.8 57.6 25.6 11.2 1.6 52.8 6.4 51.2 6.4 62.4 8 105.6 24 150.4 68.8z" fill="#050D42" /></svg> </s>
Icon of Molecular
Molecular
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M337.6 529.6c-105.6 0-192-86.4-192-192s86.4-192 192-192 192 86.4 192 192-86.4 192-192 192z m0-32c88 0 160-72 160-160s-72-160-160-160-160 72-160 160 70.4 160 160 160zM688 880c-105.6 0-192-86.4-192-192s86.4-192 192-192 192 86.4 192 192-86.4 192-192 192z m0-32c88 0 160-72 160-160s-72-160-160-160-160 72-160 160 72 160 160 160z" fill="#050D42" /><path d="M393.6 412.8c-48 0-88-40-88-88s40-88 88-88 88 40 88 88-40 88-88 88z m0-16c40 0 72-32 72-72s-32-72-72-72-72 32-72 72 32 72 72 72zM676.8 832c-48 0-88-40-88-88s40-88 88-88 88 40 88 88-40 88-88 88z m0-16c40 0 72-32 72-72s-32-72-72-72-72 32-72 72 32 72 72 72z" fill="#050D42" /><path d="M708.8 777.6c-1.6 3.2-3.2 4.8-4.8 6.4-9.6 9.6-24 9.6-33.6 0-9.6-9.6-9.6-24 0-33.6 6.4-6.4 17.6-8 25.6-4.8 0-12.8 4.8-24 14.4-33.6 19.2-19.2 49.6-19.2 67.2 0s19.2 49.6 0 67.2-48 17.6-68.8-1.6c1.6 0 1.6 0 0 0z m-54.4-56c-6.4 6.4-16 6.4-22.4 0-6.4-6.4-6.4-16 0-22.4 6.4-6.4 16-6.4 22.4 0 4.8 6.4 4.8 16 0 22.4z m100.8-56c-6.4 6.4-16 6.4-22.4 0-6.4-6.4-6.4-16 0-22.4 6.4-6.4 16-6.4 22.4 0 6.4 4.8 6.4 16 0 22.4z m-113.6-68.8c-6.4 6.4-16 6.4-22.4 0-6.4-6.4-6.4-16 0-22.4 6.4-6.4 16-6.4 22.4 0 6.4 6.4 6.4 16 0 22.4zM292.8 289.6l-1.6 1.6c-6.4 6.4-16 6.4-22.4 0-6.4-6.4-6.4-16 0-22.4 4.8-4.8 14.4-6.4 19.2-1.6 0-11.2 4.8-22.4 14.4-32 19.2-19.2 49.6-19.2 67.2 0s19.2 49.6 0 67.2c-19.2 19.2-49.6 19.2-67.2 0-3.2-3.2-6.4-8-9.6-12.8z m145.6 59.2c-6.4 6.4-16 6.4-22.4 0-6.4-6.4-6.4-16 0-22.4 6.4-6.4 16-6.4 22.4 0 6.4 4.8 6.4 16 0 22.4z m-214.4 11.2c-6.4 6.4-16 6.4-22.4 0-6.4-6.4-6.4-16 0-22.4s16-6.4 22.4 0c6.4 4.8 6.4 16 0 22.4z m84.8 96c-9.6 9.6-24 9.6-33.6 0-9.6-9.6-9.6-24 0-33.6 9.6-9.6 24-9.6 33.6 0s9.6 24 0 33.6z" fill="#2F4BFF" /><path d="M206.4 467.2l11.2-11.2c41.6 41.6 80 56 136 59.2 4.8 0 32 1.6 40 1.6 32 3.2 54.4 9.6 72 28.8 16 16 25.6 36.8 30.4 65.6 1.6 11.2 6.4 52.8 6.4 51.2 8 60.8 24 100.8 65.6 142.4l-11.2 11.2c-44.8-44.8-62.4-88-70.4-152 0 1.6-4.8-40-6.4-51.2-4.8-25.6-11.2-43.2-25.6-57.6-14.4-14.4-33.6-20.8-62.4-24-8 0-35.2-1.6-40-1.6-57.6-1.6-100.8-17.6-145.6-62.4z m611.2 89.6l-11.2 11.2c-41.6-41.6-81.6-57.6-142.4-65.6 1.6 0-40-4.8-51.2-6.4-28.8-4.8-49.6-12.8-65.6-30.4-17.6-17.6-25.6-40-28.8-72 0-8-1.6-35.2-1.6-40-3.2-56-17.6-94.4-59.2-136l11.2-11.2c44.8 44.8 60.8 86.4 64 147.2 0 4.8 1.6 33.6 1.6 40 1.6 28.8 8 46.4 24 62.4 14.4 14.4 32 20.8 57.6 25.6 11.2 1.6 52.8 6.4 51.2 6.4 62.4 8 105.6 24 150.4 68.8z" fill="#050D42" /></svg>
true
"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"
<s>[INST] Icon of Gene Sequence here are the inputs Gene Sequence [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M832 384l8 1.6-1.6 8 1.6 3.2-4.8 3.2-44.8 161.6-16-4.8 40-147.2-260.8 144-158.4 284.8-11.2-6.4-6.4 6.4-176-176 11.2-11.2 163.2 163.2 147.2-265.6-294.4-297.6 11.2-11.2v-8h9.6l3.2-3.2 3.2 3.2L664 208l1.6 16-395.2 22.4 278.4 278.4 276.8-153.6 6.4 12.8z" fill="#050D42" /><path d="M896 384c0 35.2-28.8 64-64 64s-64-28.8-64-64 28.8-64 64-64 64 28.8 64 64z m-656-32c-62.4 0-112-49.6-112-112s49.6-112 112-112 112 49.6 112 112-49.6 112-112 112z m304 336c-80 0-144-64-144-144s64-144 144-144 144 64 144 144-64 144-144 144z m-224 144c0-35.2 28.8-64 64-64s64 28.8 64 64-28.8 64-64 64-64-28.8-64-64z m-144-176c0-17.6 14.4-32 32-32s32 14.4 32 32-14.4 32-32 32-32-14.4-32-32z m448-440c0-22.4 17.6-40 40-40s40 17.6 40 40-17.6 40-40 40-40-17.6-40-40zM736 560c0-27.2 20.8-48 48-48s48 20.8 48 48-20.8 48-48 48-48-20.8-48-48z" fill="#2F4BFF" /></svg> </s>
Icon of Gene Sequence
Gene Sequence
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M832 384l8 1.6-1.6 8 1.6 3.2-4.8 3.2-44.8 161.6-16-4.8 40-147.2-260.8 144-158.4 284.8-11.2-6.4-6.4 6.4-176-176 11.2-11.2 163.2 163.2 147.2-265.6-294.4-297.6 11.2-11.2v-8h9.6l3.2-3.2 3.2 3.2L664 208l1.6 16-395.2 22.4 278.4 278.4 276.8-153.6 6.4 12.8z" fill="#050D42" /><path d="M896 384c0 35.2-28.8 64-64 64s-64-28.8-64-64 28.8-64 64-64 64 28.8 64 64z m-656-32c-62.4 0-112-49.6-112-112s49.6-112 112-112 112 49.6 112 112-49.6 112-112 112z m304 336c-80 0-144-64-144-144s64-144 144-144 144 64 144 144-64 144-144 144z m-224 144c0-35.2 28.8-64 64-64s64 28.8 64 64-28.8 64-64 64-64-28.8-64-64z m-144-176c0-17.6 14.4-32 32-32s32 14.4 32 32-14.4 32-32 32-32-14.4-32-32z m448-440c0-22.4 17.6-40 40-40s40 17.6 40 40-17.6 40-40 40-40-17.6-40-40zM736 560c0-27.2 20.8-48 48-48s48 20.8 48 48-20.8 48-48 48-48-20.8-48-48z" fill="#2F4BFF" /></svg>
true
"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"
<s>[INST] Icon of Cell here are the inputs Cell [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M515.2 200c70.4-28.8 129.6-33.6 211.2-8 60.8 19.2 91.2 44.8 120 97.6 6.4 11.2 30.4 59.2 33.6 67.2 28.8 57.6 24 100.8-3.2 169.6-12.8 32-14.4 35.2-17.6 46.4-14.4 52.8-67.2 99.2-120 124.8-4.8 3.2-9.6 4.8-17.6 9.6-3.2 1.6-3.2 1.6-4.8 3.2-35.2 17.6-56 25.6-89.6 27.2-64 4.8-216-80-256-153.6-40-75.2-33.6-225.6 8-273.6 36.8-48 88-91.2 136-110.4z m11.2 30.4c-41.6 17.6-89.6 56-126.4 100.8-32 36.8-38.4 174.4-3.2 238.4 33.6 62.4 172.8 140.8 225.6 136 28.8-1.6 46.4-8 78.4-24 3.2-1.6 3.2-1.6 4.8-3.2 8-4.8 12.8-6.4 19.2-9.6 46.4-20.8 92.8-62.4 104-104 3.2-12.8 4.8-17.6 19.2-51.2 25.6-60.8 28.8-96 4.8-142.4-4.8-9.6-27.2-56-33.6-67.2-25.6-46.4-48-65.6-100.8-83.2-76.8-20.8-128-16-192 9.6z" fill="#050D42" /><path d="M612.8 464m-112 0a112 112 0 1 0 224 0 112 112 0 1 0-224 0Z" fill="#2F4BFF" /><path d="M382.4 587.2l3.2 16c-9.6 1.6-20.8 4.8-32 9.6-22.4 9.6-49.6 30.4-70.4 56-17.6 20.8-20.8 94.4-1.6 129.6 17.6 33.6 96 76.8 124.8 75.2 16-1.6 25.6-4.8 43.2-12.8 1.6 0 1.6 0 3.2-1.6 4.8-1.6 8-3.2 9.6-4.8 25.6-11.2 51.2-33.6 57.6-56 1.6-8 3.2-9.6 9.6-27.2 9.6-22.4 12.8-35.2 11.2-51.2l16-1.6c1.6 19.2-1.6 33.6-12.8 59.2-6.4 17.6-8 19.2-9.6 25.6-8 28.8-36.8 54.4-65.6 67.2-3.2 1.6-4.8 3.2-9.6 4.8-1.6 0-1.6 0-3.2 1.6-19.2 9.6-30.4 14.4-49.6 14.4-35.2 3.2-118.4-43.2-139.2-83.2-22.4-40-17.6-121.6 3.2-148.8 22.4-27.2 49.6-49.6 76.8-59.2 12.8-8 24-11.2 35.2-12.8z" fill="#050D42" /><path d="M404.8 736m-48 0a48 48 0 1 0 96 0 48 48 0 1 0-96 0Z" fill="#2F4BFF" /><path d="M185.6 144c24-9.6 44.8-11.2 72-3.2 20.8 6.4 32 16 41.6 33.6l11.2 22.4c9.6 20.8 8 35.2-1.6 59.2-3.2 11.2-4.8 12.8-4.8 16-4.8 17.6-24 35.2-41.6 43.2-1.6 0-3.2 1.6-6.4 3.2-1.6 0-1.6 0-1.6 1.6-12.8 6.4-19.2 8-30.4 9.6-22.4 1.6-75.2-27.2-88-52.8-14.4-25.6-11.2-76.8 3.2-94.4 12.8-17.6 28.8-32 46.4-38.4z m4.8 16c-12.8 4.8-28.8 17.6-41.6 33.6-9.6 11.2-11.2 56-1.6 76.8 11.2 19.2 56 44.8 73.6 43.2 9.6 0 14.4-3.2 25.6-8 1.6 0 1.6 0 1.6-1.6 3.2-1.6 4.8-1.6 6.4-3.2 14.4-6.4 30.4-20.8 33.6-32 1.6-4.8 1.6-6.4 6.4-17.6 8-19.2 9.6-30.4 1.6-44.8l-11.2-22.4c-8-14.4-14.4-20.8-32-25.6-24-8-41.6-8-62.4 1.6z" fill="#050D42" /><path d="M228.8 232m-24 0a24 24 0 1 0 48 0 24 24 0 1 0-48 0Z" fill="#2F4BFF" /></svg> </s>
Icon of Cell
Cell
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M515.2 200c70.4-28.8 129.6-33.6 211.2-8 60.8 19.2 91.2 44.8 120 97.6 6.4 11.2 30.4 59.2 33.6 67.2 28.8 57.6 24 100.8-3.2 169.6-12.8 32-14.4 35.2-17.6 46.4-14.4 52.8-67.2 99.2-120 124.8-4.8 3.2-9.6 4.8-17.6 9.6-3.2 1.6-3.2 1.6-4.8 3.2-35.2 17.6-56 25.6-89.6 27.2-64 4.8-216-80-256-153.6-40-75.2-33.6-225.6 8-273.6 36.8-48 88-91.2 136-110.4z m11.2 30.4c-41.6 17.6-89.6 56-126.4 100.8-32 36.8-38.4 174.4-3.2 238.4 33.6 62.4 172.8 140.8 225.6 136 28.8-1.6 46.4-8 78.4-24 3.2-1.6 3.2-1.6 4.8-3.2 8-4.8 12.8-6.4 19.2-9.6 46.4-20.8 92.8-62.4 104-104 3.2-12.8 4.8-17.6 19.2-51.2 25.6-60.8 28.8-96 4.8-142.4-4.8-9.6-27.2-56-33.6-67.2-25.6-46.4-48-65.6-100.8-83.2-76.8-20.8-128-16-192 9.6z" fill="#050D42" /><path d="M612.8 464m-112 0a112 112 0 1 0 224 0 112 112 0 1 0-224 0Z" fill="#2F4BFF" /><path d="M382.4 587.2l3.2 16c-9.6 1.6-20.8 4.8-32 9.6-22.4 9.6-49.6 30.4-70.4 56-17.6 20.8-20.8 94.4-1.6 129.6 17.6 33.6 96 76.8 124.8 75.2 16-1.6 25.6-4.8 43.2-12.8 1.6 0 1.6 0 3.2-1.6 4.8-1.6 8-3.2 9.6-4.8 25.6-11.2 51.2-33.6 57.6-56 1.6-8 3.2-9.6 9.6-27.2 9.6-22.4 12.8-35.2 11.2-51.2l16-1.6c1.6 19.2-1.6 33.6-12.8 59.2-6.4 17.6-8 19.2-9.6 25.6-8 28.8-36.8 54.4-65.6 67.2-3.2 1.6-4.8 3.2-9.6 4.8-1.6 0-1.6 0-3.2 1.6-19.2 9.6-30.4 14.4-49.6 14.4-35.2 3.2-118.4-43.2-139.2-83.2-22.4-40-17.6-121.6 3.2-148.8 22.4-27.2 49.6-49.6 76.8-59.2 12.8-8 24-11.2 35.2-12.8z" fill="#050D42" /><path d="M404.8 736m-48 0a48 48 0 1 0 96 0 48 48 0 1 0-96 0Z" fill="#2F4BFF" /><path d="M185.6 144c24-9.6 44.8-11.2 72-3.2 20.8 6.4 32 16 41.6 33.6l11.2 22.4c9.6 20.8 8 35.2-1.6 59.2-3.2 11.2-4.8 12.8-4.8 16-4.8 17.6-24 35.2-41.6 43.2-1.6 0-3.2 1.6-6.4 3.2-1.6 0-1.6 0-1.6 1.6-12.8 6.4-19.2 8-30.4 9.6-22.4 1.6-75.2-27.2-88-52.8-14.4-25.6-11.2-76.8 3.2-94.4 12.8-17.6 28.8-32 46.4-38.4z m4.8 16c-12.8 4.8-28.8 17.6-41.6 33.6-9.6 11.2-11.2 56-1.6 76.8 11.2 19.2 56 44.8 73.6 43.2 9.6 0 14.4-3.2 25.6-8 1.6 0 1.6 0 1.6-1.6 3.2-1.6 4.8-1.6 6.4-3.2 14.4-6.4 30.4-20.8 33.6-32 1.6-4.8 1.6-6.4 6.4-17.6 8-19.2 9.6-30.4 1.6-44.8l-11.2-22.4c-8-14.4-14.4-20.8-32-25.6-24-8-41.6-8-62.4 1.6z" fill="#050D42" /><path d="M228.8 232m-24 0a24 24 0 1 0 48 0 24 24 0 1 0-48 0Z" fill="#2F4BFF" /></svg>
true
"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"
<s>[INST] Icon of Chromosome here are the inputs Chromosome [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M435.2 65.6c46.4-4.8 73.6 41.6 64 96-4.8 25.6-4.8 43.2-3.2 62.4 0 3.2 1.6 8 1.6 12.8 0 3.2 1.6 14.4 1.6 12.8 1.6 11.2 1.6 20.8 3.2 32v6.4c1.6 20.8 1.6 30.4 3.2 46.4 1.6 11.2 4.8 27.2 11.2 44.8 1.6 4.8 3.2 9.6 4.8 16 14.4 44.8 14.4 44.8 17.6 56 3.2 12.8 6.4 19.2 40 62.4 9.6 11.2 16 20.8 22.4 30.4 14.4 22.4 19.2 36.8 27.2 73.6 3.2 12.8 4.8 19.2 6.4 24 12.8 28.8 20.8 68.8 20.8 96 0 9.6 1.6 17.6 3.2 25.6 0 1.6 1.6 6.4 1.6 6.4 0 3.2 1.6 4.8 1.6 8v8c0 14.4-1.6 33.6-4.8 48v8c0 20.8-3.2 33.6-12.8 54.4-16 33.6-25.6 43.2-46.4 52.8-25.6 11.2-48-9.6-54.4-40-1.6-11.2-3.2-27.2-3.2-52.8v-22.4-22.4c0-6.4 0-11.2 1.6-24 1.6-24 1.6-36.8-1.6-54.4-1.6-9.6-3.2-17.6-6.4-28.8 0-1.6-1.6-6.4-1.6-8-1.6-3.2-1.6-6.4-1.6-8-3.2-16-4.8-27.2-3.2-43.2 3.2-41.6-1.6-73.6-20.8-92.8-11.2-12.8-22.4-22.4-35.2-35.2-1.6-1.6-24-22.4-30.4-28.8-9.6-9.6-19.2-24-30.4-46.4-1.6-1.6-8-14.4-9.6-19.2-3.2-6.4-6.4-11.2-8-16-16-25.6-25.6-59.2-30.4-107.2-1.6-11.2-1.6-17.6-4.8-41.6-1.6-9.6-1.6-14.4-3.2-20.8-3.2-40-3.2-68.8 6.4-92.8 20.8-56 33.6-75.2 73.6-78.4z m1.6 32c-22.4 1.6-28.8 11.2-46.4 56-6.4 17.6-6.4 44.8-1.6 84.8 0 6.4 1.6 11.2 3.2 20.8 3.2 24 4.8 32 4.8 43.2 3.2 44.8 11.2 72 25.6 92.8 3.2 4.8 6.4 9.6 9.6 17.6 1.6 3.2 9.6 17.6 9.6 19.2 9.6 19.2 17.6 30.4 24 38.4 6.4 6.4 28.8 27.2 28.8 28.8 12.8 12.8 24 24 35.2 36.8 25.6 27.2 32 67.2 28.8 116.8-1.6 11.2 0 20.8 3.2 32 0 1.6 1.6 4.8 1.6 8 0 1.6 1.6 6.4 1.6 8 3.2 12.8 4.8 22.4 6.4 32 3.2 20.8 3.2 35.2 1.6 60.8 0 12.8-1.6 16-1.6 22.4v46.4c0 22.4 0 36.8 1.6 44.8 3.2 12.8 8 17.6 11.2 16 12.8-4.8 17.6-11.2 30.4-36.8 8-16 9.6-25.6 9.6-41.6 0-8 0-11.2 1.6-14.4 1.6-11.2 4.8-28.8 4.8-40v-3.2c0-1.6 0-3.2-1.6-4.8 0 0-1.6-4.8-1.6-6.4-1.6-14.4-3.2-24-3.2-36.8 0-22.4-8-57.6-19.2-83.2-3.2-8-4.8-16-8-30.4-6.4-32-9.6-44.8-22.4-62.4-4.8-8-11.2-16-20.8-27.2-38.4-49.6-41.6-54.4-46.4-75.2-1.6-9.6-1.6-11.2-16-52.8-1.6-6.4-3.2-11.2-4.8-16-6.4-20.8-11.2-36.8-12.8-51.2-1.6-17.6-3.2-27.2-4.8-49.6v-6.4c0-11.2-1.6-20.8-3.2-30.4 0 0-1.6-11.2-1.6-12.8 0-4.8-1.6-9.6-1.6-12.8-1.6-22.4-1.6-43.2 3.2-72 8-36.8-6.4-60.8-28.8-59.2z" fill="#050D42" /><path d="M702.4 102.4c-12.8-16-25.6-25.6-43.2-20.8-25.6 6.4-43.2 38.4-43.2 76.8 0 6.4 0 12.8-1.6 27.2v4.8c-1.6 16-1.6 24-1.6 32s0 17.6-1.6 32c0 4.8-1.6 19.2-1.6 22.4 0 8-1.6 14.4-1.6 19.2l-3.2 4.8c-3.2 4.8-4.8 9.6-6.4 14.4-1.6 4.8-1.6 9.6-3.2 19.2 0 8-1.6 11.2-1.6 14.4-1.6 3.2-3.2 6.4-6.4 14.4-3.2 6.4-4.8 8-4.8 11.2-3.2 6.4-4.8 9.6-6.4 17.6-4.8 12.8-6.4 17.6-9.6 25.6-6.4 12.8-14.4 19.2-32 27.2-20.8 9.6-68.8 46.4-102.4 76.8-28.8 27.2-48 54.4-73.6 100.8-16 27.2-32 88-36.8 120 0 3.2-1.6 8-4.8 19.2-8 35.2-11.2 56-8 83.2 0 4.8 1.6 11.2 3.2 16 14.4 56 30.4 78.4 65.6 80 27.2 1.6 38.4-11.2 48-38.4 1.6-4.8 1.6-6.4 3.2-8 0-1.6 1.6-1.6 1.6-3.2 4.8-11.2 8-27.2 12.8-59.2 0-1.6 0-3.2 1.6-8 3.2-30.4 4.8-36.8 6.4-43.2 6.4-25.6 12.8-46.4 25.6-76.8 6.4-14.4 8-25.6 11.2-46.4 0-4.8 1.6-6.4 1.6-8 1.6-11.2 3.2-19.2 8-28.8 0-1.6 0-1.6 1.6-1.6 1.6-3.2 8-19.2 11.2-24 4.8-9.6 8-17.6 12.8-24 9.6-17.6 20.8-32 32-41.6 16-12.8 22.4-16 48-27.2 9.6-4.8 16-6.4 22.4-11.2 12.8-8 25.6-20.8 40-41.6 4.8-6.4 9.6-12.8 14.4-20.8 3.2-4.8 11.2-16 11.2-16 1.6-3.2 4.8-6.4 6.4-11.2 4.8-9.6 6.4-16 12.8-38.4 3.2-16 6.4-22.4 9.6-35.2 12.8-44.8 14.4-56 14.4-84.8v-30.4c0-16 0-28.8-3.2-43.2-4.8-24-14.4-48-28.8-67.2z m-25.6 19.2c11.2 14.4 17.6 33.6 20.8 56 1.6 12.8 3.2 24 3.2 38.4v30.4c0 25.6-1.6 33.6-12.8 76.8-3.2 12.8-4.8 20.8-9.6 35.2-4.8 19.2-6.4 25.6-9.6 32-1.6 1.6-3.2 4.8-4.8 8 0 0-8 12.8-11.2 16-4.8 8-9.6 12.8-14.4 19.2-12.8 16-22.4 27.2-30.4 32-4.8 3.2-9.6 4.8-19.2 9.6-27.2 11.2-36.8 17.6-56 32-14.4 12.8-27.2 28.8-40 51.2-4.8 8-8 16-12.8 27.2-1.6 4.8-9.6 19.2-11.2 24 0 1.6 0 1.6-1.6 1.6-4.8 11.2-8 22.4-11.2 36.8 0 3.2 0 3.2-1.6 9.6-3.2 17.6-4.8 27.2-9.6 38.4-12.8 30.4-20.8 54.4-27.2 81.6-1.6 8-3.2 16-6.4 48 0 3.2 0 4.8-1.6 8-3.2 27.2-6.4 43.2-9.6 49.6 0 1.6-1.6 3.2-1.6 4.8-1.6 3.2-1.6 4.8-3.2 9.6-6.4 16-8 17.6-17.6 17.6-17.6 0-25.6-11.2-35.2-56-1.6-4.8-1.6-8-1.6-12.8-3.2-22.4 0-38.4 8-70.4 3.2-12.8 4.8-17.6 4.8-22.4 3.2-27.2 19.2-84.8 32-108.8 24-43.2 43.2-70.4 67.2-92.8 30.4-28.8 76.8-64 92.8-72 24-11.2 38.4-22.4 48-43.2 4.8-9.6 6.4-16 11.2-28.8 3.2-8 4.8-12.8 6.4-17.6 1.6-3.2 1.6-4.8 4.8-9.6 4.8-9.6 6.4-14.4 8-19.2 1.6-6.4 3.2-11.2 3.2-20.8 0-8 1.6-11.2 1.6-12.8 0-3.2 1.6-4.8 3.2-8 8-16 8-17.6 8-24 0-4.8 0-11.2 1.6-19.2 0-1.6 1.6-17.6 1.6-22.4 1.6-14.4 1.6-25.6 1.6-33.6 0-6.4 0-14.4 1.6-28.8v-4.8c1.6-14.4 1.6-22.4 1.6-30.4 0-24 9.6-43.2 19.2-44.8 0 0 4.8 3.2 9.6 9.6z" fill="#050D42" /><path d="M528 496m-64 0a64 64 0 1 0 128 0 64 64 0 1 0-128 0Z" fill="#2F4BFF" /></svg> </s>
Icon of Chromosome
Chromosome
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M435.2 65.6c46.4-4.8 73.6 41.6 64 96-4.8 25.6-4.8 43.2-3.2 62.4 0 3.2 1.6 8 1.6 12.8 0 3.2 1.6 14.4 1.6 12.8 1.6 11.2 1.6 20.8 3.2 32v6.4c1.6 20.8 1.6 30.4 3.2 46.4 1.6 11.2 4.8 27.2 11.2 44.8 1.6 4.8 3.2 9.6 4.8 16 14.4 44.8 14.4 44.8 17.6 56 3.2 12.8 6.4 19.2 40 62.4 9.6 11.2 16 20.8 22.4 30.4 14.4 22.4 19.2 36.8 27.2 73.6 3.2 12.8 4.8 19.2 6.4 24 12.8 28.8 20.8 68.8 20.8 96 0 9.6 1.6 17.6 3.2 25.6 0 1.6 1.6 6.4 1.6 6.4 0 3.2 1.6 4.8 1.6 8v8c0 14.4-1.6 33.6-4.8 48v8c0 20.8-3.2 33.6-12.8 54.4-16 33.6-25.6 43.2-46.4 52.8-25.6 11.2-48-9.6-54.4-40-1.6-11.2-3.2-27.2-3.2-52.8v-22.4-22.4c0-6.4 0-11.2 1.6-24 1.6-24 1.6-36.8-1.6-54.4-1.6-9.6-3.2-17.6-6.4-28.8 0-1.6-1.6-6.4-1.6-8-1.6-3.2-1.6-6.4-1.6-8-3.2-16-4.8-27.2-3.2-43.2 3.2-41.6-1.6-73.6-20.8-92.8-11.2-12.8-22.4-22.4-35.2-35.2-1.6-1.6-24-22.4-30.4-28.8-9.6-9.6-19.2-24-30.4-46.4-1.6-1.6-8-14.4-9.6-19.2-3.2-6.4-6.4-11.2-8-16-16-25.6-25.6-59.2-30.4-107.2-1.6-11.2-1.6-17.6-4.8-41.6-1.6-9.6-1.6-14.4-3.2-20.8-3.2-40-3.2-68.8 6.4-92.8 20.8-56 33.6-75.2 73.6-78.4z m1.6 32c-22.4 1.6-28.8 11.2-46.4 56-6.4 17.6-6.4 44.8-1.6 84.8 0 6.4 1.6 11.2 3.2 20.8 3.2 24 4.8 32 4.8 43.2 3.2 44.8 11.2 72 25.6 92.8 3.2 4.8 6.4 9.6 9.6 17.6 1.6 3.2 9.6 17.6 9.6 19.2 9.6 19.2 17.6 30.4 24 38.4 6.4 6.4 28.8 27.2 28.8 28.8 12.8 12.8 24 24 35.2 36.8 25.6 27.2 32 67.2 28.8 116.8-1.6 11.2 0 20.8 3.2 32 0 1.6 1.6 4.8 1.6 8 0 1.6 1.6 6.4 1.6 8 3.2 12.8 4.8 22.4 6.4 32 3.2 20.8 3.2 35.2 1.6 60.8 0 12.8-1.6 16-1.6 22.4v46.4c0 22.4 0 36.8 1.6 44.8 3.2 12.8 8 17.6 11.2 16 12.8-4.8 17.6-11.2 30.4-36.8 8-16 9.6-25.6 9.6-41.6 0-8 0-11.2 1.6-14.4 1.6-11.2 4.8-28.8 4.8-40v-3.2c0-1.6 0-3.2-1.6-4.8 0 0-1.6-4.8-1.6-6.4-1.6-14.4-3.2-24-3.2-36.8 0-22.4-8-57.6-19.2-83.2-3.2-8-4.8-16-8-30.4-6.4-32-9.6-44.8-22.4-62.4-4.8-8-11.2-16-20.8-27.2-38.4-49.6-41.6-54.4-46.4-75.2-1.6-9.6-1.6-11.2-16-52.8-1.6-6.4-3.2-11.2-4.8-16-6.4-20.8-11.2-36.8-12.8-51.2-1.6-17.6-3.2-27.2-4.8-49.6v-6.4c0-11.2-1.6-20.8-3.2-30.4 0 0-1.6-11.2-1.6-12.8 0-4.8-1.6-9.6-1.6-12.8-1.6-22.4-1.6-43.2 3.2-72 8-36.8-6.4-60.8-28.8-59.2z" fill="#050D42" /><path d="M702.4 102.4c-12.8-16-25.6-25.6-43.2-20.8-25.6 6.4-43.2 38.4-43.2 76.8 0 6.4 0 12.8-1.6 27.2v4.8c-1.6 16-1.6 24-1.6 32s0 17.6-1.6 32c0 4.8-1.6 19.2-1.6 22.4 0 8-1.6 14.4-1.6 19.2l-3.2 4.8c-3.2 4.8-4.8 9.6-6.4 14.4-1.6 4.8-1.6 9.6-3.2 19.2 0 8-1.6 11.2-1.6 14.4-1.6 3.2-3.2 6.4-6.4 14.4-3.2 6.4-4.8 8-4.8 11.2-3.2 6.4-4.8 9.6-6.4 17.6-4.8 12.8-6.4 17.6-9.6 25.6-6.4 12.8-14.4 19.2-32 27.2-20.8 9.6-68.8 46.4-102.4 76.8-28.8 27.2-48 54.4-73.6 100.8-16 27.2-32 88-36.8 120 0 3.2-1.6 8-4.8 19.2-8 35.2-11.2 56-8 83.2 0 4.8 1.6 11.2 3.2 16 14.4 56 30.4 78.4 65.6 80 27.2 1.6 38.4-11.2 48-38.4 1.6-4.8 1.6-6.4 3.2-8 0-1.6 1.6-1.6 1.6-3.2 4.8-11.2 8-27.2 12.8-59.2 0-1.6 0-3.2 1.6-8 3.2-30.4 4.8-36.8 6.4-43.2 6.4-25.6 12.8-46.4 25.6-76.8 6.4-14.4 8-25.6 11.2-46.4 0-4.8 1.6-6.4 1.6-8 1.6-11.2 3.2-19.2 8-28.8 0-1.6 0-1.6 1.6-1.6 1.6-3.2 8-19.2 11.2-24 4.8-9.6 8-17.6 12.8-24 9.6-17.6 20.8-32 32-41.6 16-12.8 22.4-16 48-27.2 9.6-4.8 16-6.4 22.4-11.2 12.8-8 25.6-20.8 40-41.6 4.8-6.4 9.6-12.8 14.4-20.8 3.2-4.8 11.2-16 11.2-16 1.6-3.2 4.8-6.4 6.4-11.2 4.8-9.6 6.4-16 12.8-38.4 3.2-16 6.4-22.4 9.6-35.2 12.8-44.8 14.4-56 14.4-84.8v-30.4c0-16 0-28.8-3.2-43.2-4.8-24-14.4-48-28.8-67.2z m-25.6 19.2c11.2 14.4 17.6 33.6 20.8 56 1.6 12.8 3.2 24 3.2 38.4v30.4c0 25.6-1.6 33.6-12.8 76.8-3.2 12.8-4.8 20.8-9.6 35.2-4.8 19.2-6.4 25.6-9.6 32-1.6 1.6-3.2 4.8-4.8 8 0 0-8 12.8-11.2 16-4.8 8-9.6 12.8-14.4 19.2-12.8 16-22.4 27.2-30.4 32-4.8 3.2-9.6 4.8-19.2 9.6-27.2 11.2-36.8 17.6-56 32-14.4 12.8-27.2 28.8-40 51.2-4.8 8-8 16-12.8 27.2-1.6 4.8-9.6 19.2-11.2 24 0 1.6 0 1.6-1.6 1.6-4.8 11.2-8 22.4-11.2 36.8 0 3.2 0 3.2-1.6 9.6-3.2 17.6-4.8 27.2-9.6 38.4-12.8 30.4-20.8 54.4-27.2 81.6-1.6 8-3.2 16-6.4 48 0 3.2 0 4.8-1.6 8-3.2 27.2-6.4 43.2-9.6 49.6 0 1.6-1.6 3.2-1.6 4.8-1.6 3.2-1.6 4.8-3.2 9.6-6.4 16-8 17.6-17.6 17.6-17.6 0-25.6-11.2-35.2-56-1.6-4.8-1.6-8-1.6-12.8-3.2-22.4 0-38.4 8-70.4 3.2-12.8 4.8-17.6 4.8-22.4 3.2-27.2 19.2-84.8 32-108.8 24-43.2 43.2-70.4 67.2-92.8 30.4-28.8 76.8-64 92.8-72 24-11.2 38.4-22.4 48-43.2 4.8-9.6 6.4-16 11.2-28.8 3.2-8 4.8-12.8 6.4-17.6 1.6-3.2 1.6-4.8 4.8-9.6 4.8-9.6 6.4-14.4 8-19.2 1.6-6.4 3.2-11.2 3.2-20.8 0-8 1.6-11.2 1.6-12.8 0-3.2 1.6-4.8 3.2-8 8-16 8-17.6 8-24 0-4.8 0-11.2 1.6-19.2 0-1.6 1.6-17.6 1.6-22.4 1.6-14.4 1.6-25.6 1.6-33.6 0-6.4 0-14.4 1.6-28.8v-4.8c1.6-14.4 1.6-22.4 1.6-30.4 0-24 9.6-43.2 19.2-44.8 0 0 4.8 3.2 9.6 9.6z" fill="#050D42" /><path d="M528 496m-64 0a64 64 0 1 0 128 0 64 64 0 1 0-128 0Z" fill="#2F4BFF" /></svg>
true
"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"
<s>[INST] Icon of Genetic Test Report here are the inputs Genetic Test Report [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M192 96c-17.6 0-32 14.4-32 32v768c0 17.6 14.4 32 32 32h640c17.6 0 32-14.4 32-32V128c0-17.6-14.4-32-32-32H192z m0-32h640c35.2 0 64 28.8 64 64v768c0 35.2-28.8 64-64 64H192c-35.2 0-64-28.8-64-64V128c0-35.2 28.8-64 64-64z" fill="#050D42" /><path d="M576 512m-160 0a160 160 0 1 0 320 0 160 160 0 1 0-320 0Z" fill="#2F4BFF" /><path d="M475.2 390.4c-4.8-48-22.4-86.4-57.6-123.2-6.4-6.4-6.4-16 0-22.4 6.4-6.4 16-6.4 22.4 0 43.2 43.2 62.4 89.6 67.2 145.6 57.6 3.2 94.4 16 126.4 48 30.4 30.4 43.2 65.6 46.4 116.8 49.6 3.2 92.8 22.4 134.4 62.4 6.4 6.4 6.4 16 0 22.4-6.4 6.4-16 6.4-22.4 0-33.6-33.6-68.8-49.6-110.4-52.8 0 9.6 0 19.2-1.6 28.8 0 3.2-3.2 43.2-3.2 52.8-1.6 17.6 0 32 1.6 43.2 1.6 14.4 6.4 24 12.8 30.4 6.4 6.4 6.4 16 0 22.4-6.4 6.4-16 6.4-22.4 0-11.2-11.2-19.2-28.8-20.8-49.6-1.6-14.4-1.6-28.8-1.6-49.6 0-11.2 3.2-49.6 3.2-52.8 0-9.6 1.6-17.6 1.6-27.2-8 0-16 1.6-24 1.6-9.6 1.6-67.2 11.2-81.6 12.8-24 1.6-41.6-3.2-56-16-9.6-9.6-14.4-22.4-16-38.4-1.6-12.8-1.6-27.2 1.6-49.6 0-4.8 3.2-25.6 3.2-27.2 1.6-11.2 1.6-20.8 1.6-28.8v-20.8h-22.4c-1.6 0-28.8 0-36.8 1.6H384c-40-1.6-68.8-11.2-88-30.4-6.4-6.4-6.4-16 0-22.4 6.4-6.4 16-6.4 22.4 0 12.8 12.8 33.6 19.2 67.2 20.8h33.6c8 0 35.2-1.6 36.8-1.6 4.8 3.2 12.8 3.2 19.2 3.2z m171.2 164.8c-3.2-41.6-12.8-70.4-36.8-94.4-24-24-54.4-35.2-102.4-38.4v22.4c0-8-8 83.2-6.4 99.2 1.6 9.6 3.2 14.4 8 19.2 4.8 4.8 14.4 8 30.4 6.4 12.8-1.6 68.8-11.2 80-11.2 9.6-1.6 19.2-3.2 27.2-3.2zM224 184c-9.6 0-16-6.4-16-16s6.4-16 16-16h192c9.6 0 16 6.4 16 16s-6.4 16-16 16H224zM216 736c-4.8 0-8-3.2-8-8s3.2-8 8-8h128c4.8 0 8 3.2 8 8s-3.2 8-8 8h-128z m0 48c-4.8 0-8-3.2-8-8s3.2-8 8-8h128c4.8 0 8 3.2 8 8s-3.2 8-8 8h-128z m0 48c-4.8 0-8-3.2-8-8s3.2-8 8-8h128c4.8 0 8 3.2 8 8s-3.2 8-8 8h-128z" fill="#050D42" /><path d="M776 128c22.4 0 40 17.6 40 40S798.4 208 776 208 736 190.4 736 168 753.6 128 776 128z" fill="#2F4BFF" /></svg> </s>
Icon of Genetic Test Report
Genetic Test Report
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M192 96c-17.6 0-32 14.4-32 32v768c0 17.6 14.4 32 32 32h640c17.6 0 32-14.4 32-32V128c0-17.6-14.4-32-32-32H192z m0-32h640c35.2 0 64 28.8 64 64v768c0 35.2-28.8 64-64 64H192c-35.2 0-64-28.8-64-64V128c0-35.2 28.8-64 64-64z" fill="#050D42" /><path d="M576 512m-160 0a160 160 0 1 0 320 0 160 160 0 1 0-320 0Z" fill="#2F4BFF" /><path d="M475.2 390.4c-4.8-48-22.4-86.4-57.6-123.2-6.4-6.4-6.4-16 0-22.4 6.4-6.4 16-6.4 22.4 0 43.2 43.2 62.4 89.6 67.2 145.6 57.6 3.2 94.4 16 126.4 48 30.4 30.4 43.2 65.6 46.4 116.8 49.6 3.2 92.8 22.4 134.4 62.4 6.4 6.4 6.4 16 0 22.4-6.4 6.4-16 6.4-22.4 0-33.6-33.6-68.8-49.6-110.4-52.8 0 9.6 0 19.2-1.6 28.8 0 3.2-3.2 43.2-3.2 52.8-1.6 17.6 0 32 1.6 43.2 1.6 14.4 6.4 24 12.8 30.4 6.4 6.4 6.4 16 0 22.4-6.4 6.4-16 6.4-22.4 0-11.2-11.2-19.2-28.8-20.8-49.6-1.6-14.4-1.6-28.8-1.6-49.6 0-11.2 3.2-49.6 3.2-52.8 0-9.6 1.6-17.6 1.6-27.2-8 0-16 1.6-24 1.6-9.6 1.6-67.2 11.2-81.6 12.8-24 1.6-41.6-3.2-56-16-9.6-9.6-14.4-22.4-16-38.4-1.6-12.8-1.6-27.2 1.6-49.6 0-4.8 3.2-25.6 3.2-27.2 1.6-11.2 1.6-20.8 1.6-28.8v-20.8h-22.4c-1.6 0-28.8 0-36.8 1.6H384c-40-1.6-68.8-11.2-88-30.4-6.4-6.4-6.4-16 0-22.4 6.4-6.4 16-6.4 22.4 0 12.8 12.8 33.6 19.2 67.2 20.8h33.6c8 0 35.2-1.6 36.8-1.6 4.8 3.2 12.8 3.2 19.2 3.2z m171.2 164.8c-3.2-41.6-12.8-70.4-36.8-94.4-24-24-54.4-35.2-102.4-38.4v22.4c0-8-8 83.2-6.4 99.2 1.6 9.6 3.2 14.4 8 19.2 4.8 4.8 14.4 8 30.4 6.4 12.8-1.6 68.8-11.2 80-11.2 9.6-1.6 19.2-3.2 27.2-3.2zM224 184c-9.6 0-16-6.4-16-16s6.4-16 16-16h192c9.6 0 16 6.4 16 16s-6.4 16-16 16H224zM216 736c-4.8 0-8-3.2-8-8s3.2-8 8-8h128c4.8 0 8 3.2 8 8s-3.2 8-8 8h-128z m0 48c-4.8 0-8-3.2-8-8s3.2-8 8-8h128c4.8 0 8 3.2 8 8s-3.2 8-8 8h-128z m0 48c-4.8 0-8-3.2-8-8s3.2-8 8-8h128c4.8 0 8 3.2 8 8s-3.2 8-8 8h-128z" fill="#050D42" /><path d="M776 128c22.4 0 40 17.6 40 40S798.4 208 776 208 736 190.4 736 168 753.6 128 776 128z" fill="#2F4BFF" /></svg>
true
"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"
<s>[INST] Icon of Double Helix here are the inputs Double Helix [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M528 872c1.6-16 16-28.8 32-28.8 14.4 0 27.2 9.6 30.4 24l56-3.2c4.8 0 8 3.2 8 8s-3.2 8-8 8l-57.6 3.2c-3.2 14.4-16 24-30.4 24-12.8 0-25.6-8-30.4-20.8l-144 9.6c-4.8 0-8-3.2-8-8s3.2-8 8-8l144-8z m-94.4-320c3.2-14.4 16-24 30.4-24s27.2 9.6 30.4 24H640c4.8 0 8 3.2 8 8s-3.2 8-8 8h-145.6c-3.2 14.4-16 24-30.4 24s-27.2-9.6-30.4-24h-41.6c-4.8 0-8-3.2-8-8s3.2-8 8-8h41.6z m112-56c3.2-14.4 16-24 30.4-24 12.8 0 24 8 28.8 19.2l33.6-3.2c4.8 0 8 3.2 8 8s-3.2 8-8 8l-30.4 3.2c-1.6 16-14.4 28.8-32 28.8-14.4 0-27.2-9.6-30.4-24l-168 16c-4.8 0-8-3.2-8-8s3.2-8 8-8l168-16z m-96-361.6c3.2-12.8 16-22.4 30.4-22.4 16 0 30.4 12.8 32 28.8l128 11.2c4.8 0 8 4.8 8 8s-4.8 8-8 8l-129.6-11.2c-4.8 11.2-16 19.2-30.4 19.2-16 0-28.8-11.2-32-25.6L376 144c-4.8 0-8-4.8-8-8 0-4.8 4.8-8 8-8l73.6 6.4z m-14.4 305.6c-4.8 1.6-8 0-9.6-4.8-1.6-4.8 0-8 4.8-9.6l160-56c4.8-1.6 8 0 9.6 4.8 1.6 4.8 0 8-4.8 9.6l-160 56z m1.6-216c-4.8-1.6-6.4-6.4-4.8-11.2 1.6-4.8 6.4-6.4 11.2-4.8l152 64c4.8 1.6 6.4 6.4 4.8 11.2-1.6 4.8-6.4 6.4-11.2 4.8l-152-64z m-38.4-40c-4.8-1.6-6.4-4.8-6.4-9.6 1.6-4.8 4.8-6.4 9.6-6.4l224 48c4.8 1.6 6.4 4.8 6.4 9.6-1.6 4.8-4.8 6.4-9.6 6.4l-224-48z m-30.4-80c-4.8 0-8-3.2-8-8s3.2-8 8-8h288c4.8 0 8 3.2 8 8s-3.2 8-8 8H368z m235.2 656l-152 64c-4.8 1.6-8 0-11.2-4.8-1.6-4.8 0-8 4.8-11.2l152-64c4.8-1.6 8 0 11.2 4.8 1.6 4.8-1.6 9.6-4.8 11.2zM406.4 848l216-48c4.8-1.6 8 1.6 9.6 6.4 1.6 4.8-1.6 8-6.4 9.6l-216 48c-4.8 1.6-8-1.6-9.6-6.4 0-4.8 1.6-8 6.4-9.6zM368 936c-4.8 0-8-3.2-8-8s3.2-8 8-8h288c4.8 0 8 3.2 8 8s-3.2 8-8 8H368z m25.6-448c-4.8 1.6-8-1.6-9.6-6.4-1.6-4.8 1.6-8 6.4-9.6l232-48c4.8-1.6 8 1.6 9.6 6.4 1.6 4.8-1.6 8-6.4 9.6l-232 48z m20.8 120c-4.8 0-8-4.8-6.4-9.6s4.8-8 9.6-6.4l208 24c4.8 0 8 4.8 6.4 9.6 0 4.8-4.8 8-9.6 6.4l-208-24z m62.4 40c-4.8-1.6-6.4-6.4-4.8-9.6s6.4-6.4 9.6-4.8l112 40c4.8 1.6 6.4 6.4 4.8 9.6s-6.4 6.4-9.6 4.8l-112-40z" fill="#2F4BFF" /><path d="M553.6 305.6C611.2 240 640 171.2 640 80c0-9.6 6.4-16 16-16s16 6.4 16 16c0 100.8-33.6 177.6-97.6 249.6 62.4 70.4 89.6 126.4 89.6 198.4 0 68.8-25.6 123.2-80 185.6C641.6 776 672 848 672 944c0 9.6-6.4 16-16 16s-16-6.4-16-16c0-86.4-25.6-150.4-78.4-208-12.8 12.8-27.2 27.2-43.2 41.6-4.8 4.8-51.2 46.4-64 57.6-22.4 20.8-36.8 36.8-48 52.8-16 20.8-22.4 38.4-22.4 56 0 9.6-6.4 16-16 16s-16-6.4-16-16c0-25.6 9.6-49.6 28.8-75.2 12.8-17.6 28.8-35.2 52.8-56 12.8-11.2 59.2-54.4 64-57.6 16-14.4 28.8-27.2 41.6-40-11.2-11.2-24-20.8-36.8-32-12.8-9.6-89.6-64-107.2-80-28.8-24-43.2-48-43.2-75.2 0-19.2 8-38.4 22.4-56 12.8-16 28.8-32 56-54.4 6.4-6.4 32-25.6 35.2-28.8 14.4-11.2 25.6-20.8 36.8-30.4 11.2-9.6 20.8-19.2 30.4-28.8l-35.2-35.2c-1.6-1.6-33.6-33.6-43.2-41.6-16-16-28.8-28.8-40-41.6-41.6-48-62.4-88-62.4-131.2 0-9.6 6.4-16 16-16s16 6.4 16 16c0 33.6 17.6 67.2 54.4 108.8 11.2 12.8 22.4 24 38.4 40 9.6 9.6 40 40 43.2 41.6 11.2 12.8 22.4 24 33.6 35.2z m6.4 385.6c48-56 72-104 72-163.2 0-60.8-24-112-78.4-174.4-9.6 9.6-19.2 19.2-30.4 28.8 11.2-9.6-105.6 88-123.2 108.8-11.2 12.8-16 25.6-16 36.8 0 16 9.6 32 32 51.2 16 14.4 91.2 67.2 105.6 78.4 14.4 11.2 27.2 20.8 38.4 33.6z" fill="#050D42" /></svg> </s>
Icon of Double Helix
Double Helix
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M528 872c1.6-16 16-28.8 32-28.8 14.4 0 27.2 9.6 30.4 24l56-3.2c4.8 0 8 3.2 8 8s-3.2 8-8 8l-57.6 3.2c-3.2 14.4-16 24-30.4 24-12.8 0-25.6-8-30.4-20.8l-144 9.6c-4.8 0-8-3.2-8-8s3.2-8 8-8l144-8z m-94.4-320c3.2-14.4 16-24 30.4-24s27.2 9.6 30.4 24H640c4.8 0 8 3.2 8 8s-3.2 8-8 8h-145.6c-3.2 14.4-16 24-30.4 24s-27.2-9.6-30.4-24h-41.6c-4.8 0-8-3.2-8-8s3.2-8 8-8h41.6z m112-56c3.2-14.4 16-24 30.4-24 12.8 0 24 8 28.8 19.2l33.6-3.2c4.8 0 8 3.2 8 8s-3.2 8-8 8l-30.4 3.2c-1.6 16-14.4 28.8-32 28.8-14.4 0-27.2-9.6-30.4-24l-168 16c-4.8 0-8-3.2-8-8s3.2-8 8-8l168-16z m-96-361.6c3.2-12.8 16-22.4 30.4-22.4 16 0 30.4 12.8 32 28.8l128 11.2c4.8 0 8 4.8 8 8s-4.8 8-8 8l-129.6-11.2c-4.8 11.2-16 19.2-30.4 19.2-16 0-28.8-11.2-32-25.6L376 144c-4.8 0-8-4.8-8-8 0-4.8 4.8-8 8-8l73.6 6.4z m-14.4 305.6c-4.8 1.6-8 0-9.6-4.8-1.6-4.8 0-8 4.8-9.6l160-56c4.8-1.6 8 0 9.6 4.8 1.6 4.8 0 8-4.8 9.6l-160 56z m1.6-216c-4.8-1.6-6.4-6.4-4.8-11.2 1.6-4.8 6.4-6.4 11.2-4.8l152 64c4.8 1.6 6.4 6.4 4.8 11.2-1.6 4.8-6.4 6.4-11.2 4.8l-152-64z m-38.4-40c-4.8-1.6-6.4-4.8-6.4-9.6 1.6-4.8 4.8-6.4 9.6-6.4l224 48c4.8 1.6 6.4 4.8 6.4 9.6-1.6 4.8-4.8 6.4-9.6 6.4l-224-48z m-30.4-80c-4.8 0-8-3.2-8-8s3.2-8 8-8h288c4.8 0 8 3.2 8 8s-3.2 8-8 8H368z m235.2 656l-152 64c-4.8 1.6-8 0-11.2-4.8-1.6-4.8 0-8 4.8-11.2l152-64c4.8-1.6 8 0 11.2 4.8 1.6 4.8-1.6 9.6-4.8 11.2zM406.4 848l216-48c4.8-1.6 8 1.6 9.6 6.4 1.6 4.8-1.6 8-6.4 9.6l-216 48c-4.8 1.6-8-1.6-9.6-6.4 0-4.8 1.6-8 6.4-9.6zM368 936c-4.8 0-8-3.2-8-8s3.2-8 8-8h288c4.8 0 8 3.2 8 8s-3.2 8-8 8H368z m25.6-448c-4.8 1.6-8-1.6-9.6-6.4-1.6-4.8 1.6-8 6.4-9.6l232-48c4.8-1.6 8 1.6 9.6 6.4 1.6 4.8-1.6 8-6.4 9.6l-232 48z m20.8 120c-4.8 0-8-4.8-6.4-9.6s4.8-8 9.6-6.4l208 24c4.8 0 8 4.8 6.4 9.6 0 4.8-4.8 8-9.6 6.4l-208-24z m62.4 40c-4.8-1.6-6.4-6.4-4.8-9.6s6.4-6.4 9.6-4.8l112 40c4.8 1.6 6.4 6.4 4.8 9.6s-6.4 6.4-9.6 4.8l-112-40z" fill="#2F4BFF" /><path d="M553.6 305.6C611.2 240 640 171.2 640 80c0-9.6 6.4-16 16-16s16 6.4 16 16c0 100.8-33.6 177.6-97.6 249.6 62.4 70.4 89.6 126.4 89.6 198.4 0 68.8-25.6 123.2-80 185.6C641.6 776 672 848 672 944c0 9.6-6.4 16-16 16s-16-6.4-16-16c0-86.4-25.6-150.4-78.4-208-12.8 12.8-27.2 27.2-43.2 41.6-4.8 4.8-51.2 46.4-64 57.6-22.4 20.8-36.8 36.8-48 52.8-16 20.8-22.4 38.4-22.4 56 0 9.6-6.4 16-16 16s-16-6.4-16-16c0-25.6 9.6-49.6 28.8-75.2 12.8-17.6 28.8-35.2 52.8-56 12.8-11.2 59.2-54.4 64-57.6 16-14.4 28.8-27.2 41.6-40-11.2-11.2-24-20.8-36.8-32-12.8-9.6-89.6-64-107.2-80-28.8-24-43.2-48-43.2-75.2 0-19.2 8-38.4 22.4-56 12.8-16 28.8-32 56-54.4 6.4-6.4 32-25.6 35.2-28.8 14.4-11.2 25.6-20.8 36.8-30.4 11.2-9.6 20.8-19.2 30.4-28.8l-35.2-35.2c-1.6-1.6-33.6-33.6-43.2-41.6-16-16-28.8-28.8-40-41.6-41.6-48-62.4-88-62.4-131.2 0-9.6 6.4-16 16-16s16 6.4 16 16c0 33.6 17.6 67.2 54.4 108.8 11.2 12.8 22.4 24 38.4 40 9.6 9.6 40 40 43.2 41.6 11.2 12.8 22.4 24 33.6 35.2z m6.4 385.6c48-56 72-104 72-163.2 0-60.8-24-112-78.4-174.4-9.6 9.6-19.2 19.2-30.4 28.8 11.2-9.6-105.6 88-123.2 108.8-11.2 12.8-16 25.6-16 36.8 0 16 9.6 32 32 51.2 16 14.4 91.2 67.2 105.6 78.4 14.4 11.2 27.2 20.8 38.4 33.6z" fill="#050D42" /></svg>
true
"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"
<s>[INST] Icon of Gene Structure here are the inputs Gene Structure [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M608 156.8c4.8 1.6 6.4 4.8 6.4 9.6l-28.8 108.8c-1.6 4.8-4.8 6.4-9.6 6.4-4.8-1.6-6.4-4.8-6.4-9.6l28.8-108.8c0-4.8 4.8-8 9.6-6.4zM867.2 416c1.6 4.8-1.6 8-6.4 9.6L752 454.4c-4.8 1.6-8-1.6-9.6-6.4-1.6-4.8 1.6-8 6.4-9.6l108.8-28.8c4.8 0 8 3.2 9.6 6.4z m-94.4 356.8c-3.2 3.2-8 3.2-11.2 0l-78.4-78.4c-3.2-3.2-3.2-8 0-11.2 3.2-3.2 8-3.2 11.2 0l78.4 78.4c3.2 3.2 3.2 8 0 11.2zM416 867.2c-4.8-1.6-6.4-4.8-6.4-9.6l28.8-108.8c1.6-4.8 4.8-6.4 9.6-6.4 4.8 1.6 6.4 4.8 6.4 9.6l-28.8 108.8c0 4.8-4.8 8-9.6 6.4zM156.8 608c-1.6-4.8 1.6-8 6.4-9.6l108.8-28.8c4.8-1.6 8 1.6 9.6 6.4 1.6 4.8-1.6 8-6.4 9.6l-108.8 28.8c-4.8 0-8-3.2-9.6-6.4z m94.4-356.8c3.2-3.2 8-3.2 11.2 0l78.4 78.4c3.2 3.2 3.2 8 0 11.2s-8 3.2-11.2 0l-78.4-78.4c-3.2-3.2-3.2-8 0-11.2z" fill="#050D42" /><path d="M355.2 355.2l-57.6 214.4 156.8 156.8 214.4-57.6 57.6-214.4-156.8-156.8-214.4 57.6z m230.4-86.4l169.6 169.6c4.8 4.8 6.4 9.6 4.8 16l-62.4 232c-1.6 4.8-6.4 9.6-11.2 11.2l-232 62.4c-4.8 1.6-11.2 0-16-4.8L268.8 585.6c-4.8-4.8-6.4-9.6-4.8-16l62.4-232c1.6-4.8 6.4-9.6 11.2-11.2l232-62.4c6.4 0 11.2 1.6 16 4.8z" fill="#050D42" /><path d="M561.6 326.4c-25.6-6.4-41.6-33.6-33.6-59.2s33.6-41.6 59.2-33.6c25.6 6.4 41.6 33.6 33.6 59.2-6.4 25.6-33.6 40-59.2 33.6z m136 136c-6.4-25.6 8-51.2 33.6-59.2 25.6-6.4 51.2 8 59.2 33.6 6.4 25.6-8 51.2-33.6 59.2-25.6 6.4-52.8-8-59.2-33.6z m-49.6 185.6c19.2-19.2 49.6-19.2 67.2 0 19.2 19.2 19.2 49.6 0 67.2-19.2 19.2-49.6 19.2-67.2 0-19.2-17.6-19.2-48 0-67.2z m-185.6 49.6c25.6 6.4 41.6 33.6 33.6 59.2-6.4 25.6-33.6 41.6-59.2 33.6-25.6-6.4-41.6-33.6-33.6-59.2 6.4-25.6 33.6-40 59.2-33.6z m-136-136c6.4 25.6-8 51.2-33.6 59.2-25.6 6.4-51.2-8-59.2-33.6-6.4-25.6 8-51.2 33.6-59.2 25.6-6.4 52.8 8 59.2 33.6z m49.6-185.6c-19.2 19.2-49.6 19.2-67.2 0-19.2-19.2-19.2-49.6 0-67.2 19.2-19.2 49.6-19.2 67.2 0s19.2 48 0 67.2z" fill="#2F4BFF" /><path d="M483.014155 620.184198a112 112 0 1 0 57.97169-216.368396 112 112 0 1 0-57.97169 216.368396Z" fill="#2F4BFF" /><path d="M598.4 187.2c-17.6-4.8-27.2-22.4-22.4-38.4 4.8-17.6 22.4-27.2 38.4-22.4 17.6 4.8 27.2 22.4 22.4 38.4s-20.8 27.2-38.4 22.4z m238.4 238.4c-4.8-17.6 4.8-35.2 22.4-38.4 17.6-4.8 35.2 4.8 38.4 22.4 4.8 17.6-4.8 35.2-22.4 38.4-16 4.8-33.6-6.4-38.4-22.4z m-88 323.2c12.8-12.8 32-12.8 44.8 0s12.8 32 0 44.8c-12.8 12.8-32 12.8-44.8 0s-11.2-32 0-44.8z m-323.2 88c17.6 4.8 27.2 22.4 22.4 38.4-4.8 17.6-22.4 27.2-38.4 22.4-17.6-4.8-27.2-22.4-22.4-38.4 3.2-17.6 20.8-27.2 38.4-22.4zM187.2 598.4c4.8 17.6-4.8 35.2-22.4 38.4-17.6 4.8-35.2-4.8-38.4-22.4-4.8-17.6 4.8-35.2 22.4-38.4 16-4.8 33.6 6.4 38.4 22.4z m88-323.2c-12.8 12.8-32 12.8-44.8 0-12.8-12.8-12.8-32 0-44.8 12.8-12.8 32-12.8 44.8 0 11.2 11.2 11.2 32 0 44.8z" fill="#2F4BFF" /></svg> </s>
Icon of Gene Structure
Gene Structure
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M608 156.8c4.8 1.6 6.4 4.8 6.4 9.6l-28.8 108.8c-1.6 4.8-4.8 6.4-9.6 6.4-4.8-1.6-6.4-4.8-6.4-9.6l28.8-108.8c0-4.8 4.8-8 9.6-6.4zM867.2 416c1.6 4.8-1.6 8-6.4 9.6L752 454.4c-4.8 1.6-8-1.6-9.6-6.4-1.6-4.8 1.6-8 6.4-9.6l108.8-28.8c4.8 0 8 3.2 9.6 6.4z m-94.4 356.8c-3.2 3.2-8 3.2-11.2 0l-78.4-78.4c-3.2-3.2-3.2-8 0-11.2 3.2-3.2 8-3.2 11.2 0l78.4 78.4c3.2 3.2 3.2 8 0 11.2zM416 867.2c-4.8-1.6-6.4-4.8-6.4-9.6l28.8-108.8c1.6-4.8 4.8-6.4 9.6-6.4 4.8 1.6 6.4 4.8 6.4 9.6l-28.8 108.8c0 4.8-4.8 8-9.6 6.4zM156.8 608c-1.6-4.8 1.6-8 6.4-9.6l108.8-28.8c4.8-1.6 8 1.6 9.6 6.4 1.6 4.8-1.6 8-6.4 9.6l-108.8 28.8c-4.8 0-8-3.2-9.6-6.4z m94.4-356.8c3.2-3.2 8-3.2 11.2 0l78.4 78.4c3.2 3.2 3.2 8 0 11.2s-8 3.2-11.2 0l-78.4-78.4c-3.2-3.2-3.2-8 0-11.2z" fill="#050D42" /><path d="M355.2 355.2l-57.6 214.4 156.8 156.8 214.4-57.6 57.6-214.4-156.8-156.8-214.4 57.6z m230.4-86.4l169.6 169.6c4.8 4.8 6.4 9.6 4.8 16l-62.4 232c-1.6 4.8-6.4 9.6-11.2 11.2l-232 62.4c-4.8 1.6-11.2 0-16-4.8L268.8 585.6c-4.8-4.8-6.4-9.6-4.8-16l62.4-232c1.6-4.8 6.4-9.6 11.2-11.2l232-62.4c6.4 0 11.2 1.6 16 4.8z" fill="#050D42" /><path d="M561.6 326.4c-25.6-6.4-41.6-33.6-33.6-59.2s33.6-41.6 59.2-33.6c25.6 6.4 41.6 33.6 33.6 59.2-6.4 25.6-33.6 40-59.2 33.6z m136 136c-6.4-25.6 8-51.2 33.6-59.2 25.6-6.4 51.2 8 59.2 33.6 6.4 25.6-8 51.2-33.6 59.2-25.6 6.4-52.8-8-59.2-33.6z m-49.6 185.6c19.2-19.2 49.6-19.2 67.2 0 19.2 19.2 19.2 49.6 0 67.2-19.2 19.2-49.6 19.2-67.2 0-19.2-17.6-19.2-48 0-67.2z m-185.6 49.6c25.6 6.4 41.6 33.6 33.6 59.2-6.4 25.6-33.6 41.6-59.2 33.6-25.6-6.4-41.6-33.6-33.6-59.2 6.4-25.6 33.6-40 59.2-33.6z m-136-136c6.4 25.6-8 51.2-33.6 59.2-25.6 6.4-51.2-8-59.2-33.6-6.4-25.6 8-51.2 33.6-59.2 25.6-6.4 52.8 8 59.2 33.6z m49.6-185.6c-19.2 19.2-49.6 19.2-67.2 0-19.2-19.2-19.2-49.6 0-67.2 19.2-19.2 49.6-19.2 67.2 0s19.2 48 0 67.2z" fill="#2F4BFF" /><path d="M483.014155 620.184198a112 112 0 1 0 57.97169-216.368396 112 112 0 1 0-57.97169 216.368396Z" fill="#2F4BFF" /><path d="M598.4 187.2c-17.6-4.8-27.2-22.4-22.4-38.4 4.8-17.6 22.4-27.2 38.4-22.4 17.6 4.8 27.2 22.4 22.4 38.4s-20.8 27.2-38.4 22.4z m238.4 238.4c-4.8-17.6 4.8-35.2 22.4-38.4 17.6-4.8 35.2 4.8 38.4 22.4 4.8 17.6-4.8 35.2-22.4 38.4-16 4.8-33.6-6.4-38.4-22.4z m-88 323.2c12.8-12.8 32-12.8 44.8 0s12.8 32 0 44.8c-12.8 12.8-32 12.8-44.8 0s-11.2-32 0-44.8z m-323.2 88c17.6 4.8 27.2 22.4 22.4 38.4-4.8 17.6-22.4 27.2-38.4 22.4-17.6-4.8-27.2-22.4-22.4-38.4 3.2-17.6 20.8-27.2 38.4-22.4zM187.2 598.4c4.8 17.6-4.8 35.2-22.4 38.4-17.6 4.8-35.2-4.8-38.4-22.4-4.8-17.6 4.8-35.2 22.4-38.4 16-4.8 33.6 6.4 38.4 22.4z m88-323.2c-12.8 12.8-32 12.8-44.8 0-12.8-12.8-12.8-32 0-44.8 12.8-12.8 32-12.8 44.8 0 11.2 11.2 11.2 32 0 44.8z" fill="#2F4BFF" /></svg>
true
"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"
<s>[INST] Icon of Microorganism here are the inputs Microorganism [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M787.2 651.2c-28.8 59.2-38.4 123.2-27.2 188.8 3.2 17.6 19.2 28.8 36.8 27.2 17.6-3.2 28.8-19.2 27.2-36.8-8-46.4-3.2-89.6 12.8-131.2m51.2-86.4c11.2-12.8 9.6-33.6-4.8-44.8-12.8-9.6-28.8-9.6-41.6 0l-3.2 3.2m-24-19.2l3.2-3.2c22.4-24 60.8-27.2 86.4-4.8 27.2 22.4 30.4 62.4 8 89.6m-44.8 73.6c-16 38.4-19.2 76.8-12.8 116.8 6.4 35.2-17.6 67.2-52.8 73.6s-67.2-17.6-73.6-52.8c-12.8-76.8 0-148.8 35.2-217.6" fill="#050D42" /><path d="M721.6 278.4c35.2 60.8 46.4 150.4 25.6 225.6-1.6 3.2-1.6 6.4-3.2 8l-91.2-14.4c-1.6-6.4 0-12.8 1.6-20.8 11.2-43.2 8-96-6.4-132.8l73.6-65.6z" fill="#2F4BFF" /><path d="M670.4 483.2c-1.6 6.4-1.6 11.2 0 16l57.6 11.2 4.8-9.6c19.2-72 8-156.8-24-212.8l-48 48c17.6 40 22.4 99.2 9.6 147.2z m64-216c38.4 64 49.6 160 28.8 240-1.6 3.2-1.6 8-4.8 11.2-27.2-8-48-12.8-62.4-14.4-12.8-1.6-32-1.6-57.6 0-1.6-9.6-1.6-19.2 1.6-28.8 9.6-33.6 8-76.8-1.6-110.4-6.4-19.2 86.4-113.6 96-97.6z" fill="#050D42" /><path d="M240 372.8c-6.4-25.6 9.6-51.2 35.2-57.6 25.6-6.4 51.2 9.6 57.6 35.2 19.2 76.8 70.4 142.4 155.2 195.2 22.4 14.4 30.4 43.2 16 65.6-14.4 22.4-43.2 30.4-65.6 16-105.6-65.6-172.8-150.4-198.4-254.4z" fill="#2F4BFF" /><path d="M182.4 244.8c16-1.6 33.6-4.8 52.8-8 57.6-9.6 116.8-24 177.6-40 17.6-4.8 27.2-22.4 22.4-40s-22.4-27.2-40-22.4c-57.6 16-115.2 28.8-171.2 38.4-17.6 3.2-35.2 6.4-49.6 8-8 1.6-14.4 1.6-17.6 1.6-17.6 1.6-30.4 17.6-28.8 35.2 1.6 17.6 17.6 30.4 35.2 28.8 4.8 1.6 11.2 0 19.2-1.6zM96 222.4c-3.2-35.2 22.4-67.2 57.6-70.4 3.2 0 9.6-1.6 16-1.6 14.4-1.6 32-4.8 48-8 54.4-9.6 112-22.4 168-38.4 33.6-9.6 68.8 11.2 78.4 44.8 9.6 33.6-11.2 68.8-44.8 78.4-60.8 16-121.6 30.4-180.8 40-19.2 3.2-36.8 6.4-52.8 8-8 1.6-16 1.6-20.8 3.2-33.6 4.8-64-20.8-68.8-56zM657.6 580.8h8c8 0 14.4 1.6 22.4 3.2 25.6 4.8 48 12.8 70.4 24 30.4 16 52.8 38.4 70.4 65.6 9.6 16 28.8 20.8 43.2 11.2s20.8-28.8 11.2-43.2c-22.4-38.4-54.4-68.8-94.4-89.6-27.2-14.4-57.6-24-89.6-30.4-16-3.2-30.4-4.8-41.6-4.8-17.6 0-32 14.4-32 32s14.4 32 32 32z m0 32c-35.2 0-64-28.8-64-64s28.8-64 64-64c12.8 0 28.8 1.6 48 4.8 35.2 6.4 67.2 17.6 97.6 33.6 44.8 24 81.6 57.6 107.2 102.4 17.6 30.4 8 70.4-22.4 88-30.4 17.6-70.4 8-88-22.4-12.8-22.4-32-40-57.6-54.4-17.6-9.6-38.4-16-60.8-20.8-6.4-1.6-14.4-1.6-19.2-3.2h-4.8zM448 614.4c14.4 9.6 35.2 4.8 44.8-11.2s4.8-35.2-11.2-44.8c-89.6-54.4-142.4-121.6-163.2-204.8-4.8-17.6-20.8-27.2-38.4-24-17.6 6.4-27.2 22.4-24 40 24 99.2 88 180.8 192 244.8zM272 299.2c33.6-8 68.8 12.8 76.8 46.4 17.6 73.6 67.2 134.4 148.8 185.6 30.4 19.2 40 57.6 20.8 88s-57.6 40-88 20.8C320 572.8 249.6 483.2 224 376c-8-33.6 14.4-67.2 48-76.8zM171.2 683.2c91.2 0 208 35.2 275.2 89.6 14.4 11.2 33.6 9.6 44.8-4.8 11.2-14.4 9.6-33.6-4.8-44.8-80-64-209.6-104-315.2-104-17.6 0-32 14.4-32 32s14.4 32 32 32z m0 32c-35.2 0-64-28.8-64-64s28.8-64 64-64c113.6 0 249.6 41.6 336 110.4 27.2 22.4 32 62.4 9.6 89.6-22.4 27.2-62.4 32-89.6 9.6-60.8-48-171.2-81.6-256-81.6zM840 216c17.6-1.6 30.4-17.6 28.8-35.2S849.6 150.4 832 153.6c-104 11.2-192 65.6-257.6 161.6-9.6 14.4-6.4 35.2 8 44.8 14.4 9.6 35.2 6.4 44.8-8 56-81.6 126.4-126.4 212.8-136zM564.8 385.6c-28.8-20.8-36.8-59.2-16-89.6 72-104 166.4-163.2 281.6-176 35.2-3.2 67.2 22.4 70.4 57.6 3.2 35.2-22.4 67.2-57.6 70.4-76.8 8-137.6 46.4-188.8 120-20.8 30.4-60.8 38.4-89.6 17.6z" fill="#050D42" /><path d="M462.4 880a48.592 48.592 0 0 1-92.8-28.8c33.6-110.4 107.2-187.2 214.4-227.2 25.6-9.6 52.8 3.2 62.4 28.8s-3.2 52.8-28.8 62.4c-80 28.8-131.2 83.2-155.2 164.8z" fill="#2F4BFF" /><path d="M446.4 875.2c27.2-86.4 81.6-144 166.4-176 16-6.4 25.6-24 19.2-41.6-6.4-16-24-25.6-41.6-19.2-104 38.4-172.8 112-204.8 216-4.8 17.6 4.8 35.2 20.8 40 17.6 6.4 35.2-3.2 40-19.2z m30.4 9.6c-11.2 33.6-46.4 52.8-80 41.6s-52.8-46.4-41.6-80c35.2-115.2 112-195.2 224-236.8 33.6-12.8 70.4 4.8 81.6 38.4 12.8 33.6-4.8 70.4-38.4 81.6-73.6 27.2-121.6 78.4-145.6 155.2zM425.6 497.6c8-75.2 32-161.6 65.6-209.6 9.6-14.4 6.4-35.2-8-44.8-14.4-9.6-35.2-6.4-44.8 8-30.4 44.8-54.4 113.6-67.2 182.4l54.4 64z m75.2-280c28.8 19.2 36.8 59.2 17.6 89.6-32 48-57.6 142.4-60.8 216 0 6.4-14.4-19.2-44.8-49.6-25.6-27.2-70.4-56-62.4-84.8 14.4-59.2 36.8-113.6 62.4-153.6 19.2-30.4 59.2-38.4 88-17.6z" fill="#050D42" /></svg> </s>
Icon of Microorganism
Microorganism
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M787.2 651.2c-28.8 59.2-38.4 123.2-27.2 188.8 3.2 17.6 19.2 28.8 36.8 27.2 17.6-3.2 28.8-19.2 27.2-36.8-8-46.4-3.2-89.6 12.8-131.2m51.2-86.4c11.2-12.8 9.6-33.6-4.8-44.8-12.8-9.6-28.8-9.6-41.6 0l-3.2 3.2m-24-19.2l3.2-3.2c22.4-24 60.8-27.2 86.4-4.8 27.2 22.4 30.4 62.4 8 89.6m-44.8 73.6c-16 38.4-19.2 76.8-12.8 116.8 6.4 35.2-17.6 67.2-52.8 73.6s-67.2-17.6-73.6-52.8c-12.8-76.8 0-148.8 35.2-217.6" fill="#050D42" /><path d="M721.6 278.4c35.2 60.8 46.4 150.4 25.6 225.6-1.6 3.2-1.6 6.4-3.2 8l-91.2-14.4c-1.6-6.4 0-12.8 1.6-20.8 11.2-43.2 8-96-6.4-132.8l73.6-65.6z" fill="#2F4BFF" /><path d="M670.4 483.2c-1.6 6.4-1.6 11.2 0 16l57.6 11.2 4.8-9.6c19.2-72 8-156.8-24-212.8l-48 48c17.6 40 22.4 99.2 9.6 147.2z m64-216c38.4 64 49.6 160 28.8 240-1.6 3.2-1.6 8-4.8 11.2-27.2-8-48-12.8-62.4-14.4-12.8-1.6-32-1.6-57.6 0-1.6-9.6-1.6-19.2 1.6-28.8 9.6-33.6 8-76.8-1.6-110.4-6.4-19.2 86.4-113.6 96-97.6z" fill="#050D42" /><path d="M240 372.8c-6.4-25.6 9.6-51.2 35.2-57.6 25.6-6.4 51.2 9.6 57.6 35.2 19.2 76.8 70.4 142.4 155.2 195.2 22.4 14.4 30.4 43.2 16 65.6-14.4 22.4-43.2 30.4-65.6 16-105.6-65.6-172.8-150.4-198.4-254.4z" fill="#2F4BFF" /><path d="M182.4 244.8c16-1.6 33.6-4.8 52.8-8 57.6-9.6 116.8-24 177.6-40 17.6-4.8 27.2-22.4 22.4-40s-22.4-27.2-40-22.4c-57.6 16-115.2 28.8-171.2 38.4-17.6 3.2-35.2 6.4-49.6 8-8 1.6-14.4 1.6-17.6 1.6-17.6 1.6-30.4 17.6-28.8 35.2 1.6 17.6 17.6 30.4 35.2 28.8 4.8 1.6 11.2 0 19.2-1.6zM96 222.4c-3.2-35.2 22.4-67.2 57.6-70.4 3.2 0 9.6-1.6 16-1.6 14.4-1.6 32-4.8 48-8 54.4-9.6 112-22.4 168-38.4 33.6-9.6 68.8 11.2 78.4 44.8 9.6 33.6-11.2 68.8-44.8 78.4-60.8 16-121.6 30.4-180.8 40-19.2 3.2-36.8 6.4-52.8 8-8 1.6-16 1.6-20.8 3.2-33.6 4.8-64-20.8-68.8-56zM657.6 580.8h8c8 0 14.4 1.6 22.4 3.2 25.6 4.8 48 12.8 70.4 24 30.4 16 52.8 38.4 70.4 65.6 9.6 16 28.8 20.8 43.2 11.2s20.8-28.8 11.2-43.2c-22.4-38.4-54.4-68.8-94.4-89.6-27.2-14.4-57.6-24-89.6-30.4-16-3.2-30.4-4.8-41.6-4.8-17.6 0-32 14.4-32 32s14.4 32 32 32z m0 32c-35.2 0-64-28.8-64-64s28.8-64 64-64c12.8 0 28.8 1.6 48 4.8 35.2 6.4 67.2 17.6 97.6 33.6 44.8 24 81.6 57.6 107.2 102.4 17.6 30.4 8 70.4-22.4 88-30.4 17.6-70.4 8-88-22.4-12.8-22.4-32-40-57.6-54.4-17.6-9.6-38.4-16-60.8-20.8-6.4-1.6-14.4-1.6-19.2-3.2h-4.8zM448 614.4c14.4 9.6 35.2 4.8 44.8-11.2s4.8-35.2-11.2-44.8c-89.6-54.4-142.4-121.6-163.2-204.8-4.8-17.6-20.8-27.2-38.4-24-17.6 6.4-27.2 22.4-24 40 24 99.2 88 180.8 192 244.8zM272 299.2c33.6-8 68.8 12.8 76.8 46.4 17.6 73.6 67.2 134.4 148.8 185.6 30.4 19.2 40 57.6 20.8 88s-57.6 40-88 20.8C320 572.8 249.6 483.2 224 376c-8-33.6 14.4-67.2 48-76.8zM171.2 683.2c91.2 0 208 35.2 275.2 89.6 14.4 11.2 33.6 9.6 44.8-4.8 11.2-14.4 9.6-33.6-4.8-44.8-80-64-209.6-104-315.2-104-17.6 0-32 14.4-32 32s14.4 32 32 32z m0 32c-35.2 0-64-28.8-64-64s28.8-64 64-64c113.6 0 249.6 41.6 336 110.4 27.2 22.4 32 62.4 9.6 89.6-22.4 27.2-62.4 32-89.6 9.6-60.8-48-171.2-81.6-256-81.6zM840 216c17.6-1.6 30.4-17.6 28.8-35.2S849.6 150.4 832 153.6c-104 11.2-192 65.6-257.6 161.6-9.6 14.4-6.4 35.2 8 44.8 14.4 9.6 35.2 6.4 44.8-8 56-81.6 126.4-126.4 212.8-136zM564.8 385.6c-28.8-20.8-36.8-59.2-16-89.6 72-104 166.4-163.2 281.6-176 35.2-3.2 67.2 22.4 70.4 57.6 3.2 35.2-22.4 67.2-57.6 70.4-76.8 8-137.6 46.4-188.8 120-20.8 30.4-60.8 38.4-89.6 17.6z" fill="#050D42" /><path d="M462.4 880a48.592 48.592 0 0 1-92.8-28.8c33.6-110.4 107.2-187.2 214.4-227.2 25.6-9.6 52.8 3.2 62.4 28.8s-3.2 52.8-28.8 62.4c-80 28.8-131.2 83.2-155.2 164.8z" fill="#2F4BFF" /><path d="M446.4 875.2c27.2-86.4 81.6-144 166.4-176 16-6.4 25.6-24 19.2-41.6-6.4-16-24-25.6-41.6-19.2-104 38.4-172.8 112-204.8 216-4.8 17.6 4.8 35.2 20.8 40 17.6 6.4 35.2-3.2 40-19.2z m30.4 9.6c-11.2 33.6-46.4 52.8-80 41.6s-52.8-46.4-41.6-80c35.2-115.2 112-195.2 224-236.8 33.6-12.8 70.4 4.8 81.6 38.4 12.8 33.6-4.8 70.4-38.4 81.6-73.6 27.2-121.6 78.4-145.6 155.2zM425.6 497.6c8-75.2 32-161.6 65.6-209.6 9.6-14.4 6.4-35.2-8-44.8-14.4-9.6-35.2-6.4-44.8 8-30.4 44.8-54.4 113.6-67.2 182.4l54.4 64z m75.2-280c28.8 19.2 36.8 59.2 17.6 89.6-32 48-57.6 142.4-60.8 216 0 6.4-14.4-19.2-44.8-49.6-25.6-27.2-70.4-56-62.4-84.8 14.4-59.2 36.8-113.6 62.4-153.6 19.2-30.4 59.2-38.4 88-17.6z" fill="#050D42" /></svg>
true
"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"
<s>[INST] Icon of Bacteria here are the inputs Bacteria [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M526.4 568c40-11.2 64-52.8 54.4-92.8s-62.4-12.8-92.8 11.2c-30.4 25.6-65.6-12.8-54.4 27.2 11.2 41.6 52.8 65.6 92.8 54.4z" fill="#2F4BFF" /><path d="M505.6 744z m-11.2-1.6c-3.2 0-4.8-1.6-8-3.2-14.4-4.8-19.2-4.8-22.4-1.6-14.4 9.6-36.8 33.6-73.6 78.4l-6.4 6.4c-57.6 70.4-65.6 80-80 89.6-11.2 8-24 6.4-24-8 0-6.4 3.2-16 9.6-30.4 9.6-22.4 27.2-56 44.8-86.4 3.2-4.8 4.8-8 8-12.8 8-14.4 36.8-56 33.6-52.8 4.8-6.4 8-11.2 9.6-16-25.6-16-52.8-43.2-70.4-68.8h-3.2c-4.8 1.6-12.8 3.2-22.4 6.4-8 3.2-17.6 4.8-30.4 9.6 0 0-27.2 9.6-36.8 11.2-3.2 1.6-6.4 1.6-9.6 3.2-81.6 27.2-110.4 33.6-118.4 20.8-6.4-11.2 3.2-17.6 27.2-30.4 14.4-8 35.2-17.6 64-30.4 3.2-1.6 6.4-3.2 11.2-4.8 8-3.2 32-14.4 36.8-16 14.4-6.4 24-9.6 32-14.4 9.6-4.8 17.6-8 20.8-11.2 1.6 0 1.6-1.6 3.2-1.6-6.4-17.6-9.6-36.8-11.2-56 0 1.6-33.6-51.2-48-73.6-3.2-4.8-4.8-8-8-12.8-32-54.4-46.4-83.2-40-96 3.2-8 11.2-8 17.6-3.2 3.2 1.6 8 6.4 12.8 12.8 8 9.6 17.6 24 32 43.2 1.6 1.6 3.2 4.8 4.8 8 3.2 3.2 4.8 8 8 12.8 4.8 6.4 6.4 9.6 8 12.8 0-1.6-1.6-4.8-3.2-6.4-14.4-36.8-17.6-54.4-1.6-60.8 4.8-1.6 9.6-1.6 14.4 0 8 3.2 14.4 9.6 24 19.2 1.6 1.6 8 9.6 6.4 8 1.6 1.6 1.6 3.2 3.2 3.2 6.4-11.2 14.4-22.4 24-32 0-1.6-1.6-3.2-1.6-6.4-1.6-6.4-4.8-14.4-9.6-22.4-11.2-20.8-24-43.2-40-62.4-4.8-6.4-11.2-12.8-17.6-19.2-12.8-12.8-19.2-17.6-44.8-35.2-19.2-12.8-24-19.2-24-28.8 0-1.6 0-4.8 1.6-6.4 11.2-24 68.8 0 126.4 44.8 9.6 8 19.2 16 28.8 25.6 6.4 6.4 14.4 14.4 20.8 22.4l9.6 9.6c1.6 1.6 6.4 8 8 9.6 6.4 6.4 9.6 9.6 11.2 12.8 30.4-14.4 62.4-24 97.6-25.6-6.4 0-6.4-1.6-6.4 4.8v-4.8c0-4.8 1.6-11.2 1.6-22.4 0-3.2 0-6.4 1.6-14.4 0-6.4 1.6-11.2 1.6-16 1.6-12.8 1.6-24 3.2-35.2 6.4-65.6 11.2-97.6 24-102.4 8-3.2 16 0 20.8 6.4 3.2 4.8 4.8 12.8 4.8 22.4 0 16-1.6 40-6.4 67.2-3.2 22.4-6.4 48-8 68.8 0 9.6-1.6 17.6-1.6 24 12.8 3.2 24 6.4 35.2 9.6-1.6-1.6 0-3.2 1.6-6.4 0 0 11.2-17.6 14.4-24 1.6-3.2 4.8-6.4 6.4-9.6 16-22.4 24-32 35.2-27.2 9.6 3.2 9.6 11.2 4.8 22.4-1.6 6.4-6.4 16-11.2 27.2-1.6 3.2-3.2 4.8-3.2 8-1.6 3.2-3.2 8-6.4 11.2-1.6 3.2-3.2 4.8-4.8 9.6 6.4 4.8 12.8 8 20.8 12.8l8-8 6.4-6.4c1.6-1.6 1.6-1.6 3.2-1.6 8-6.4 12.8-11.2 17.6-14.4 3.2-1.6 6.4-3.2 9.6-3.2 6.4 0 9.6 4.8 9.6 11.2 0 6.4-3.2 14.4-8 22.4-1.6 3.2-3.2 6.4-6.4 9.6-1.6 1.6-8 11.2-9.6 12.8 4.8 3.2 8 6.4 11.2 9.6 0-1.6 3.2-1.6 6.4-3.2 8-1.6 17.6-4.8 27.2-9.6 27.2-11.2 52.8-27.2 73.6-48 9.6-9.6 19.2-20.8 27.2-32 8-9.6 14.4-20.8 20.8-33.6 4.8-6.4 16-28.8 16-28.8 14.4-25.6 20.8-33.6 33.6-27.2 24 12.8 0 81.6-44.8 148.8-11.2 16-24 32-40 48-14.4 14.4-25.6 24-49.6 44.8-8 8-12.8 11.2-16 14.4 8 24 14.4 46.4 17.6 70.4 6.4 1.6 14.4 1.6 24 3.2 3.2 0 51.2 4.8 65.6 6.4 73.6 8 104 14.4 104 32s-25.6 20.8-105.6 24h-24c-27.2 0-40 1.6-51.2 1.6-6.4 0-11.2 1.6-14.4 1.6-3.2 4.8-3.2 6.4-4.8 8 3.2 1.6 4.8 3.2 6.4 4.8 0 0 4.8 3.2 6.4 4.8 4.8 3.2 8 6.4 11.2 8 6.4 4.8 9.6 9.6 9.6 16 0 8-6.4 11.2-14.4 12.8-4.8 0-9.6 0-17.6-1.6h-3.2c-8-1.6-9.6-1.6-11.2-1.6 0 1.6-1.6 3.2-1.6 4.8 3.2 4.8 8 8 14.4 14.4 3.2 3.2 19.2 19.2 19.2 17.6 8 8 16 14.4 22.4 22.4 6.4 6.4 12.8 14.4 19.2 20.8 24 27.2 41.6 49.6 54.4 67.2 17.6 25.6 22.4 41.6 8 49.6-9.6 4.8-19.2 0-33.6-16 1.6 1.6-27.2-32-36.8-43.2-11.2-11.2-22.4-20.8-33.6-28.8-16-11.2-35.2-20.8-54.4-27.2-8-3.2-16-4.8-20.8-4.8H672c-6.4 6.4-16 14.4-25.6 22.4 0 1.6 0 1.6 1.6 3.2 1.6 4.8 4.8 11.2 8 20.8 8 17.6 17.6 38.4 28.8 57.6 3.2 4.8 6.4 11.2 9.6 16 8 12.8 30.4 46.4 30.4 46.4 11.2 17.6 14.4 25.6 9.6 33.6-4.8 6.4-12.8 4.8-19.2-1.6-4.8-3.2-9.6-9.6-16-16-9.6-11.2-14.4-17.6-43.2-52.8-3.2-4.8-6.4-8-9.6-12.8-6.4-8-12.8-16-19.2-25.6-3.2-4.8-16-20.8-16-22.4-4.8-8-8-12.8-11.2-16-6.4 1.6-11.2 3.2-16 4.8 0 4.8 0 11.2 1.6 19.2 1.6 6.4 1.6 14.4 3.2 25.6 0 4.8 4.8 25.6 4.8 32 1.6 6.4 1.6 11.2 3.2 17.6 4.8 30.4 6.4 52.8 8 70.4 1.6 25.6-1.6 40-14.4 40-14.4 0-24-19.2-40-65.6-3.2-11.2-8-22.4-11.2-35.2-3.2-8-11.2-36.8-11.2-35.2-4.8-12.8-6.4-22.4-9.6-30.4-3.2-9.6-6.4-16-8-20.8 0-1.6-1.6-3.2-1.6-3.2-6.4-9.6-9.6-9.6-14.4-11.2z m88-12.8z m19.2-4.8z m43.2-27.2z m27.2-20.8s1.6-1.6 0 0c1.6-1.6 1.6-1.6 0 0z m46.4-70.4z m4.8-6.4c0-1.6 0 0 0 0z m11.2-38.4z m1.6-8c1.6 0 1.6 0 0 0 1.6 0 1.6 0 0 0z m-68.8-209.6zM568 288h3.2-3.2z m-164.8 19.2c0 1.6 0 1.6 0 0 0 1.6 0 1.6 0 0z m-113.6 276.8s0-1.6 0 0c0-1.6 0-1.6 0 0z m25.6 56z m70.4 65.6z m-14.4 107.2c3.2-3.2 3.2-4.8 6.4-6.4 38.4-46.4 60.8-70.4 76.8-81.6 9.6-6.4 19.2-6.4 36.8 0 3.2 1.6 6.4 1.6 8 3.2 3.2 1.6 6.4 1.6 9.6 1.6 9.6 0 12.8 8 22.4 35.2 3.2 8 6.4 17.6 9.6 30.4 0-1.6 8 27.2 11.2 35.2 4.8 14.4 8 25.6 11.2 35.2 11.2 30.4 20.8 51.2 24 54.4v-22.4c0-16-3.2-38.4-8-68.8 0-4.8-1.6-11.2-3.2-17.6-1.6-4.8-4.8-25.6-4.8-32-1.6-11.2-3.2-19.2-3.2-27.2-3.2-27.2-3.2-32 4.8-35.2 8-1.6 14.4-4.8 22.4-8 3.2-1.6 6.4 0 8 0 1.6 0 1.6 1.6 3.2 1.6l4.8 4.8c3.2 3.2 6.4 8 11.2 16 1.6 1.6 12.8 17.6 16 22.4 6.4 9.6 12.8 17.6 19.2 25.6 3.2 4.8 6.4 8 9.6 12.8 20.8 27.2 28.8 36.8 35.2 44.8-8-11.2-17.6-27.2-22.4-35.2-3.2-6.4-6.4-11.2-9.6-17.6-27.2-48-46.4-92.8-36.8-99.2 11.2-8 20.8-16 28.8-24 9.6-9.6 65.6 9.6 99.2 33.6 12.8 8 24 19.2 35.2 32 11.2 11.2 40 44.8 38.4 43.2 9.6 9.6 12.8 12.8 14.4 12.8 0 0-3.2-9.6-14.4-25.6-11.2-17.6-28.8-40-52.8-65.6-6.4-6.4-11.2-12.8-19.2-19.2l-22.4-22.4s-16-14.4-19.2-19.2c-19.2-19.2-22.4-22.4-19.2-30.4 1.6-3.2 3.2-8 4.8-11.2 3.2-6.4 6.4-6.4 14.4-6.4 3.2 0 3.2 0 12.8 3.2h3.2c3.2 0 6.4 1.6 8 1.6-1.6-1.6-4.8-4.8-9.6-8-1.6-1.6-6.4-4.8-6.4-4.8-3.2-1.6-4.8-3.2-6.4-4.8-6.4-4.8-9.6-8-8-14.4 1.6-3.2 1.6-8 1.6-11.2 1.6-11.2 6.4-11.2 81.6-12.8h24c30.4 0 51.2-1.6 67.2-3.2 9.6-1.6 16-3.2 20.8-4.8h3.2c-3.2 0-11.2-3.2-24-4.8-16-3.2-36.8-6.4-65.6-9.6-16-1.6-62.4-6.4-65.6-6.4-38.4-4.8-36.8-3.2-36.8-12.8-1.6-25.6-8-49.6-19.2-72-3.2-8-4.8-8 22.4-30.4 24-20.8 35.2-30.4 49.6-44.8 14.4-14.4 27.2-30.4 38.4-44.8 38.4-56 59.2-116.8 51.2-124.8-3.2 4.8-8 11.2-12.8 19.2 0 0-12.8 22.4-16 28.8-8 12.8-14.4 24-22.4 35.2-9.6 12.8-19.2 24-28.8 35.2-40 44.8-113.6 76.8-128 64-4.8-4.8-9.6-9.6-16-12.8-4.8-3.2-4.8-8-1.6-11.2 0-1.6 1.6-3.2 3.2-4.8 1.6-1.6 8-11.2 9.6-12.8 1.6-1.6 3.2-3.2 3.2-4.8l-3.2 3.2-6.4 6.4-6.4 6.4-4.8 4.8c-1.6 0-1.6 1.6-3.2 1.6-3.2 1.6-4.8 1.6-8 0-9.6-6.4-20.8-11.2-30.4-16-6.4-8-6.4-8-4.8-9.6 1.6-3.2 1.6-3.2 1.6-4.8 0-1.6 1.6-3.2 3.2-6.4 3.2-4.8 3.2-8 4.8-9.6 1.6-4.8 4.8-8 6.4-11.2 1.6-3.2 3.2-4.8 3.2-8 3.2-8 6.4-14.4 8-19.2-3.2 3.2-6.4 8-9.6 14.4-1.6 3.2-3.2 6.4-6.4 9.6-3.2 6.4-14.4 24-14.4 24-1.6 3.2-4.8 6.4-4.8 8l-3.2 3.2c-3.2 3.2-4.8 3.2-9.6 3.2-12.8-3.2-27.2-6.4-41.6-8-9.6 0-9.6-4.8-8-43.2 1.6-22.4 4.8-48 8-70.4 4.8-25.6 6.4-48 6.4-64 0-8-1.6-12.8-3.2-16-3.2 1.6-11.2 38.4-14.4 89.6-1.6 11.2-1.6 22.4-3.2 35.2 0 4.8 0 9.6-1.6 16 0 8-1.6 11.2-1.6 14.4 0 11.2-1.6 17.6-1.6 22.4 0 3.2 0 4.8-1.6 6.4v3.2c-1.6 3.2-1.6 6.4-8 6.4-33.6 1.6-64 9.6-92.8 25.6-8 4.8-8 3.2-27.2-19.2-1.6-1.6-6.4-8-8-9.6l-9.6-9.6c-6.4-8-14.4-14.4-20.8-22.4-9.6-9.6-19.2-17.6-27.2-25.6-46.4-36.8-97.6-59.2-100.8-51.2 1.6 3.2 48 35.2 64 51.2 6.4 6.4 12.8 12.8 19.2 20.8 32 40 62.4 99.2 52.8 108.8-9.6 11.2-19.2 24-27.2 36.8-3.2 4.8-8 6.4-12.8 4.8-3.2-1.6-4.8-3.2-8-4.8l-6.4-6.4c1.6 1.6-4.8-6.4-6.4-8-6.4-8-12.8-12.8-16-14.4h-3.2v9.6c1.6 8 4.8 17.6 9.6 32 1.6 3.2 1.6 4.8 3.2 8s4.8 12.8 4.8 14.4c1.6 4.8 3.2 9.6 4.8 12.8 3.2 9.6 4.8 16 4.8 19.2-1.6 6.4-8 9.6-12.8 6.4-1.6-1.6-3.2-1.6-4.8-4.8-3.2-3.2-6.4-8-11.2-14.4-3.2-4.8-8-11.2-14.4-20.8-1.6-3.2-3.2-6.4-8-12.8-3.2-4.8-6.4-9.6-8-12.8-1.6-3.2-3.2-4.8-4.8-8-12.8-19.2-22.4-33.6-30.4-41.6l-3.2-3.2c4.8 12.8 17.6 40 38.4 72 3.2 4.8 4.8 8 8 12.8 3.2 6.4 49.6 78.4 49.6 81.6 1.6 19.2 4.8 38.4 11.2 56 3.2 9.6-1.6 12.8-33.6 27.2-8 3.2-17.6 8-32 14.4-4.8 1.6-28.8 12.8-36.8 16-3.2 1.6-8 3.2-11.2 4.8-28.8 12.8-48 22.4-62.4 28.8-4.8 3.2-8 4.8-11.2 6.4 4.8 0 11.2-1.6 19.2-3.2 17.6-4.8 40-11.2 72-20.8 3.2-1.6 6.4-1.6 9.6-3.2 8-3.2 36.8-11.2 35.2-11.2 12.8-4.8 22.4-8 30.4-9.6 32-9.6 35.2-11.2 40-4.8 17.6 25.6 46.4 54.4 72 68.8 9.6 6.4 6.4 12.8-8 35.2 3.2-3.2-25.6 38.4-33.6 51.2-3.2 4.8-4.8 8-8 12.8-17.6 30.4-33.6 62.4-43.2 84.8-3.2 6.4-4.8 11.2-6.4 16 14.4-9.6 27.2-24 76.8-84.8z m-176-459.2z m99.2 44.8z m0 0z m328-163.2z m-4.8-3.2zM865.6 176z m-139.2 688z" fill="#050D42" /><path d="M508.8 640c-70.4 0-128-57.6-128-128s57.6-128 128-128 128 57.6 128 128-57.6 128-128 128z m0-32c52.8 0 96-43.2 96-96s-43.2-96-96-96-96 43.2-96 96 43.2 96 96 96z" fill="#050D42" /></svg> </s>
Icon of Bacteria
Bacteria
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M526.4 568c40-11.2 64-52.8 54.4-92.8s-62.4-12.8-92.8 11.2c-30.4 25.6-65.6-12.8-54.4 27.2 11.2 41.6 52.8 65.6 92.8 54.4z" fill="#2F4BFF" /><path d="M505.6 744z m-11.2-1.6c-3.2 0-4.8-1.6-8-3.2-14.4-4.8-19.2-4.8-22.4-1.6-14.4 9.6-36.8 33.6-73.6 78.4l-6.4 6.4c-57.6 70.4-65.6 80-80 89.6-11.2 8-24 6.4-24-8 0-6.4 3.2-16 9.6-30.4 9.6-22.4 27.2-56 44.8-86.4 3.2-4.8 4.8-8 8-12.8 8-14.4 36.8-56 33.6-52.8 4.8-6.4 8-11.2 9.6-16-25.6-16-52.8-43.2-70.4-68.8h-3.2c-4.8 1.6-12.8 3.2-22.4 6.4-8 3.2-17.6 4.8-30.4 9.6 0 0-27.2 9.6-36.8 11.2-3.2 1.6-6.4 1.6-9.6 3.2-81.6 27.2-110.4 33.6-118.4 20.8-6.4-11.2 3.2-17.6 27.2-30.4 14.4-8 35.2-17.6 64-30.4 3.2-1.6 6.4-3.2 11.2-4.8 8-3.2 32-14.4 36.8-16 14.4-6.4 24-9.6 32-14.4 9.6-4.8 17.6-8 20.8-11.2 1.6 0 1.6-1.6 3.2-1.6-6.4-17.6-9.6-36.8-11.2-56 0 1.6-33.6-51.2-48-73.6-3.2-4.8-4.8-8-8-12.8-32-54.4-46.4-83.2-40-96 3.2-8 11.2-8 17.6-3.2 3.2 1.6 8 6.4 12.8 12.8 8 9.6 17.6 24 32 43.2 1.6 1.6 3.2 4.8 4.8 8 3.2 3.2 4.8 8 8 12.8 4.8 6.4 6.4 9.6 8 12.8 0-1.6-1.6-4.8-3.2-6.4-14.4-36.8-17.6-54.4-1.6-60.8 4.8-1.6 9.6-1.6 14.4 0 8 3.2 14.4 9.6 24 19.2 1.6 1.6 8 9.6 6.4 8 1.6 1.6 1.6 3.2 3.2 3.2 6.4-11.2 14.4-22.4 24-32 0-1.6-1.6-3.2-1.6-6.4-1.6-6.4-4.8-14.4-9.6-22.4-11.2-20.8-24-43.2-40-62.4-4.8-6.4-11.2-12.8-17.6-19.2-12.8-12.8-19.2-17.6-44.8-35.2-19.2-12.8-24-19.2-24-28.8 0-1.6 0-4.8 1.6-6.4 11.2-24 68.8 0 126.4 44.8 9.6 8 19.2 16 28.8 25.6 6.4 6.4 14.4 14.4 20.8 22.4l9.6 9.6c1.6 1.6 6.4 8 8 9.6 6.4 6.4 9.6 9.6 11.2 12.8 30.4-14.4 62.4-24 97.6-25.6-6.4 0-6.4-1.6-6.4 4.8v-4.8c0-4.8 1.6-11.2 1.6-22.4 0-3.2 0-6.4 1.6-14.4 0-6.4 1.6-11.2 1.6-16 1.6-12.8 1.6-24 3.2-35.2 6.4-65.6 11.2-97.6 24-102.4 8-3.2 16 0 20.8 6.4 3.2 4.8 4.8 12.8 4.8 22.4 0 16-1.6 40-6.4 67.2-3.2 22.4-6.4 48-8 68.8 0 9.6-1.6 17.6-1.6 24 12.8 3.2 24 6.4 35.2 9.6-1.6-1.6 0-3.2 1.6-6.4 0 0 11.2-17.6 14.4-24 1.6-3.2 4.8-6.4 6.4-9.6 16-22.4 24-32 35.2-27.2 9.6 3.2 9.6 11.2 4.8 22.4-1.6 6.4-6.4 16-11.2 27.2-1.6 3.2-3.2 4.8-3.2 8-1.6 3.2-3.2 8-6.4 11.2-1.6 3.2-3.2 4.8-4.8 9.6 6.4 4.8 12.8 8 20.8 12.8l8-8 6.4-6.4c1.6-1.6 1.6-1.6 3.2-1.6 8-6.4 12.8-11.2 17.6-14.4 3.2-1.6 6.4-3.2 9.6-3.2 6.4 0 9.6 4.8 9.6 11.2 0 6.4-3.2 14.4-8 22.4-1.6 3.2-3.2 6.4-6.4 9.6-1.6 1.6-8 11.2-9.6 12.8 4.8 3.2 8 6.4 11.2 9.6 0-1.6 3.2-1.6 6.4-3.2 8-1.6 17.6-4.8 27.2-9.6 27.2-11.2 52.8-27.2 73.6-48 9.6-9.6 19.2-20.8 27.2-32 8-9.6 14.4-20.8 20.8-33.6 4.8-6.4 16-28.8 16-28.8 14.4-25.6 20.8-33.6 33.6-27.2 24 12.8 0 81.6-44.8 148.8-11.2 16-24 32-40 48-14.4 14.4-25.6 24-49.6 44.8-8 8-12.8 11.2-16 14.4 8 24 14.4 46.4 17.6 70.4 6.4 1.6 14.4 1.6 24 3.2 3.2 0 51.2 4.8 65.6 6.4 73.6 8 104 14.4 104 32s-25.6 20.8-105.6 24h-24c-27.2 0-40 1.6-51.2 1.6-6.4 0-11.2 1.6-14.4 1.6-3.2 4.8-3.2 6.4-4.8 8 3.2 1.6 4.8 3.2 6.4 4.8 0 0 4.8 3.2 6.4 4.8 4.8 3.2 8 6.4 11.2 8 6.4 4.8 9.6 9.6 9.6 16 0 8-6.4 11.2-14.4 12.8-4.8 0-9.6 0-17.6-1.6h-3.2c-8-1.6-9.6-1.6-11.2-1.6 0 1.6-1.6 3.2-1.6 4.8 3.2 4.8 8 8 14.4 14.4 3.2 3.2 19.2 19.2 19.2 17.6 8 8 16 14.4 22.4 22.4 6.4 6.4 12.8 14.4 19.2 20.8 24 27.2 41.6 49.6 54.4 67.2 17.6 25.6 22.4 41.6 8 49.6-9.6 4.8-19.2 0-33.6-16 1.6 1.6-27.2-32-36.8-43.2-11.2-11.2-22.4-20.8-33.6-28.8-16-11.2-35.2-20.8-54.4-27.2-8-3.2-16-4.8-20.8-4.8H672c-6.4 6.4-16 14.4-25.6 22.4 0 1.6 0 1.6 1.6 3.2 1.6 4.8 4.8 11.2 8 20.8 8 17.6 17.6 38.4 28.8 57.6 3.2 4.8 6.4 11.2 9.6 16 8 12.8 30.4 46.4 30.4 46.4 11.2 17.6 14.4 25.6 9.6 33.6-4.8 6.4-12.8 4.8-19.2-1.6-4.8-3.2-9.6-9.6-16-16-9.6-11.2-14.4-17.6-43.2-52.8-3.2-4.8-6.4-8-9.6-12.8-6.4-8-12.8-16-19.2-25.6-3.2-4.8-16-20.8-16-22.4-4.8-8-8-12.8-11.2-16-6.4 1.6-11.2 3.2-16 4.8 0 4.8 0 11.2 1.6 19.2 1.6 6.4 1.6 14.4 3.2 25.6 0 4.8 4.8 25.6 4.8 32 1.6 6.4 1.6 11.2 3.2 17.6 4.8 30.4 6.4 52.8 8 70.4 1.6 25.6-1.6 40-14.4 40-14.4 0-24-19.2-40-65.6-3.2-11.2-8-22.4-11.2-35.2-3.2-8-11.2-36.8-11.2-35.2-4.8-12.8-6.4-22.4-9.6-30.4-3.2-9.6-6.4-16-8-20.8 0-1.6-1.6-3.2-1.6-3.2-6.4-9.6-9.6-9.6-14.4-11.2z m88-12.8z m19.2-4.8z m43.2-27.2z m27.2-20.8s1.6-1.6 0 0c1.6-1.6 1.6-1.6 0 0z m46.4-70.4z m4.8-6.4c0-1.6 0 0 0 0z m11.2-38.4z m1.6-8c1.6 0 1.6 0 0 0 1.6 0 1.6 0 0 0z m-68.8-209.6zM568 288h3.2-3.2z m-164.8 19.2c0 1.6 0 1.6 0 0 0 1.6 0 1.6 0 0z m-113.6 276.8s0-1.6 0 0c0-1.6 0-1.6 0 0z m25.6 56z m70.4 65.6z m-14.4 107.2c3.2-3.2 3.2-4.8 6.4-6.4 38.4-46.4 60.8-70.4 76.8-81.6 9.6-6.4 19.2-6.4 36.8 0 3.2 1.6 6.4 1.6 8 3.2 3.2 1.6 6.4 1.6 9.6 1.6 9.6 0 12.8 8 22.4 35.2 3.2 8 6.4 17.6 9.6 30.4 0-1.6 8 27.2 11.2 35.2 4.8 14.4 8 25.6 11.2 35.2 11.2 30.4 20.8 51.2 24 54.4v-22.4c0-16-3.2-38.4-8-68.8 0-4.8-1.6-11.2-3.2-17.6-1.6-4.8-4.8-25.6-4.8-32-1.6-11.2-3.2-19.2-3.2-27.2-3.2-27.2-3.2-32 4.8-35.2 8-1.6 14.4-4.8 22.4-8 3.2-1.6 6.4 0 8 0 1.6 0 1.6 1.6 3.2 1.6l4.8 4.8c3.2 3.2 6.4 8 11.2 16 1.6 1.6 12.8 17.6 16 22.4 6.4 9.6 12.8 17.6 19.2 25.6 3.2 4.8 6.4 8 9.6 12.8 20.8 27.2 28.8 36.8 35.2 44.8-8-11.2-17.6-27.2-22.4-35.2-3.2-6.4-6.4-11.2-9.6-17.6-27.2-48-46.4-92.8-36.8-99.2 11.2-8 20.8-16 28.8-24 9.6-9.6 65.6 9.6 99.2 33.6 12.8 8 24 19.2 35.2 32 11.2 11.2 40 44.8 38.4 43.2 9.6 9.6 12.8 12.8 14.4 12.8 0 0-3.2-9.6-14.4-25.6-11.2-17.6-28.8-40-52.8-65.6-6.4-6.4-11.2-12.8-19.2-19.2l-22.4-22.4s-16-14.4-19.2-19.2c-19.2-19.2-22.4-22.4-19.2-30.4 1.6-3.2 3.2-8 4.8-11.2 3.2-6.4 6.4-6.4 14.4-6.4 3.2 0 3.2 0 12.8 3.2h3.2c3.2 0 6.4 1.6 8 1.6-1.6-1.6-4.8-4.8-9.6-8-1.6-1.6-6.4-4.8-6.4-4.8-3.2-1.6-4.8-3.2-6.4-4.8-6.4-4.8-9.6-8-8-14.4 1.6-3.2 1.6-8 1.6-11.2 1.6-11.2 6.4-11.2 81.6-12.8h24c30.4 0 51.2-1.6 67.2-3.2 9.6-1.6 16-3.2 20.8-4.8h3.2c-3.2 0-11.2-3.2-24-4.8-16-3.2-36.8-6.4-65.6-9.6-16-1.6-62.4-6.4-65.6-6.4-38.4-4.8-36.8-3.2-36.8-12.8-1.6-25.6-8-49.6-19.2-72-3.2-8-4.8-8 22.4-30.4 24-20.8 35.2-30.4 49.6-44.8 14.4-14.4 27.2-30.4 38.4-44.8 38.4-56 59.2-116.8 51.2-124.8-3.2 4.8-8 11.2-12.8 19.2 0 0-12.8 22.4-16 28.8-8 12.8-14.4 24-22.4 35.2-9.6 12.8-19.2 24-28.8 35.2-40 44.8-113.6 76.8-128 64-4.8-4.8-9.6-9.6-16-12.8-4.8-3.2-4.8-8-1.6-11.2 0-1.6 1.6-3.2 3.2-4.8 1.6-1.6 8-11.2 9.6-12.8 1.6-1.6 3.2-3.2 3.2-4.8l-3.2 3.2-6.4 6.4-6.4 6.4-4.8 4.8c-1.6 0-1.6 1.6-3.2 1.6-3.2 1.6-4.8 1.6-8 0-9.6-6.4-20.8-11.2-30.4-16-6.4-8-6.4-8-4.8-9.6 1.6-3.2 1.6-3.2 1.6-4.8 0-1.6 1.6-3.2 3.2-6.4 3.2-4.8 3.2-8 4.8-9.6 1.6-4.8 4.8-8 6.4-11.2 1.6-3.2 3.2-4.8 3.2-8 3.2-8 6.4-14.4 8-19.2-3.2 3.2-6.4 8-9.6 14.4-1.6 3.2-3.2 6.4-6.4 9.6-3.2 6.4-14.4 24-14.4 24-1.6 3.2-4.8 6.4-4.8 8l-3.2 3.2c-3.2 3.2-4.8 3.2-9.6 3.2-12.8-3.2-27.2-6.4-41.6-8-9.6 0-9.6-4.8-8-43.2 1.6-22.4 4.8-48 8-70.4 4.8-25.6 6.4-48 6.4-64 0-8-1.6-12.8-3.2-16-3.2 1.6-11.2 38.4-14.4 89.6-1.6 11.2-1.6 22.4-3.2 35.2 0 4.8 0 9.6-1.6 16 0 8-1.6 11.2-1.6 14.4 0 11.2-1.6 17.6-1.6 22.4 0 3.2 0 4.8-1.6 6.4v3.2c-1.6 3.2-1.6 6.4-8 6.4-33.6 1.6-64 9.6-92.8 25.6-8 4.8-8 3.2-27.2-19.2-1.6-1.6-6.4-8-8-9.6l-9.6-9.6c-6.4-8-14.4-14.4-20.8-22.4-9.6-9.6-19.2-17.6-27.2-25.6-46.4-36.8-97.6-59.2-100.8-51.2 1.6 3.2 48 35.2 64 51.2 6.4 6.4 12.8 12.8 19.2 20.8 32 40 62.4 99.2 52.8 108.8-9.6 11.2-19.2 24-27.2 36.8-3.2 4.8-8 6.4-12.8 4.8-3.2-1.6-4.8-3.2-8-4.8l-6.4-6.4c1.6 1.6-4.8-6.4-6.4-8-6.4-8-12.8-12.8-16-14.4h-3.2v9.6c1.6 8 4.8 17.6 9.6 32 1.6 3.2 1.6 4.8 3.2 8s4.8 12.8 4.8 14.4c1.6 4.8 3.2 9.6 4.8 12.8 3.2 9.6 4.8 16 4.8 19.2-1.6 6.4-8 9.6-12.8 6.4-1.6-1.6-3.2-1.6-4.8-4.8-3.2-3.2-6.4-8-11.2-14.4-3.2-4.8-8-11.2-14.4-20.8-1.6-3.2-3.2-6.4-8-12.8-3.2-4.8-6.4-9.6-8-12.8-1.6-3.2-3.2-4.8-4.8-8-12.8-19.2-22.4-33.6-30.4-41.6l-3.2-3.2c4.8 12.8 17.6 40 38.4 72 3.2 4.8 4.8 8 8 12.8 3.2 6.4 49.6 78.4 49.6 81.6 1.6 19.2 4.8 38.4 11.2 56 3.2 9.6-1.6 12.8-33.6 27.2-8 3.2-17.6 8-32 14.4-4.8 1.6-28.8 12.8-36.8 16-3.2 1.6-8 3.2-11.2 4.8-28.8 12.8-48 22.4-62.4 28.8-4.8 3.2-8 4.8-11.2 6.4 4.8 0 11.2-1.6 19.2-3.2 17.6-4.8 40-11.2 72-20.8 3.2-1.6 6.4-1.6 9.6-3.2 8-3.2 36.8-11.2 35.2-11.2 12.8-4.8 22.4-8 30.4-9.6 32-9.6 35.2-11.2 40-4.8 17.6 25.6 46.4 54.4 72 68.8 9.6 6.4 6.4 12.8-8 35.2 3.2-3.2-25.6 38.4-33.6 51.2-3.2 4.8-4.8 8-8 12.8-17.6 30.4-33.6 62.4-43.2 84.8-3.2 6.4-4.8 11.2-6.4 16 14.4-9.6 27.2-24 76.8-84.8z m-176-459.2z m99.2 44.8z m0 0z m328-163.2z m-4.8-3.2zM865.6 176z m-139.2 688z" fill="#050D42" /><path d="M508.8 640c-70.4 0-128-57.6-128-128s57.6-128 128-128 128 57.6 128 128-57.6 128-128 128z m0-32c52.8 0 96-43.2 96-96s-43.2-96-96-96-96 43.2-96 96 43.2 96 96 96z" fill="#050D42" /></svg>
true
"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"
<s>[INST] Icon of Nucleus here are the inputs Nucleus [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M579.2 164.8c12.8 17.6 12.8 30.4 3.2 100.8-4.8 38.4-6.4 62.4-4.8 88 1.6 24 4.8 44.8 12.8 62.4 12.8 30.4 30.4 49.6 76.8 84.8 1.6 1.6 1.6 1.6 3.2 1.6 65.6 51.2 91.2 81.6 99.2 142.4 14.4 105.6-41.6 196.8-121.6 252.8-62.4 43.2-168 48-224-1.6-76.8-65.6-158.4-241.6-166.4-403.2-8-176 78.4-377.6 163.2-400 62.4-14.4 118.4 17.6 158.4 72z m-25.6 19.2c-33.6-44.8-78.4-70.4-126.4-57.6-67.2 17.6-147.2 204.8-140.8 368 6.4 153.6 83.2 320 153.6 380.8 44.8 38.4 134.4 35.2 185.6-1.6 72-49.6 120-129.6 108.8-222.4-6.4-49.6-27.2-75.2-86.4-121.6-1.6-1.6-1.6-1.6-3.2-1.6-51.2-40-72-60.8-86.4-99.2-8-22.4-12.8-46.4-14.4-73.6-1.6-27.2 0-52.8 6.4-92.8 8-56 9.6-72 3.2-78.4z" fill="#050D42" /><path d="M582.4 419.2c1.6 4.8 3.2 9.6 6.4 14.4-1.6-4.8 57.6 92.8 81.6 145.6 19.2 43.2 12.8 73.6-14.4 86.4-20.8 9.6-49.6 9.6-81.6 4.8-73.6-12.8-112-65.6-118.4-224-6.4-155.2 27.2-219.2 73.6-203.2 16 4.8 24 25.6 35.2 96 0 1.6 3.2 16 3.2 20.8 6.4 30.4 9.6 48 14.4 59.2z" fill="#2F4BFF" /><path d="M582.4 419.2c1.6 4.8 3.2 9.6 6.4 14.4-1.6-4.8 57.6 92.8 81.6 145.6 38.4 84.8-28.8 168-126.4 187.2-96 19.2-185.6-91.2-193.6-264-3.2-84.8 24-153.6 73.6-206.4 36.8-38.4 84.8-64 104-57.6 16 4.8 24 30.4 35.2 99.2 0 1.6 3.2 16 3.2 20.8 8 32 11.2 49.6 16 60.8z m-14.4 6.4c-4.8-12.8-9.6-30.4-14.4-64 0-4.8-3.2-19.2-3.2-20.8-9.6-57.6-17.6-84.8-25.6-88-3.2-1.6-16 1.6-32 9.6-19.2 9.6-38.4 25.6-56 43.2-46.4 49.6-73.6 115.2-70.4 193.6 6.4 163.2 89.6 265.6 174.4 248 88-17.6 147.2-91.2 113.6-164.8-24-51.2-83.2-148.8-81.6-145.6-1.6-1.6-3.2-6.4-4.8-11.2z" fill="#050D42" /></svg> </s>
Icon of Nucleus
Nucleus
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M579.2 164.8c12.8 17.6 12.8 30.4 3.2 100.8-4.8 38.4-6.4 62.4-4.8 88 1.6 24 4.8 44.8 12.8 62.4 12.8 30.4 30.4 49.6 76.8 84.8 1.6 1.6 1.6 1.6 3.2 1.6 65.6 51.2 91.2 81.6 99.2 142.4 14.4 105.6-41.6 196.8-121.6 252.8-62.4 43.2-168 48-224-1.6-76.8-65.6-158.4-241.6-166.4-403.2-8-176 78.4-377.6 163.2-400 62.4-14.4 118.4 17.6 158.4 72z m-25.6 19.2c-33.6-44.8-78.4-70.4-126.4-57.6-67.2 17.6-147.2 204.8-140.8 368 6.4 153.6 83.2 320 153.6 380.8 44.8 38.4 134.4 35.2 185.6-1.6 72-49.6 120-129.6 108.8-222.4-6.4-49.6-27.2-75.2-86.4-121.6-1.6-1.6-1.6-1.6-3.2-1.6-51.2-40-72-60.8-86.4-99.2-8-22.4-12.8-46.4-14.4-73.6-1.6-27.2 0-52.8 6.4-92.8 8-56 9.6-72 3.2-78.4z" fill="#050D42" /><path d="M582.4 419.2c1.6 4.8 3.2 9.6 6.4 14.4-1.6-4.8 57.6 92.8 81.6 145.6 19.2 43.2 12.8 73.6-14.4 86.4-20.8 9.6-49.6 9.6-81.6 4.8-73.6-12.8-112-65.6-118.4-224-6.4-155.2 27.2-219.2 73.6-203.2 16 4.8 24 25.6 35.2 96 0 1.6 3.2 16 3.2 20.8 6.4 30.4 9.6 48 14.4 59.2z" fill="#2F4BFF" /><path d="M582.4 419.2c1.6 4.8 3.2 9.6 6.4 14.4-1.6-4.8 57.6 92.8 81.6 145.6 38.4 84.8-28.8 168-126.4 187.2-96 19.2-185.6-91.2-193.6-264-3.2-84.8 24-153.6 73.6-206.4 36.8-38.4 84.8-64 104-57.6 16 4.8 24 30.4 35.2 99.2 0 1.6 3.2 16 3.2 20.8 8 32 11.2 49.6 16 60.8z m-14.4 6.4c-4.8-12.8-9.6-30.4-14.4-64 0-4.8-3.2-19.2-3.2-20.8-9.6-57.6-17.6-84.8-25.6-88-3.2-1.6-16 1.6-32 9.6-19.2 9.6-38.4 25.6-56 43.2-46.4 49.6-73.6 115.2-70.4 193.6 6.4 163.2 89.6 265.6 174.4 248 88-17.6 147.2-91.2 113.6-164.8-24-51.2-83.2-148.8-81.6-145.6-1.6-1.6-3.2-6.4-4.8-11.2z" fill="#050D42" /></svg>
true
"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"
<s>[INST] Icon of Supercoil here are the inputs Supercoil [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M280 691.2c-3.2 11.2-6.4 22.4-11.2 33.6-30.4 75.2-20.8 129.6 1.6 147.2 24 17.6 76.8 9.6 137.6-40-25.6-51.2-25.6-118.4-43.2-140.8 25.6 6.4 46.4 35.2 59.2 88 3.2 11.2 6.4 22.4 9.6 32 30.4-20.8 56-27.2 76.8-19.2-16 4.8-36.8 27.2-62.4 49.6 19.2 36.8 44.8 54.4 64 54.4 20.8 0 44.8-17.6 64-54.4-25.6-22.4-46.4-43.2-62.4-49.6 20.8-8 44.8-1.6 76.8 19.2 3.2-9.6 6.4-20.8 9.6-32 12.8-52.8 32-81.6 59.2-88-17.6 22.4-17.6 89.6-43.2 140.8 60.8 49.6 113.6 57.6 137.6 40s32-72 1.6-147.2c-4.8-12.8-8-24-11.2-33.6-35.2-3.2-65.6-9.6-81.6-3.2 11.2-19.2 38.4-28.8 76.8-28.8 0-16 3.2-28.8 11.2-40 0 9.6 4.8 24 11.2 40 80 4.8 129.6-19.2 139.2-48 6.4-19.2-3.2-48-32-78.4-41.6 38.4-102.4 59.2-118.4 81.6-1.6-27.2 20.8-54.4 65.6-83.2 11.2-6.4 20.8-12.8 28.8-20.8-8-6.4-17.6-14.4-28.8-20.8-46.4-28.8-67.2-56-65.6-83.2 16 22.4 76.8 43.2 118.4 81.6 28.8-30.4 38.4-59.2 32-78.4-9.6-27.2-59.2-52.8-139.2-48-6.4 16-11.2 30.4-11.2 40-8-9.6-12.8-22.4-11.2-40-40 0-65.6-9.6-76.8-28.8 17.6 6.4 48 0 81.6-3.2 3.2-11.2 6.4-22.4 11.2-33.6 30.4-75.2 20.8-129.6-1.6-147.2-24-17.6-76.8-9.6-137.6 40 25.6 51.2 25.6 118.4 43.2 140.8-25.6-6.4-46.4-35.2-59.2-88-3.2-11.2-6.4-22.4-9.6-32-30.4 20.8-56 27.2-76.8 19.2 16-4.8 36.8-27.2 62.4-49.6C556.8 145.6 532.8 128 512 128c-20.8 0-44.8 17.6-64 54.4 25.6 22.4 46.4 43.2 62.4 49.6-20.8 8-44.8 1.6-76.8-19.2-3.2 9.6-6.4 20.8-9.6 32-12.8 52.8-32 81.6-59.2 88 17.6-22.4 17.6-89.6 43.2-140.8-60.8-49.6-113.6-57.6-137.6-40s-32 72-1.6 147.2c4.8 12.8 8 24 11.2 33.6 35.2 3.2 65.6 9.6 81.6 3.2-11.2 19.2-38.4 28.8-76.8 28.8 0 16-3.2 28.8-11.2 40 0-9.6-4.8-24-11.2-40-80-4.8-129.6 19.2-139.2 48-6.4 19.2 3.2 48 32 78.4 41.6-38.4 102.4-59.2 118.4-81.6 1.6 27.2-20.8 54.4-65.6 83.2-11.2 6.4-20.8 12.8-28.8 20.8 8 6.4 17.6 14.4 28.8 20.8 46.4 28.8 67.2 56 65.6 83.2-16-22.4-76.8-43.2-118.4-81.6-28.8 30.4-38.4 59.2-32 78.4 9.6 27.2 59.2 52.8 139.2 48 6.4-16 11.2-30.4 11.2-40 8 9.6 12.8 22.4 11.2 40 40 0 65.6 9.6 76.8 28.8-16-9.6-48-3.2-81.6 0z m-35.2 1.6c-51.2 0-102.4-12.8-124.8-81.6-14.4-43.2-6.4-75.2 12.8-99.2-17.6-25.6-25.6-57.6-12.8-99.2 22.4-67.2 73.6-81.6 124.8-81.6-24-56-48-126.4 24-179.2 60.8-44.8 113.6-20.8 155.2 12.8C443.2 142.4 470.4 128 512 128s68.8 14.4 86.4 36.8c41.6-33.6 94.4-57.6 155.2-12.8 72 52.8 49.6 123.2 24 179.2 51.2 0 102.4 12.8 124.8 81.6 14.4 43.2 6.4 75.2-12.8 99.2 17.6 25.6 25.6 57.6 12.8 99.2-22.4 67.2-73.6 81.6-124.8 81.6 24 56 48 126.4-24 179.2-60.8 44.8-113.6 20.8-155.2-12.8-19.2 22.4-44.8 36.8-86.4 36.8s-68.8-14.4-86.4-36.8c-41.6 33.6-94.4 57.6-155.2 12.8-72-52.8-49.6-123.2-25.6-179.2z" fill="#050D42" /><path d="M472 374.4c-83.2 16-134.4 84.8-99.2 164.8 36.8 81.6 100.8 116.8 169.6 104 86.4-17.6 137.6-73.6 99.2-158.4-40-92.8-96-126.4-169.6-110.4z m3.2 14.4c65.6-12.8 113.6 14.4 152 99.2 33.6 73.6-9.6 120-88 137.6-60.8 12.8-118.4-19.2-152-94.4-30.4-68.8 14.4-126.4 88-142.4z" fill="#2F4BFF" /><path d="M240 683.2l-16-1.6 12.8-100.8 16 1.6-12.8 100.8z m-35.2-11.2h-16l-1.6-129.6h16l1.6 129.6z m-33.6-14.4l-16 1.6L137.6 528l16-1.6 17.6 131.2zM240 340.8l12.8 100.8-16 1.6-12.8-100.8 16-1.6z m-35.2 11.2l-1.6 129.6h-16l1.6-129.6h16z m-33.6 14.4l-17.6 131.2-16-1.6 17.6-131.2 16 1.6z m67.2 454.4l-9.6-12.8 142.4-110.4 9.6 12.8-142.4 110.4z m113.6 65.6l-12.8-9.6 62.4-89.6 12.8 9.6-62.4 89.6z m-102.4-142.4l-9.6-14.4 94.4-59.2 8 12.8-92.8 60.8z m20.8 128l-4.8-4.8 1.6-1.6 120-120 11.2 11.2-120 120c-3.2-1.6-6.4-3.2-8-4.8z m-32-668.8l142.4 110.4-9.6 12.8-142.4-110.4 9.6-12.8zM352 137.6l62.4 89.6-12.8 9.6-62.4-89.6 12.8-9.6z m-102.4 142.4l94.4 59.2-8 12.8-96-57.6 9.6-14.4z m20.8-128c1.6-1.6 4.8-3.2 8-4.8l120 120-11.2 11.2-120-120-1.6-1.6 4.8-4.8zM784 683.2l-12.8-100.8 16-1.6 12.8 100.8-16 1.6z m35.2-11.2l1.6-129.6h16l-1.6 129.6h-16z m33.6-14.4l17.6-131.2 16 1.6-17.6 131.2-16-1.6zM784 340.8l16 1.6-12.8 100.8-16-1.6 12.8-100.8z m35.2 11.2h16l1.6 129.6h-16l-1.6-129.6z m33.6 14.4l16-1.6 17.6 131.2-16 1.6-17.6-131.2z m-67.2 454.4l-142.4-110.4 9.6-12.8 142.4 110.4-9.6 12.8zM672 886.4l-62.4-89.6 12.8-9.6 62.4 89.6-12.8 9.6z m102.4-142.4l-94.4-59.2 8-12.8 94.4 59.2-8 12.8z m-20.8 128c-1.6 1.6-4.8 3.2-8 4.8l-120-120 11.2-11.2 120 120 1.6 1.6-4.8 4.8z m32-668.8l9.6 12.8-142.4 110.4-9.6-12.8 142.4-110.4zM672 137.6l12.8 9.6-62.4 89.6-12.8-9.6L672 137.6z m102.4 142.4l8 12.8L688 352l-8-12.8 94.4-59.2z m-20.8-128l4.8 4.8-1.6 1.6-120 120-11.2-11.2 120-120c3.2 1.6 6.4 3.2 8 4.8zM457.6 812.8l16-1.6 8 72-16 1.6-8-72z m65.6-16l14.4-8 41.6 73.6-14.4 8-41.6-73.6z m-38.4 3.2l14.4-6.4 40 94.4-14.4 6.4-40-94.4z m-27.2-588.8l8-72 16 1.6-8 72-16-1.6z m65.6 16l41.6-73.6 14.4 8-41.6 73.6-14.4-8z m-38.4-3.2l40-94.4 14.4 6.4-40 94.4-14.4-6.4z" fill="#050D42" /><path d="M537.6 393.6c-56-11.2-102.4 11.2-139.2 94.4s28.8 120 80 131.2 107.2-19.2 140.8-94.4c33.6-76.8-25.6-120-81.6-131.2z" fill="#2F4BFF" /></svg> </s>
Icon of Supercoil
Supercoil
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M280 691.2c-3.2 11.2-6.4 22.4-11.2 33.6-30.4 75.2-20.8 129.6 1.6 147.2 24 17.6 76.8 9.6 137.6-40-25.6-51.2-25.6-118.4-43.2-140.8 25.6 6.4 46.4 35.2 59.2 88 3.2 11.2 6.4 22.4 9.6 32 30.4-20.8 56-27.2 76.8-19.2-16 4.8-36.8 27.2-62.4 49.6 19.2 36.8 44.8 54.4 64 54.4 20.8 0 44.8-17.6 64-54.4-25.6-22.4-46.4-43.2-62.4-49.6 20.8-8 44.8-1.6 76.8 19.2 3.2-9.6 6.4-20.8 9.6-32 12.8-52.8 32-81.6 59.2-88-17.6 22.4-17.6 89.6-43.2 140.8 60.8 49.6 113.6 57.6 137.6 40s32-72 1.6-147.2c-4.8-12.8-8-24-11.2-33.6-35.2-3.2-65.6-9.6-81.6-3.2 11.2-19.2 38.4-28.8 76.8-28.8 0-16 3.2-28.8 11.2-40 0 9.6 4.8 24 11.2 40 80 4.8 129.6-19.2 139.2-48 6.4-19.2-3.2-48-32-78.4-41.6 38.4-102.4 59.2-118.4 81.6-1.6-27.2 20.8-54.4 65.6-83.2 11.2-6.4 20.8-12.8 28.8-20.8-8-6.4-17.6-14.4-28.8-20.8-46.4-28.8-67.2-56-65.6-83.2 16 22.4 76.8 43.2 118.4 81.6 28.8-30.4 38.4-59.2 32-78.4-9.6-27.2-59.2-52.8-139.2-48-6.4 16-11.2 30.4-11.2 40-8-9.6-12.8-22.4-11.2-40-40 0-65.6-9.6-76.8-28.8 17.6 6.4 48 0 81.6-3.2 3.2-11.2 6.4-22.4 11.2-33.6 30.4-75.2 20.8-129.6-1.6-147.2-24-17.6-76.8-9.6-137.6 40 25.6 51.2 25.6 118.4 43.2 140.8-25.6-6.4-46.4-35.2-59.2-88-3.2-11.2-6.4-22.4-9.6-32-30.4 20.8-56 27.2-76.8 19.2 16-4.8 36.8-27.2 62.4-49.6C556.8 145.6 532.8 128 512 128c-20.8 0-44.8 17.6-64 54.4 25.6 22.4 46.4 43.2 62.4 49.6-20.8 8-44.8 1.6-76.8-19.2-3.2 9.6-6.4 20.8-9.6 32-12.8 52.8-32 81.6-59.2 88 17.6-22.4 17.6-89.6 43.2-140.8-60.8-49.6-113.6-57.6-137.6-40s-32 72-1.6 147.2c4.8 12.8 8 24 11.2 33.6 35.2 3.2 65.6 9.6 81.6 3.2-11.2 19.2-38.4 28.8-76.8 28.8 0 16-3.2 28.8-11.2 40 0-9.6-4.8-24-11.2-40-80-4.8-129.6 19.2-139.2 48-6.4 19.2 3.2 48 32 78.4 41.6-38.4 102.4-59.2 118.4-81.6 1.6 27.2-20.8 54.4-65.6 83.2-11.2 6.4-20.8 12.8-28.8 20.8 8 6.4 17.6 14.4 28.8 20.8 46.4 28.8 67.2 56 65.6 83.2-16-22.4-76.8-43.2-118.4-81.6-28.8 30.4-38.4 59.2-32 78.4 9.6 27.2 59.2 52.8 139.2 48 6.4-16 11.2-30.4 11.2-40 8 9.6 12.8 22.4 11.2 40 40 0 65.6 9.6 76.8 28.8-16-9.6-48-3.2-81.6 0z m-35.2 1.6c-51.2 0-102.4-12.8-124.8-81.6-14.4-43.2-6.4-75.2 12.8-99.2-17.6-25.6-25.6-57.6-12.8-99.2 22.4-67.2 73.6-81.6 124.8-81.6-24-56-48-126.4 24-179.2 60.8-44.8 113.6-20.8 155.2 12.8C443.2 142.4 470.4 128 512 128s68.8 14.4 86.4 36.8c41.6-33.6 94.4-57.6 155.2-12.8 72 52.8 49.6 123.2 24 179.2 51.2 0 102.4 12.8 124.8 81.6 14.4 43.2 6.4 75.2-12.8 99.2 17.6 25.6 25.6 57.6 12.8 99.2-22.4 67.2-73.6 81.6-124.8 81.6 24 56 48 126.4-24 179.2-60.8 44.8-113.6 20.8-155.2-12.8-19.2 22.4-44.8 36.8-86.4 36.8s-68.8-14.4-86.4-36.8c-41.6 33.6-94.4 57.6-155.2 12.8-72-52.8-49.6-123.2-25.6-179.2z" fill="#050D42" /><path d="M472 374.4c-83.2 16-134.4 84.8-99.2 164.8 36.8 81.6 100.8 116.8 169.6 104 86.4-17.6 137.6-73.6 99.2-158.4-40-92.8-96-126.4-169.6-110.4z m3.2 14.4c65.6-12.8 113.6 14.4 152 99.2 33.6 73.6-9.6 120-88 137.6-60.8 12.8-118.4-19.2-152-94.4-30.4-68.8 14.4-126.4 88-142.4z" fill="#2F4BFF" /><path d="M240 683.2l-16-1.6 12.8-100.8 16 1.6-12.8 100.8z m-35.2-11.2h-16l-1.6-129.6h16l1.6 129.6z m-33.6-14.4l-16 1.6L137.6 528l16-1.6 17.6 131.2zM240 340.8l12.8 100.8-16 1.6-12.8-100.8 16-1.6z m-35.2 11.2l-1.6 129.6h-16l1.6-129.6h16z m-33.6 14.4l-17.6 131.2-16-1.6 17.6-131.2 16 1.6z m67.2 454.4l-9.6-12.8 142.4-110.4 9.6 12.8-142.4 110.4z m113.6 65.6l-12.8-9.6 62.4-89.6 12.8 9.6-62.4 89.6z m-102.4-142.4l-9.6-14.4 94.4-59.2 8 12.8-92.8 60.8z m20.8 128l-4.8-4.8 1.6-1.6 120-120 11.2 11.2-120 120c-3.2-1.6-6.4-3.2-8-4.8z m-32-668.8l142.4 110.4-9.6 12.8-142.4-110.4 9.6-12.8zM352 137.6l62.4 89.6-12.8 9.6-62.4-89.6 12.8-9.6z m-102.4 142.4l94.4 59.2-8 12.8-96-57.6 9.6-14.4z m20.8-128c1.6-1.6 4.8-3.2 8-4.8l120 120-11.2 11.2-120-120-1.6-1.6 4.8-4.8zM784 683.2l-12.8-100.8 16-1.6 12.8 100.8-16 1.6z m35.2-11.2l1.6-129.6h16l-1.6 129.6h-16z m33.6-14.4l17.6-131.2 16 1.6-17.6 131.2-16-1.6zM784 340.8l16 1.6-12.8 100.8-16-1.6 12.8-100.8z m35.2 11.2h16l1.6 129.6h-16l-1.6-129.6z m33.6 14.4l16-1.6 17.6 131.2-16 1.6-17.6-131.2z m-67.2 454.4l-142.4-110.4 9.6-12.8 142.4 110.4-9.6 12.8zM672 886.4l-62.4-89.6 12.8-9.6 62.4 89.6-12.8 9.6z m102.4-142.4l-94.4-59.2 8-12.8 94.4 59.2-8 12.8z m-20.8 128c-1.6 1.6-4.8 3.2-8 4.8l-120-120 11.2-11.2 120 120 1.6 1.6-4.8 4.8z m32-668.8l9.6 12.8-142.4 110.4-9.6-12.8 142.4-110.4zM672 137.6l12.8 9.6-62.4 89.6-12.8-9.6L672 137.6z m102.4 142.4l8 12.8L688 352l-8-12.8 94.4-59.2z m-20.8-128l4.8 4.8-1.6 1.6-120 120-11.2-11.2 120-120c3.2 1.6 6.4 3.2 8 4.8zM457.6 812.8l16-1.6 8 72-16 1.6-8-72z m65.6-16l14.4-8 41.6 73.6-14.4 8-41.6-73.6z m-38.4 3.2l14.4-6.4 40 94.4-14.4 6.4-40-94.4z m-27.2-588.8l8-72 16 1.6-8 72-16-1.6z m65.6 16l41.6-73.6 14.4 8-41.6 73.6-14.4-8z m-38.4-3.2l40-94.4 14.4 6.4-40 94.4-14.4-6.4z" fill="#050D42" /><path d="M537.6 393.6c-56-11.2-102.4 11.2-139.2 94.4s28.8 120 80 131.2 107.2-19.2 140.8-94.4c33.6-76.8-25.6-120-81.6-131.2z" fill="#2F4BFF" /></svg>
true
"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"
<s>[INST] Icon of Genetically Modified here are the inputs Genetically Modified [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M667.2 348.8c-4.8 41.6-3.2 76.8 1.6 102.4 1.6 8-28.8 16-32 6.4-6.4-30.4-8-67.2-1.6-113.6 6.4-60.8 32-115.2 67.2-160 12.8-16 24-28.8 35.2-38.4 4.8-3.2 8-6.4 11.2-8 1.6 0 1.6-1.6 3.2-1.6 3.2-1.6 1.6-1.6 11.2-1.6 11.2 9.6 11.2 9.6 12.8 20.8-1.6 4.8-1.6 4.8-3.2 4.8 0 1.6-1.6 1.6-3.2 3.2-3.2 3.2-12.8 24-20.8 46.4-9.6 28.8-16 56-16 78.4 0 17.6 3.2 48 11.2 89.6l4.8 24c1.6 6.4 1.6 12.8 3.2 20.8 0 1.6 3.2 16 3.2 19.2 1.6 8-30.4 14.4-32 6.4 0-4.8-3.2-19.2-3.2-19.2-1.6-8-3.2-14.4-3.2-20.8-1.6-9.6-3.2-17.6-4.8-24-8-43.2-11.2-75.2-11.2-96 0-17.6 3.2-38.4 9.6-59.2-22.4 35.2-38.4 76.8-43.2 120zM436.8 286.4c0 17.6 0 33.6-1.6 51.2 0 3.2-1.6 14.4-1.6 16v12.8c0 9.6-8 16-16 16s-16-8-16-16c0-3.2 0-8 1.6-14.4 0-3.2 1.6-14.4 1.6-16 1.6-17.6 1.6-32 1.6-49.6 0-14.4-3.2-33.6-8-60.8-1.6-8-3.2-17.6-6.4-27.2-3.2-11.2-16-59.2-16-64 0-8 1.6-9.6 16-16 8 3.2 8 3.2 9.6 4.8 1.6 1.6 3.2 1.6 4.8 3.2 1.6 1.6 4.8 4.8 8 9.6 6.4 9.6 14.4 20.8 22.4 33.6 20.8 35.2 36.8 72 44.8 105.6 9.6 46.4 8 86.4-6.4 121.6-3.2 8-12.8 12.8-20.8 8-8-3.2-12.8-12.8-8-20.8 11.2-27.2 12.8-62.4 4.8-102.4-4.8-17.6-11.2-36.8-20.8-57.6 4.8 27.2 6.4 46.4 6.4 62.4z" fill="#050D42" /><path d="M561.6 536c20.8-49.6 59.2-76.8 116.8-81.6 4.8-184-14.4-334.4-86.4-350.4-72-14.4-134.4 102.4-152 280-1.6 17.6 51.2 48 60.8 54.4 6.4 8 27.2 40 60.8 97.6z" fill="#2F4BFF" /><path d="M270.4 475.2c-1.6 1.6-4.8 1.6-6.4 3.2-3.2 1.6-4.8 1.6-8 4.8-1.6 0-6.4 3.2-6.4 4.8-9.6 4.8-16 8-25.6 1.6-20.8-12.8 11.2-73.6 38.4-88 11.2-6.4 17.6-8 36.8-11.2 11.2-1.6 16-3.2 20.8-6.4 3.2-1.6 8-6.4 11.2-11.2 1.6-1.6 3.2-3.2 4.8-6.4 0-1.6 3.2-4.8 4.8-6.4 4.8-6.4 8-9.6 11.2-12.8 20.8-11.2 92.8 8 139.2 48 16 14.4 32 32 46.4 51.2 12.8 17.6 24 36.8 35.2 56 9.6-12.8 20.8-28.8 35.2-46.4 16-20.8 161.6-32 177.6-25.6 12.8 4.8 20.8 28.8 24 62.4 1.6 16-4.8 52.8-16 97.6-4.8 17.6-9.6 35.2-12.8 48-1.6 6.4-3.2 11.2-4.8 14.4-1.6 3.2-1.6 4.8-3.2 6.4-1.6 3.2-3.2 4.8-6.4 6.4-9.6 4.8-19.2 0-22.4-8 0-1.6-1.6-4.8-4.8-9.6 0 6.4-1.6 12.8-3.2 19.2-6.4 48-14.4 86.4-25.6 112-9.6 22.4-25.6 41.6-46.4 59.2-11.2 9.6-22.4 17.6-35.2 24-3.2 1.6-6.4 3.2-8 4.8 1.6 8 1.6 14.4 0 22.4-1.6 4.8-1.6 8-4.8 12.8-12.8 25.6-91.2 25.6-112 11.2-11.2-8-14.4-20.8-11.2-40 0-1.6 0-4.8 1.6-8 0-1.6 0-3.2 1.6-4.8-11.2-6.4-40-28.8-59.2-52.8-16-20.8-25.6-52.8-30.4-96-6.4-24-6.4-33.6-8-75.2v-11.2c-3.2-49.6-8-99.2-14.4-137.6-1.6-12.8-4.8-33.6-6.4-43.2-36.8 8-89.6 24-107.2 30.4z m470.4 120s0-1.6 0 0c0-1.6 0-1.6 0 0z m-27.2 9.6z m-156.8-80c-1.6 3.2-1.6 4.8-3.2 6.4 1.6-1.6 3.2-4.8 3.2-6.4 1.6-1.6 0 0 0 0z m-174.4-115.2h3.2c14.4 0 17.6 8 20.8 24 0-1.6 4.8 33.6 8 49.6 6.4 40 12.8 89.6 14.4 140.8v11.2c1.6 40 1.6 49.6 4.8 70.4 4.8 36.8 12.8 64 24 78.4 22.4 27.2 65.6 56 64 54.4 3.2 3.2 4.8 6.4 4.8 11.2 0 4.8 0 6.4-1.6 17.6 0 3.2 0 4.8-1.6 6.4v9.6c1.6 1.6 19.2 3.2 35.2 3.2 9.6 0 17.6-1.6 24-3.2 1.6 0 4.8-1.6 4.8-1.6v-3.2-14.4-3.2-4.8c0-8 1.6-14.4 9.6-17.6 0 0 3.2-1.6 4.8-3.2 3.2-1.6 6.4-3.2 11.2-6.4 11.2-6.4 20.8-12.8 30.4-20.8 17.6-14.4 30.4-28.8 36.8-46.4 9.6-22.4 17.6-57.6 22.4-104 3.2-28.8 6.4-64 6.4-68.8 0-1.6 0-1.6 1.6-6.4 4.8-6.4 4.8-6.4 12.8-9.6 11.2 1.6 11.2 1.6 12.8 4.8l3.2 3.2c1.6 1.6 1.6 3.2 3.2 6.4 3.2 4.8 6.4 11.2 9.6 17.6 1.6-8 4.8-17.6 6.4-27.2 9.6-40 16-75.2 16-88-1.6-12.8-3.2-24-4.8-32 0-1.6 0-1.6-1.6-3.2-20.8 0-132.8 9.6-137.6 14.4-6.4 9.6-19.2 25.6-28.8 38.4-4.8 8-9.6 14.4-12.8 19.2-1.6 1.6-1.6 3.2-3.2 4.8 0-1.6 0 0-3.2 4.8-9.6 8-9.6 8-19.2 6.4-6.4-3.2-6.4-3.2-8-4.8 0-1.6-1.6-1.6-1.6-3.2s-1.6-3.2-3.2-4.8c-6.4-11.2-6.4-11.2-9.6-17.6-11.2-19.2-22.4-36.8-33.6-52.8-14.4-19.2-27.2-35.2-41.6-46.4-20.8-19.2-46.4-32-72-38.4-9.6-3.2-17.6-4.8-25.6-4.8h-4.8s0 1.6-1.6 1.6c0 1.6-3.2 4.8-4.8 6.4-1.6 3.2-3.2 4.8-4.8 8-6.4 8-12.8 14.4-20.8 19.2-8 4.8-16 8-32 11.2-14.4 3.2-20.8 4.8-27.2 8-4.8 1.6-9.6 8-14.4 16 28.8-4.8 91.2-22.4 124.8-30.4z m204.8 126.4v-3.2 3.2z m-1.6 1.6z m185.6-76.8s1.6 0 0 0c1.6 0 1.6 0 0 0z m-3.2-3.2zM587.2 883.2z" fill="#050D42" /></svg> </s>
Icon of Genetically Modified
Genetically Modified
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M667.2 348.8c-4.8 41.6-3.2 76.8 1.6 102.4 1.6 8-28.8 16-32 6.4-6.4-30.4-8-67.2-1.6-113.6 6.4-60.8 32-115.2 67.2-160 12.8-16 24-28.8 35.2-38.4 4.8-3.2 8-6.4 11.2-8 1.6 0 1.6-1.6 3.2-1.6 3.2-1.6 1.6-1.6 11.2-1.6 11.2 9.6 11.2 9.6 12.8 20.8-1.6 4.8-1.6 4.8-3.2 4.8 0 1.6-1.6 1.6-3.2 3.2-3.2 3.2-12.8 24-20.8 46.4-9.6 28.8-16 56-16 78.4 0 17.6 3.2 48 11.2 89.6l4.8 24c1.6 6.4 1.6 12.8 3.2 20.8 0 1.6 3.2 16 3.2 19.2 1.6 8-30.4 14.4-32 6.4 0-4.8-3.2-19.2-3.2-19.2-1.6-8-3.2-14.4-3.2-20.8-1.6-9.6-3.2-17.6-4.8-24-8-43.2-11.2-75.2-11.2-96 0-17.6 3.2-38.4 9.6-59.2-22.4 35.2-38.4 76.8-43.2 120zM436.8 286.4c0 17.6 0 33.6-1.6 51.2 0 3.2-1.6 14.4-1.6 16v12.8c0 9.6-8 16-16 16s-16-8-16-16c0-3.2 0-8 1.6-14.4 0-3.2 1.6-14.4 1.6-16 1.6-17.6 1.6-32 1.6-49.6 0-14.4-3.2-33.6-8-60.8-1.6-8-3.2-17.6-6.4-27.2-3.2-11.2-16-59.2-16-64 0-8 1.6-9.6 16-16 8 3.2 8 3.2 9.6 4.8 1.6 1.6 3.2 1.6 4.8 3.2 1.6 1.6 4.8 4.8 8 9.6 6.4 9.6 14.4 20.8 22.4 33.6 20.8 35.2 36.8 72 44.8 105.6 9.6 46.4 8 86.4-6.4 121.6-3.2 8-12.8 12.8-20.8 8-8-3.2-12.8-12.8-8-20.8 11.2-27.2 12.8-62.4 4.8-102.4-4.8-17.6-11.2-36.8-20.8-57.6 4.8 27.2 6.4 46.4 6.4 62.4z" fill="#050D42" /><path d="M561.6 536c20.8-49.6 59.2-76.8 116.8-81.6 4.8-184-14.4-334.4-86.4-350.4-72-14.4-134.4 102.4-152 280-1.6 17.6 51.2 48 60.8 54.4 6.4 8 27.2 40 60.8 97.6z" fill="#2F4BFF" /><path d="M270.4 475.2c-1.6 1.6-4.8 1.6-6.4 3.2-3.2 1.6-4.8 1.6-8 4.8-1.6 0-6.4 3.2-6.4 4.8-9.6 4.8-16 8-25.6 1.6-20.8-12.8 11.2-73.6 38.4-88 11.2-6.4 17.6-8 36.8-11.2 11.2-1.6 16-3.2 20.8-6.4 3.2-1.6 8-6.4 11.2-11.2 1.6-1.6 3.2-3.2 4.8-6.4 0-1.6 3.2-4.8 4.8-6.4 4.8-6.4 8-9.6 11.2-12.8 20.8-11.2 92.8 8 139.2 48 16 14.4 32 32 46.4 51.2 12.8 17.6 24 36.8 35.2 56 9.6-12.8 20.8-28.8 35.2-46.4 16-20.8 161.6-32 177.6-25.6 12.8 4.8 20.8 28.8 24 62.4 1.6 16-4.8 52.8-16 97.6-4.8 17.6-9.6 35.2-12.8 48-1.6 6.4-3.2 11.2-4.8 14.4-1.6 3.2-1.6 4.8-3.2 6.4-1.6 3.2-3.2 4.8-6.4 6.4-9.6 4.8-19.2 0-22.4-8 0-1.6-1.6-4.8-4.8-9.6 0 6.4-1.6 12.8-3.2 19.2-6.4 48-14.4 86.4-25.6 112-9.6 22.4-25.6 41.6-46.4 59.2-11.2 9.6-22.4 17.6-35.2 24-3.2 1.6-6.4 3.2-8 4.8 1.6 8 1.6 14.4 0 22.4-1.6 4.8-1.6 8-4.8 12.8-12.8 25.6-91.2 25.6-112 11.2-11.2-8-14.4-20.8-11.2-40 0-1.6 0-4.8 1.6-8 0-1.6 0-3.2 1.6-4.8-11.2-6.4-40-28.8-59.2-52.8-16-20.8-25.6-52.8-30.4-96-6.4-24-6.4-33.6-8-75.2v-11.2c-3.2-49.6-8-99.2-14.4-137.6-1.6-12.8-4.8-33.6-6.4-43.2-36.8 8-89.6 24-107.2 30.4z m470.4 120s0-1.6 0 0c0-1.6 0-1.6 0 0z m-27.2 9.6z m-156.8-80c-1.6 3.2-1.6 4.8-3.2 6.4 1.6-1.6 3.2-4.8 3.2-6.4 1.6-1.6 0 0 0 0z m-174.4-115.2h3.2c14.4 0 17.6 8 20.8 24 0-1.6 4.8 33.6 8 49.6 6.4 40 12.8 89.6 14.4 140.8v11.2c1.6 40 1.6 49.6 4.8 70.4 4.8 36.8 12.8 64 24 78.4 22.4 27.2 65.6 56 64 54.4 3.2 3.2 4.8 6.4 4.8 11.2 0 4.8 0 6.4-1.6 17.6 0 3.2 0 4.8-1.6 6.4v9.6c1.6 1.6 19.2 3.2 35.2 3.2 9.6 0 17.6-1.6 24-3.2 1.6 0 4.8-1.6 4.8-1.6v-3.2-14.4-3.2-4.8c0-8 1.6-14.4 9.6-17.6 0 0 3.2-1.6 4.8-3.2 3.2-1.6 6.4-3.2 11.2-6.4 11.2-6.4 20.8-12.8 30.4-20.8 17.6-14.4 30.4-28.8 36.8-46.4 9.6-22.4 17.6-57.6 22.4-104 3.2-28.8 6.4-64 6.4-68.8 0-1.6 0-1.6 1.6-6.4 4.8-6.4 4.8-6.4 12.8-9.6 11.2 1.6 11.2 1.6 12.8 4.8l3.2 3.2c1.6 1.6 1.6 3.2 3.2 6.4 3.2 4.8 6.4 11.2 9.6 17.6 1.6-8 4.8-17.6 6.4-27.2 9.6-40 16-75.2 16-88-1.6-12.8-3.2-24-4.8-32 0-1.6 0-1.6-1.6-3.2-20.8 0-132.8 9.6-137.6 14.4-6.4 9.6-19.2 25.6-28.8 38.4-4.8 8-9.6 14.4-12.8 19.2-1.6 1.6-1.6 3.2-3.2 4.8 0-1.6 0 0-3.2 4.8-9.6 8-9.6 8-19.2 6.4-6.4-3.2-6.4-3.2-8-4.8 0-1.6-1.6-1.6-1.6-3.2s-1.6-3.2-3.2-4.8c-6.4-11.2-6.4-11.2-9.6-17.6-11.2-19.2-22.4-36.8-33.6-52.8-14.4-19.2-27.2-35.2-41.6-46.4-20.8-19.2-46.4-32-72-38.4-9.6-3.2-17.6-4.8-25.6-4.8h-4.8s0 1.6-1.6 1.6c0 1.6-3.2 4.8-4.8 6.4-1.6 3.2-3.2 4.8-4.8 8-6.4 8-12.8 14.4-20.8 19.2-8 4.8-16 8-32 11.2-14.4 3.2-20.8 4.8-27.2 8-4.8 1.6-9.6 8-14.4 16 28.8-4.8 91.2-22.4 124.8-30.4z m204.8 126.4v-3.2 3.2z m-1.6 1.6z m185.6-76.8s1.6 0 0 0c1.6 0 1.6 0 0 0z m-3.2-3.2zM587.2 883.2z" fill="#050D42" /></svg>
true
"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"
<s>[INST] Icon of Organic Organism here are the inputs Organic Organism [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M195.2 534.4l147.2-147.2c73.6-1.6 140.8 28.8 203.2 91.2 62.4 62.4 92.8 129.6 91.2 203.2l-147.2 147.2c-81.6 81.6-212.8 81.6-294.4 0s-81.6-212.8 0-294.4z" fill="#2F4BFF" /><path d="M217.6 556.8c-68.8 68.8-68.8 180.8 0 249.6s180.8 68.8 249.6 0l339.2-339.2c68.8-68.8 68.8-180.8 0-249.6s-180.8-68.8-249.6 0L217.6 556.8z m-22.4-22.4l339.2-339.2c81.6-81.6 212.8-81.6 294.4 0s81.6 212.8 0 294.4L489.6 828.8c-81.6 81.6-212.8 81.6-294.4 0s-81.6-212.8 0-294.4z" fill="#050D42" /><path d="M590.4 433.6c-12.8 12.8-32 12.8-44.8 0-12.8-12.8-12.8-32 0-44.8 12.8-12.8 32-12.8 44.8 0 12.8 11.2 12.8 32 0 44.8z m136 67.2c-12.8 12.8-32 12.8-44.8 0s-12.8-32 0-44.8 32-12.8 44.8 0 12.8 32 0 44.8z m17.6-176c-9.6 9.6-24 9.6-33.6 0-9.6-9.6-9.6-24 0-33.6 9.6-9.6 24-9.6 33.6 0s9.6 24 0 33.6z m62.4-16c-6.4 6.4-16 6.4-22.4 0-6.4-6.4-6.4-16 0-22.4 6.4-6.4 16-6.4 22.4 0 6.4 4.8 6.4 16 0 22.4zM704 251.2c-6.4 6.4-16 6.4-22.4 0s-6.4-16 0-22.4 16-6.4 22.4 0c6.4 6.4 6.4 16 0 22.4z m-22.4 158.4c-6.4 6.4-16 6.4-22.4 0-6.4-6.4-6.4-16 0-22.4 6.4-6.4 16-6.4 22.4 0 6.4 6.4 6.4 16 0 22.4z m-124.8-100.8c-6.4 6.4-16 6.4-22.4 0-6.4-6.4-6.4-16 0-22.4 6.4-6.4 16-6.4 22.4 0 6.4 4.8 6.4 16 0 22.4z m107.2-17.6c-16 16-41.6 16-56 0s-16-41.6 0-56 41.6-16 56 0 16 40 0 56z" fill="#2F4BFF" /></svg> </s>
Icon of Organic Organism
Organic Organism
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M195.2 534.4l147.2-147.2c73.6-1.6 140.8 28.8 203.2 91.2 62.4 62.4 92.8 129.6 91.2 203.2l-147.2 147.2c-81.6 81.6-212.8 81.6-294.4 0s-81.6-212.8 0-294.4z" fill="#2F4BFF" /><path d="M217.6 556.8c-68.8 68.8-68.8 180.8 0 249.6s180.8 68.8 249.6 0l339.2-339.2c68.8-68.8 68.8-180.8 0-249.6s-180.8-68.8-249.6 0L217.6 556.8z m-22.4-22.4l339.2-339.2c81.6-81.6 212.8-81.6 294.4 0s81.6 212.8 0 294.4L489.6 828.8c-81.6 81.6-212.8 81.6-294.4 0s-81.6-212.8 0-294.4z" fill="#050D42" /><path d="M590.4 433.6c-12.8 12.8-32 12.8-44.8 0-12.8-12.8-12.8-32 0-44.8 12.8-12.8 32-12.8 44.8 0 12.8 11.2 12.8 32 0 44.8z m136 67.2c-12.8 12.8-32 12.8-44.8 0s-12.8-32 0-44.8 32-12.8 44.8 0 12.8 32 0 44.8z m17.6-176c-9.6 9.6-24 9.6-33.6 0-9.6-9.6-9.6-24 0-33.6 9.6-9.6 24-9.6 33.6 0s9.6 24 0 33.6z m62.4-16c-6.4 6.4-16 6.4-22.4 0-6.4-6.4-6.4-16 0-22.4 6.4-6.4 16-6.4 22.4 0 6.4 4.8 6.4 16 0 22.4zM704 251.2c-6.4 6.4-16 6.4-22.4 0s-6.4-16 0-22.4 16-6.4 22.4 0c6.4 6.4 6.4 16 0 22.4z m-22.4 158.4c-6.4 6.4-16 6.4-22.4 0-6.4-6.4-6.4-16 0-22.4 6.4-6.4 16-6.4 22.4 0 6.4 6.4 6.4 16 0 22.4z m-124.8-100.8c-6.4 6.4-16 6.4-22.4 0-6.4-6.4-6.4-16 0-22.4 6.4-6.4 16-6.4 22.4 0 6.4 4.8 6.4 16 0 22.4z m107.2-17.6c-16 16-41.6 16-56 0s-16-41.6 0-56 41.6-16 56 0 16 40 0 56z" fill="#2F4BFF" /></svg>
true
"iVBORw0KGgoAAAANSUhEUgAAAyAAAAMgCAYAAADbcAZoAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nOzdeZhcdZn+//s5VdWdpJdAAoIRCKAsEkgnBgUEtLMIJp0A6q8HUQSccRmXEf2OAw6KNuK4O+My6uDMCG44GGVLOhHM0uyghKQDQUCUsMiiIZDubN1VdZ7fH4nKkoR0d53zOVX1fl2Xc11C+jx3nBT03Z/lSAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEDlWegAAAAg4/Y5qWn0YDzeY+XLpVKr8paTJC9pDylnyrtFZd8jztmzKplLZbe8npUklbycy+f7LFJpS0P0tJ66flPQ3wuA4CggAADUpeNGNzQ3HRhH5QPM7QAzTXT3fV023qRxksaZbLzLx0lqrODgAZOtd/nTkta7tN7kT5vZk+562M0fidwfHuwfeFi6bUsF5wLICAoIAAA1q7OhoWn94cr5JLkfGSs6zKSJkh8g6WWh0+2GP0l62GWPRIrvl0d3y3Xv4KZx90nzB0OHAzA8FBAAAGrA6NHt+5Vz9rpYdpRFmiTXkZIOkZQPnS0BJUm/k+kej7Umkt+dK/uvt2zpeSx0MAAvjQICAEDVmVYojG2dLI9OkPs0ScdLOjh0qtBM9oTkK2RaEZejm0ubNt3CNi4geyggAABk3T4nNeW2FN8YxfYmmZ0geZukQuhYVaAoaZWkm2PTr8qj8zdyCB4IjwICAEDmdEWFsTdM9dhmmfksuZ2oyh4Er1clSb0mLYkVLSz1n3Cr1BWHDgXUGwoIAABZMG52a0NpoMPlp8ptlqTxoSPVgXUyX2qyawbzjd1av7gvdCCgHlBAAAAIZewJexa8ME+yuXLNkdQUOlIdG5D5TVK0sFjW/2nT0qdCBwJqFQUEAIA0NZ/0soJKb1Xkb5Nbu2rzlqpqV5JruWS/KCp3lTZe/6fQgYBaQgEBACBxnbl80zPTLRe/T67TxAHyalKW+XKL7XuDGzdcLa0ohg4EVDsKCAAACWloaT9cis5x6RxJ+4TOgxFbL9nPFZe/W9zUsyp0GKBaUUAAAKikvdubC1uiM2V6t6TXhY6DxPxarkuLo+Mf6889G0OHAaoJBQQAgAoYM+ZNE0r58vvc9U+SxoXOg9T0ye2yXL78H1uf7VkbOgxQDSggAACMQGHs9GmK7VxJZ4gD5fUsNmlRHEffKG1asiR0GCDLKCAAAAxZZ0OhZf0Zcj9Xpqmh0yBjXHcp8m8U+/p+yqF14MUoIAAA7LZphUJr6xly+7SkV4ZOg4xzPaLI/r3YV75E6tkaOg6QFRQQAABeUmdDoXXd2ykeGBaKCPA8FBAAAHaqs6HQsu4cl11o0n6h06DKmT8qRV+jiKDeUUAAAHiRzlyhZd0/uOzTJr0idBrUFpceM+miYv/4S6X55dB5gLRRQAAAeI5806xZFsVfldQWOgtq3m9j2Xnl/qULQwcB0kQBAQBAf31r+Vdcmhs6C+qM+RIrR/88uGnp6tBRgDRQQAAA9a2lfa+C5y6U+QfFezwQTizpJ8U4Pk+bep4MHQZIEgUEAFCn2vP5luijJn1GUnPoNMB2/S7rKvWXvyn1lEKHAZJAAQEA1J3CmFlTlfPvSX506CzATvTK/P3FvuV3hA4CVBoFBABQP/Y6vqWwtfHfZPqgpFzoOFVmg+TrZdEGuW+7ucn0rOSu2FyRnlWsPRS5SWZy7bHt11hOHo+VbJyksQHzV6OyXP9ZHDVwodbd0h86DFApFBAAQF1oaJl5Wiz/Fu/zeJ6yzB+X62G5HjaLHnHXw7HpjyY9nVO8fsBL67Vx3/WVuS62M6fmJ8c1Wn5cWTbeZeMi9/3M7AD3+ACZJso0UW4TREH8K5cei+QfHuxffk3oLEAlUEAAALVtzIkvz+cavmvyU0NHCWirXL+VaY1La3LSGouiNVs3lB7J5jmDaYVRY/fc3+N4UlmaZO5HSnaETK+WNCp0ulBcuroUxx/gkDqqHQUEAFCzGpqnv9XNLpG0V+gsKRqQbKXc77BId5hydw707fGH2njhXWeusfXZg13loz3WMTIdK2mqpIbQyVK0zqT3DfYvuyp0EGC4KCAAgNozbnZroTjwDUnnhI6SgnUyLZPsVql8R7Fv9Epp8UDoUOmZ3Vho3TJVyh0j+fFyzZA0PnSqFFxabBw4l7MhqEYUEABATcm3zDzO5D+U9KrQWRJSktRrpoVuvqC44Y0rpa44dKgsaWiePik2m2vms+R2gmp329bD7n52aePyG0IHAYaCAgIAqBGdDQ0tT3/WpY+rxg4wu/S4mV/lZteWNmy5SbptS+hMVWPCvDH5jRtPNEWnuPtpJk0IHanCyib78mD/uC5p/mDoMMDuoIAAAKreqLGzDi6X4/kyvSZ0lgr6g6SrXLqy1P+G21nlqISuKN9y47EmvVXyt0p2UOhEFbQiF+U7t264/qHQQYCXQgEBAFS1XMvMudG2LVd7hs4yUi49Hkk/8nJ0RXHzkpWh89S6wphZUy1XfnssO7NGVkbWx+bvKvctXxQ6CLArFBAAQLWyfMuM80z6vKQodJgRGDDpV3L9cHBjfFU2r8WtdV1RvunmGRbFZ8n1NpnGhE40Am7Slwf7x3+yNm4+Qy2igAAAqk/ziXsXovzlcpsVOsqwuVYq0veLKlyuvuvWh46D7VpPHldQ8R2K9fcyTQ0dZ7jMdf2gxe9Uf8+60FmAF6KAAACqSmHs9GmK7eeSDgydZRhikxbFcfSN0qYlS0KHwa5t/7N2rqQzJOVD5xkqlx4zizuLfT23h84CPBcFBABQNQot0/9esu+q+l4897RJ/5Mr5b+9Zcv1j4YOg6EZveesA8ql8odc9h5J40LnGaIBSf9Y7F92WeggwF9QQAAA1cAaWqZ/zmUXhA4yRH+Q/EvF/q0/4urcGjBh3phC36azZH5etd2gZaZ/G+xbdqEkD50FoIAAADJudmOheeD7Mr0jdJIhWCv5F4r9fZdKK4qhw6DSphUKra1nyO2Tkg4NnWZ3ufTzUv+WsyjDCI0CAgDIrpaZ4wvyqySdGDrKbtq+4uHf5zaretAVNTTf+DY3XSzpsNBpdo/dXvTcqdp4/Z9CJ0H9ooAAADKpsWX6YbGsW9IrQ2d5af6QWXThYN+4/+Pq03rUmWtoXX+Gu1+s6rgc4cFI1jHQv/SB0EFQnyggAIDMyTdPf6OZXansH/h91uWfL/WP+qa0eCB0GITWPirfkvuIyS+QNDZ0mpew3mWnlfqX3hQ6COoPBQQAkCm51hmzI9cvJI0OnWUXipJdWvTchWxlwYu0njyuwYvnufQxZfvGtgGTnz7Yv/ya0EFQXyggAIDMaGie/jY3u1wZ/qbNZdfkpPPYvoKX0tgy/bCy7CsmzQudZRcGzf2MwY3LrwwdBPWDAgIAyISG1unvcLcfKKMvfHPp8cjt3MGNS38eOguqS2PLjHmx9C1JE0Nn2YmypPcW+5ddGjoI6kMudAAAAArNM98v6X+VzX8vleT2n6VRA28tP3vDqtBhUH3Kgw89EO915Pfyg8W8pGMlRaEzvUAk6ZTcqAOfiQfW3hE6DGofKyAAgKAKrTM+LNc3lcV/J7lWKrL3F/uW/iZ0FNSGQtP0NkV2iaRjQmfZAXfpvFL/sq+GDoLalsWfNAEA6kS+eeanTfqyslc+tsr8vGL/Xu+JBxY+FjoMakdcXPtUPHj0pblRm5+V7I3K1pZDM+mkqOGgcjz40I2hw6B2Ze0f+ACAOtHQOqPLXZ8JnWMH7lbs7ypuWt4bOghqW0PzrFe74h/L9JrQWV7IZeeX+pd+OXQO1CZWQAAAqcto+Yjl9q3ixvGdcbH78dBhUPvKg39YFw9O/H5+lLmkE5WhsyEmzco1HPSnePChO0NnQe1hBQQAkKqMlo+17jq7tHEZ204QRKG1/Vh59CNJrwqd5TlcsvcW+5f+b+ggqC2sgAAAUpPJ8uH+k+Jo74ifXf670FFQv+KBtY/FrRMuy5XyB8p0VOg825mkOfmGA9eUB9f+NnQY1A5WQAAAqchg+Si59KlS/7IvhQ4CPFehZfr7JPuWsvNCzsHY/K3lvuXdoYOgNlBAAACJy1z5MH9UUmexbznvPEAmFVrbj5XsZ3LbP3SW7ba47ORS/9KbQgdB9aOAAAASlbnyIe8pxtHbtWnpU6GTALvU0r5Xg0c/cdNJoaNstz6Sv36gf/n9oYOgumXmtgUAQO3JWPlwk3++2L/XLMoHqkJ/z7rBjePnmOwLoaNsNy6WLVRL+16hg6C6sQICAEhExsrHoMzfW+xb/sPQQYDhaGieebqbXyZpVOgskt9c7Pc3ST1bQydBdWIFBABQcRkrH8+4RydTPlDNBjcuvcLlsyStC51FshMKrdEPxA+yMUxcwwsAqKiMlY8/mOKZxY3LeJkaql48uPbRwqiJV7nszZLGB44zKT/q4Kg88NDywDlQhSggAICKyVj5uKWoeFa5v+eR0EGASikPrF0fN+x3Rc5yx0sKfUPWG3ONBz0cDz60KnAOVBmWzgAAFZGl8uHSglJ//HfsUUftah/V0BLNd2lu4CADMjux2Lf0N4FzoIpwBgQAMGJZKh8yv6LUv+FtlA/Utp6tg/3xWyT9KHCQRin+BTdjYSgoIACAEclU+ZB+XOzzM6UVxdBBgOT1lIr9498t+f8GjeG2f8Gi/5M62dqP3cIfFADAsGWqfJi+W+x/w/uky8qhowDpudfjwbULco0HtUo6LmCQg/OjNqs8sLYnYAZUCQoIAGBYslQ+TPpSsX/Zx6QeD50FCCEefOi6qPGgrSbNCpfC3pBvPLi3PPjQfeEyoBpQQAAAQ5al8uGuruLGZReGzgGEFg8+dEu+8eBGSScGimCSTm4Y/cr5pYE/PBMoA6oABQQAMCRZKh9muqjYv+yi0DmArCgPPrQ013DQeJmOCRRhtLuOjweP/oF0L9shsUMUEADAbstS+XBXF+UDeLF48KFf5hoPmiBpWqAIE/KNm3PlwbXLAs1HxlFAAAC7JWvlo7SR8gHsTDx49KLcqC2HSjoyTAI7Pmo48IZ4cO3DYeYjy3gRIQDgJVE+smXaPB8Tm/YolTVKkhpK2lJ09a2+3jaFzoYsmVZoaBl7ZbiXFfpDxcKoKVq/uC/MfGQVBQQAsEtZKh9mumiwb1lX6BxpmdTpzfnNOl7S6006wqVXSzpEUsNOvmS9TA/Ldb+7bstJt47drFU9PVZKL/U2k0/yJjVotrlOlTRF0r6SWiQ9adLDkq6PpWtWd9s9aWerL+2jCi3RUkmvDxTg0mL/sr8PNBsZRQEBAOxUlspHvax8TD3FJ3hZf+fS/yfpGEn5ET7yz3L9wiJdsWqhbpAs0auKXzXbG5tMH3TTJ00a/1K/3kyLS5E+cc+1tjrJXHWtZeb4gvw2bSuvqTPX3w1uXDY/xGxkEwUEALBDlI8UdXnU9mvNkekjkmZKihKatMakr+Se1OUrVljF3xY/Za4f4q5rJR0+xC+NJXX1dutzSReketXQ0n64K7pV0p4Bxq8rlouTtfmmJwLMRgZRQAAAL5Kl8lHL2646Oz33wBadJel8uQ5LcfRac3101SK7plIPbOvw6ZJ+oZF8g+u6YpPr7AcX20ClcuFv8s0zp5v5L7XzLXyJcenqUv+yt6Q9F9lEAQEAPE+Wykctr3xMmeNvkvRVN00OFsK1wF0fXL3YHhvJYyZ3+JEm3aptZzxGmunS3kXGmYGEFFpmnCPp0hCzTfaWwf6lV4eYjWyhgAAA/ipL5aNWVz4mnezj8nl9W9LbQ2fZ7s9uOmP1Qls6nC/e/vu5U9JBlQpk0sdWddvXK/U8PF9Dy8zPu/xf057r0mOlxoEjtO6W/rRnI1uS2mMKAKgyWSof7uqqxfJx1Gyfnc/rHmWnfEjS3ua6rm2u/7/hfHE+r0+pguVDklz63NRTfEIln4m/Gew/8VPmdl3ac03ar7C18eK05yJ7KCAAgMyVj9rbduU2pcM/GUVaKOnlodPsQE6ur7XN8U8N5YumvNkPlPTBBPI0xeVs/HmsTV3xYJR/h6S1qY82/VOhtf3Y1OciUyggAFDnKB/JOrDdR7XN0U9d+pyy/u9d08VtHf7p3f71eZ0jqTGhNGdOm+djEno2+q5bL/O3SxpMeXIkjy6R2kd6vTSqWLb/QQgASFSWyoeZLqq18jGp0xvGNmu+TKeHzjIEF03u8H/YnV/ortMSzDGmXNabEnx+3Sv2Lb9Dpn8OMHpyodX+KcBcZAQFBADqVNbKR62d+XjVbG/MbdZVcs0NnWWoTPr21Ll+3K5+zaROb5bUlnCQExJ9PlTsW/afcv009cFuXWo+6WWpz0UmUEAAoA5lqXzU6oHzpkjfMWlO6BzD1Bi7fn74W3ynbzLPb1Iah8RfkcKMuldsyr9X0oMpj20tRKWaWvHE7qOAAECdyVr5qLVtV5I0eY6/R1K1v8tiQuOgvrOzvxlF2mk5qRT35GdA0lPXb3L5OZLKqc51vbehuf3IVGciEyggAFBHKB/Ja5vnk8z0rdA5KuTvJnf4Dq8MjmM9nfRws+RnYJtS//JbTPbllMfmZFHaM5EBFBAAqBOUjzS4WazvSBoVOkmlmPS17ec9nqfUpMclecLj/5jw8/Ecg/3PfkbSb9Kc6dLs/NgZJ6U5E+FRQACgDlA+0jGlQ2e59IbQOSpsQn6Lzn/hX1wz3zbKtCrRya6bE30+XmBF0Tw6W9KWNKdarP/gWt76QgEBgBqXpfJRi1ft/kV7u+ddqsnfm1z/PGmO7/vCv2zStQlO3ZzL6VcJPh87MLhxyW9l/smUxx5RaMmdnfJMBEQBAYAalqXyUau3Xf3Fs806XdLE0DkSMrpgevF7G0q6TNJAQjN/vGKBbU7o2diFYt8bvyHZ7akOtfgz0uykXmqJjKGAAECNylr5qNWVj79w18dDZ0iSSx944VmQVb+0tdLOb8oagU35kroSeC52S1dssd4vqZTaSLf9C80D705tHoKigABADaJ8pGtyhx8paUroHAnbM7dJL7oRK5YulvRQJQe56ZMrrrMnKvlMDM3gpqWr5frPVIdGfoHU2ZDqTARBAQGAGkP5CGKHV9XWGjO984V/7e5ueyYndUjaUIkZLv1g9UL7RiWehZEpNuU/JWltagPd9i80r2cVpA5QQACghlA+wjDptNAZUvKGybN9vxf+xbu67beS3iLpmRE93XXF5m1bf5AFT12/KTb/ULpDWQWpBxQQAKgRWSoftXzb1QtNOtnHSToidI6URFGkOTv6G73dttxMx0i6bxjPjSV9uneRznhwsSV1qB3DUO5bvsilBakNNB1QaHmaG7FqHAUEAGpAlspHrd929UL5nF4vyULnSItL03f291YttN/ln9Rkk94v059283lLzDWtt9sulizpFxtiGHLyf5FUTG2g61OsgtQ2CggAVLkslY96Wvn4K9PU0BFSttMCIkkrVlhxVbd9zwd1sJs6Jf1Y0j2S1mnblb0Pm3SjSZ9y6ajV3famVYss2RcaYkQG+pffL/PvpTbQdECh9enTU5uH1NXNT2wAoBZlqXzU05mP52qb49+Xqa4OzkY5vWLltfZ46BxIUUv7XgVFD0oam8o8113FjcumpTILqWMFBACqFOUjI0wHho6QtnKsV4fOgJT196xz6QupzTO9Jt8y88TU5iFVFBAAqEKUj0zZJ3SAtEWxDg+dAekr9Y//D0m/T3HkuSnOQoooIABQZbJUPuryzMeLjQodIG1u9Ve6IEnzB2VK7fNu8tNG7TFjYlrzkB4KCABUkSyVj3q77WoX6u+2HtO40BEQRrFv/OWS7k9pXC4u68MpzUKKKCAAUCWyVj5Y+djGt73Dor54SgeRkUHzy5K+mNY0l96jvdub05qHdFBAAKAKZKl8sO3q+SLXs6EzpM2lcugMCKfYH/9Y6Z0F2aOwJTozpVlICQUEADIuS+WDbVc7YPVXQGzb+zxQt3pKkqV5I1ZdXXNdDyggAJBhWSsfrHy8mLueCJ0hbS5tDp0BYRX7n/2h5A+lNO51DU2zjkppFlJAAQGAjMpS+WDb1c5ZpPtCZ0ibSY+FzoDQVhTl9uXUxkXxWanNQuIoIACQQVkqH2y72rXY66+AuGtt6AwIr9ja9ENJT6cxy6V3SdMKacxC8iggAJAxWSsfrHzsmrnuCp0hbVG6L6NDVj2+YLPJ/zelafs0tox9c0qzkDAKCABkCOWj+vQusgckPR46R4o27bFZ94QOgWzI5XPfllRKY1ZZHEavFRQQAMiILJUPznwMjUk3hM6Qott7eiyVbziRfVueWfKIS1enMcukuWo+ce80ZiFZFBAAyIAslQ/OfAydS4tCZ0iNqyd0BGRN9I2UBhUKln9LSrOQIAoIAASWpfLBysfwbM3pGtXJ1bQ50y9CZ0C2lPqX3CzXyjRmmdvb0piDZFFAACCgLJUPVj6G7/5rrV9Sd+gcSTPX6ru67behcyCDIn0/jTFumq7Wk8elMQvJoYAAQCBZKx+sfIyMuf47dIakuXRZ6AzIpqIKl0saSGFUoeCleSnMQYIoIAAQAOWj9qxaZL+S1Bs6R4Ke2ZrX/4QOgYzqu269SwvSGOVytmFVOQoIAKSM8lG7zPX10BkSY7pk+1YzYIfc/LI05ph0ksbNbk1jFpKRDx0AAOoJ5WPXJp/kTWrQbHOdKmmKpH0ltUh60qSHJV0fS9es7rZMvodij8368fomnWfSq0NnqbB1paK+EjpEPanGz0K5z6/LtURPuPzlCY9qbBgcnD0oXZHwHCTEQgcAgHqRpfJhpouydOD8VbO9scn0QTd90qTxL/XrzbS4FOkT91xrq9PINxRtc3yuLJ2tKKkxfaB3of1X6Bi7Y/JJ3lTOqyXnykeN2rjqans2dKahqPbPQkPLzC+7/F8SH+T6aXHjsnckPgeJoIAAQAqyVD6ytvIxZa4f4q5rJR0+xC+NJXX1dutzknkC0YatbY5fJ9NJoXNUgkt3HjZGx86fb+XQWXZkyhyf4qZ5Lr3BpKMk7fOCX9In6T65blZO1x06Sksz+3upgc9CYez0aYrtzhRGrSv2v2EfqStOYRYqjAICAAmjfOxcW4dPl/QLSXsO+yGuK8Y06d23zbctFQs2QtPm+QGlWKsljQ2dZYT6zTRt1UL7XeggzzVtmhfK++idbvp/2lY6huIJd13ipm/e3W3PJJFvOGrps1BomfF7SQcnPqgcvaa4eUkq7x9BZXEIHQASRPnYuckdfqSkazSSb7gkyXT65i1adsxsz8yh1BUL7BGZPhY6x0iZ6QNZKx+T5/ibS/vqXjddqqGXD0l6uZm6IumhyXP8I52dnqt0xqGqvc+CX53KlJy/KY05qDwKCAAkhPKxc5NO9nEmXatth2pHznXsVtOPK/KsCuldaJdK2co0JK5/X7XQfhI6xl8c1+mjp8z1/zbTYkmvqsAjx5rpGw9s1o3T5vkBFXjesNTiZ8GlK9OYYxZTQKoUBQQAEkD52LV8Xp+SdFBFH2qaN7nDT6noM0dowya9V9KvQ+cYKjdd3rtIHw+d4y8mzfF9N2/RLe56TwKPf30x1l1T5/pxCTz7JdXiZ6HU/8bbTPZE4oPcTtCEeWMSn4OKo4AAQIVRPnZtypv9QEkfTOLZJn0hiecO19oe2xrl9BZJa0Nn2W2mheXRenfow8x/ceSpvn/BdLNcU5OaYdL42LVkaofPSmrGjtTuZ6ErdktlG9ao/KZNJ6QwBxVGAQGACspS+TDTRVkrH5KkvM6R1JjQ049om+eTEnr2sKy81h6PXO2qghLi0g/23Ki3rJlvg6GzSNLhb/HxUUnXufTKFMaNiaWrpszz16Ywa5sa/iy47No05lhcG7fN1RsKCABUSJbKh7u6svSej+fybS9WS4y5OpJ8/nCsXGQPby8hD4bOshNuri+s7ta7e3qsFDqMJKnLo8YBXZ7ySx2bPdbVk0/yl6UxrJY/C6XmMTdKGkhhFCsgVYgCAgAVkLXykcmVD0mTOr1Z297qnBj3VH5aPmQrF9nDsfQ6Sb8MneW5XHrapdNWLbILsrLtSpKm3KmPB3qXygQVdGnSQ2r+s/D4gs2S35bCpNdIx41OYQ4qiAICACNE+dh9+U2akPgQ18sTnzFMd3fbM4eO0VyZPicpCysNS+O8pq7uTme7zO6a8mY/MORnyqQ5Uzq8M8kZ9fBZcEW/SmFMId8yOrHzQUgGBQQARoDyMTRRpPGJD7Fs/7tt/nwr9y60C831WpfSeGP0jjwm1+m93Tbrnmvs0UAZdspzulhS0NuNXPpSe7vnk3p+PXwWzJRGAZFkx6YzB5WS6X9IA0CWUT6GLo71dApjnkxhxoitWmSrDhujY116j6Q/pDT2CXOd50Ud3rvIfpbSzCGZPM8PkvT20OxLcWMAACAASURBVDkkHfRMU3I56uGzUOw7cYWkdUnPMXMKSJWhgADAMGSpfGT2tqsdKDXpcUlJnzN4OOHnV8z8+VZe3W3/u+cmHeams11Kas/8HSa9f1Osg1Ytsq+svt42JTRnxCzWOZISW3kYCpPem9Sz6+Oz0BW71JP0FHcFeYcLho8CAgBDlKXykeXbrnZkzXzbKNOqJGeYtDTJ5yehp8dKqxfaD1d32+vlOkzSZ2W6XcM/JzIg6Sa5LszldEhvtx27qtu+9+BiS+NWopE6I3SAv3DpxLa5/ooknl0vnwUzvzXxGdJ+o0e375f0HFROJn7CAADVIkvlw0wXFfurY+XjuUy61pXMS+VcevrQMboj0e/qEta7yB6Q9BlJnznsFG8ZVdbr5TrCTIf4tjdm7ympSdvOSPRL2iTpGXM9KNMDMt07erTuuG2+bQn3uxieafP8gFKsQ0LneA5TrBmSfpTMw2v/s+Ae3W6JL/RI5Zy9TtJjiQ9CRVBAAGA3Zal8uKurGsuHJKmky5TTJ5TAC9gi6ZL5861c6eeGcv+11i/puu3/qXlF1+ssdIgXinSMEiog9fBZKPU33FVoGRhQci9clCTFio6UdGWSM1A5bMECgN2QtfJRLWc+dmTVL22tpO8k8OgNZemrCTwXKYm2bT/LFtehST26Pj4LiwekZLeaSZJF4d76jqGjgADAS6B8VF4sXSzpoYo+1HX+3d32TEWfiVS5KZU3kA+FufZJ8vl18Vlw3Z7CjCMTn4GKoYAAwC5QPpJxd7c949Ip2naGYcRc+u/eRXZJJZ6FgFxNoSO8iCWbqR4+CxbpjhTGHCJ1NqQwBxVAAQGAnchS+aimq3Z31+puu0fSqZJG9pNa1xXlMfpwRUIhLNPW0BFeyJV8plr/LJjbihTGFBqa/5zYdjlUFgUEAHYgS+Wj2q7aHYrebltupmMk3TeML48lfbp3kc5YM98GKxwNYWRn29DfrE9jSC1/Fgb6x/1eUgq3suU4B1IlKCAA8AJZKx+1tvLxQqsW2u/yT2qySe+X6U+78zUuLTHXtN5uu1iy5O/4RCpc+l3oDDuQWqba/SzML0t6IPExkSggVYJreAHgObJUPqr1PR/DsWKFFSV9b/JJ/hM1aLa5TpU0RdK+klokPWnb3up8fSxds33LCmqMx1ppmbuHN/kbnJ6rZj8L7vfIrC3REfLs3aKGHcrexxwAAslS+aiHlQ/gxdzaOvSUpL1DJ/mrSEf2LrA1oWNUu3zLzAtM/m8Jj7mj2L/s2IRnoALYggUAonwA2WAu6arQKZ7jAcpHZUSKE//f0aSJSc9AZVBAANS9LJWPWrztChgKj3Vp6Ax/5RnKUuXM8vcmPcOlfaT2UUnPwchRQADUtSyVj1q+7QrYXasX2+2SbgqdQ1KfNei/QoeoFQN9ezysbbd1JckaWwv7JzwDFUABAVC3slY+WPkAtot0gaSgNzq59KVVV9uzITPUlvmDLj2R9JRy2dmGVQUoIADqEuUDyK7eBXazpB8EC2C6f3OsrwWbX6NMeiTxGREFpBpQQADUnSyVD858ADtWGqN/kun+AKMH3PSOBxfbQIDZtc21NukRZhxErwYUEAB1JUvlgzMfwM6tmW8bI+l0SX0pjnVz/ePqBXZXijPrhlnyKyDuvm/SMzByFBAAdSNr5YOVD2DXVi60XkmnSdqSykDXBasW2WWpzKpD7p58AZGNS3oGRo4CAqAuZKl8sO0K2H293bbcY81w6ekEx7hL/9K7yL6Y4Iy6F5keS3qGKR6f9AyMHAUEQM3LUvlg2xUwdKsX2+0q63hzra70s1162qR5q7vtq5V+Np6vnGyJ3I4VkGpAAQFQ07JWPlj5AIZn9S/t/tFNOlamL0oarNBjr1SsKau6rbtCz8MuRJ5bn/QMl1gBqQIWOgAAJIXyAdSmtjl+qJsuMOkdkgrDeMRySRf3dtvyCkfDrjTN3KcQ+ZMJT9la7F82OuEZGCEKCICaRPkAat+Rp/g+Uay3m2uepNdL2tk3nmWTVsXSL3OxLl+52O5NMSb+alqh0DJ2QAl//1ns3zJGui2diwswLBQQADUnS+XDTBdx5gNI3rRpXijurYOjvF7psZpNysemjRbrUS/rgdXX26bQGSEVWmZskNSa5Ix8Kd5/y5aexA+8Y/jyoQMAQCVRPoD6tGKFFSXdv/0/yK71SriAxIXC6JQubsYwUUAA1IwslQ93dRX72XYFAC+wOekBHsfDOReEFHELFoCakLXywZkPANgBs0rdYLZTHltj0jMwMhQQAFWP8gEAVcJ9IPEZ+XJD4jMwIhQQAFWN8gEAVSX5FRCPKCAZRwEBULUoHwBQZSz5AqI4poBkHAUEQFWifABA9TFPYQUkZxSQjKOAAKg6WSofZrqI8gEAuyeWiknPyLtzC1bGcQ0vgKqSpfLBVbsAMDSRVPCEZ5TMEi85GBlWQABUjayVD1Y+AGBo3JT49igre/LnTDAiFBAAVYHyAQA1wJMvIIoiCkjGUUAAZB7lAwBqRvIrIBZTQDKOAgIg0ygfAFBDLIW3lJdyFJCMo4AAyCzKBwDUGPfkV0CiFN62jhGhgADIpCyVD67aBYCKGZP0AIsibsHKOAoIgMzJWvkY7FvWFToHANSIcUkPiIrlzUnPwMjwHhAAmZKl8sF7PgCgkqYVJLUkPWXLli3rk56BkWEFBEBmZK18sO0KACqoqWW8JEt0hmuzdNuWRGdgxCggADKB8gEAta3Bcolvv3ITqx9VgAICIDjKBwDUvtgs8QJi0tNJz8DIUUAABJWl8sFtVwCQnJzKiRcQyZ9JfgZGikPoAILJUvngwDkAJCt27ZfwCRC5bF2yE1AJrIAACCJr5YOVDwBIlpkdkPgMGWdAqgAFBEDqslQ+2HYFAOlwV/IFxPRU0jMwcmzBApCqLJUPtl0BQIpMByY9wl0PJz0DI8cKCIDUZK18sPIBAOlxJb8C4rFRQKoABQRAKigfAFDPOhtMennSU3I5Ckg1oIAASFyWygdnPgAgfY2tz05U8t93+kBf8dGEZ6ACOAMCIFFZKh+c+QCAMNxLRyjhO3hNekrq2ZroEFQEKyAAEpO18sHKBwCEESualPQMFwfQqwUFBEAislQ+2HYFAGGZx0ckP4QCUi3YggWg4rJUPth2BQAZYHZk4iPk9yU9A5XBCgiAispa+WDlAwBC68xJOjTxMbHWJD4DFUEBAVAxWSofbLsCgGxobFn/Skmjk5/k9yY/A5XAFiwAFZGl8sG2KwDIDrf4aHmyN2BJKg5u3PuBpIegMlgBATBiWSsfrHwAQHZ4HB2TwpgHpPmDKcxBBbACAmBEKB/ImqM6/ODI9Fq5DpN0iKQml1pMKknql/SkSffJdO/o0brjtvm2JWxioMaZH5f8DM5/VBMKCIBho3wgG9ymdOg4SWe6NEfSRPnzf8ULN3/49v+zebO2tnX4bS7NL5d0xZrrbH0qkYG60T5KUlvSUzw2CkgVSXxDHoDalKXyYaaLBvuWdYXOgXRNm+aF0st1plznSTq8Ao8ckOtySV/sXWTsJZf0qtne2GLaV5EmlF39hUhPrlhg60LnQvXIt8w8zuS3Jj3H3N82uHH5lUnPQWVQQAAMWZbKBysf9WnKPD/NY/2HpAMTeHxZ0mX5SJ+ox2+2DzvFW0bFOttdp5r0RkmF5/59lx4x0wIv68erF9vtgWKiSuRbZv6zyb+a+JyS9tuyZdkfk56DyqCAABiSLJUPVj7qz5Gn+D65WP8j19wUxq2X66O9i+xHKcwKrr3d88806x8lXSjXy3bna0y6thzp/LsXGC+Aww7lW2b+3ORvS3SI+aPFvuUHJDoDFUUBAbDbslQ+WPmoP1Pmeru7fiJpQqqDTT/yQX1g9fW2KdW5KTpmtrduzeknwyx2W830nlUL7ScVD4Yq15krtDz9J0njEh1j+lmxb9npic5ARXENL4Ddssf+//wLygdCmTzH3+OuJUq7fEiS612W1/Kps33v1GenYOopPmFrpN+MYFVplLt+NLnDP17RYKh6hdanpynp8iFJcrYCVhkKCICXtNcrL+rZ9OzKt4bOIVE+6lHbHP+Emb4nKRcshOm1caSbp87xicEyJOC4Th8dl3S1pENH+Cgz6ctTOryzErlQG9xtVkqTbktnDiqFAgJgl/Z65UU9G/50wxtD55Ckpj1ec+WRb1h6zaRObwidBemYPNfPlekLysaW4UNj0w1HdfjBoYNUyuZN+rZMr63Q48yly46a55W4kQw1wBS/KYUxA8W+0StTmIMKysI/0AFkVJbKx94Tz9beE8/6y38tSXpEpntNWiHXGo90b+80/VZdFgeMiQpqm+unb78WN2s/LHssH+n4FQvskdBBRuKoDp8WSb9Rhb8XMOnaVd12aiWfiSo0Yd6YQv+m9ZIakx1ktxf7lyb/okNUFAUEwA5lq3ycpb0nnr07v3SjpDXmuj2OdHOhqFtWXGdPJBwPCZg624+II/1aUlPoLDtx15gxOqGa36Le1uG/lHRyEs+OTK9fudDYFlPHcq0zZkeuRUnPMemrg/3L/iXpOags3oQO4EWyVT6et/LxUpolHeOmY8x1bikvtXX4E5JudtMt7rr57tdqJask2XZcp4/evFk/U3bLhyS9ZvNmfUvSe0IHGY7JJ/nLJCW2PSZ2vUMSBaSORe6npvFz7jjSrxIfgopjBQTA81Rx+dhd60y6Va6b45yWrl6gldu2riMr2jr8s5IuDJ1jN3gknbSy25aEDjJUkzv8H0z6n8QGuB7tXaSJfLbqVVfU0HLTYy5/ecKDthb7t4yTbqvalch6RQEB8Fd1UD5ezPQnSdeZa0FjrOvuWGx9yQ/FzkyZ64e4624lvm+8Yh7MP6kjVqywYuggQ9HW4d+U9E9Jzhho0F73XWVPJzkD2ZRvmXmiyW9MfJD5kmLf8jQOuqPCsnawD0AgdVk+JMn1Mrne5dLPtkZ6uq3Db27r8PNf0+GvTicAnmv7u2aqpXxI0qvK++idoUMMwyuSHlAYCPDOFmSCuadybbt7xParKkUBAVC/5ePF8pKOl/TFsnRvW4f/dkqHf2XKbD9eclaME7b9etuqe5uxmy6owj8fY5IeYJ7pMzxIknkqt6BZXL4+jTmoPAoIUOcoH7t0uEsf90g3t83Rw21z/Rtts31q6FC1KpI+qOq8HOWQyR06IXSIIXoy6QE5EzfQ1aHC2PajJTsohVHripvaV6cwBwmggAB1LFvl46yslY/nM+0v10cU6a62Dl8zZa53TZ7nafxLti50dnpO0hmhcwxXZMrwH94dSvodJsV+T77kIHssjtJZxXT9SuriRsMqRQEB6lS2ysfZu/uej6w4wl2fsVgPtnX4zZPn+rnT5vleoUNVswe36gSpes8MuOvNoTMMhcVKdOuKSzc8uNgGkpyBLGrPS5bKmSiTX53GHCSDAgLUoeyVj2r74fFfRZKON9fXS7Eea5vj/3fUHH9D6FDVKI41I3SGEdpvylw/JHSI3bXqGN0m6amknh+5+OawDuVacm9O4epdSdo6OGpwcQpzkBAKCFBnKB+JaZTp9Mh0Q9tcv2/yXD93Uqc3hw5VLdyViT+TIxLrtaEj7LYui83074k82/SnLXn9MJFnI9NMnspStsuu07pb+tOYhWRQQIA6QvlIieswc309v1l/bOvwSyZ3+JGhI2WdmSaFzjBikQ4NHWEont2ob3oCZ0HMddH91xrfHNab1pPHmTQvjVFm/os05iA5FBCgTlA+gmiV9D6T7m7r8JundHhne7tX4y1PiZp0so+TVP1naGJV1aUEa3tsq2K9W1LlXqLoun6PTfpexZ6HqlFQ8R1K5x0+xaINLkxhDhJEAQHqQLbKR8Zvu0rO8S797Jkx+sOUOf4vbM/6m4ZI+4bOUAm+rXBWldWLbZlJH63Q4x6ITW/v6bFShZ6HahLr79MYY27LtOHmZ9KYheRQQIAal63yUXW3XVWeaX83fXn79qwvbv/pf12Lc6qJMuZWnb+PVd32Hd/2DpbhFwfXb6Kcpt/dbXxjWIfyLTNPlCmVdyS5+c/TmINkUUCAGpat8lG3Kx870yrp/Hx+2wsOp57iVXsF7YiZGkJHqITIKriVKWWru+27HutkSY8N8Utd0vfHNOmNK6+1xxOIhqrgH0lp0GDRi9ekNAsJooAANSpb5YOVj11olusjcVl/aOvwS4481fcPHShtVtbG0Bkqwb26fx+rF9uyMWN0qKRP6KWv6I0lXRdLr+3ttn+4bb5tST4hsmjUHjMmmnRaGrNcWqiNN/05jVlIFochgRqUvfLBysduaJT0vlxJ726b6/+nWJ/rXWQPhA6VhjinDVYD7zN2qeq/MdpeJL6kLv/KlDt0nEc6yaWJJu0jabOkP7rUq6IWrL7e/hQ4LjIgLuvDSun7SZddmsYcJM9CBwBQWZSPmlEy02UW6TO1vrWlvd3zzzRps6RC6CwjYdLHVnXb10PnAFIzYd6YQv+mRyWlcZbtqWL/hv2lFVW71RF/wxYsoIZkq3xw5mOE8u56T1zW79o6/IvTZvnY0IGSsv3WpN+HzjFS5Vj3h84ApKnQt/EcpVM+ZNKPKB+1gwIC1IhslQ/OfFTQGEnnFxv1+7YOP/9Vsz2Ne/bTZ/pN6AgjFOcadVvoEEB6phVk+nhq4+Loh6nNQuIoIEANyF75YOWj0kwaL+mLTZHunzzXz5K8prbQWqxloTOMiKl31dX2bOgYQFoKLWPPkSytl2/+enDTkrtTmoUUUECAKpet8sG2qxRMNNcP2jp0+9R5non/v1dCrqzrJJVD5xguk64NnQFIz7SCtt2Wlg6376c2C6mggABVLFvlg21XKXtdHKunrcOvnDzP0/opZGJWXGdPSNW7CmJl/Sx0BiAthZaxZ0o6OKVxzxZHl3+S0iykhAICVKnslQ9WPgJ5i8VaM2Wud1X7+RCXqvWnnLeuXGz3hg4BpKMzpxRXP0z+Pf25p6rfsYMXo4AAVShb5YNtVxkw2l2faYp095Q5/qbQYYbrsDGaL+l3oXMMlUtfCp0BSEuhdd07JR2a0rhSlLPvpDQLKaKAAFUmW+WDbVcZc4ibrm/r8J8deYrvEzrMUM2fb+Uq/Gb+7tWv1cLQIYB0tI+S22dTG2e6auuzyx5ObR5SQwEBqkj2ygcrHxnVmSvrvslz/dzOTs+FDjMUq1+rSyX9OnSO3Rbp4+qqhfe4Ay8t32IfkzQxrXnu/o20ZiFdNXWNI1DLKB8Yprtk+kDvQquab+rb5vrr5LpVUtbL0896u+300CGAVDSfuHfBCr+TlNZLUVcU+5cdndIspIwVEKAKZKt8cOajyrxGrlvbOvzfj+v00aHD7I7ehfZrd10cOsdLeCwf6UOhQwBpKUQNXUqvfMjMvp7WLKSPAgJkXLbKB2c+qlRO0sc2b9Y9kzv8xNBhdsfq1+lil5aEzrETpdj1zhULbF3oIEAaGlraD5f7e1Mc+fBg3ziutq5hFBAgw7JVPlj5qAEHm7S8rcO/mPkre7ssHh3rbZJWhY7yAi7p/XcvshtDBwHSk/uqpEKKAz8nzR9McR5SRgEBMipb5YOVjxqSk3R+U6Q7J8/z14QOsyt3LLa+KKcOSQ+FzvJXrgt6u3krM+pHQ/P0t7q8I7WBrkeK/eN/mNo8BMEhdCCDslc+WPmoUSVJX8s/qQtXrLBi6DA7M2mO75s3LZY0JWAMd+m81d321YAZgHTtdXxLfqDxXpP2S3Hq+4r9y/47xXkIgBUQIGMoH0hRXtL5pX1181Hz/PDQYXZmzSJ7MpZmBDwTskmmMygfqDeFrY0Xp1o+tq1+/CC1eQiGFRAgQygfCGiLXJ/sXaSvS+ahw+yYW1uHzpP0b0rvit77Ytff3b3I7k5pHpAJhabpbYrsTm37QUU63P6xuHHpJanNQzAUECAjKB/IiKUl15lrFtmToYPszOR5/hqL9R1JxyQ4pijTd31QF6y+3jYlOAfIoK6o0HLjrUr2M/Z85o8W+0YdIi0eSG0mgmELFpAB2Sof3HZV52bmTXdm+bre1QvsrkPH6Hh3vVfSHyr8+JKkH+dyOqJ3oZ1L+UA9yrfc9FGlWT4kydVF+agfrIAAgWWrfLDygb8qm+lzq47WZ9VlcegwO9Pe7vn1Y9RppndLmqHhb8163KTLy9J37+62SpcaoGo0NM88ws3vlJTmi0t7i/3jp0nzyynOREAUECAgygcyz7SsFOudWd6S9RdTT/EJXtJJHmmGpNfJdbB2/u6Cde5aE0XqKcdadniTbpk/3/jmB3VuWqHQssetkh+d5lSP7KTShqW/SnMmwqKAAIFQPlBFnoqkM1d2W1bfTL5D7e2e3zBGryjnNF6xmnKuLWbaNFDSU2uus/Wh8wFZ09Ay44sunZ/mTJMWDvYvm5fmTIRHAQECoHygClXFliwAw5NvmX68yW5QejfMSVLJ3KcMbly+JsWZyAAKCJAyygeq3HVRrHetXGx/Dh0EtaNtrr8ijjUuH6lZkkqxNubzenrltfZ46Gx1Ye/25sLWaKWkV6U61/zbxb7lH051JjKBAgKkKFvl4yztPfHs0DFQnf4YuU5bucjuDB0E1WdSpzcXtmqWu6bLdYKkwyQ17eSXb5J0v0w3m2l5PKBfcTNZ5RVaZ/xUrrenPHZD0YuHaONN/DCjDlFAgJRQPlBjtkp6b2+3/Th0EFSHtnl+glzvk+ut2nnheCkbZbpKpu/1LrCbK5mvXhVap39Ebt9IfbDZR4t9S9Ofi0yggAApyFb5YNsVKsYlfbn3tbqAcyHYmcmzfYZF6pJU6XfL3CTpM73dtrzCz60bhdb2Y+XRDZIaUh69otg//hiu3a1fFBAgYZQP1DqXFhUG9I4VS2xD6CzIjmkn+8tLBX1JrnclOsi0MG/60IoF9kiic2pN80kvy1tphUn7pTy5rMiPKW5YviLlucgQ3oQOJIjygXpg0pxSo246qsMPDp0F2TC5w08p5XVP4uVDklxzS7HuntLhnYnPqhldUYNKPwpQPiTpm5QPUECAhGSrfJxF+UDSjoqk30ye6zNDB0FAXR5N6fCvmHS1pHEpTm516YrJc/3L6nK+t3kJDS03ft5NJ6U+2PzR4qj406nPReawBQtIQLbKBysfSFVJ0qd6u+1LoYMgXZM6vaGwWZe5dEbgKFdu2KR3ru2xrYFzZFKhZca7JX0/xGyTnzbYv/yaELORLRQQoMKyVT647QrBXLLnJn24p8dKoYMgedOmeaH0cl0p19zQWSRtOxfyhN66YoUVQ0fJknzzjBlm+qWkQtqzXbqq1L/srWnPRTaxTAlUULbKx9mUD4T0/meatOiwU7wldBAkza20jy7JTPmQJNfc4st1Gdux/qahpf1wM/1cAcqHpHWlcvFDAeYio/hgAhWSvfLBtisE96bGspZNPslfFjoIktPWoQtlenfoHC9krne0/UafCp0jE1ra93JFCyTtGWK8uT6ozTc9EWI2soktWEAFZKt8sO0KmfOQXG/uXWQPhA6Cypo6z98Yx1oqKRc6y07EkXTyym5bEjpIOMeNLrSMXirpuDDz7fvF/qX/EGY2sooVEGCEslU+2HaFTDrITbdO6fDXhw6CyjlmtrfGsS5XdsuHJEWx9INjZntr6CBhTCs0tIz+mYKVD3+o2Lj1o2FmI8soIMAIZK98sO0K2WTSeJeun9LhHaGzoDIGTJ+VNCF0jt0wYUuki0KHSF9nrtA69oeuYGdzYnc7R+tu6Q80HxlGAQGGifIBDFmTS9dM6fD3hQ6CkTlqnh/upqo5VGzSh4+a54eHzpEiK7Q8/V9yvT1YANPnSxuX3RhqPrKNAgIMQ7bKBy8ZRFXJuXRJW4d/MXQQDF+urH+VlA+dYwjyFusToUOkpdA845uS3hMwwm8G+zZ8NuB8ZByH0IEhylb5YOUDVe2SQ8foQ/PnWzl0EOy+I0/1/XMl/V5hrnMdiWI5r1fec409GjpIkhpaZn7e5f8aMML6XJQ/euuG6x8KmAEZxwoIMASUD6Ci3v/AZv102jSvtm9k61q+pLNUfeVDkgpRSe8KHSJJDa0zugKXjzg2nUn5wEuhgAC7ifIBJKKztK+uOrDdR4UOgt0TS+8MnWEEzgwdICkNrTO63PWZkBnc9dly37LFITOgOlBAgN1A+QAS1TG2SYsndXpz6CDYtcnz/CCTXh06x3CZ9Oopb/YDQ+eotCyUD5kvKW0c/7mgGVA1KCDAS6B8AKloz2/WosNO8ZbQQbBzFmt66Awj5fnq/z08VybKh+uRovsZ0nzOc2G3UECAXaB8AKk6sbGsZZNO9nGhg2CnXhc6wIi5jgkdoVIyUT6kAeXit6m/Z13gHKgiFBBgJ7JVPrhqF/XBpKPzBS2ZNs/3Cp0FO3RY6AAVcGjoAJWQkfLhMn9fcUPPnYFzoMpQQIAdyFb5OFt7Tzw7dAwgPa6pxVg3Tj3Fq+Et2/XmoNABKuDg0AFGKiPlQ2b+/7d35/F2leWhx5+19t5n77PPPJ/MCWSCExJCAAemMBQFBMWKt8URi+AF0Vp7q15rDdaKF69DtVURlKpctdg6AYkiQxCBKoRAQsgIGSAnOfM5++x5WO/9A6EMGc6w13rftdbv+4/9WJvnsUQ5v7xrvesfS6n7f6B7D/gPAQK8innxwckHwscSOc5x5L7lF6jZunfBKzTrXqAKmnQvMB2mxIdYcnsxdf8a3WvAnwgQ4GWID8AgSpZYtjyw8kI1T/cqeEmd7gWqwLe3rRkTH6J+X0rF3ysiSvcm8CcCBPgT4gMw0jEVS35HhBijpHuBKijqXmAqzIkPebakym8XWVfQvQj8iwABhPgATGaJzHUs+e2qN6kZuncJPUvGda9QBb7792BQfAzbYl0g6QcHdC8CfyNAEHpmxQe3XQGHsagcld8svVS16V4kzCxHDureYbosJX26d5gMY+JDSVaJ/dbC+L07r0m5EAAAIABJREFUdK8C/yNAEGpmxQe3XQFHcUK8KPfwnRCNLPH9D5/Kku26d5goY+JDpOjY6rLy+D2/170IgoEAQWiZFx+cfAATcGI0JnfxxXRNLNmie4Xpsix5WvcOE2FQfFQspd5TSd2/VvciCA4CBKFEfAA+puT1iYqs67lM+fY2I79SSh7QvUMVrNe9wNEYFB9KRF1VTN9/u+5FECwECEKH+AAC4bRIVn4+f7VK6F4kTMYy8oiI5HTvMQ250bT8l+4ljsSo+FByTWn8/u/pXgTBQ4AgVIgPIDgskfOa6uTnCy9Qcd27hMWe9VZeRO7QvceUKfnVn/49GMmg+BAl1idL6fu+rXsPBBMBgtAwKz647QqokjfX23LbZZepiO5FQkPJD3WvMFWWZe7uRsWHsj5bHr/3Rt17ILgIEISCWfHBbVdANSmRd+zMCX9S65HFdbJOxH+3YVkizzRn5De69zgUs+JD1pTT935O9x4INgIEgWdefHDyAVSbUnLl8guVET/ABd1Pf2pVlIjv/nRciXxh/XqrrHuPVzMvPu67XvceCD4CBIFGfADhYVmy5sSL1DW69wiDSlJ+qES26t5jopTI1nJSbtO9x6sRHwgrS/cCgFuIDyCUKpYt73jiDusXuhcJuhMuVGfalqwXH/wsoRw5d9M66z7de7wc8YEw4wQEgUR8AKEVUY78aOVb1Bt0LxJ0m9davxORW3XvMQHfIz4Oj/iADgQIAof4AEKv1lHyq+VvVkt0LxJ0Yxm5VkSe1L3HEWyJ2nKd7iVejvgACBAEDPEB4E/arYisXXaJ6tK9SJDtWW/lHVv+QokM6d7l1ZTIkGPLOzbcYWV17/Ii4gN4AQGCwCA+ALzKMdGK3NVzmarXvUiQbb7D2mZZcqGIpHXv8jI525G3br7D2qZ7kRcRH8B/I0AQCMQHgENRIqtiObl99WoV1b1LkD15p/VHW+RSMSNC0rbIJU+ssx7SvciLiA/glQgQ+B7xAeBIlJILRurkX3TvEXQb77LusZWcLSIDGtcYti05f+Nd1j0ad3gF4gN4LQIEvkZ8AJigq0+8UF2re4mg27jWeixqy8ki8rDXs5XIY47IKRvvtB7xevbhEB/AoREg8C3iA8BkKEu+tvwCdY7uPYJuwx3WvnJSzhYlN4qIF18eL4uSGytJOW3zXdazHsybEOIDODzjPx4EHArxAWCKhiMRed3jv7J26V4kDJZdopZHKvIvInKGG7++JfK7ipIPb15rbXbj158q4gM4MgIEvkN8AJgOJbI1VpA3bLjHGtO9S1gsv0CdY9nyv0XkHJn+zx5KRO5TjnzBtA8MihAfwEQQIPAV4gNANViWrFtUKxf/9KdWRfcuYXLSJWqh48i7lZK3icgJMvFHwR0R2WxZ8otyRX741DrrGfe2nDriA5gYAgS+QXwAqCYl8k+b7rL+XvceYbX0UtVWU5I32o4sFVsWKyVNSqRFRMQSGbEsGRNHdji2bCvG5OFtP7eM+9jhyxEfwMQRIPAF4gOAC5RS8q5Na60f614E/kZ8AJNDgMB4xAcAF+UsW8564g7rUd2LwJ+ID2DyCBAYjfgA4Dolz6mynLzpbqtf9yrwF+IDmBq+AwJjER8APGHJHKtGfnzZZSqiexX4B/EBTB0BAiMRHwA8peSc7Vn5hO414A/EBzA9PIIF4xAfADSpKEfON/HbEjAH8QFMHwECoxAfADQ7WFaycsta66DuRWAe4gOoDh7BgjGIDwAG6I7a8v94HwSvRnwA1UOAwAjEBwBjKDlne07+TvcaMAfxAVQXj2BBO+IDgIF4HwQiQnwAbiBAoBXxAcBgvA8ScsQH4A4ewYI2xAcAw3VHLblV1ij+XhlCxAfgHv5LFVoQHwB84s0r/igf1b0EvEV8AO7iESx4jvgA4DMFsWXVk3dYW3QvAvcRH4D7OAGBp4gPAD4UF0d+sGqViuleBO4iPgBvECDwDPEBwMdOKnfJJ3QvAfcQH4B3eAQLniA+AARA2Vbyho1rrcd0L4LqIj4Ab3ECAtcRHwACIupY8v35q1VC9yKoHuID8B4BAle1HfO5+8yJj/cSHwCm6/imejN+WMX0mRQfliXXEx8ICx7BgmvaFt3ws9TB316qew8RTj4AVJWjRFZvust6UPcimDqT4oOTD4QNJyBwRcei//O91MF7iA8AQWRbIv/Wc5mq170Ipob4APQiQFB1nUu+/O3RvruvEFG6VyE+ALjlmFhGPq97CUwe8QHoxyNYqKquxV+7YeTgXZ9UqqJ7FeIDgNscseQNT95p/VH3IpgY4gMwAycgqJqO477+iZG+dcQHgLCwlZJ/vewyFdG9CI6O+ADMQYCgKrqWfP0jqQPrvqicku5VuO0KgGcskZN3ZuVq3XvgyEyKD267AngEC1XQ3XPT2aO96+6plFPag5aTDwAapKJlWbrhN9YB3YvgtUyKD04+gBdo/4ER/tZx4q2LUn0P/Ib4ABBijeWo3Kh7CbwW8QGYiRMQTFnz/FubK/mH9+UzzzTo3oX4AKCbcuTcTeus+3TvgRcQH4C5tP+pNfxqjS2VpzYSHwDwAsuWby28QMV17wHiAzAdAYIpaTtGPZgZ3Thf9x7EBwCDLE7a8nHdS4Qd8QGYj0ewMGkdi2787ujBX39A+x7z3isd896new0AeLmcsqVn0x3Wbt2LhJFJ8WFZcn0xdd8a3XsAJuIEBJPSffw3rxjrv9eA+Hgf8QHARLXiyFd1LxFGJsWHUrKG+AAOjxMQTFjnsn87dvzAum3l4kBU5x48dgXAB8558i7rft1LhIVp8cFjV8CRcQKCiVl9fzQ//Oh/ER8AMCFfFFH8IZ8HiA/AfwgQTEjbvvUP5Ma3tuvcgfgA4COnnniRvEP3EkFHfAD+RIDgqDoXf+361ODv36hzB+IDgN8okS/2XKZqdO8RVMQH4F8ECI5o5rLvvDE1cP9nRCltO7TPvZz4AOBHx0SzcrXuJYKI+AD8jedTcVgdPbfXZwfX9hez+2p17dA681LpXvhhXeMBYLoGEo4s/MM6K6V7kaAwKT64aheYGk5AcFhOdvM9OuOjuet86T72Wl3jAaAaOnK2/J3uJYLCpPjgql1g6ggQHFLnkm98aHzokdfpmt/QfobMWPy3IhaHdAD8zRL5m2VvVXN07+F3psUHj10BU0eA4DU6X3dzV3roka8r5WiZX99yisxe+mmxrIiW+QBQZbWRshk/OPsV8QEECwGC1yge2PFQqXAwpmN2snGZzOn5nFi2lvEA4Jb3n/gWtUj3En5kUnxYllxPfADTR4DgFboWf+2GzMiGY3XMjiW6ZXbP9WLZ3FoJIHAijpL/pXsJvzEpPnjnA6geHrDHS7oXfu/4seE7NpdLY56HaSTaIAtWfkNqanlMGkBglWwlizautfbqXsQPTIsPTj6A6uEEBC/J5p+8R0d8WHZUZh9/PfEBIOhiji1/o3sJPzApPnjsCqg+AgQiItK1+KtfzI1tnuH9ZEtmLvq41DWv8H40AHhNyVWr3qQ0/Hetf5gUHzx2BbiDAIG0r/zuzNTQw3+rY3bH3Mulqet8HaMBQIdEOSYf0b2EqUyKD04+APcQIBBn+Nm15eKQ53fe1rWcJO3z3u/1WADQS8m1J1ykWnSvYRqT4oOTD8BdBEjIdfd8833pkT94/vxTNNEhs5Z+WiyL34IAQqfBFrlO9xImMS0+OPkA3MUtWCE2f/6tiYHcA8PF7L5aL+daVlTmrfiyJBuXeTkWAEwynI/I/O2/ssZ1L6Ib8QGED3/8HGLj0f0/9To+RES6jr2G+AAQdq21ZfmQ7iV0Myk+eOcD8A4BElJdx35rWXrwkYu8ntvUea60znyr12MBwDhK5LrVq1VU9x66mBYfvPMBeIcACaliec9/OJWcp4/gxRLdMmPRX3s5EgDMZcmckXq5WPcaOpgUH7xwDniPAAmhmUu/fXFm5PElng61LJm15BNiR5KejgUAoym5VvcKXjMtPnjsCvAeARJC6dTm7ylV8XRmx5zLJdm03NOZAOAD5664WPXoXsIrxAcAEQIkdDqWfP3vc+Nb272cmahbKO1z3+vlSADwD0eu1r2CF4gPAC/iGt4Q6em5vWbP4J1jxezzCa9mWnZMjln5LYnXLfBqJAD4zXjCkdl/WGeldC/iFuIDwMtxAhIifYXdt3gZHyIinQuuJD4A4Mga8hG5XPcSbjEpPrhqFzADARISrQtva8yMPObp3+Bq65dI68y3ezkSAPxJyXUiKnBPJZgUH9x2BZiDAAmJiHr+5nJxKOLVPMuyZcbij4ll8VsMACbg+BMulDN0L1FNpsUHJx+AOfjpMATal/yyIT36uKdHEa2z/lwS9Yu8HAkAvmZbwbmSl/gAcCQESAhY5advLhcHPfvabizeKR3z3ufVOAAIirf1vEm16l5iuogPAEdDgATczJk3JdOjG//cy5kzFl4ndqTWy5EAEAQ1kahcqnuJ6SA+AEwEARJwxeSYp6cfDW2nSX3bG70aBwCBYom8S/cOU2VSfHDbFWA2AiTAZs68KZkZ2fBOr+ZZVlS6jrnKq3EAEERnLb9Azda9xGSZFB/cdgWYjwAJsFL9+D+XiwOenX60zLhYamp99/dNADCJbVvyl7qXmAyT4oOTD8AfCJAAy4897dnfxCLRemmf9x6vxgFAYCnLPx8lNCk+OPkA/IMACaiuJV//SD67p86ree1z3yXRWJNX4wAgyE5cfpFapnuJozEtPjj5APyDAAmoXOaZT3g1K5boltaZvr64BQCMYovZj2ERHwCmgwAJoJk93zotn9oy06t5nfM/IJYd82ocAASeEnmXiLJ073EoJsUH73wA/kSABFAhvf9rSjmezKqpnSWNHas9mQUAITJvxcVymu4lXs2k+OCdD8C/CJCAmbnqR+2Z1KZVXs3rmPcesayIV+MAIDwceZvuFV7OtPjg5APwLwIkYIqjz329Uk57cmz/wunHOV6MAoAwukj3Ai8yKT547ArwPwIkYArp7Zd4Nat97rs4/QAA9yw96RK1UPcSJsUHj10BwUCABMjM47/9Vq+u3o0lZkhT53lejAKA0CqX5UKd802LD04+gGAgQAKkkNn/Ga9mtc/5C04/AMBllsbHsEyKDx67AoKFAAmI+fNvTWTHn17pxaxItEGauv7Mi1EAEG6WnLXkEtXg9ViT4oPHroDgIUACIlcz+g/l0ognfz1bZrxFbDvuxSgACLt4rZJzvRxoWnxw8gEEDwESELnsniu8mGNZEWmd8VYvRgEARESUd49hER8AvECABED3wu8dn09t7fZiVkP76RJNdHgxCgAgIkrJhV58Fd2k+OCdDyDYCJAAKKv+zyhV9mRW66y3ezIHAPCSmcsvFlff8TMpPnjnAwg+AiQAivm953sxJ1G3UJKNy7wYBQB4GVuJa/eemxQfnHwA4UCA+FzHibcuyo/vavViVvMMrdfRA0B4KTnNjV/WpPjg5AMIDwLE7zL9n1Kq4voYy45KY8dq1+cAAF5LiZwua1RV/55tWnxw8gGEBwHic8XM82/xYk5D2+kSjTV5MQoA8FqtJz0qS6r1ixEfAHQiQHysfdVNM3KZnZ5cSdXc/SYvxgAADsOx5PRq/DrEBwDdCBAfs8fHP62coutzovE2qWs+2fU5AIDDc6rwHgjxAcAEBIiPFXP7L/ZiTnPnn4ll8VsFAHSyZXonICbFB7ddAeHGT5V+tfr+aD69e7YXoxo7zvZiDADgCJTIsSsvUTOn8n9rUnxw2xUAAsSnZvRt+ctKOeX6X79YolsS9QvdHgMAmABVmfxjWKbFBycfAAgQnyoURt/jxZym9rO8GAMAmIhJvgdCfAAwEQHiU+X8c6d4MaehoyqXrgAAqkBZ8vqJ/muJDwCmIkB8qGv5DzrzmT3Nbs+JxtultuE4t8cAACZu2UQ+SEh8ADAZAeJDqjjyP5VTcn1OY9vpImK5PgcAMGF1Jzwq84/0LyA+AJiOAPGhUm7grV7MqW97gxdjAACTELFl+eH+dybFB1ftAjgcAsSHSvneJW7PsOwaSTae4PYYAMAkqYosO9Q/b1J8cNUugCMhQHxmds8trcXc80m35ySblokdibs9BgAwea8JENPig5MPAEdCgPhMwcn/pVJl1+fUNa9yfQYAYAosecXxNPEBwG8IEJ9RhdELvJhT30KAAIChFi+8QMVFiA8A/hTVvQAmp1QaOtHtGZFYoyTq+Po5ABgq2hCRpTWN51xKfADwIwLEZ4rZ57vdnlHXfJKIxfW7AGCq3U/+r88qJZfq3kPkhduuSuPEB4CJ4xEsH+lefMup5eJQxO05yaYet0cAAKZoYO/3JTP6uBHxwW1XAKaCAPERR6Xe4cWc2oalXowBAEzSwN7vy8DeH+heQ0T4zgeAqeMRLB9xnPFT3Z5h2TFJ1C1yewwAYJJMig+lZA2PXQGYKk5AfKRcGDnW7Rm19YvEsmNujwEATIJp8cHJB4DpIEB8pFgc7HR7Rm3DcW6PAABMAvEBIGgIEJ9oXXhbYznfV+P2HAIEAMxBfAAIIgLEJ2oi6fOVqrg+J9HA+x8AYAKT4oMXzgFUEy+h+4Sj0qvdnmHZNRJLzHR7DADgKEyKD144B1BtnID4RKU8vtLtGfHauWJZ/JYAAJ1Miw9OPgBUGz9t+kS5lJrn9ox43Xy3RwAAjsCk+OCxKwBu4REsn6gUx1rcnkGAAIA+JsUHj10BcBMnID5RKY0k3J4Rr1vg9ggAwCGYFh+cfABwEwHiAzNX/ai9XEq5/tcqkZzr9ggAwKuYFB88dgXACzyC5QNONnWqiHJ1hmXZEo27/p1DAMDLmBQfPHYFwCucgPhAReVPdHtGtKZdLIseBQCvmBYfnHwA8AoB4gOqnHf98+SxBKcfAOAV4gNAmBEgfuDkXX87PBbvcnsEAEDMig/e+QCgA8/c+EC5kutwe0YsQYAAgNtMig/e+QCgCycgPuBU8g1uz+AEBADcZVp8cPIBQBcCxA+cfNLtEdF4u9sjACC0TIoPHrsCoBuPYPlApZxz/SOE0Vij2yMAIJRMig8euwJgAk5AfMApZ2Juz4hECRAAqDbT4oOTDwAmIEB8oFIZd/2vkx11/TUTAAgV4gMADo0AMVzn627uUk7Z5SmWRKL1Ls8AgPAgPgDg8AgQw8Vy4vo3QCLROrGsiNtjACAUTIoPXjgHYCICxHBOodLs9gwevwKA6jAtPoqp+9bo3gMAXo1bsExnietX8NoR1y/ZAoDAMyk+uO0KgMk4ATFcxXZcDxDLcv2SLQAINNPig8euAJiMADFcxFG1bs+wbQ7CAGCqiA8AmBwCxHCOqrgeIJbNCQgATAXxAQCTR4AYzrHF/QDhVSAAmDTiAwCmhgAxnMUJCAAYh/gAgKkjQAxnKfePJ5TFbwMAmCiT4qO+ZdUviQ8AfsNPnoZTlrj9GXSxlOP2CAAIBJPio7F99fqRfV96m+49AGCyCBDDKSuSc32GU3J7BAD4nmnxMbT7H87WvQcATAUBYjjbEfcDxP1DFgDwNeIDAKqHADGczQkIAGhFfABAdREghqvYlusB4jicgADAoRAfAFB9BIjhIo6ddXuGUpyAAMCrER8A4A4CxHh2xu0JTiXv9ggA8BWz4uNM4gNAoBAghnPs6KjrM8rjbo8AAN8wKT6aOs96YGj3GuIDQKAQIKaLRne7PaJSzohSFbfHAIDxTIqPxvbV6wef+exq3XsAQLURIIbr2/TefsuOuTxFSYVTEAAhZ1p88NgVgKAiQHwgEm1w/VPlPIYFIMyIDwDwDgHiA3Y0WXR7RrlEgAAIJ+IDALxFgPhAJFJbcHtGpZxyewQAGMes+OC2KwDhQID4gZ1w/SrecmHQ7REAYBSz4mP1em67AhAWBIgP2JFE2u0ZpUKf2yMAwBjmxQcnHwDCgwDxgWikdsDtGaU8AQIgHEyKjxe+80F8AAgXAsQP7ITr3wLhBARAGJgUH3znA0BYESA+YEUTW92eUcr3uz0CALQyLT44+QAQVgSID0SsxBNuzygXB0WpsttjAEAL4gMAzEGA+ECkofYPIparM5RypFzgFARA8JgVH1y1CwAEiA/s/+P7hqKxRte/hl7I7HV7BAB4yqz44KpdABAhQHwjGmvJuT0jn93j9ggA8Ix58cHJBwCIECC+Ydc0jbo9o5DZ4/YIAPCESfHBVbsA8EoEiE9EY42uPx9FgAAIApPig6t2AeC1CBCfiEQbNro9o5DbJ0q5/qoJALjGtPjg5AMAXosA8YlIrPF+t2copyilfK/bYwDAFWbFB7ddAcDhECA+UZbm31hWxPU5+fQO12cAQLWZFR/cdgUAR0KA+MTAlnemo4mugttzsinXP7oOAFVlXnxw8gEAR0KA+EhNTfuA2zNyBAgAHyE+AMB/CBAficZbnnF7Rj6zU5RTcnsMAEwb8QEA/kSA+IhtN/zR7RnKKUs+s9PtMQAwLSbFB9/5AIDJIUB8JBpr/LEXc3gPBIDJTIoPvvMBAJNHgPhI79NXbozWtFXcnpNLbXF7BABMiVnxwVW7ADAVBIjPxGtnHXB7RmZ0o4hSbo8BgEkxKz64ahcApooA8ZlIov0Jt2dUSineAwFgFPPig5MPAJgqAsRnIpGmu7yYkx553IsxAHBUxAcABAsB4jPFQv1PLDvq+pzM6AbXZwDA0RAfABA8BIjPjO65YjSemJ1xe0527ClxHNc/vA4Ah0V8AEAwESA+VFM7c7vbM5RTlOzYJrfHAMAhmRQffOcDAKqLAPEhK97xCy/mpIce8WIMALyCSfHBdz4AoPoIEB+qqe/4lmXHXJ+TGnyQ63gBeMq0+ODkAwCqjwDxod4Nlw8m6haMuD2nXByW7PjTbo8BABEhPgAgLAgQn4olZj3qxZzxwQe9GAMg5IgPAAgPAsSnauItt3kxJzXwoIjwGBYA9xAfABAuBIhPHejq+XE01uS4PadUOCj59DNujwEQUsQHAIQPAeJX688ux+vmP+/FqNTAfV6MARAyJsUHV+0CgHcIEB+L1c7+lRdzRvt+K0pVvBgFICRMig+u2gUAbxEgPqYa6r9g2TWuzykXhyUzusH1OQDCwbT44OQDALxFgPjY4IarD9TWL+rzYtbowd94MQZAwBEfAAACxOdqaufe6cWc8aHfS7k05sUoAAFFfAAARAgQ34s2tPyjZUddn6OcsqQG1rs+B0AwER8AgBcRID53YOOVexN1C4e8mDV6YK0XYwAEjFnxcSbxAQCaESABUJOc92sv5uQzuyQ79pQXowAEhFnxsXr90O41xAcAaEaABEBUOr5gWe4/hiUiMtT7n57MAeB/JsUH3/kAAHMQIAFwcNcHnk40HnfQi1npwd9LKe/JKAA+ZlJ88J0PADALARIQtcn5t3oxRylHRg548v1DAD5lWnxw8gEAZiFAAqK22Py5aKzF8WLWyIG14jh5L0YB8BniAwBwNARIQOzZc0U+2XDc417MqpTHZezgb70YBcBHzIoPbrsCAFMRIAESr5v9ea9mDT73Y1FO2atxAAxnVnxw2xUAmIwACZDepz/0y0RyfsaLWaVCn4z1cwoCwMT44OQDAExGgARMvH6JZ2+ID+z7kShV8WocAAOZFB9ctQsA/kCABExN85yPRKL1yotZpXyvpPrv9WIUAAOZFB9ctQsA/kGABEzvhssH65pXPObVvIF9t3EKAoSQafHByQcA+AcBEkDxujl/bVne/KUt5vZLauB+T2YBMINZ8cFtVwDgNwRIAPU+ddXDtU0n7PdqXt/uW8SpFLwaB0Ajs+KD264AwI8IkICqqT/2Bq9mlQsDMtz7C6/GAdDEvPjg5AMA/MjSvQDc09D1gXQ+u6fOi1l2JCkLT/mBRGtavBgHwGPEBwCgWjgBCbDapqX/z6tZTiUrg/tu82ocAA+ZFB9ctQsA/keABFg03fSxaE2HZ58rHzlwhxSye70aB8ADJsUHV+0CQDAQIAHW23t1tq5l5U+8mqdURfp23+zVOAAuMys+uO0KAIKCAAm4mmzL1V6egqSHHpHxoYe8GgfAJWbFB7ddAUCQECAB19t7dbau+aSfejnzwDPfEKeS9XIkgCoyLz44+QCAICFAQqAm13xltKbds1OQcn5ABvZ836txAKqI+AAAuI0ACYHe3quz9c0r/9PLmcO9P5N8eqeXIwFME/EBAPACARISFWvOVdGatopX85Ry5MCOr4pSjlcjAUwD8QEA8EpE9wLwRm74Z4WWWe8/Np/ZtcKrmeXikERi9ZJsPN6rkQCmwKT4aOo864GhZz9LfABAgHECEiIDs0/5q5rk3JyXM/t33yKFzG4vRwKYBJPig+98AEA4ECBhsv7scl3TSZ/xcqRySrJ/+xdFOZ69Aw9ggkyLDx67AoBw4BGskMkMrXukof2ia0vFgTqvZpaLwyLiSF3zSV6NBHAUxAcAQBdOQEKovumEKyzL2/YcfO7Hkhl90tOZAA6N+AAA6ESAhND+rVffVdey6mlPhyolvTtulAofKAS0Ij4AALoRICEVjx3zTjtSq7ycWcoflAM7vurlSAAvY1Z8nEl8AEBI8Q5ISKWH7xhomX3FSYXMs0u8nFvI7pZIrElqG5Z6ORYIPZPi44WrdtcQHwAQUpyAhFhXfOFlNcl5nj8T1ffMtySbesrrsUBomRQfXLULACBAQmzLlncWG1tXfciyvP1toFRZnt/6eSmXRj2dC4SRafHBY1cAAB7BCrn04NpNTTMuv7SYe67by7lOJSv59E5p6jxPLMvycjQQGsQHAMBEnIBA7LY5F0TjbRWv52ZGN8rA3lu9HguEglnxwQvnAID/xgkIJHvgznTr3A/a+fEdqz2fPbZZYokZkqg/1uvRQGCZFR+r1w/t/izxAQB4Cc++4CWNsz/amxvbPMPruZYdlbnLbpS65hVejwYCx6T4aOo86wFeOAcAvBqPYOElycSK86Lhuy+GAAATEElEQVSxZsfrucopy/NbPiOFzG6vRwOBYlJ8cNsVAOBweAQLL0kP/3Kgbc5ViVx6xxlez1aqJOmRP0pT57liRxJejwd8z7T44J0PAMDh8AgWXqN5zt/tyIw+tkjH7GRjj8xb/n/Fsmt0jAd8yaz4OHP90G4+MggAODwewcJrxFuWnR6Ld5d0zM6mtshzWz4jytEyHvAds+JjNfEBADgqHsHCa2T6fp5pmXPVQCG94y0iyvP5xXyvFLJ7pbH9DPH6I4mAn5gXHzx2BQA4OgIEh5QZWvdY88z3vqmQ3TtHx/xidp+UC33S0HaaCB8qBF6D+AAA+BV/vIzDspPHnx9Pzs/qmj/ad7ccfOZfdY0HjGVSfDR1nvUA8QEAmAwCBIc1sOWd6caO1/9ZJNro+dW8Lxru/bn07/murvGAcUyKD67aBQBMBY9g4YjG++94rmXBNYXC+I7zdLwPIvLC19KVU5S6llVa5gOmMC0+OPkAAEwFAYKjyg6ue6hl1vvOLWT3ztO2Q+opKZdGpaHldbwTghBS0vfMt2TwuZ/oXkREiA8AwPTwCBYmZHDumeckG44b1LnDSO+vZP/2G0Spis41AE8p5Ujvji/L0P7/1L2KiBAfAIDpI0AwMevPLsdbT3l9tKajrHONsf57Zf+2L4hSWtcAPKGcsuzf9nkZPbhO9yoiQnwAAKqDR7AwYZn+X4y0H3PNc/nxXW8Tpe29dClk90ghvetP3wnhtzCCyakUZP/W62V86CHdq4jIi184/yzxAQCYNn56w6SkB9Y+0TrnQ3PymV0n6dyjmHtesqNPSH3bG8SOJHSuAlRduTQq+zZ/SjJjG3WvIiJ/umr3Wb5wDgCoDt7mxZS0H7Pm92MDvztN9x6xRLfMXXaDxJNzda8CVEUxt1/2PfUpKeb2615FRHjsCgBQfbwDgikZfFbOrGs+abfuPUr5g7LniY9IZvQJ3asA05YZ3Si7N15DfAAAAo0TEExZR8/t9YWRe5/Lje9s1r2LZUWke+FHpGXGW3SvAkzJaN9v5MDOr4hyzLhggfgAALiFAMG0tK/4zuLs/vVPlQoHY7p3ERFpn3u5dMy7QiyLwz34g1KODOz5rjHf+BB58YVz3vkAALiDAMG0dffcdPbYgV/fUy6NGfFTf13zCpm19O8lWtOqexXgiMqlMend9gVJjzyme5WXcPIBAHAbt2Bh2tIDd+5pmf/hoWLm2QtN+EhgKd8nYwPrJdl0vMTiHbrXAQ4pm9oiezf/reTTu3Sv8pIXbrviql0AgLsIEFRFdnDto60LPpIvpJ85T+c3Ql7kVLIy1ne3WHZMkk3LdK8DvMLIgTtl/7Z/FKec1r3KSxrbV68nPgAAXiBAUDXZwXUPtc+7pjafefZ0EaV7HRFRkhl9XArZ56W+9WSxbCNeU0GIVSpZ6d3xf2TouR+LCaH+Ij4yCADwEgGCqsoM3X1P29xruvOZXSfr3uVFhexuGeu/TxL1C6Um0a17HYRUbvxp2bf5k5Id26R7lVd44Z0P4gMA4B0CBFWXGb77rra5H5qXTz+7UvcuL3IqGRnrv1sqpXGpaz6JW7LgGaXKMrjvh9K7/UaplFK613kFXjgHAOjALVhwTduiG36WOvjbS3Xv8WrxugUya8mnJFF/rO5VEHCF7F7Zv+0Gyad36l7lNYgPAIAuBAhc1bbgc/ekBtefq3uPV7PsGulc8FfSOvPtnIag6pRyZLj3Z9K/+7uinKLudV6jsWP1/UPP/sM5uvcAAIQTAQLXdSy84fbRvnsuM+PF9FdK1C+UGYs+JrUNS3WvgoDIp3fJgZ1fk9z4Vt2rHIIlTV3n3DG469OX6N4EABBeBAg80b7wiz8c6//tu0WZFyFiWdLSfZF0HXO12JGk7m3gU45TkMG9P5Ch528XZdANV//Nksauc/9jaNf/vkz3JgCAcOMldHgiO3zPz9vmfbi9kHn2VBNPQvLpHTLaf7dEY028G4JJSw89Ivue+pSkh/8gJv7+tixbmrve/N3BXZ98j+5dAAAgQOCZ7NDd61rn/c94IbvnDJO+gfAip5KT8aGHJJfeKbUNiyQSa9K9EgxXyO6TA9tvlIF9PxCnktG9ziFZdkyauy760sCuj1+nexcAAER4BAsadC7++sfH+n79JcfJG/v7z7Ii0tx9gXTMe79Ea1p0rwPDlEspGX7+32Vo/3+Icsq61zks245L44w3fXpg219/QfcuAAC8yNgfABFsHcf9y7XjB+/+RqWcNvr3YCRSJ21zL5e2WW8Xy67RvQ40cyoFGe79mQzt+5FUKlnd6xxRJNqgGrvP/3D/1mu/qXsXAABezugf/hBsXcd987zxgQfvKhX6jP/JPhbvks4FV0hjx7lc2xtCSlUk1X+v9O+5VUqFft3rHFUs3l1qbj/3Lb3b/upu3bsAAPBqBAi06lz2b8fmhx95LDe+s1n3LhMRS3RL+5y/lObuC8SyeIUq8JSS1ODvpH/PrVLMPad7mwlJ1B0z3tBxyqm9m6/epnsXAAAOhQCBdq0Lb2t0Ck88kRl9fIHuXSYqFu+Wttl/Li0zLhbLjuleB1WmVFlS/ffJwL7bpJjbr3udCUs2r3i+obFnxfNbrhzWvQsAAIdDgMAQa+z2Ber+scEHz9S9yWTE4t3SPucvpKn7fLHtuO51ME2Ok5fRg7+Roef+XUqFPt3rTIIlTV3n/HFwV+kNImvMu2IOAICXIUBglI6FX7plbOCev1JOSfcqkxKJNkjLjAulZebbJBbv1L0OJqlU6JOR/b+UkYNrpVIe173OpLxwze653+nf8XdX694FAICJIEBgnK6eb16eOvjA98vFgajuXSbNsqSh5XXSMuvPpb7lJN3b4Cjy6R0y9PzPJDVwnyhV0b3OpEXjbZXGzrOu6nv6w9/TvQsAABNFgMBI7Su+s7g48MRDufFt7bp3mapE3UJpnnGBNHWeK5Fog+518CeV8riM9d8rowfWST6zS/c6U5Zs7Bmuazv1jb2b3rNd9y4AAEwGAQKDrbHbj43eOTZw/wWilO5lpsyyo1LffLI0dZ0vDe2niWX572DH95SS9OhGGeu7W8YHfyeOU9C90TRY0th+2n8NzTv7DFl/trlfQQQA4DAIEBivc+k/fzbVd+9nTf9o4UTEatqkqfM8aexcLYn6xbrXCbx8eoeM9d8vqf57pVQc0r3OtEWiDaqh89x/GNj+kc/r3gUAgKny/Q90CIcZJ9xyZrr/4bX57J463btUSyzeLY3tp0tD+xmSbOwRsfiP47QpJdnUFhkffFBSgw/67CarI0sk52caOl5/fu9TVz2sexcAAKaDn3jgG7Nnf6U2Gxu9Oz308OlKBeum0VhNm9S3nyYNbW+UZNNyrvSdBMfJS3Zsk4wPPSzjgw9JuRisT2BYli0NbWc8Em1Y8Gd9m96b0b0PAADTRYDAd7oW/8uV48MPf7NUOBjILwBaVkTidcdKfctJkmxeJXXNy3lv5OWUknxmp6RHHpfs6AbJjG0Wv13bPFHRmo5yfcfpfzOw7bpv6N4FAIBqIUDgS+2rbppRGdh1f3pkwxLdu7gtEm2QZMtKSTYuk9qG46S2flGovr6unKLk0jslN75VsmNbJDu60Xff6piK+pZTd0U6Fpw5uOHqA7p3AQCgmggQ+Frnoq/cmBr83ccr5ZStexevWHZUEnWLpLbhOEk2HSeJ+iUSS8wQy/L//wuUcqSUPyD59HbJjm2V3PhWyWd2inLCc9lTJNroNHWc9aW+HR/7pO5dAABwAwEC35u16Dsnjue2rM2NbZ6hexddLLtG4rVzJZ6cJ/G6+RKvmyfx5HyJJbqMfHxLOWUpFfqkkN0jhcxeKWT2SCG3VwrZvYF9nGoiaptOOJCoW/bm/u0f3KR7FwAA3EKAIDC6Fn/ln8aGHvlEpTgU0b2LMSxLojVtUhPvlmi8U2oSnS/8Y7xT7FiDRKKNEok2SCTWUJVQUaosldK4VMrjUimnxCmlpFgYkHKhX4r5/hf+sXBQysUh8fO3XaotGm+rNLSd/uX+7R/9hO5dAABwGwGCQOla/qXO0ujwXenRR08O2k1ZbrMjSYlEG8SO1opl1YiISCRaK5b1Qs/Z0QZx/vTuhVIVqZRzf/qfi+KUc1Ipj4tTyepZ3qcsy5b6tjdujrQvOH/g0SsO6t4HAAAvECAIpK7F//o/smOPfzef3R2Y74YgWGqSc3MNbadee/Dpa27VvQsAAF4iQBBY8+ffmkhHen8yPvTwJU4lx+91GCESSaq6jtN+0V1z7F9s2fLOou59AADwGj+UIfA6Trx1UWX0mZ+mh/+wQqmK7nUQUpYVkbqWVVtrkgvf2bf1yqd07wMAgC4ECEJjxpJvvzmb3X5zdvTJ2bp3QbjUNi4ZrmtY8cED2z70M927AACgGwGC0Olc+s9/mxnZ+Llidl+t7l0QbLHamYX61lNu6N/20et17wIAgCkIEIRST8/tNf2FPTenRx99V7nAtb2ormi8rVLfcuptA7NOvlLWnx2erygCADABBAhCraPn9nqrtOfL6eGNV5QKfTHd+8DfojVt5WTrSXdUSt0fGN1zxajufQAAMBEBAojIzJk3Jcv1Y19NDz9xRalwkBDBpBAeAABMHAECvAwhgsmI1rSXk60r71BqzvuHd707pXsfAAD8gAABDmHmzJuS5brUV7Kpre8pZPckde8DsySS8zO1jcf/MJpp+Hhv79V8/h0AgEkgQICj6Dz+m+8upndfnx194hi+IxJiliXJhuP7ausXf+Xg9utu1L0OAAB+RYAAEzTz+FtWFgv7v5oe3nBmpZzmPzshYUdqVV3zyk2Jujkf7t1y9e917wMAgN/xQxQwSZ2vu7nLGRz+aiG945J8dned7n3gjkRyQSZev/hXdnvrx/r/8ME+3fsAABAUBAgwDd3HffvCUr73M9mxLaeWSyO27n0wPZFovaptPH5bTXzO9X07rv133fsAABBEBAhQBT09t9cMlfv+Opd99rpcasts5fDtOb+wLFsSDYuGa+sWfT+Srvt7XioHAMBdBAhQZTNPuGlpMTfy6WL2uQvy6Z1tShEjprGsqCTqFw3WJOf8Ol7X+o/7n7xqh+6dAAAICwIEcFHX8psXqPzIJwu5AxfmU9tnO05e90qhZdk1Ulu/qC9WO+u3Uem84eCuDzyteycAAMKIAAE80r7qphmRVOYThdz+txWyz84pl8Z4Z8Rl0ViTE08e81y8dtYvVGvDDbxMDgCAfgQIoEn3Cd85q5Qf+mgpu++sfHp3q3KKulfyPcuKSDy5IBWvm/uQHW/9UX/ncT+R9WfzDBwAAAYhQAADzO65pbVQSX/IyQ1eWiwcXFrI7avnRfajs+yoxGvnpWtqu7fa8fafxyN1Nz2/5cph3XsBAIDDI0AAA82ff2sim8y9o1Iae3ulMLyimD84q5TbH9e9l27RmlanJjFjIJZo3xaNtq6NRmtvITgAAPAXAgTwie7F3znFUenLKuX0KeXyyMJSYbCjnO+LB/GWLcuKSjTRVYjF2weisZadkUj9Y5FIw78f2PbBDbp3AwAA00OAAD7W0XN7fcwZPK9Szq+uVFKrSqXUPKeUaimXRpPl4rDxL7lHa1qdaKwla8caRmKxpj2RSP2GSLT2ARmL3M33OAAACCYCBAio5vm3NicTxVNLVmGllAvHqUpmQaWS66pUCg3i5JKVSi5RKWdjqpKJOJVC1ebakbhYkbpKJFpXikQSebFrs5FIIhWJJPqtSN3uiJ142rZqnsiX6/5reNe7U1UbDAAAfIEAASCze25pLZecYyUuSbtcbilbUi8iYlWcdktUjYiIUqVuy4odFBFRYhVVxB4UEYmKPe5E7FEpSDYas5/hnQwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB47f8D4dSAfHTT75IAAAAASUVORK5CYII="
<s>[INST] Icon of Genetic Engineering here are the inputs Genetic Engineering [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M625.6 516.8l19.2 81.6 104-38.4 4.8 14.4-110.4 40L560 824l-14.4-6.4 83.2-203.2-169.6-25.6 64 217.6c3.2 8-1.6 17.6-11.2 19.2s-17.6-1.6-19.2-11.2l-68.8-232-153.6-22.4 1.6-16 145.6 22.4-28.8-96-116.8 59.2-14.4-28.8 129.6-65.6L480 217.6 254.4 499.2l-12.8-9.6L480 190.4l9.6 6.4 27.2 11.2-96 227.2 177.6 41.6-64-268.8 16-3.2 67.2 278.4 136 32c8 1.6 14.4 11.2 11.2 19.2-1.6 8-11.2 14.4-19.2 11.2l-120-28.8zM608 512l-185.6-43.2 30.4 102.4 176 25.6L608 512z m-46.4-313.6l12.8-9.6L784 484.8l-12.8 9.6-209.6-296zM768 588.8l12.8 9.6-201.6 240-12.8-9.6 201.6-240z m-278.4 240l-11.2 11.2-232-243.2 11.2-11.2 232 243.2z" fill="#050D42" /><path d="M400 448m-64 0a64 64 0 1 0 128 0 64 64 0 1 0-128 0Z" fill="#2F4BFF" /><path d="M640 608m-56 0a56 56 0 1 0 112 0 56 56 0 1 0-112 0Z" fill="#2F4BFF" /><path d="M208 624c-44.8 0-80-35.2-80-80s35.2-80 80-80 80 35.2 80 80-35.2 80-80 80z m0-32c27.2 0 48-20.8 48-48s-20.8-48-48-48-48 20.8-48 48 20.8 48 48 48zM528 960c-44.8 0-80-35.2-80-80s35.2-80 80-80 80 35.2 80 80-35.2 80-80 80z m0-32c27.2 0 48-20.8 48-48s-20.8-48-48-48-48 20.8-48 48 20.8 48 48 48zM528 224c-44.8 0-80-35.2-80-80s35.2-80 80-80 80 35.2 80 80-35.2 80-80 80z m0-32c27.2 0 48-20.8 48-48s-20.8-48-48-48-48 20.8-48 48 20.8 48 48 48zM816 624c-44.8 0-80-35.2-80-80s35.2-80 80-80 80 35.2 80 80-35.2 80-80 80z m0-32c27.2 0 48-20.8 48-48s-20.8-48-48-48-48 20.8-48 48 20.8 48 48 48z" fill="#2F4BFF" /></svg> </s>
Icon of Genetic Engineering
Genetic Engineering
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M625.6 516.8l19.2 81.6 104-38.4 4.8 14.4-110.4 40L560 824l-14.4-6.4 83.2-203.2-169.6-25.6 64 217.6c3.2 8-1.6 17.6-11.2 19.2s-17.6-1.6-19.2-11.2l-68.8-232-153.6-22.4 1.6-16 145.6 22.4-28.8-96-116.8 59.2-14.4-28.8 129.6-65.6L480 217.6 254.4 499.2l-12.8-9.6L480 190.4l9.6 6.4 27.2 11.2-96 227.2 177.6 41.6-64-268.8 16-3.2 67.2 278.4 136 32c8 1.6 14.4 11.2 11.2 19.2-1.6 8-11.2 14.4-19.2 11.2l-120-28.8zM608 512l-185.6-43.2 30.4 102.4 176 25.6L608 512z m-46.4-313.6l12.8-9.6L784 484.8l-12.8 9.6-209.6-296zM768 588.8l12.8 9.6-201.6 240-12.8-9.6 201.6-240z m-278.4 240l-11.2 11.2-232-243.2 11.2-11.2 232 243.2z" fill="#050D42" /><path d="M400 448m-64 0a64 64 0 1 0 128 0 64 64 0 1 0-128 0Z" fill="#2F4BFF" /><path d="M640 608m-56 0a56 56 0 1 0 112 0 56 56 0 1 0-112 0Z" fill="#2F4BFF" /><path d="M208 624c-44.8 0-80-35.2-80-80s35.2-80 80-80 80 35.2 80 80-35.2 80-80 80z m0-32c27.2 0 48-20.8 48-48s-20.8-48-48-48-48 20.8-48 48 20.8 48 48 48zM528 960c-44.8 0-80-35.2-80-80s35.2-80 80-80 80 35.2 80 80-35.2 80-80 80z m0-32c27.2 0 48-20.8 48-48s-20.8-48-48-48-48 20.8-48 48 20.8 48 48 48zM528 224c-44.8 0-80-35.2-80-80s35.2-80 80-80 80 35.2 80 80-35.2 80-80 80z m0-32c27.2 0 48-20.8 48-48s-20.8-48-48-48-48 20.8-48 48 20.8 48 48 48zM816 624c-44.8 0-80-35.2-80-80s35.2-80 80-80 80 35.2 80 80-35.2 80-80 80z m0-32c27.2 0 48-20.8 48-48s-20.8-48-48-48-48 20.8-48 48 20.8 48 48 48z" fill="#2F4BFF" /></svg>
true
"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"
<s>[INST] Icon of Gene Sequencing here are the inputs Gene Sequencing [/INST] \n <?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M304 592h416l104 296h-624L304 592z m328 128c12.8 0 24-11.2 24-24s-11.2-24-24-24-24 11.2-24 24 11.2 24 24 24z m-256-48c12.8 0 24-11.2 24-24s-11.2-24-24-24-24 11.2-24 24 11.2 24 24 24z m136 112c9.6 0 16-6.4 16-16s-6.4-16-16-16-16 6.4-16 16 6.4 16 16 16z m8-256c-12.8 0-24-11.2-24-24s11.2-24 24-24 24 11.2 24 24-11.2 24-24 24z m104 48c-9.6 0-16-6.4-16-16s6.4-16 16-16 16 6.4 16 16-6.4 16-16 16z" fill="#2F4BFF" /><path d="M622.4 112H401.6c9.6 76.8 14.4 142.4 14.4 176 0 35.2-65.6 248-200 592h593.6C673.6 536 608 323.2 608 288c0-33.6 4.8-99.2 14.4-176z m32 0c-9.6 78.4-14.4 144-14.4 176 0 28.8 67.2 248 198.4 580.8 1.6 3.2 1.6 8 1.6 11.2 0 17.6-14.4 32-32 32H214.4c-4.8 0-8 0-11.2-1.6-16-6.4-24-25.6-17.6-41.6C316.8 536 384 316.8 384 288c0-32-4.8-97.6-14.4-176H368c-9.6 0-16-6.4-16-16s6.4-16 16-16h288c9.6 0 16 6.4 16 16s-6.4 16-17.6 16c1.6 0 0 0 0 0z" fill="#08135B" /><path d="M424 480h48c4.8 0 8 3.2 8 8s-3.2 8-8 8H432v48h24c4.8 0 8 3.2 8 8s-3.2 8-8 8H432v48h40c4.8 0 8 3.2 8 8s-3.2 8-8 8H432v48h24c4.8 0 8 3.2 8 8s-3.2 8-8 8H432v48h40c4.8 0 8 3.2 8 8s-3.2 8-8 8H416V480h8z" fill="#08135B" /></svg> </s>
Icon of Gene Sequencing
Gene Sequencing
<?xml version="1.0" encoding="utf-8"?> <!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 1024 1024" class="icon" version="1.1" xmlns="http://www.w3.org/2000/svg"><path d="M304 592h416l104 296h-624L304 592z m328 128c12.8 0 24-11.2 24-24s-11.2-24-24-24-24 11.2-24 24 11.2 24 24 24z m-256-48c12.8 0 24-11.2 24-24s-11.2-24-24-24-24 11.2-24 24 11.2 24 24 24z m136 112c9.6 0 16-6.4 16-16s-6.4-16-16-16-16 6.4-16 16 6.4 16 16 16z m8-256c-12.8 0-24-11.2-24-24s11.2-24 24-24 24 11.2 24 24-11.2 24-24 24z m104 48c-9.6 0-16-6.4-16-16s6.4-16 16-16 16 6.4 16 16-6.4 16-16 16z" fill="#2F4BFF" /><path d="M622.4 112H401.6c9.6 76.8 14.4 142.4 14.4 176 0 35.2-65.6 248-200 592h593.6C673.6 536 608 323.2 608 288c0-33.6 4.8-99.2 14.4-176z m32 0c-9.6 78.4-14.4 144-14.4 176 0 28.8 67.2 248 198.4 580.8 1.6 3.2 1.6 8 1.6 11.2 0 17.6-14.4 32-32 32H214.4c-4.8 0-8 0-11.2-1.6-16-6.4-24-25.6-17.6-41.6C316.8 536 384 316.8 384 288c0-32-4.8-97.6-14.4-176H368c-9.6 0-16-6.4-16-16s6.4-16 16-16h288c9.6 0 16 6.4 16 16s-6.4 16-17.6 16c1.6 0 0 0 0 0z" fill="#08135B" /><path d="M424 480h48c4.8 0 8 3.2 8 8s-3.2 8-8 8H432v48h24c4.8 0 8 3.2 8 8s-3.2 8-8 8H432v48h40c4.8 0 8 3.2 8 8s-3.2 8-8 8H432v48h24c4.8 0 8 3.2 8 8s-3.2 8-8 8H432v48h40c4.8 0 8 3.2 8 8s-3.2 8-8 8H416V480h8z" fill="#08135B" /></svg>
true
"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"
<s>[INST] Icon of Circle Heat here are the inputs Circle Heat [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M7 12H17M8 8.5C8 8.5 9 9 10 9C11.5 9 12.5 8 14 8C15 8 16 8.5 16 8.5M8 15.5C8 15.5 9 16 10 16C11.5 16 12.5 15 14 15C15 15 16 15.5 16 15.5M21 12C21 16.9706 16.9706 21 12 21C7.02944 21 3 16.9706 3 12C3 7.02944 7.02944 3 12 3C16.9706 3 21 7.02944 21 12Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Circle Heat
Circle Heat
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M7 12H17M8 8.5C8 8.5 9 9 10 9C11.5 9 12.5 8 14 8C15 8 16 8.5 16 8.5M8 15.5C8 15.5 9 16 10 16C11.5 16 12.5 15 14 15C15 15 16 15.5 16 15.5M21 12C21 16.9706 16.9706 21 12 21C7.02944 21 3 16.9706 3 12C3 7.02944 7.02944 3 12 3C16.9706 3 21 7.02944 21 12Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Cloud Fog here are the inputs Cloud Fog [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M3 18H7M10 18H21M5 21H12M16 21H19M8.8 15C6.14903 15 4 12.9466 4 10.4137C4 8.31435 5.6 6.375 8 6C8.75283 4.27403 10.5346 3 12.6127 3C15.2747 3 17.4504 4.99072 17.6 7.5C19.0127 8.09561 20 9.55741 20 11.1402C20 13.2719 18.2091 15 16 15L8.8 15Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Cloud Fog
Cloud Fog
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M3 18H7M10 18H21M5 21H12M16 21H19M8.8 15C6.14903 15 4 12.9466 4 10.4137C4 8.31435 5.6 6.375 8 6C8.75283 4.27403 10.5346 3 12.6127 3C15.2747 3 17.4504 4.99072 17.6 7.5C19.0127 8.09561 20 9.55741 20 11.1402C20 13.2719 18.2091 15 16 15L8.8 15Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Cloud Moon here are the inputs Cloud Moon [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M21 15.5018C18.651 14.5223 17 12.2039 17 9.5C17 6.79774 18.6534 4.48062 21 3.5C20.2304 3.17906 19.3859 3 18.5 3C15.7977 3 13.4806 4.64899 12.5 6.9956M6.9 21C4.74609 21 3 19.2889 3 17.1781C3 15.4286 4.3 13.8125 6.25 13.5C6.86168 12.0617 8.30934 11 9.9978 11C12.1607 11 13.9285 12.6589 14.05 14.75C15.1978 15.2463 16 16.4645 16 17.7835C16 19.5599 14.5449 21 12.75 21L6.9 21Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Cloud Moon
Cloud Moon
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M21 15.5018C18.651 14.5223 17 12.2039 17 9.5C17 6.79774 18.6534 4.48062 21 3.5C20.2304 3.17906 19.3859 3 18.5 3C15.7977 3 13.4806 4.64899 12.5 6.9956M6.9 21C4.74609 21 3 19.2889 3 17.1781C3 15.4286 4.3 13.8125 6.25 13.5C6.86168 12.0617 8.30934 11 9.9978 11C12.1607 11 13.9285 12.6589 14.05 14.75C15.1978 15.2463 16 16.4645 16 17.7835C16 19.5599 14.5449 21 12.75 21L6.9 21Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Cloud here are the inputs Cloud [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M3 13.6493C3 16.6044 5.41766 19 8.4 19L16.5 19C18.9853 19 21 16.9839 21 14.4969C21 12.6503 19.8893 10.9449 18.3 10.25C18.1317 7.32251 15.684 5 12.6893 5C10.3514 5 8.34694 6.48637 7.5 8.5C4.8 8.9375 3 11.2001 3 13.6493Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Cloud
Cloud
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M3 13.6493C3 16.6044 5.41766 19 8.4 19L16.5 19C18.9853 19 21 16.9839 21 14.4969C21 12.6503 19.8893 10.9449 18.3 10.25C18.1317 7.32251 15.684 5 12.6893 5C10.3514 5 8.34694 6.48637 7.5 8.5C4.8 8.9375 3 11.2001 3 13.6493Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Cloud Arrow Down here are the inputs Cloud Arrow Down [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M5.25589 16C3.8899 15.0291 3 13.4422 3 11.6493C3 9.20008 4.8 6.9375 7.5 6.5C8.34694 4.48637 10.3514 3 12.6893 3C15.684 3 18.1317 5.32251 18.3 8.25C19.8893 8.94488 21 10.6503 21 12.4969C21 14.0582 20.206 15.4339 19 16.2417M12 21V11M12 21L9 18M12 21L15 18" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Cloud Arrow Down
Cloud Arrow Down
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M5.25589 16C3.8899 15.0291 3 13.4422 3 11.6493C3 9.20008 4.8 6.9375 7.5 6.5C8.34694 4.48637 10.3514 3 12.6893 3C15.684 3 18.1317 5.32251 18.3 8.25C19.8893 8.94488 21 10.6503 21 12.4969C21 14.0582 20.206 15.4339 19 16.2417M12 21V11M12 21L9 18M12 21L15 18" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Cloud Bolt here are the inputs Cloud Bolt [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M13 11L10 16H15L12 21M6 16.4438C4.22194 15.5683 3 13.7502 3 11.6493C3 9.20008 4.8 6.9375 7.5 6.5C8.34694 4.48637 10.3514 3 12.6893 3C15.684 3 18.1317 5.32251 18.3 8.25C19.8893 8.94488 21 10.6503 21 12.4969C21 14.0582 20.206 15.4339 19 16.2417" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Cloud Bolt
Cloud Bolt
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M13 11L10 16H15L12 21M6 16.4438C4.22194 15.5683 3 13.7502 3 11.6493C3 9.20008 4.8 6.9375 7.5 6.5C8.34694 4.48637 10.3514 3 12.6893 3C15.684 3 18.1317 5.32251 18.3 8.25C19.8893 8.94488 21 10.6503 21 12.4969C21 14.0582 20.206 15.4339 19 16.2417" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Cloud Rain Alt here are the inputs Cloud Rain Alt [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M4 14.7519C3.37037 13.8768 3 12.8059 3 11.6493C3 9.20008 4.8 6.9375 7.5 6.5C8.34694 4.48637 10.3514 3 12.6893 3C15.684 3 18.1317 5.32251 18.3 8.25C19.8893 8.94488 21 10.6503 21 12.4969C21 13.5693 20.6254 14.5541 20 15.3275M12.5 12.9995L10.5 21.0008M8.5 11.9995L6.5 20.0008M16.5 12L14.5 20.0013" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Cloud Rain Alt
Cloud Rain Alt
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M4 14.7519C3.37037 13.8768 3 12.8059 3 11.6493C3 9.20008 4.8 6.9375 7.5 6.5C8.34694 4.48637 10.3514 3 12.6893 3C15.684 3 18.1317 5.32251 18.3 8.25C19.8893 8.94488 21 10.6503 21 12.4969C21 13.5693 20.6254 14.5541 20 15.3275M12.5 12.9995L10.5 21.0008M8.5 11.9995L6.5 20.0008M16.5 12L14.5 20.0013" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Clouds here are the inputs Clouds [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M5.38846 12.7023C3.98522 12.1237 3 10.7636 3 9.17807C3 7.42863 4.3 5.8125 6.25 5.5C6.86168 4.0617 8.30934 3 9.9978 3C12.1607 3 13.9285 4.65893 14.05 6.75C14.8721 7.10549 15.5169 7.83126 15.8166 8.69914M5.38846 12.7023C4.50928 13.5938 4 14.7867 4 16.0315C4 18.7755 6.28335 21 9.1 21L16.75 21C19.0972 21 21 19.1279 21 16.8185C21 15.1039 19.951 13.5202 18.45 12.875C18.3457 11.0905 17.3135 9.5483 15.8166 8.69914M5.38846 12.7023C6.11557 11.9651 7.0957 11.4339 8.25 11.25C9.04989 9.3802 10.943 8 13.151 8C14.1227 8 15.0333 8.25474 15.8166 8.69914" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Clouds
Clouds
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M5.38846 12.7023C3.98522 12.1237 3 10.7636 3 9.17807C3 7.42863 4.3 5.8125 6.25 5.5C6.86168 4.0617 8.30934 3 9.9978 3C12.1607 3 13.9285 4.65893 14.05 6.75C14.8721 7.10549 15.5169 7.83126 15.8166 8.69914M5.38846 12.7023C4.50928 13.5938 4 14.7867 4 16.0315C4 18.7755 6.28335 21 9.1 21L16.75 21C19.0972 21 21 19.1279 21 16.8185C21 15.1039 19.951 13.5202 18.45 12.875C18.3457 11.0905 17.3135 9.5483 15.8166 8.69914M5.38846 12.7023C6.11557 11.9651 7.0957 11.4339 8.25 11.25C9.04989 9.3802 10.943 8 13.151 8C14.1227 8 15.0333 8.25474 15.8166 8.69914" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Cloud Rain here are the inputs Cloud Rain [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M16 13V20M4 14.7519C3.37037 13.8768 3 12.8059 3 11.6493C3 9.20008 4.8 6.9375 7.5 6.5C8.34694 4.48637 10.3514 3 12.6893 3C15.684 3 18.1317 5.32251 18.3 8.25C19.8893 8.94488 21 10.6503 21 12.4969C21 13.4232 20.7205 14.2842 20.2413 15M12 14V21M8 13V20" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Cloud Rain
Cloud Rain
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M16 13V20M4 14.7519C3.37037 13.8768 3 12.8059 3 11.6493C3 9.20008 4.8 6.9375 7.5 6.5C8.34694 4.48637 10.3514 3 12.6893 3C15.684 3 18.1317 5.32251 18.3 8.25C19.8893 8.94488 21 10.6503 21 12.4969C21 13.4232 20.7205 14.2842 20.2413 15M12 14V21M8 13V20" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Cloud Rainbow here are the inputs Cloud Rainbow [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M21 9C19.3529 9 17.8917 9.79647 16.9808 11.0253M21 6C18.5797 6 16.4104 7.07479 14.9434 8.77313M21 3C17.1326 3 13.7313 4.99586 11.77 8.01376M11.77 8.01376C9.72698 8.16181 8.00348 9.48869 7.25 11.25C4.7 11.6562 3 13.7572 3 16.0315C3 18.7755 5.28335 21 8.1 21L15.75 21C18.0972 21 20 19.1279 20 16.8185C20 15.1039 18.951 13.5202 17.45 12.875C17.4116 12.2181 17.2475 11.5941 16.9808 11.0253M11.77 8.01376C11.8958 8.00465 12.0229 8 12.151 8C13.1755 8 14.1323 8.28298 14.9434 8.77313M14.9434 8.77313C15.8305 9.30914 16.5435 10.0929 16.9808 11.0253" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Cloud Rainbow
Cloud Rainbow
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M21 9C19.3529 9 17.8917 9.79647 16.9808 11.0253M21 6C18.5797 6 16.4104 7.07479 14.9434 8.77313M21 3C17.1326 3 13.7313 4.99586 11.77 8.01376M11.77 8.01376C9.72698 8.16181 8.00348 9.48869 7.25 11.25C4.7 11.6562 3 13.7572 3 16.0315C3 18.7755 5.28335 21 8.1 21L15.75 21C18.0972 21 20 19.1279 20 16.8185C20 15.1039 18.951 13.5202 17.45 12.875C17.4116 12.2181 17.2475 11.5941 16.9808 11.0253M11.77 8.01376C11.8958 8.00465 12.0229 8 12.151 8C13.1755 8 14.1323 8.28298 14.9434 8.77313M14.9434 8.77313C15.8305 9.30914 16.5435 10.0929 16.9808 11.0253" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Cloud Rain Alt 1 here are the inputs Cloud Rain Alt 1 [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M10.5 21L12 18M14.5 21L16 18M6.5 21L8 18M8.8 15C6.14903 15 4 12.9466 4 10.4137C4 8.31435 5.6 6.375 8 6C8.75283 4.27403 10.5346 3 12.6127 3C15.2747 3 17.4504 4.99072 17.6 7.5C19.0127 8.09561 20 9.55741 20 11.1402C20 13.2719 18.2091 15 16 15L8.8 15Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Cloud Rain Alt 1
Cloud Rain Alt 1
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M10.5 21L12 18M14.5 21L16 18M6.5 21L8 18M8.8 15C6.14903 15 4 12.9466 4 10.4137C4 8.31435 5.6 6.375 8 6C8.75283 4.27403 10.5346 3 12.6127 3C15.2747 3 17.4504 4.99072 17.6 7.5C19.0127 8.09561 20 9.55741 20 11.1402C20 13.2719 18.2091 15 16 15L8.8 15Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Cloud Showers here are the inputs Cloud Showers [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M19.3278 16C20.3478 15.1745 21 13.9119 21 12.4969C21 10.6503 19.8893 8.94488 18.3 8.25C18.1317 5.32251 15.684 3 12.6893 3C10.3514 3 8.34694 4.48637 7.5 6.5C4.8 6.9375 3 9.20008 3 11.6493C3 13.1613 3.63296 14.5269 4.65065 15.5M8 18V20M8 12V14M12 19V21M16 18V20M16 12V14M12 13V15" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Cloud Showers
Cloud Showers
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M19.3278 16C20.3478 15.1745 21 13.9119 21 12.4969C21 10.6503 19.8893 8.94488 18.3 8.25C18.1317 5.32251 15.684 3 12.6893 3C10.3514 3 8.34694 4.48637 7.5 6.5C4.8 6.9375 3 9.20008 3 11.6493C3 13.1613 3.63296 14.5269 4.65065 15.5M8 18V20M8 12V14M12 19V21M16 18V20M16 12V14M12 13V15" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Cloud Snow here are the inputs Cloud Snow [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M9 18H9.01M15 18H15.01M9 20.5H9.01M12 18H12.01M12 21H12.01M15 20.5H15.01M8.8 15C6.14903 15 4 12.9466 4 10.4137C4 8.31435 5.6 6.375 8 6C8.75283 4.27403 10.5346 3 12.6127 3C15.2747 3 17.4504 4.99072 17.6 7.5C19.0127 8.09561 20 9.55741 20 11.1402C20 13.2719 18.2091 15 16 15L8.8 15Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Cloud Snow
Cloud Snow
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M9 18H9.01M15 18H15.01M9 20.5H9.01M12 18H12.01M12 21H12.01M15 20.5H15.01M8.8 15C6.14903 15 4 12.9466 4 10.4137C4 8.31435 5.6 6.375 8 6C8.75283 4.27403 10.5346 3 12.6127 3C15.2747 3 17.4504 4.99072 17.6 7.5C19.0127 8.09561 20 9.55741 20 11.1402C20 13.2719 18.2091 15 16 15L8.8 15Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Cloud Sun Alt here are the inputs Cloud Sun Alt [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M7.45508 2V3M11.3438 3.61084L10.6366 4.31795M4.27344 10.6821L3.56633 11.3892M1.95508 7.5H2.95508M3.56641 3.61084L4.27351 4.31795M6.50049 9.21251C6.38862 9.15163 6.2832 9.08038 6.18553 9.00006C5.73952 8.63325 5.45508 8.07714 5.45508 7.45459C5.45508 6.35002 6.35051 5.45459 7.45508 5.45459C8.21398 5.45459 8.87416 5.87727 9.21303 6.50006C9.29756 6.65541 9.3621 6.82321 9.40319 7M9.8 21C7.14903 21 5 18.9466 5 16.4137C5 14.3144 6.6 12.375 9 12C9.75283 10.274 11.5346 9 13.6127 9C16.2747 9 18.4504 10.9907 18.6 13.5C20.0127 14.0956 21 15.5574 21 17.1402C21 19.2719 19.2091 21 17 21L9.8 21Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Cloud Sun Alt
Cloud Sun Alt
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M7.45508 2V3M11.3438 3.61084L10.6366 4.31795M4.27344 10.6821L3.56633 11.3892M1.95508 7.5H2.95508M3.56641 3.61084L4.27351 4.31795M6.50049 9.21251C6.38862 9.15163 6.2832 9.08038 6.18553 9.00006C5.73952 8.63325 5.45508 8.07714 5.45508 7.45459C5.45508 6.35002 6.35051 5.45459 7.45508 5.45459C8.21398 5.45459 8.87416 5.87727 9.21303 6.50006C9.29756 6.65541 9.3621 6.82321 9.40319 7M9.8 21C7.14903 21 5 18.9466 5 16.4137C5 14.3144 6.6 12.375 9 12C9.75283 10.274 11.5346 9 13.6127 9C16.2747 9 18.4504 10.9907 18.6 13.5C20.0127 14.0956 21 15.5574 21 17.1402C21 19.2719 19.2091 21 17 21L9.8 21Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Cloud Snow Alt here are the inputs Cloud Snow Alt [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M9.5 15H9.51M15.5 15H15.51M9.5 19H9.51M12.5 17H12.51M12.5 21H12.51M15.5 19H15.51M6 16.4438C4.22194 15.5683 3 13.7502 3 11.6493C3 9.20008 4.8 6.9375 7.5 6.5C8.34694 4.48637 10.3514 3 12.6893 3C15.684 3 18.1317 5.32251 18.3 8.25C19.8893 8.94488 21 10.6503 21 12.4969C21 14.0582 20.206 15.4339 19 16.2417" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Cloud Snow Alt
Cloud Snow Alt
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M9.5 15H9.51M15.5 15H15.51M9.5 19H9.51M12.5 17H12.51M12.5 21H12.51M15.5 19H15.51M6 16.4438C4.22194 15.5683 3 13.7502 3 11.6493C3 9.20008 4.8 6.9375 7.5 6.5C8.34694 4.48637 10.3514 3 12.6893 3C15.684 3 18.1317 5.32251 18.3 8.25C19.8893 8.94488 21 10.6503 21 12.4969C21 14.0582 20.206 15.4339 19 16.2417" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Cloud Sleet here are the inputs Cloud Sleet [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M6 18L4 21M9.5 20V19M9.5 19V18M9.5 19H10.5M9.5 19H8.5M14.5 18L12.5 21M18 20V19M18 19V18M18 19H19M18 19H17M8.8 15C6.14903 15 4 12.9466 4 10.4137C4 8.31435 5.6 6.375 8 6C8.75283 4.27403 10.5346 3 12.6127 3C15.2747 3 17.4504 4.99072 17.6 7.5C19.0127 8.09561 20 9.55741 20 11.1402C20 13.2719 18.2091 15 16 15L8.8 15Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Cloud Sleet
Cloud Sleet
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M6 18L4 21M9.5 20V19M9.5 19V18M9.5 19H10.5M9.5 19H8.5M14.5 18L12.5 21M18 20V19M18 19V18M18 19H19M18 19H17M8.8 15C6.14903 15 4 12.9466 4 10.4137C4 8.31435 5.6 6.375 8 6C8.75283 4.27403 10.5346 3 12.6127 3C15.2747 3 17.4504 4.99072 17.6 7.5C19.0127 8.09561 20 9.55741 20 11.1402C20 13.2719 18.2091 15 16 15L8.8 15Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Cloud Up Arrow here are the inputs Cloud Up Arrow [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M12 21V11M12 11L9 14M12 11L15 14M7 16.8184C4.69636 16.2074 3 14.1246 3 11.6493C3 9.20008 4.8 6.9375 7.5 6.5C8.34694 4.48637 10.3514 3 12.6893 3C15.684 3 18.1317 5.32251 18.3 8.25C19.8893 8.94488 21 10.6503 21 12.4969C21 14.8148 19.25 16.7236 17 16.9725" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Cloud Up Arrow
Cloud Up Arrow
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M12 21V11M12 11L9 14M12 11L15 14M7 16.8184C4.69636 16.2074 3 14.1246 3 11.6493C3 9.20008 4.8 6.9375 7.5 6.5C8.34694 4.48637 10.3514 3 12.6893 3C15.684 3 18.1317 5.32251 18.3 8.25C19.8893 8.94488 21 10.6503 21 12.4969C21 14.8148 19.25 16.7236 17 16.9725" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Cloud Sun here are the inputs Cloud Sun [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M11.0947 8.02658C11.5476 5.73111 13.5717 4 16 4C18.7614 4 21 6.23858 21 9C21 11.0345 19.7849 12.7852 18.0408 13.5659M11.0947 8.02658C9.24194 8.21766 7.68947 9.4193 7 11C4.6 11.375 3 13.3144 3 15.4137C3 17.9466 5.14903 20 7.8 20L15 20C17.2091 20 19 18.2719 19 16.1402C19 15.1829 18.6388 14.2698 18.0408 13.5659M11.0947 8.02658C11.265 8.00902 11.4378 8 11.6127 8C14.2747 8 16.4504 9.99072 16.6 12.5C17.1583 12.7354 17.6501 13.106 18.0408 13.5659" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Cloud Sun
Cloud Sun
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M11.0947 8.02658C11.5476 5.73111 13.5717 4 16 4C18.7614 4 21 6.23858 21 9C21 11.0345 19.7849 12.7852 18.0408 13.5659M11.0947 8.02658C9.24194 8.21766 7.68947 9.4193 7 11C4.6 11.375 3 13.3144 3 15.4137C3 17.9466 5.14903 20 7.8 20L15 20C17.2091 20 19 18.2719 19 16.1402C19 15.1829 18.6388 14.2698 18.0408 13.5659M11.0947 8.02658C11.265 8.00902 11.4378 8 11.6127 8C14.2747 8 16.4504 9.99072 16.6 12.5C17.1583 12.7354 17.6501 13.106 18.0408 13.5659" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Droplets here are the inputs Droplets [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M21 14.7C21 18.1794 19.0438 21 15.5 21C11.9562 21 10 18.1794 10 14.7C10 11.2206 15.5 3 15.5 3C15.5 3 21 11.2206 21 14.7Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> <path d="M8 8.2C8 9.7464 7.11083 11 5.5 11C3.88917 11 3 9.7464 3 8.2C3 6.6536 5.5 3 5.5 3C5.5 3 8 6.6536 8 8.2Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Droplets
Droplets
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M21 14.7C21 18.1794 19.0438 21 15.5 21C11.9562 21 10 18.1794 10 14.7C10 11.2206 15.5 3 15.5 3C15.5 3 21 11.2206 21 14.7Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> <path d="M8 8.2C8 9.7464 7.11083 11 5.5 11C3.88917 11 3 9.7464 3 8.2C3 6.6536 5.5 3 5.5 3C5.5 3 8 6.6536 8 8.2Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Droplet here are the inputs Droplet [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M19 13.8C19 17.7764 15.866 21 12 21C8.13401 21 5 17.7764 5 13.8C5 12.8452 5.18069 11.9338 5.50883 11.1C6.54726 8.46135 12 3 12 3C12 3 17.4527 8.46135 18.4912 11.1C18.8193 11.9338 19 12.8452 19 13.8Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Droplet
Droplet
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M19 13.8C19 17.7764 15.866 21 12 21C8.13401 21 5 17.7764 5 13.8C5 12.8452 5.18069 11.9338 5.50883 11.1C6.54726 8.46135 12 3 12 3C12 3 17.4527 8.46135 18.4912 11.1C18.8193 11.9338 19 12.8452 19 13.8Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Droplet Degree here are the inputs Droplet Degree [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M21 14.7C21 18.1794 19.0438 21 15.5 21C11.9562 21 10 18.1794 10 14.7C10 11.2206 15.5 3 15.5 3C15.5 3 21 11.2206 21 14.7Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> <path d="M9 6C9 7.65685 7.65685 9 6 9C4.34315 9 3 7.65685 3 6C3 4.34315 4.34315 3 6 3C7.65685 3 9 4.34315 9 6Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Droplet Degree
Droplet Degree
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M21 14.7C21 18.1794 19.0438 21 15.5 21C11.9562 21 10 18.1794 10 14.7C10 11.2206 15.5 3 15.5 3C15.5 3 21 11.2206 21 14.7Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> <path d="M9 6C9 7.65685 7.65685 9 6 9C4.34315 9 3 7.65685 3 6C3 4.34315 4.34315 3 6 3C7.65685 3 9 4.34315 9 6Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Eclipse here are the inputs Eclipse [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M13.1099 19.2953L12.7147 20.0804C12.4845 20.5377 12.3694 20.7664 12.2139 20.84C12.0786 20.904 11.9217 20.904 11.7863 20.84C11.6308 20.7664 11.5157 20.5377 11.2855 20.0804L10.0922 17.7098C9.98171 17.4902 9.92645 17.3804 9.8416 17.3124C9.76683 17.2524 9.6764 17.2152 9.58107 17.2051C9.4729 17.1938 9.35637 17.2328 9.1233 17.311L6.51649 18.1852C6.00872 18.3555 5.75483 18.4406 5.59008 18.3802C5.44682 18.3277 5.33539 18.2126 5.28749 18.0677C5.23242 17.9011 5.32569 17.6501 5.51223 17.148L6.38199 14.8073C6.47347 14.5611 6.51921 14.438 6.50844 14.3241C6.49895 14.2237 6.45938 14.1286 6.3949 14.0512C6.32167 13.9632 6.2021 13.9089 5.96298 13.8003L3.60342 12.7284C3.0941 12.497 2.83945 12.3813 2.76046 12.221C2.69183 12.0817 2.69183 11.9184 2.76046 11.779C2.83945 11.6187 3.09411 11.503 3.60342 11.2716L5.96298 10.1997C6.2021 10.0911 6.32167 10.0368 6.3949 9.94882C6.45938 9.87138 6.49895 9.77627 6.50844 9.67595C6.51921 9.56201 6.47347 9.43891 6.38199 9.19271L5.51223 6.85197C5.32569 6.34994 5.23242 6.09893 5.28749 5.93232C5.33539 5.78744 5.44682 5.67236 5.59008 5.61983C5.75483 5.55942 6.00872 5.64456 6.51649 5.81484L9.1233 6.68903C9.35636 6.76718 9.4729 6.80626 9.58107 6.79488C9.6764 6.78485 9.76683 6.74762 9.8416 6.68765C9.92645 6.61959 9.98171 6.5098 10.0922 6.29023L11.2855 3.9196C11.5157 3.46227 11.6308 3.23361 11.7863 3.16007C11.9217 3.09606 12.0786 3.09606 12.2139 3.16007C12.3694 3.23361 12.4845 3.46227 12.7147 3.9196L13.1099 4.70472M9.76401 10C9.28897 10.5308 9.00012 11.2317 9.00012 12C9.00012 12.7684 9.28897 13.4693 9.76401 14M22.0001 12C22.0001 14.7614 19.7615 17 17.0001 17C14.2387 17 12.0001 14.7614 12.0001 12C12.0001 9.23858 14.2387 7.00001 17.0001 7.00001C19.7615 7.00001 22.0001 9.23858 22.0001 12Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Eclipse
Eclipse
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M13.1099 19.2953L12.7147 20.0804C12.4845 20.5377 12.3694 20.7664 12.2139 20.84C12.0786 20.904 11.9217 20.904 11.7863 20.84C11.6308 20.7664 11.5157 20.5377 11.2855 20.0804L10.0922 17.7098C9.98171 17.4902 9.92645 17.3804 9.8416 17.3124C9.76683 17.2524 9.6764 17.2152 9.58107 17.2051C9.4729 17.1938 9.35637 17.2328 9.1233 17.311L6.51649 18.1852C6.00872 18.3555 5.75483 18.4406 5.59008 18.3802C5.44682 18.3277 5.33539 18.2126 5.28749 18.0677C5.23242 17.9011 5.32569 17.6501 5.51223 17.148L6.38199 14.8073C6.47347 14.5611 6.51921 14.438 6.50844 14.3241C6.49895 14.2237 6.45938 14.1286 6.3949 14.0512C6.32167 13.9632 6.2021 13.9089 5.96298 13.8003L3.60342 12.7284C3.0941 12.497 2.83945 12.3813 2.76046 12.221C2.69183 12.0817 2.69183 11.9184 2.76046 11.779C2.83945 11.6187 3.09411 11.503 3.60342 11.2716L5.96298 10.1997C6.2021 10.0911 6.32167 10.0368 6.3949 9.94882C6.45938 9.87138 6.49895 9.77627 6.50844 9.67595C6.51921 9.56201 6.47347 9.43891 6.38199 9.19271L5.51223 6.85197C5.32569 6.34994 5.23242 6.09893 5.28749 5.93232C5.33539 5.78744 5.44682 5.67236 5.59008 5.61983C5.75483 5.55942 6.00872 5.64456 6.51649 5.81484L9.1233 6.68903C9.35636 6.76718 9.4729 6.80626 9.58107 6.79488C9.6764 6.78485 9.76683 6.74762 9.8416 6.68765C9.92645 6.61959 9.98171 6.5098 10.0922 6.29023L11.2855 3.9196C11.5157 3.46227 11.6308 3.23361 11.7863 3.16007C11.9217 3.09606 12.0786 3.09606 12.2139 3.16007C12.3694 3.23361 12.4845 3.46227 12.7147 3.9196L13.1099 4.70472M9.76401 10C9.28897 10.5308 9.00012 11.2317 9.00012 12C9.00012 12.7684 9.28897 13.4693 9.76401 14M22.0001 12C22.0001 14.7614 19.7615 17 17.0001 17C14.2387 17 12.0001 14.7614 12.0001 12C12.0001 9.23858 14.2387 7.00001 17.0001 7.00001C19.7615 7.00001 22.0001 9.23858 22.0001 12Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"iVBORw0KGgoAAAANSUhEUgAAAyAAAAMgCAYAAADbcAZoAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nOzdd7gkVZnH8e/kYQaGMEMGGXLOoBJUUFRQUAyYARVzwiwYEDNmcd11WXUJii6iooIElaAEBSRIksyQw8CQZ5i8f5x7vRNu6K6u7vdU1ffzPL8H3NXbb5/qrq5Tp845IEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmRRkUXIEnK1ihgOrAlsAqwUt8/p/T9O8CTwBPAo33//jjwL2AGsLin1UqSKsEOiCQJYAzwHOB5wFbA1sAWwOSCf+9pUkfkhr78FbgMWNhxpZIkSZIqaU3gIOAkYBZpxKKbeRI4HXgXsH4P3p8kSZKkYCsAbwX+Rvc7HMNlEXAp8HZgUjffsCRJkqTe2ww4BphJbMdjsDwOHAds27V3L0mSJKkntgXOIo04RHc0WskZwMZdaQlJkiRJXbMmaVRhAfGdinYzB/gFaQUuSZIkSRkbB3yCtDRudEei08wGjgTGltpCkiRJkkqxJWnp2+iOQ9m5HNimxHaSJEmS1IGxwOHUY9RjqMwjTaIfX1KbSZIkSSpgVeAC4jsIvcr5pJ3YJUmSJPXYhtTzkauRcjmwaQntJ0mSJKlFuwIPEN8ZiMos4Dkdt6IkSZKkEe0GPEV8JyA6jwF7dNiWkiRJkoaxF2nn8OiL/1zyNPCSThpUkiRJ0uBeCjxD/EV/bpmDnRBJkiSpVJsDjxJ/sZ9rngC2Lty6kiRJkv5tVeBm4i/yc89twLSCbSxJkiQJGAOcSfzFfVXyR9LGjJIkSZIK+D7xF/VVy3cKtbQkSZLUcIcRfzFf1by1/eaWJEmSmmtD4EniL+SrmqeATdpudUmSJKmBRgMXEH8RX/Vc1NeWkiRJkobxEeIv3uuSw9tse0mSJKlRNgdmE3/hXpc8DWzW1hGQJEmSGmI0cDHxF+11y0XAqDaOgyRJktQIbyf+Yr2ueWvrh0GS1E3eEZKkPEwBbgTWji6kph4iPYr1eHQhktR0Y6ILkCQBcAzw4ugiamwyMJ60U7okSZLUaFsB84h/TKnumQ9s0+IxkSRJkmrrHOIvzpuSs1o8JpIkSVIt7UX8RXnTsk8rB0aSJEmqm1HAP4i/IG9arsId0iVJktRAbyT+YrypeUMLx0eS1AUuwytJMcYB/wI2ji6koe4AtiBN/pck9ZBD0JIU453Y+Yi0IXBYdBGS1ESOgEhS700EbgHWiy6k4e4DNgHmRBciSU3iCIgk9d67sfORg3VII1GSpB5yBESSemsicBvp4lfxHiA9Cjc7uhBJagpHQCSptz6AnY+crAW8N7oISWoSR0AkqXcmA7cDa0QXoqU8DGwEPBldiCQ1gSMgktQ7H8LOR46mAe+PLkKSmsIREEnqjRVJox+rRxeiQT1CGgV5IroQSao7R0AkqTc+gp2PnE0FDo8uQpKawBEQSeq+VUijH6tGF6JhPUbaoPCx6EIkqc4cAZGk7vsIdj6qYBXgo9FFSFLdOQIiSd21CnBH3z+VvydIoyCzoguRpLpyBESSuuvj2Pmokik4CiJJXeUIiCR1z2qk0Y8p0YWoLU+RVsSaGV2IJNWRIyCS1D0fw85HFa1ImrcjSeoCR0AkqTumkkY/VoouRIU8TZoL4iiIJJXMERBJ6o6PY+ejyibjXBBJ6gpHQCSpfI5+1MPTpLkgD0UXIkl14giIJJXvk9j5qIPJpHk8kqQSOQIiSeWaRtr13A5IPTgKIkklcwREksrl6Ee9TAY+EV2EJNWJIyCSVJ5ppLkfK0YXolLNJo2CPBhdiCTVgSMgklSeI7DzUUeTcBREkkrjCIgklWNN0tyPSdGFqCueATYG7osuRJKqzhEQSSrHJ7HzUWcTcRREkkrhCIgkdW4t0ujHCtGFqKvmkEZB7o8uRJKqzBEQSercp7Dz0QQrkI61JKkDjoBIUmfWBm7DDkhTOBdEkjrkCIgkdeYI7Hw0yUQcBZGkjjgCIknFrUMa/ZgYXYh66hlgE+De6EIkqYocAZGk4o7AzkcTTQSOjC5CkqrKERBJKmZd4FbsgDTVXNIoyD3RhUhS1TgCIknFHImdjyabgKMgklSIIyCS1L71gVtIF6FqrnnA5sCM4DokqVIcAZGk9h2JnQ/BeOCT0UVIUtU4AiJJ7XH0Q0uaD2yGoyCS1DJHQCSpPZ/BzocGjMO5IJLUFkdAJKl1GwA3kx69kfrNAzbE3dElqSWOgEhS6z6DnQ8tbzzwgegiJKkqHAGRpNZMJ41+jAuuQ3maBaxD2h9EkjQMR0AkqTWfwc6HhrYa8PLoIiSpCuyASNLINgQOjS5C2XtzdAGSVAV2QCRpZJ/F0Q+N7KW4QpokjcgOiCQNb2Pg4OgiVAmTgd2ii5Ck3NkBkaThOfqhduwVXYAk5c4OiCQNbWPgLdFFqFJ2ii5AknJnB0SShvY5YGx0EaqUHaMLkKTcuQ+IJA1uE+Bf2AFRexYDk4BnoguRpFz5w6o6exawKWli6IrAVqTP/BhgSt9/ZxHwIPAAcO8S/3wIWNDjepWXo/AcqfaNAtYDbo0uRJJy5Y+r6mIKsDvwXGCXvqzZwd9bBNwFXAX8A7iiLw93VqYqYnPgTdFFqLLWwg6IJEm1tAFpedQLSKMVi3uQGcAvgHeQNqdTPf2M3nyeTD3zUiRJUm1MBN5GGpmIvshYDNwGHAe8Dlili+9bvbMFvevQmnrmQCRJUuWtA3yZNDcj+uJiqMwD/gwcjqMjVXYy8Z+lKuQR0iOJ0XXkmAOQJEmVtQ7wv6SL++iLinZzLfBFYLvSW0XdsiWOfrSazwBHZlBHjnkRkiSpclYgXeA8SfzFRBm5CfgK7hGQu18Q/1mpQh4mLfywEjAzg3pyy7ORJEmVcgBwO/EXEd3KDOBYYE/ciycnWwELif98VCFHLtFuR2RQT25ZG0mSVAmrA38g/uKhl7kd+AbpjqmdkVinEP95qEJmkkY++q1I3nOzep25wGgkSVL2XgTcR/zFQ2RmAN/CzkiEbXD0o9UcMUj7fTKDunLJNYO0jyRJyshY4Gic+Lts7sTHtHrpVOKPeRXyMEuPfvSbDDyYQX055IRB2keSJGViNeBC4i8Ycs/twDHAzsWaWSPYFkc/Ws0nh2nHj2dQXw75wDBtJEmSAq0F/JP4i4WqZQaOjJTt18Qf1ypk2bkfy5oMPJBBndHZfJg2kiRJQTah3qtc9Sq3kJb23aG95tcStgcWEX8sq5BPtNCeH82gzsjc2UIbSZKkHtsGuJf4C4W65Q4GRkbUutOIP3ZVyEzSalcjmUizv9/fbqGNJElSD20LPEr8RULdcyNpB/ZtWzssjbUDjn60mo+10a4fyaDeqOzURjtJkqQuWwe4i/gLhKblBuALwNYjH6LG+S3xx6cKuR+Y1Ea7rkAzl9S+uo02kiRJXTYJuJT4C4Sm53rSksdbDXu0mmFHHP1oNR8p0L4fzqDuXufgAu0kSZK6YCzN2928CrkWOArYYuhDV2u/I/4YVCH3kUY02rUCzZoLcjcwvkA7SZKkLvgW8RcHZvhcA3yW5iwfujOOfrSawwu2McA7Mqi/V3l7B+0kSZJKtDdu8Fa1XA18Bth0kONZF6cT385VyL0UG/3oN4b02F/0++h2rut7r5IkKdgU0qZ50RcHpnj654zUaWTE0Y/W88GCbbykF1Dv9l4IPK+EdpIkSSU4nviLA1Ne+jsjm1FtzkdqLUXnfgzmhxm8n27lByW1kSRJ6tAriL8wMN1Lf2ekao9pOfrRej5QsI0HM5l6Pop1I7BSie0kSZIKWoG0Ikz0xYHpTS4DPg5sQP7OJL69qpC7STual2lr4KkM3ltZeRKXs5YkKRufJP7iwMSkf2RkE/LzXOLbpyp5X8E2Hsn+wPwM3l+nWQC8quS2kSRJBa0CPEL8BYKJzSLgb6QN7NYnD2cT3y5VyF3AhIJt3Ir3ZvAeO827S28VSZJU2NeIvzgw+aV/ZGQjYuw2Qn1mIO8p2MbteC/VnIuziLTDuyRJysTawNPEXySYfLMQuAj4ELAOvfPHkt9HXXMnvdvN+92kR5mi33OrWQC8systIUmSCvsi8RcJpjrp74wcTnc7I7tn8F6rkncVbOOiXgo8WlLt3cwTwAFdagNJklTQGFz5yhTPQuAvwPuBtSjXnzN4f1XIDHo3+rGkzYEr26y1l7mC6u99I0lSLR1A/IWCqUcWAOeT5gmsSWeel8H7qUoiHy8aD3ydvB7Jmg8cQ0ynTJIkteD3xF8wmPplyce0ioyMnJfBe6hCZpDHhfb2wIXEt8dlwK5dfq+SJKkD61KPtf1N3llAepzqXcA0RvaCDGquSg5roT17ZRTwauAqet8OV5H29xjV9XcpSZI68lHiL6BMszKftLLVO4GpDO78DOqsQm4Dxg3RhpFGAS8DTqe7j2YtII3gvgw7HpIkVcYZxF9EmeZmPnAO6S5+f2dkrwzqqkreTv7WI+2/cQHldEYW9P2tw/v+tiSpx7zjo06MIe18vnJ0IRKpM3IuaU+a7YNrqYLbgC1IF+RVMYW0seTuwDak+jcEVhjivz8HuB24kbQh5iV9ebLrlUqShmQHRJ3YlTRhU1L1vA04IbqIkkwijYD1P042n3RzZHZYRZKkIY2NLkCVtld0AZIKuRX4WXQRJZqNnQ1JqozR0QWo0p4XXYCkQr5EtR69kiTViI9gqRP3kJbhlVQdNwNbkfZZkSSp5xwBUVGTKbY5nKRYX8bOhyQpkB0QFbU+aRUsSdVxE/Dz6CIkSc1mB0RF7RhdgKS2fQlHPyRJweyAqCj3/pCq5Ubg/6KLkCTJDoiKmhhdgKS2fBFHPyRJGbADoqLsgEjVcQNwSnQRkiSBGxGqODsgUnV8EVgUXYQ0jNWAaaQd7ZfN6n3/v5VIj/+O7kv/o8ATgEl9/74iMK7v3x/t++d84Km+f58NzO3798f7/vMjS2Qm8PAy/7dH+v6GpJLYAVFRdkCkargeODW6CDXaGGAdYENg+iD/XI/urKq46hL/vkaHf2smMKMvdyzx7/3/+ZkO/77UKHZAVNTckf8rkjLg6Id6ZTJpk8vtgW37/n1D0rLt4wPrKsPqfdl1iP///aTOyM3AtcA1fXmwF8VJVWMHREXNiS5A0oiuA34VXYRqZzSpY9Hf0di27983orlzS9fuy27L/N8fYqAzcm1frscREzWcHRAV1dQfGalKvoCjH+rcFNKF9e7AHsCzSfMxNLI1gH360m8h6ebARcAlwMXAnb0vTYozKroAVdZ7gB9GFyFpSNcD22EHRO1bh9TR2BPYmdThGDfs/0Kduh+4gtQpuRi4DJgXWpHURXZAVNSLgT9GFyFpSK8BfhNdhCphTWDfvjyf1AFRrKeBv5N+Z88mPcIl1YYdEBW1MXBrdBGSBnUd6Zl8Rz80mDHADqTHgg4gPV7lY7V5ewj4C3AG8HvgsdhypM7YAVFRY0kT0Z1HJOXn1cBp0UUoK2szMMrxYpZeolbVsoA0d+Rs4Czgn8Di0IqkNtkBUSduI616IikfV5Ge2/eCROsCrwVeRxrl8De/nu4CftmXy4NrkVriyUid+BNLr+whKd6BwO+ii1CYtRjodOyBj1Y1zR3AKaTOyFXBtUhDsgOiTvw38O7oIiT925XALjj60TSrkxYdeB1pEnk3dhVX9dxC6oicQtp/RMqGHRB14h3Aj6KLkPRvrwBOjy5CPTEW2J90Ht4XOx0a3vXAT4CTgEeCa5HsgKgjWwD/ii5CEgD/IO3X4OhHvW0EHAa8jTSxXGrHXNLy3D8GzsfzhYLYAVEnRgEPkob/JcU6gLREp+pnPPAq0mjHC3Feh8pxK6kjciLwQHAtahg7IOrUaaRJr5LiXE4a/VC9bEqaZ3cI3uhR98wnPbr5P6SNDx0VUdd5F0Wduji6AEkcHV2ASrUn6ebOjcDHsPOh7hpH2juof8f1twETQitS7TkCok49B/h7dBFSg10KPDe6CHVsDOki8GOk86oU6X7gB6TVLmcF16IasgOiTo0hnai8QyfF2I9051LVtCLpjvOHcWNX5edp4Hjgu8DtwbWoRuyAqAwnkp5RltRbfwN2jy5ChaxJ6nS8G1g1uBZpJAtJjwV+E7gsuBbVgHNAVAb3HZBiHB1dgNo2FTgGuA04AjsfqoYxwGtJj3yeDuwYW46qzhEQlWEKMJO0VKSk3rgE2CO6CLVsFeCjpFGPlYJrkTq1mDQi8nnguuBaVEGOgKgMTwB/jS5CapijowtQS1YCPkt6fv5z2PlQPYwiLZrwT+DnwOax5ahq7ICoLKdFFyA1yEXAn6KL0LAmAZ8kdTy+hI9aqZ5GA28ErgdOwIUU1CIfwVJZ1gDuIz0nKqm79gHOjS5CgxpNWtXqy8BawbVIvTaftHTv0bh8r4bhCIjK8hBwfnQRUgP8BTsfuXoeaVf6H2PnQ800DvggcDPwAWBsbDnKlR0QlemX0QVIDXBUdAFazgbAKaS5cDsF1yLlYCrwH8DVwIuDa1GGfARLZVoVeABXw5K65U/AS6KL0L/1z/P4JLBCcC1Szv5MWgHu+uhClAef11eZngF2AzaNLkSqqYOBe6KLEKNIx+J3wAGkx04kDW0j4B2k5agvBebGlqNoPoKlsv0suoCMLQQWRRehyjqTtPO5Ym0GXACcBKwbW4pUKeOBjwH/Al4TXIuC+QiWyrYCcD+wcnQhGVpA2j12J+AgYF+coKfWLAJ2Ba6MLqTBxgLvB74CTA6uRaqDM4D3AXdHF6LecwREZZsD/Ca6iEyNBV5KunN6ALA2cCjp2VhHRjScE7DzEWkH0ujT97DzIZVlf+Ba4HC8HpVUgr2BxWbQXDdEm61LOglfROqMRNdp8slsYH0UYQXgGNLoZfTnwJg650JgCySpA6OBGcSf0HLNSMt0rg98BLgEOyMGvogi7APcRvzxN6YpmQMciYs6SOrAV4g/meWaY9tox2cBHwX+jp2RJuZ+YEXUS5OB4/D7ZkxUrgS2RJIK2IL4k1iueYhie6VsAHyctIRh9HswvcmhqJd2AW4i/rgb0/TMBt6LiyVJKsAL5aHzyg7aFdLIiHNG6p3fol4ZRfo+zSX+uBtjBnI2acEW1YwbEaqbJgIviy4iUxOAUzr43z9O6uD9L3A8cCewEmn+iHeMqm8m6bvzdHQhDbA+qbP3HvxNlHKzCWnTzxuBm4NrUYm8UFE3TQXuo9jjRnU3j7Ty1cMl/90NgANJ+4zsjt/xqjqAtEa+uuu1pPkeq0UXImlYi4EfkRZomR1ci6QK+C3xQ7i55oMdtGsrNgU+DVydwXs1ree4wQ6mSrUSaT+e6GNtjGkv1wLbIEkjeDXxJ6xcc3kH7dqu6QzMGYl+32bo3Ea6OFb3bEq6iIk+1saYYpkDvBVVmo9nqNvGkx7DmhpdSKa2ZejNCbtlC9IjWq/DO0k5WQA8n7TjtrrjQOBEYEp0IZI6dizwCWB+dCGS8vQD4u+Y5JpvdNCuZdiQNDLyD+Lboul5/wjHSsWNAY4GFhJ/nI0x5eVCXCVL0hB2Jf4klWseAMYWb9pSbU26SLue+HZpWj4/8uFRQVOBc4g/xsaY7uRe0qIrkrQcn7keOvt20K7d0t8ZuYH49ql7ftTaIVEBOwK3E3+MjTHdzXzgU6gyXPNcvbIS8OLoIjI1Fvh1dBHLmAlcAPwncBrwCLAWzuUp26nA20mbSapch5I+u6tHFyKp60YD+wAbkTYvXBBbjqRcrEM6IUTfJckxc4BVijdtT/WPjNxIfLtVPf9J+tFUuUaRPqPRx9cYE5O/4Y0HSUs4m/gTU655ZwftGsXOSPEc035zqwUTgJ8Rf3yNMbG5FdgcSQLeSPxJKddc3EG75mBn0kW1z9sPn/nAOwq2sYa3GvBX4o+xMSaPzMTJ6dlyHxD10kTgfqrzuFGvbQHcFF1ECbYm7TPyJtKmb0ruIM1LuDC6kBraCPgD6TskSf3mkubZ/Ty6EC3NSejqpQXAJsBO0YVk6jHg/OgiStA/gf0/gF/1/ef1SHeom2gxaaWrV5EeC1C5ngOcC2wQXYik7IwFXk264X5BbCmSIu1J/LBsrplBfScljyJdKH4buJP4tu5V7gFeWkL7aXCvBWYTf5yNMfnnv8ln3y1JAW4i/kSUa/buoF2rpH8C+63Et3m38ktctrib3oU7mxtj2svppMfBJTXQUcSfhHLNCcWbtbL6OyO3Ed/+ZeQi0nr06p73k/ZOiT7Wxpjq5TxgRSQ1znS8czlUnqS5J8bRpEf0jiU9uhR9LNrNucDzS28VLeuzxB9rY0y18xfSBsmSGuZ84k9AueaQDtq1TvpHRm4h/pgMl4uAF3anCbSMLxB/vI0x9cg/gGlIapS3En/yyTXnFW/WWuqfwP414Grij89i0uNiX8cV3XplFGlVtejjboypV/4JrIl6zn1AFGUy8ADNfdxoOIuBjUn7Rmh5awD7AvsDLwFW7tHrzgB+D5xK2jhycY9et+nGAP9DWstfksp2E/Bi4O7oQprEDoginYiPGw3lc8CXo4uogAnArsB2wPbADsA2wKQO/+484AbgWuAa4M+k0Rf11hjgZ8AboguRVGszSKtQzogtoznsgCjSC0kTd7W8W4DN8S57EWNIG172d0jWA1ZZIpNJu+POBh4HngGeIo04XdOXm4D5vS5cSxkNHI83KST1xm3AC4B7owtpAjsgijSadNH3rOhCMrUHcEl0EVKAUcB/Au+NLkRSo9xM6oQ8EF1I3dV112VVwyLgp9FFZOzQ6AKkIMdg50NS720GnAOsFl1I3TkComibkh538bO4vMeBtYE50YVIPfQF0malkhTlUtLE9CejC6krR0AU7Rbg79FFZGpl4BXRRUg99GHsfEiK9xzgLNKcQXWBHRDl4MToAjLmY1hqircD34kuQpL67AGcRlptUSXzsRflYBXgfmBidCEZWkiapH9fdCFSFx0MnIA3xSTl51fA60nzVlUSOyDKxf+RvuBa3ieBb0YXIXXJ3sDZwPjoQlQZjwCzgCf6/vMzDMyVexJY0PfvK5M6taMZ2LB0AjAVmAaM60WxqoXvAh+NLqJO7IAoF/sBZ0YXkanrSZvrSXWzFWlX+VWiC1EWZpI2gruj758zSKO/j/Tl4b5/lnUnegqpIzKN1ClZHdgQmL7EP9cj7S0kfRD4QXQRdWEHRLkYC9xFWvVJy9sV+Ed0EVKJ1iQtQDE9uA713p3AtQxs/HkDcDvwdGRRQxhH6oRsDmzXl22BLXEEpWkWAq8CTo8upA7sgCgn3wQ+Hl1Epn5Auvsi1cEk4AJSx1r1di9wEWlT1atIHY/HQisqxzhSJ2R74LnAnsDWOFpSd0+TNiq8IrqQqrMDopxsQ/px0vIeBtYF5kUXInVoNPBr4MDoQlS6xaQRjf4Ox8Wk0Y6mmALsBuxOWkFpN1JnW/VyP6nTeVd0IZLKcwXpR8wsHy/YVAffI/67ZMrLw8AvgXeRbpJowERgH+AY0iO00cfKlJfrce6aVCsfIv7Ekmt+20G7Sjn4IPHfI9N5rgaOJm3W5iNHrZsOvAc4A5hL/HE0neVPOA9Iqo2peGIeKvNIq7RIVbQ3MJ/475EplutJnY4tUBlWAQ4hTWj2N6+6+e6yB1ZSdZ1G/Ekl13yog3aVoqwHPEj898e0l1uAL5AmV6t7pgLvBM4jLTEcfdxNe3nj8odUUhW9ivgTSq5x5Q1VzTjSpOTo745pLXNJczr2wYVqIqwHfIo0eT/6s2Bay2xgx8EOpqRqGU/akCr6pJJrtivetFLPHUf8d8aMnJtIF74+5pmHMaRO4C/x0cUq5BaclC7VwveJP6Hkmm910K5SL72N+O+LGTqLSBOi9x7qACoLGwDfBh4n/jNjhs7vcdRQqrydiT+Z5JoHSDvHSznbgfRoQvT3xSyfucBJOLejalYCDsfHs3LOZ4c8epIq41riTya55mUdtKvUbdOAGcR/T8zSeZg0qXyNIY+cqmAc8GbScsjRnymzdBYC+w596CRVwSeIP5nkmlM6aFepm0YBZxH/HTEDeRQ4inQHXfUxCngNcB3xnzEzkEeA9Yc5bpIytyZOvhsqc4BVizet1DUfJv77YVKeIu3C7bmi3kYDBwE3Ev+ZMyl/xU06pUo7k/gTSa55dwftKnXDtqTOcfR3o+mZA3yD9CicmmMMcChwB/GfQZNWlZNUUW8g/iSSay7poF2lsk0A/kn896LpOR3YcIRjpXobT5qs7qpZsZkHPHuEYyUpUxNJzy9Hn0hyzRbFm1Yq1bHEfx+anCuB5494lNQka5P24VlI/OezqbkFWHGkAyUpT25kNnS+0kG7SmXZl7SnRPT3oYl5ADiMNA9AGsyzSSPm0Z/Vpua4kQ+RpBztTvwJJNfcjRPdFGsacB/x34WmZRFpL4+pIx8iiVHAIaQVmqI/u03MQSMfIkk5cnWPofPCDtpV6tTviP8ONC23Afu0cnCkZawFnEr8Z7hpmQms08LxkZSZzxJ/Ask1J3XQrlIn3k78579JmU9aVneFVg6ONIzXAvcT/5luUv7Q0pGRlJUNcCLdUHkKNxhT760FzCL+89+UXAfs2NKRkVqzKvBT4j/bTaGcvAkAACAASURBVMobWzoykrJyHvEnj1zz1uLNKhXiYxy9ySLSJNZJrR0WqW2vxbkhvcpMYPXWDoukXBxK/Mkj15zfQbtK7dqf+M98E/JgX1tL3fYs4ALiP/NNyAktHRFJ2ZgMPEn8ySPHLAI2Kt60UsumkFZfi/7M1z3nkPZxkHplFGkDw7nEf/7rnpe0eEwkZeIE4k8cueao4s0qtey/if+s1znzgY+SLgalCLsB9xD/XahzbifdVJVUEXsTf+LINbfiRYu66/m44WA38wDwgpaPhtQ9a+IjWd3Ot1s9GJLijSLdOYg+ceSaPYo3rTSsCcANxH/G65p/kFb7k3IxlrTsszcdupOFpNEmSRXxJeJPHLnmuA7aVRrO0cR/vuuaHwLjWz4SUm+9nrTce/T3pI65EhjT+qGQFGlTvCMzVGYBE4s3rTSoZwFPE//5rlvmA+9p4zhIUbbHxSe6lXe2cRwkBbuY+JNGrnltB+0qDeb/iP9c1y1P4hK7qpa1SY8KRn936pYHgZXbOA6SAr2L+JNGrvldB+0qLWs3HHEsO/cBO7dzEKRMrAicTvx3qG75ZjsHoQ5cMUdVtTJwP7BCdCEZmg+sAzwcXUimVgB27cvmfVkDmAZMJZ0XF5F2Bn6YtDLRzcCNwOWkO4Bze151jNHApcAu0YXUyDWkkY+7owuRChoL/AB4d3QhNTIP2Aa4JboQSSP7BfF3LXKNz5QubSPgY8Bf6HyTrTnAucCHSHMj6uytxH+W65QLSBs5SnXwGeK/U3WKTy9IFbEv8SeMXHNWB+1aFxOAN5E6Hd1q50XAH0nzbsb15m31zEqkR4WiP8t1yVk4Yqv6+RA+ollmXtxe80uKMBpX5Rgq84BVizdtpY0nzRHq9WdjBnA49VmF7GvEf47rkt9Tn8+FtKy3kB79jf6e1SE3UL+bWVItfYP4E0auObiDdq2qg4C7iG33W4CXd/uNdtmGpEfNoj/DdcjPSM/MS3X2BtKNr+jvWx3yvjbbXlKArYk/WeSa33bQrlWzPulRqOg2X7b91+zmm+6i44lvvzrkR6SRWqkJXknnc+xMevR1UpttLynA5cSfMHLMbNKSiXX3etIGjNHtPVgepHp7PWyGj1OUkROx86HmeTWeP8rIx9tteEm99wHiTxa5Zr8O2jV3Y4BvEd/GI2UR8Hmqs+z5ycS3WdVzKunzKTXRW4CFxH8Pq5yHaMYNRKnSpuGw71D5fAftmrNJwB+Ib9928n+kCfI52xovHDrNGeR/nKVuezeujtVpPt12q0vqud8Qf7LIMX/opFEztSJpP4Xoti2SM8h7NaRTiW+jKudc8j6+Ui99lPjvZJUzi7TpsqSMvZL4k0WOeaiTRs3QJOBC4tu1k5xJnsss7oB3LDvJZfjIhLSsLxH/3axyjm67xSX11DjSxXb0ySLHbNRBu+ZkDHA68e1ZRo4nvzkhvyO+XaqaO6juimdSN40Cfkr8d7SqeRxYre1Wl9QTk0jrZtsBGTxvKN60WTmW+LYsM58qt3k6siuOfhTNo8BW7Te51BjjgfOJ/65WNV9rv8klddMawBeAmcSfIHLOd4o2cEY+SHw7lp35wAvKbKQO1GVkqdeZC+xdoL2lplmVtMt39He2inkSR0GkLGwGHIc7Nbeai4o1czZeDiwgvh27kXuIn2S4JY5+FMki4JAC7S011YbAA8R/d6sYV8SSAu1J2l3aZULby6wijZ2J7Uh3f6LbsJv5n9Jaq5gfEd8GVcxXizS21HC74bL5RXIfMKFAe0sqaDTwWuBvxJ8AqppFwNh2Gz4DqwK3Et9+vTg+e5TUZu1aE0cSi+Qc3GhQKup9xH+Hq5i3F2lsSe2ZBLyfZlyA9iJrtdf84UaT9syIbrde5eJymq1tX2yjRpNyBzC1SGNL+rcTif8uVy3Xkd/qiVJtrEG6KHqY+C97nbJNOwchA0cR32a9zitKabnWTcIFHNrNHGCnIo0taSkrAFcS/52uWl5WpLElDW1znFjezVRppZ79aOY8n14vFvDeEmtvSt5apKElDWpD4BHiv9dVyrmFWlrScp5H2gCtiRecvUyv764XtR7N/kF6budN2JLRwM09ek91yY8LtbSk4eyPq/C1G0dhpYLGkCaW/534L3JT8pKWjkys0bhZVa8ucg/s4XuqQ24GJhdqaUkj+U/iv+NVysnFmllqrsk4sTwqz2vh+EQ7gvh2is5jwMROG7IF5wW9vypmHmmneEndsQJwPfHf9apkPrB2oZaWGmZN4Es4sTwyuV9A7UK60Itupxzyyg7bciSb4iMP7cQNwKTu2x54hvjve1VyZLFmlpphY+BYYDbxX9amZ+sRjlWkycCNxLdRLvnPzppzRF/P4D1WJRfifh9Sr3yM+O98VXIb6bFlSUt4Pk4szy0bDXvEYvn879K5pbPmHNY44IEM3mMV8gSwQbFmllTAKNIqT9Hf/arkRcWaWaqX0cABwCXEfynN0nmGfHdC3w07qoNlWieNOozXZvDeqpL3F2xjScVNB54i/vtfhfyiWBNL9TABOAQfock5Vw959GJNAG4gvn1yzD4dtOtwzsngvVUhf8PHG6QonyD+HFCFzAVWL9jG4TzBqqg1gS8D9wInkjYSVJ6uiy5gCEcBW0YXkalu7Fw/ne51bOpkLvB20kR9Sb33XeCK6CIqYDzwlugiirIDonZtQppYfgfwGWBqbDlqQY4dkO1Id7k0uPW78DcPw3N+K74C/Cu6CKnBFpBuAsyPLqQC3kWaOyPV1vOB3+Pz+lXM/oMcz0ijcRPKkXJq4dYd3BjgngzeV+65lnRXUVK8rxF/TqhC9ijawFKuxgAHAZcR/wUzxTOdvLyN+DbJPX8s3LqD2zeD91SFvKBoA0sq3WTgbuLPC7nnR0UbWMrNZNKwnhPLq58nyGt4diXgPuLbJfdcWLSBh3B8Bu8p95Q96iSpc28m/tyQe2bhyK0qbi3SxPJHiP9CmXJyDnn5NvFtUoVcWrSBBzEeeDSD95Rz5gAbFm1gSV0zCpf3byX7FW3gKE5IFAxMLL+dNLF8tdhyVKKc7upuCXwwuoiKmFPi33opsEqJf6+OvkNaWENSXhaTfjdclW54r4suQGrHC4DTSV/s6N67KT/z6d6GdkWcSXybVCVnFWzjwZyUwfvJOfeRHg2UlK8TiT9X5JxHSXtrSdkaQ+opO7G8/vkT+Xg+8e1RpZxYrJmXMxF4PIP3k3MOK9y6knplHeBp4s8XOeeAwq0bwEewmqN/YvkNwCnArrHlqAdyevzqi9EFVMydJf2d/YApJf2tOrqF8jp7krrnPuCH0UVkzsewlJW1SBtrObG8WVkArEEe9ie+PaqWsu7K/zyD95Jz3ly8aSX12OrAk8SfN3LN46RRbylU/8Ty2cR/KUzvcy55GA1cRXx7VC07FWnsZUzCH+vhcj0+BSBVzVeJP3fknAOLN63Umb2AM3BiedNzEHl4A/FtUbXMo5zJhK/O4L3knFy+I5JatxrwGPHnj1xzcvGmldo3mjT56G/Ef/hNfP5JHnd2RwFXEt8eVUtZmxD+JIP3kmuuIY/viKT2HU38OSTXPEJabEjqqhWBD5HWr4/+0Jt88hry8HLi26KKOapIYy9jFHBvBu8l1+TyHZHUvpVxdb/hslvxppWGtzbpOchZxH/QTV65jXzuflxIfHtUMbsUaexlbJ/B+8g1t5LPd0RSMd8m/lySa77QQbv2jEPQ1bIV6bGKO4AjgVVjy1GGvgksjC4C2LMvas/NwD9K+Dv7lvA36up75PEdkVTcsaTNdrW8/aILUH3shRPLzci5ARhHHs4gvj2qmM8VaexBXJDBe8kxj5D2RJJUfScTf07JMQvJZxl+VdAY4LW4Y7lpPbnsgroFdpaL5BnSvj2dmkJaSSv6/eSYr3TQrpLyshPx55Rc85YO2rUnfAQrPxOAQ4DrSDtZu2O5WvEb4PToIvq8lzQJWu05GXighL+zD/mMhOVkLvCD6CIkleZK4LzoIjLlY7hq2VTS6jcPEd9zNtXK3aS10XMwGXiU+DapWuYDmxVo78H8TwbvJ8f8rJNGlZSlA4k/t+SYmTjIoBFMJ02meor4D6ypXhYCLyQf7ya+TaqY/yrS2EO4M4P3k2Oe30mjSsrSWFxyfKg8u4N2VY3tCPyCdOcz+kNqqptjyMtVxLdJ1fIo5cz9gDSKEv1+csyN+FigVFdfIf4ck2OO7KRRu83hmd57DulZ/SuAN5B671IRV1DOpnVleS6wQ3QRFfRxypn7AbBHSX+nbn5M+kGWVD8/we/3YHaPLkB52BM4h/gesalHngI2Jy8/JL5dqpazKffO/I8yeE+5ZS6weieNKil7fyL+XJNbHsGR30Z7LmmVhugPoqlP5gIvIy8TSCe76LapUu6h/AvjGzJ4X7nllI5aVFIVvJ74c02O2aqTRu0mH8Hqni2AXwOXAHsH16L6WEha3/vM6EKWsT/5rMRVBXOB15FWKinLVNJ5R0s7MboASV33W+Dx6CIylO1juXZAyrcuaRnMa4FX4/CXyrMYeAdpf5jcHBxdQIUsBg4l3Zwo0254vlnWLNKjGZLqbS6pE6Kl2QFpgPHAp4GbgXfi5HKV73DghOgiBjEN2C+6iAr5At15LCjbH5pAp5FWGpRUf7+MLiBD/i7U3F7Av4h/1s/UM3OBw8jXe4hvo6rkp3RvlOKvGby/3PKSjlpUUpWMw7mIg2XNThpVeVoNOA5YRPwHzNQzj5D/HCJXd2stVwMrFGzjkYwHZmfwHnPKTByJlpqmf8ltM5BXddSiXeIjWMUdBNwKvAufu1Z33ERaRe386EKGsTJpBFDDmwUcCMzp0t/fie51bqrq18CC6CIk9ZSPYS0vy8ew7IC0bzzwfdKHfNXgWlRfJ5I6H7dEFzKC/UjfCQ1tMWnS+YwuvsaOXfzbVfXr6AIk9dx5pBs+GpDl74MdkPasD1wAfDC4DtXXDGBf4K3AY6GVtObA6AIq4L+AM7r8Gtt1+e9XzdOkOTGSmmUB8OfoIjKT5e+DHZDW7U96hnu36EJUS4uAY4FtSXMqqmA8rn41khuAT/TgdbbtwWtUyXmkxRskNc9Z0QVkZhqwdnQRy7IDMrJRwFeA3+NGa+qO64E9gQ8DTwXX0o49gSnRRWRsEWnflm7N++g3Ctimy69RNWdHFyApTP/CKBqQ3U0qOyDDG0V6fOLTONFc5ZtN2hNiJ+BvwbUUsU90AZn7D3pzXDcgLQagAXZApOa6n/TEigZk9xiWHZChjQZ+RNrjQCrTHOB7wEbA0cC80GqKe2F0ARm7F/hsj14rux+WYDcBt0cXISmUNyGW5ghIRYwBjifvzd9UPc+Q7opvAnwEeDC2nI6sAuwSXUTGPkXvHqfL7oclWFXmUEnqHjsgS8vuRpWbNA3uP4BDootQbTwD/AQ4BrgnuJayvIDUUdfyLgZ+3sPXy+6HJdiF0QVICncZaSGKCdGFZGJL0jV/NnsjOQKyvI8C740uQrXwBGnPmI2BD1Cfzgc4/2M4n6G3EyDtgCzt4ugCJIV7BrgiuoiMTAA2jy5iSXZAlvYB4NvRRajy7iI9YrUucDhwX2w5XbFndAGZ+gPwlx6+3gTSI31K7iBNQJUkb0YsLavVEu2ADNgROx/qzNXAwaQLwu9RrSV12zGJzE5kmVgMfK7Hr7kBPkq7JC84JPXzfLC0jaMLWJI/XMlE4ETSxmpSuy4Gvk7a7boJa4/vgueOwZwDXNXj19ywx6+Xu4uiC5CUjYtJv8luo5BMjy5gSY6AJN/ElWTUnnnAScD2pMeRTqcZnQ+AXaMLyNQxAa85PeA1c1bF/XQkdcfDwM3RRWQkqxtW3sWElwDvjy5ClfE4cBxpcvm9wbVEeU50ARm6it7O/eg3PeA1czUbuD66CElZuYzMJl8Hmh5dwJKa3gGZDPwQh+c0sgdIHY/vAY8F1xLNDsjy/ivodbO6oxXsOmBhdBGSsnJtdAEZeRbpyadF0YWAHZAjSbtRS0O5irQ4wS+B+cG15GA10klMAx4DfhH02tODXjdHXmhIWtY10QVkZDxpdc67owuBZs8BWQ14R3QRytbFwCuAnYGTsfPRb6voAjJ0CvB00Gs7AjLACw1Jy/LGxNKmRxfQr8kdkG8Da0YXoazMI62Gth3Nm1jeKjsgy/tp0OtOAlYPeu0c2QGRtKz7SJPRlWRz06qpHZBNgUOii1A2Hge+QXoc7614x2Q4W0cXkJnbgUuCXns6zl9bkt9bSYPx3DBgenQB/ZraAXkfzX3vGnAX8FFgfeBTNHdVq3Y4ArK03xA3SrZB0Ovm6D7gkegiJGXJDsiA6dEF9GviJPQVgbdFF6FQ/wS+Q5o47NyO9jgCsrTfBr62j5AOuDW6AEnZui26gIxk89huEzsgBwMrRxehnltM2qn6W8C5wbVU1RRg7egiMjKT2I3vVgt87dzMiC5AUrbuiC4gI9OiC+jXxA7Ie6MLUE/NI61S9A3SPgEqzkd+lnYuseupZ/NDkgEvMCQNZUZ0ARmZGl1Av6Z1QJ4DbBtdhHriMQZ2LL8vuJa6WD+6gMycF/z62fyQZODO6AIkZcsbFAOyuXHVtA7I/tEFqOvuBI4Ffgw8GVxL3bgB4dLOD359OyADvMCQNJSnSEvxZnPxHWhl0rX/guhCmtYBeXl0AeqaK0nzO04lgy9WTTkCMuBh4ic++2M6YEZ0AZKydgeeMyGtALsqaQ5jeCFNsS6wQ3QRKtVi4CzgRaQdy3+BnY9usgMy4LLoAnAEpN8i4J7oIiRl7e7oAjKSRUesSSMgL8dNu+piHnAyaSldJ5b3znrRBWTk8ugCyORHJAOP4Y0HScNzN/QBWdy8alIHZL/oAtSxx4D/Bv4DJ5ZHyOKklYnoju8oPB793IBQ0kjsgAzI4uZVkzogO0UXoMLuBL4H/AQnlkdy34kBNwS//krAuOAacuGFhaSReKNiQBY3r5rSAVkZn1+voitIE8t/hY9Y5MAOSLIAuCW4hknBr58TLywkjcQbFQOy+P1oSgdkG5z/USUXA18HTo8uRP82kUxOWhm4D5gfXMOE4NfPiRcWkkbijYoB46MLgOZ0QLaOLkAjmgv8HPg2cH1wLVqeox8D7oouAB+/WpIXFpJG4nliQBY3sJrSAdkmugAN6VEGdiy/P7gWDW3V6AIyksNyjln8gGTiiegCJGXv8egCMuIISA9tFl2AljODgYnlT8WWohasEF1ARsI3cCKTH5BMzIsuQFL2PE8MyOIGVlM6IN69zcfVwHdJj1s5sbw6vOAdMCu6ADL5AcnE3OgCJGXPDsiALB7hbUoHZKXoAhpuMXAmaX7H+cG1qJgsTliZeDS6AOwQLskLC0kj8UbFgInRBUBzOiArRxfQUPOAU0grWjmxvNq84z5gdnQBeDyWZAdE0kg8TwzI4oZiUzogU6ILaJhHGdix3Inl9ZDFCSsTOfyQeTwG5HA8JOXNEZABjoD0yBhgcnQRDTGDNL/jf3Fied34yM+A6D1AwBGQJdkBkTQSOyADsvg9Hx1dgGpnBVKnT6qrxdEFSJJUZU3ogCwEno4uoiGmA8cAdwBfBdYOrUZl8i7zgBzuHnk3b0AOx0NS3hw1HpDF73kTOiDgRlW9tipwJOmRrJNwI8g6yOGxo1zkcMHr8RiQw/GQlDc7IAOeiS4AmtMBcQfMGOOBg4FrgDOAvWPLUQe84z5gUnQBeDyW5IWFpJF4o2JAFjewmtIBcQQk1ijg5cB5wFXAITRjAYQ6yeKElYnVogsgkyH0THhhIWkk3qgY4AhID+WwcZiSHYATgVuAw4EVY8tRi7zgHbBqdAE4ArIkLywkjcQbFQOyuKHYlA7ITdEFaDnTge8BdwFfwwnruZsTXUBGVo8uADuES/LCQtJIPE8MyOIGVlM6IO7Cna9VgSNIK2f9L7B1bDkagqOIA9aPLgA7IEtyo1lJI1k5uoCMZPH7YQdEuZgAvA24DrgIOIA0d0R5eCS6gIw8K7oAMvkBycTU6AIkZW9adAEZcQSkh67DzcOqZA/g98DlwBtwwnoO5gKzo4vIxDrAuOAasvgByYQdEEkj8TwxIIsbWE3pgDwB3B1dhNq2M/AL4Fbgw8BKseU03qzoAjIxFtgsuAY7gwO8sylpJHZABmTx+9GUDgjAFdEFqLANgO8yMGF9ndhyGssOyICtgl//STK5i5UBLywkjcTzxIAsHqluUgfkrOgC1LFVWHrCujus91YWJ61MRH/2FmOHsJ8jIJJG4nliwMPRBUCzOiBn4jyQuhhPmrB+Dem4vjC2nMa4J7qAjOwSXQCZ/IhkYGWcJyZpeHZABmRxM7FJHZB7gauji1CpRgH7AeeSHrF7I16IdNNd0QVk5NnEr9KWxY9IBkYD60UXISlrOaxemIssbl41qQMCcEZ0AeqanYCfkyasfwQnrHeDCzkMmAZsHFxDFj8imdgwugBJWZseXUAmFpHJ47tN64D8IboAdd0GwHdId+uPwQnrZbozuoDMRD/65wjIgOnRBUjK1kr4CFa/x4CF0UVA8zoglwLXRhehnlgF+BRpwvpJwLax5dSCIyBLi+6AOAIyYHp0AZKy5QjpgGx+N5rWAQH4r+gC1FPjgYOBf5JWQntRbDmV5gjI0l4EjAl8fUdABniBIWko06MLyEg2vxtN7ICcBDwaXYR6bhSwL/Bn0mIEhxC/m3XVPAXcF11ERqYBuwe+fjY/JBmYHl2ApGx5g2KAIyCBZgMnRhehUNuTPgNOWG/fDdEFZOaVga/9UOBr5yZ6QQBJ+fL8MGBmdAH9mtgBgfQY1qLoIhTuWaQJ63cDXwfWjS2nEq6PLiAzryZuOd4ZQa+bo3VwkqmkwUVvHJuTbB6lbmoH5Bbg/6KLUDZWBj4J3A6cgBPWh+MIyNI2BPYIeu07cXPVJfm9lTSY7aILyMiM6AL6NbUDAvAx4InoIpSV8cChpB3WLwIOIH6zudzYAVnewUGvOxsfw1qSFxmSlrUuMDW6iIzcEV1AvyZ3QB4AvhpdhLK1B/B70g7rb8YJ6/3sgCzv9cDkoNfO5sckA3ZAJC3LkdGlzYguoF+TOyAA3wVuii5CWdsR+BlpY8OjSfuLNNksMjqBZWJl4E1Brz0j6HVz5IWGpGVtH11ARuYB90YX0a/pHZB5wIeii1AlrAV8nnTB1/QJ65dFF5Ch9wW97oyg183R1sTuyyIpP05AH3AXGS3A1PQOCMAfSROPpVb0T1i/A/glsGtsOSHsgCxvB2DvgNedEfCauZpE6oRIUr/nRBeQkawe2bUDknwMuDy6CFXKOOAg4FLgbGCf2HJ66tLoAjJ1RMBrZvWDkoGoFckk5Wd1YJPoIjIyI7qAJdkBSWaRJhrPiS5ElTMKeCnwJ+Aq4C3Uf8L6lcCC6CIy9BJg5x6/5owev17u7IBI6rcHrmS5pKxuWNkBGXAL8PHoIlRpOwA/pf47rM8Gro0uIlNf6vHr3YmdwSXtHl2ApGx4Q2Jpt0cXsCQ7IEv7L+CL0UWo8vp3WL8HOJZ6Tli/KLqATO1Hb+eCzAVu7uHr5W5DYL3oIiRlYc/oAjJzTXQBS7IDsrzPA9+PLkK1MIW0ytptwA+B9WPLKdWfowvI2Ffp7bC/o1FL2y26AEnhJpKW0Vcyl/SkTzbsgAzuw8CJ0UWoNiYA7yF9+X9APUZE/oKP/gzluaS5QL1iB2Rpz4suQFK455B+e5XcQGa/2XZABrcYOIx011oqywTg/aQ5IscCa8eW05HHgX9EF5GxY+jdHKCshtUzsG90AZLCeR5YWnY3quyADG0haXOx70YXotqZyMCjWV+kundpzosuIGPrAF/u0WvZAVnapsDG0UVICmUHZGn+TlTUl0i7Ry42pgu5gWqu3vNC4tsu5yykN8d1FPBYwPvLOe/vqEUlVdnaeM22bF7SUYt2gSMgrfkccADwSHQhqqUtgQtJix+sGFxLOy4iPYqlwY0GfkLaobubFpPh8How735KzbUv7v+xrOxGQOyAtO4PpBUV/hZdiGppNPBB4CbglcG1tGoecGZ0EZnbAvhmD14nux+XYHtT3UcbJXXGGxBLmwk8EF3EsuyAtOduYC9cplfdsw7wW9IqbKsG19KK30UXUAHvBV7R5ddwBGRpk4EXRBchqefGAi+OLiIzWd6gsgPSvnnA4cBBwKzgWlRfhwCXAptFFzKCs0jri2too4DjSZvkdctVXfzbVfWa6AIk9dyLqMbNu17K8vfBDkhxvwI2IY2GLAquRfW0KfB3eruzdruewNWwWrEaaWSrW/NBrgRmd+lvV9WrgXHRRUjqqddHF5Chi6MLGIwdkM48ShoN2Ru4PrgW1dOqwNnA26MLGYaPYbVmO+BHdGdy5Hzcl2VZ00grtUlqhvHAgdFFZCjLuct2QMrxV9IE9SPxLqTKN560mtJHogsZwq9IjyZqZG8CPt+lv53lXa5gr4suQFLPvBgfv1rWLcCD0UWoN9YBjiPdkYxe99nUK4uAw8jTacS3T1WyiO48JrB/Bu8tt8wideAl1d+JxJ9zcsvxHbWoKmkz4Je4GY4pNwvI867uq4lvmyrlGcrfpHA1PN8Mlpd30qiSKmEibsg6WN7ZSaOq2nYFziH+Q2jqk7nAy8jLBNJGndFtU6XcA6xepLGHcX0G7yu3nNpRi0qqgjcQf67JMVt10qjd5ByQ7rsceCmwG27apnKMB04hrZKVi7mkET+1bl3gp5Q7Kf2SEv9WXbwCWCO6CEld5Z3+5c0C/hVdxFDsgPTO30mPAuxCWjVocWw5qrgVgZPJa5nRE6ILqKCXUu4KZ05EX9544NDoIiR1zcbkvVx9lEvI+FrTDkjvXUFaJm4H0gXk/NhyVGG7Al+ILmIJl5LphkeZ+xawVkl/yw7I4N5Bd5Y/lhTP7/fg/D3QsNYGjsbJU6ZYFpLXXgfvIL5NqpgfFmnsIdyZwfvJMXt10KaS8jQW+NvQBwAAIABJREFUuJf480uO2bWDdlWDrAZ8lrRec/SH1lQrd5HP2ueTSBt0RrdJ1TKftHJeGY7L4P3kmJM7aVRJWXoV8eeWHPMQmT/llHVxDTML+DLwLNLzyjfGlqMKWZ+0w3YOZuNckCLGAkeU9LfOLunv1M1BwHrRRUgq1YeiC8jUOaRl2aW2jQZeQ3quPronbaqRV5CHzXA/iiJ5hnLmgkwh7Uwf/X5yzNc6aFdJedmZ+HNKrnlzB+0q/dtewBl4UWeGz1XkMxHvdOLbo4r5XJHGHsT5GbyXHDOLtIKcpOr7OfHnlByzkPL3mFLDbQIcS3rMJfoDbvLMa8jDc4lviyrm5iKNPYhPZfBeco2PbEjVtwFp7lz0+STHXNpBu0rDWhv4KuluXvQH3eSVa8hnbtdfiG+PKmaXIo29jO0yeB+55nZgTPGmlZSB7xB/Lsk1OS3Pr5pakXQ37w7iP/Amn7yePLyM+LaoYo4q0tjLGAXck8F7yTWvK960koKtAjxB/Hkk1zy3eNNK7RkNHAD8jfgPvonPDeQzCnIF8e1RtVxYqKWX9+MM3kuuuZZ8viOS2vNF4s8hueYRHOFVkL1wwrqBN5KH1xHfFlXLPGBCkcZehuvjD59cRgoltW4q8Djx549c87PiTSuVwwnrzc6fyMMo4Eri26Nq2blIYy9jIv5QD5ebSPuvSKqOY4g/d+ScXJbjl1gL+AppWC76i2F6l/nANPLgXJD2c1ihll7eyRm8l5xzcPGmldRjawBPEX/eyDWPk248VYLPwNbfA8BnSDusv5vylvlU3sYCB0YX0edM4ILoIipmekl/55cl/Z26OgpHQaSqOAKYHF1Exn5L2tBWytIY0nP5lxHfWzfdzTnkY0/i26NKObFYMy9nAvBYBu8n57yzcOtK6pX18JHykbJ/4daVeuwFpB2rnbBez8wDViMfZxDfJlXJWQXbeDAnZvB+cs4DwJTCrSupF35G/Lki58wCxhdu3QA+gtVsfyEt37sZ8H1gTmw5Ktk48nkMC+AjwNzoIipihRL/lo9hDW9N0mOqkvK0G/Cm6CIydxrppqNUSWsBX8YJ63XKmeTlm8S3SRVyadEGHsR40t2x6PeUc54BNi7awJK6ZhTpfBh9jsg9+xZtYCknE4FDgBuJ/1KZzvI0eY10rgTcR3y75J6yNiPs95MM3lPuOa1w60rqlkOJPzfknpmkJx4qJacLE+XjGeAkYGvShPXLY8tRByYBG0YXsYQngU9HF1EBZT8O6WNYIzsQeFF0EZL+bUXgq9FFVMBppKX3pVp6PvB7YCHxvX3TXl45yPGMNAr4O/HtknNOLdy6gxsD3JXB+8o9N1DOLvSSOucju61lt6INHMkRELXqr6QdNjfHCetVs3V0ActYTFr61Ds2Q7uz5L+3EDi+5L9ZR1sCR0YXIYntgcOji6iAf8H/t3fn4XeU9d3H378kZCOEJeyg7IQl4EJBBBQtUNAiiIpLq0AtQlFERSv61AVBK/JoK3WpuG8Vl0dFUQFFRQWkKiJCkC1hkSWQBDAJhOzPH/cvJiS/5ZyZOed7z8z7dV2fK5R66fd855zJ3HPP3De/ji6iCAcg6tYdpJPCTqzZYV15mxFdwBBuBD4UXUTG7u3Bf+fnSUtua2TvJL9Bu9Qm40g3TGr3XkOAT0cXIEWZgC+s554bhj16sSYAM4nvT47p1bsIl2bw2eqQa0mPrUnqv7OIPwfUIUuAzQv2WGqMMaQ9Ra4m/kdp1j9JjRv+0IU6EFhOfI9yS6/+UnlJBp+tLnljwR5LKm4nYBHxv/865GsFeyw11nOB7+EL6zklp5Ww1vUx4vuTU24v184RbQA8kMFnrEMWADsW6rKkIsYAPyf+t1+X/G2xNkvNtwtwAfA48T/UtifnZ9o3JL1IF92jXPKJcu0c1XkZfMa65Cp8FEvql7cT/5uvS2aRVpSUNIKtgHOBecT/aNua/UY9SrH2Iz0qFt2nHNLrZZN3I72MHv0565J3F2uzpC48E/8O6CbvKNZmqZ02BN5AWkkr+sfbthzcwfGJ5t0veBSYWLaRHfhZ0OerY5aR3lWS1BuTcRa8mywFti7UaanlfGG9/6nDDs9jgCuI71VkPlO6i515cR8/UxMyC5haqNOSRnMh8b/xOuUrxdosaW3PwRfW+5G/7/SABNuedj+q16877WOA2/r0mZqSLxZptKQReTOk+zyjUKclDWk66S7IYuJ/3E1MHWZAVjuSdg5Ir6qieV04rcLa25KTC3Va0lB2BR4h/nddp1xRqNOSRrUlcA7tvgvei+zbzUHIwLuI71m/c0wlnevcZGBuRbW3JU8A+xdptqQnmUzaJDf6N123vKBIsyV1bjK+sF5ltumu/eEGgO8T37d+5epq2ta193VRo0m5G9iiSLMl/dVXif8t1y034tK7Ut+MAV4G/Jr4H39ds5K0AV3dbELalC+6f/04PlGrlG2Jjz0WyRW4P4hU1BnE/4brmJMK9FpSBQ4BLqad7weUycNFmp2JfUg7Ukf3sJf5dGXdKubTxPegjjm/SLOlljuEtIxs9O+3brkPmFCg35IqtDu+sN5N+v1yc9VeQNqLIbqPvci9wMbVtaqQPXBjwqJ5bYF+S221C/AQ8b/bOsaNB6WMbEl6ht0XaUfOfxRtcEbeQHwfq84y4NAqm1RCm963qTJLgcML9Ftqm2nArcT/ZuuYBcCm3bdcUq9NBl6Pd1aGyyuLtzYrHyW+l1XmrGrbU8rf4CxI0TwKzOi+5VJrTAB+Sfxvta75QPctl9QvG+AAZLjsXKKvORlLc+7Uf4H8VjO5mPi+1DV3U7+V5qR+GAC+RvxvtK55FGc/pKwdS/yJIsc8VKapGZoM/Ir4vpbJj8hzVbJ9cYGHMrkO2KjrrkvN9u/E/zbrnPd033JJ/fQd4k8UOeaHZZqaqSnAlcT3tkh+AEysvCPV+QbxPapzrgQmddt0qaH+lfjfZJ0zH5jaddcl9c3mwBLiTxY5pql3TyaTBlfR/e0mXwfG96IZFdoTWE58r+qcS8n/OEu9dhq+V1Y2rnwlZe504k8UueaoEn3N3Vjgw8T3eLSsBN5Lfu98DOcrxPes7vk2MK7bxksNcQI+zlk2DwIbdtt4Sf31W+JPFjnmcdLjSk33CtJmi9H9Hu4vkaN799F7Yleau+9KP/MVYEyXvZfq7qU4i1pFzuy28ZL6a2/iTxS55uISfa2bpwA/Jr7n6/Z/q15+6B76HPH9a0I+R5qpk9rgOHwcuorch++SSdk7n/iTRa55TYm+1tXxwD3E9v124O97/UF7bAdgMfHf4Sbka+S56plUpX/EmdOqclqXvZfUZ2OAPxN/ssgxS2nv2uHjgVPo/3fjLuBN5L3KVTfeT/z3uCnJffUzqYxT8J2PqjIT3x+TsncU8SeLXHNpib42xQTgH4Bf0Ls+ryQ9+vUymneXewrpUYDo73JT8mPS6m1Sk5yJq11VmcO6a7+kCBcRf7LINSeX6GsT7Qy8lTQYKfuM8mLgp8AZwFP7+SECnED8d7lJ+SWwcVdHQMrX2cT/ppqU73bV/Zqry7KQ0ro2Bh7AF7WGsgzYFpgXXUimJgH7D2b6YLYk7SczjXReXEnaBGoeMAe4DbiFtOLa70iDmDYYAK4FDogupEFmkt4Ruju6EKmgDYD/Bv45upAGWUJaVGdWdCGSRnYK8Xcrck2bVr9S7x2Ij1hUnQeAv+nmIEiZmEL9NoGtQz7YzUGQFOdq4k8YuealJfoqDeWrxH+vm5ZFwDHdHAQp2LbA9cT/dpqWOcDULo6DpCC74R3Z4fIw6eVrqUrbky6Yo7/fTcty4PQujoMU5Rm4KEWv8toujoOkQOcSf8LINZ8q0VdpJO8m/vvd1HwGl+lVvl4NPEb876SJ+S1pSwFJmRsAZhN/0sg1BxdvrTSi8aQXqKO/403N74GdOj4aUu+NA84j/rfR1CwD9uv4aEgK9XziTxq55g5c2U69dTBuONbLzAUO7/hoSL2zLXAV8b+JJuf8jo+GpHBfJP6kkWveU7ytUsc+Tvx3vclZDrwDbyYoznNIK7VF/xaanDtwY1KpNjYEFhJ/4sgxK0mb7Um9thFwD/Hf+abnJ6S70FK/jAPOApYS//1vclYCR3R4TCRl4ETiTxy55ucl+ip164XEf+fbkLnAsR0eE6mMHYBfEv+db0M+1+ExkZSJnxF/4sg1JxVvq1TI14n/3rclXybNAEu9cDxpCffo73kbMgfYrLPDIikHO+DLr8NlEemxGKmftgLmEf/9b0v+BOzf0ZGROjMN+Brx3+025eUdHRlJ2XgX8SeOXPPlEn2VyjiR+O9/m7Ic+AjOhqi8VwEPEv+dblO+19GRkZSVW4g/eeSavy3RV6msbxL/G2hbZgNHdnJwpHVsC3yH+O9w2/IQsE0Hx0dSRg4i/uSRa/4MjC3eWqm0TXFVrKh8E9hi9EMkMQCcAiwg/nvbxhwz+iGSlJsLiT955JoPlOirVJUjSEtLRv8e2pi5wGmkJVSloRwM/I7472pb88nRD5Gk3EwEHiH+BJJr9ijeWqlSHyH+99Dm/Im0PLK02nakdwS9ORCXm3HDQamWXkn8CSTXXFOir1LVJgDXE/+7aHt+Auw1yrFSs00mbSjoxr2xeQJ4xijHSlKmfkT8SSTXnFqir1Iv7AU8Tvxvo+1ZAnyUtFSy2mMD4GR8JyuXvHXkwyUpV1sBy4g/ieSYxaSXf6XcnE7878OkPAZcgAORphtD2kzwNuK/cyblysHjIqmG/pX4k0iu+UaJvkq9NABcQvxvxKzJAuAcYJMRjpvqZwxpPw+Xqc8rc0nLHUuqqRuJP5HkGl82Vc42BWYR/zsxT84jwL/jfgR1Nx44CbiJ+O+UeXKWA4cPe+QkZW8/4k8kuWYOLrmp/O1LegQo+vdi1s8S0upIM4Y9esrRVOBNpP2for9DZuicNezRk1QL/0X8iSTXfLhEX6V+eg3xvxczfFaSFvo4jPTonPK0E2lRAVe1yjvfwd+RVGvjSc9QRp9Mcs2+xVsr9d3HiP/NmNFzG+nu7ZZDH0b12VjSozzfxMVY6pBbgY2HPJKSauM44k8muea6En2VImwA/JL4347pLEtIiwgcT7oIVn/tBpxHetQ2+rtgOstCYO+hDqakevku8SeUXHNGib5KUbYFHiD+92O6y2zgA8DT1j+kqtCWwGnAL3DX8rplJWmwLqnmppHuwEWfVHLMUmCL4q2VQj0bf9t1zmzSniL7rXtgVcimwAmk2aalxB9fUyznr3tgJdXTGcSfUHLNxSX6KuXgNOJ/R6Z8bgLeDxyCK/J1Y1fSRp2X4aCjCbkMv/9SY1xH/Ekl17y4RF+lXHyY+N+SqS6LSHfxTwGegtY2ifQi+XnA74g/Vqa63IQvnZficmHKyQzS5oNa3zxgO9JdM6nOxpBW9nlpdCGq3CpgJnD1WpkdWlF/bQIcNJhDgGcBE0MrUi/cBxwI3BtdSJ05daScnBhdQMa+joMPNcNK0v4g25H+EldzDJBuJM0ATh38dw+wZjDyB+CPwMMh1VVrPGnlo31J3+NDgL1IA2w110LgaBx8lOYMiHIxDrgH2Ca6kEztT5rCl5piC+BaYOfoQtR395Jmu/84mJtJMyULIosaxnhgB2B3YB/SimD7ANPxJm7bLAeOAS6NLqQJHIAoFy8g7cir9c0k3VGUmmY6cA2wWXQhysLDwJ3AXYO5k/S4y/x1sryi/71NSAPhaYPZAtiRtPP46myLsxpK/gW4MLqIpnD0rlz4+NXwvhRdgNQjt5I2Hv0xMCG4FsXbbDCjLfX7F9JA5FHSeydLgccG/3+LSDuHQxpgDJA2w5wy+O+mDP77aXgNpM6dj4OPSjkDohxsQnpO2Jf11rcCeCpwf3QhUg+9Cvgq3mmWlJ+LgFeT3l9TRTzZKwevwMHHcH6Mgw8130XAyaS72ZKUi8uBk3DwUTkHIMqBj18Nz8ev1BZfAN4cXYQkDfopaf8tV6DsAR/BUrTdSM+B+11c319Iq4Itji5E6qP3AO+LLkJSq10LHEF6p0g94AyIop2Ig4/hfAMHH2qfc0g7R0tShBuAF+Lgo6fGRhegVhsDfB7YOLqQTJ0B/Dm6CCnAT4GpwLOjC5HUKrcChwHzogtpOu88K9Lfki40tL7bSXsk+FJu98aRNg172mCeQhrkrs6Gg/+5R0lLdz5G2gDtTtLmaDcCt+Bzv9EGSDcoTgquQ1I73AE8l7Qqp3rMNbAVyZfPh/dlHHx0YiJpl/inA/sO/jmD8quqLSPdCbuJNB1/OXB9yf9OdWcVaWWs8cA/BNciqdnuBA7HwUffOAOiKBsCc1izOZTWWAXsQjohan1bAUcCRw/+ObVP/7t3A98DvgVcjQPEfhlD2gDs5OhCJDXSraTBx73RhUjqvZNIF3Bm/fyseFsbaYD0LsCHSI9HRR+fVcBs0s64o+3YrGoMABcQf9yNMc3KH4AtkdQaPyf+xJNrTijR1ybZGzib9Fxu9DEZKVeRXlpU751F/PE2xjQjvwWmIak1dgRWEH/yyTELae9jaWOAg4GPklb/ij4W3eZnwKGVd0Xreifxx9oYU+/8HNgISa3yHuJPPrnmi8XbWlurZzpmEd//KnIV8KIqG6T1nIY3MYwxxfIjYBKSWudW4k9Aueb5JfpaJ3V5vKpMvonT+730atJqZdHH2RhTn3wPmICk1jmE+BNQrrmL9BhSU60edNxOfK/7lTk4G9JLLybt4xJ9nI0x+eczuP2E1FqfIf4klGvOLdHXXK0edNxGfH+jspK0jGxb3+3ptQNIA73o42yMyTMrSX8PKSPuA6J+mkja5GeT6EIytQfp8bS62xs4nrR53G7BteTkTtLmm7+KLqSBdgJ+COwZXYikrCwhLfv/9eA6JAV6FfF3QnLN1SX6moNnAh+kOS+S9yrLgNcV7LFGtiku722MWZMHgQOR1HqXEX9CyjV1vChd/XjVLcT3r245r/t2qwPjgS8Rf3yNMbG5HdgdZctHsNQv2wL3AGOjC8nQE8A2wKPRhXRg9eNVryA9MqbivkgaeC4PrqNpBoD3kpb79u84qX2uAY4F5kUXIine24m/I5JrLirR137Yh/SCvDMd1efbuCpLr/wjrpBlTNvyOVxmV9JabiT+xJRrjirR115Z/XjVzcT3p+n5TGeHRAU8jWbvNWOMSXkCeBOStJb9iT855Zo55HMHfC/SoGMm8X1pW84e9eioqKnAd4k/xsaY3uRefNlc0hA+TvwJKtecX6KvVdiJdNfoKuJ70facPsqxUnEDwFnACuKPszGmuvwC2BrVji/oqdfGA/cD06ILydQ+wE19/t+cDryc9DL5Pn3+39bwVgCHUv8lmXN2NPAV3ItIqrtVwIeB/4MLeUgawkuIv0OSa35boq/d2hFnOuqQ2cBGQx9CVWRX4Abij7UxplgWkm6gSdKwLib+ZJVr3liir53YlXR36PoMPqvpPL6U3nuTSX2OPtbGmO7ye1wCvhF8BEu9NI30+NX46EIytBTYjurXKd8BeDHp7tBB+Buvq5eRluhVbx1HGoj4iKiUt1XAx0hL+i8JrkVS5t5I/N2SXPOdEn1d11NZ83jVygw+mymfh4CtUD9sBfyI+GNujBk6c4AXIEkd+g3xJ65cc2yJvoKDjjbke6hfBki/pyeIP+7GmDX5Ds5QSurCHsSfuHLNQxR7LG0H4G3A/+Kgoy05CfXT03HzTWNyyCLgdUhSlz5A/Aks11zQRR+fCpwJXIuDjjZmDq6K1W+TgE/g782YqPwG2B1J6tIY4G7iT2K55pmj9O8pwFuAa/AiyMC5KMLzgNuIP/7GtCWPAf8KjEON5wo56oXnAz+LLiJTM4EZQ/z77UgrHx0PPJs0iJMAFpMeabwnupAWmgi8A3gnruYn9dIvgVOAW6MLkVRfnyf+TkqueetafdocOAG4hLSTa3RtJt98AUXaFxfVMKYXeYQ08PCGeMt4wFW1ScADwMbRhWRoOfAM0iNYxwNH4VSzOrMSOAC4LrqQFhsHvAF4PzAluBapCX4A/AtwX3Qh6j8HIKraPwD/E11EplaQfnM+XqUiLgVeGF2E2AW4EDgsuhCppu4FXk+a/VdLeSGkqr06uoCMjcXfnIp7AWl3e8WaBRwBvBLfy5G68QTwQWBPHHy0njMgqtLmpMevfKxI6o0rSBe/ysMk4Azg33C5ZGkkPyBt9jk7uhDlwbuxqtJLcPAh9dLhwHOji9BfLQY+BOxFevR0VWw5UnZuIK2M+SIcfGgtDkBUpZdHFyC1wDnRBWg995IePz2YtFqW1HZzgVOB/YArY0tRjnwES1XZirSSxdjoQqQWOAz32snVAPAa4N9J+/tIbbIU+DhpA9VHg2tRxpwBUVVehoMPqV/eF12AhrUK+DKwG3Am8FBsOVJfLAM+C+xO2u/KwYdG5ABEVTkuugCpRQ4hvQ+ifC0G/hPYmbSb+vzYcqSeWAF8hbSy1euAu2PLUV34CJaqMJX0vOf46EKkFrmaNBBRPUwF3gy8BdgkuBaprJXAt4CzgVtiS1EdOQOiKhyJgw+p3w4G/i66CHVsAWkBgZ1Ju6kvjC1HKmQVcDHwdNJeOA4+VIgDEFXh6OgCpJY6O7oAde0R4N2kgcg5wLzYcqSOLAe+TlrV6jjgxthyVHc+gqWyxgJzSJsQSuq/FwCXRRehwiYDJ5IezdotuBZpXQuBzwEfxfc7VCEHICrrWcC10UVILfa/wIHRRai0McCxwNuAg4Jrke4H/gu4EFe0Ug/4CJbKcldmKdazSLMgqreVwHdJ7/YcBHx78N9J/XQjcBKwE/AhHHyoR5wBUVkXk+7aSYrzG9JARM2yC2k36ROBLYNrUXMtBb4PfBq4gvSiudRTDkBUxgBpky3f/5DiHQ38MLoI9cR44BjgZOAIfHpB1biV9H7Hl3DDTPWZAxCVsSdwc3QRkgD4HXAA3r1suh2B1wL/BGwfW4pq6Ang/wGfAX6F5wsFcQCiMl5HmrKVlIdjgEuii1BfjCW9+3My8EJgg9hylLkbSLMdXyUtBS2FcgCiMi4ETokuQtJfXQfsj3c122Yz0t4MrwCeD4yLLUeZ+BPwDeCbg/8sZcMBiMr4CXB4dBGSnuRY0gulaqctgJeQBiPPJc2UqD1uZ82gw80ClS0HICpjNmmpPkn5uJ60W7GzINoaeCnwcuAQfHm9qe5kzaDj+uBapI44AFFRGwCP41S/lKPjSEtkS6ttCRxJem/kCFy9sM6WAlcBlwGXAjfFliN1zwGIitoFuCO6CElDuhF4Om5kp6GNAZ5BeoT2cOB5eDMpd3NIjz1fAvwY+EtsOVI5DkBU1BGkk6CkPL0U+E50EaqFzYG/A44CDgWeGluOgAXAr0l/z16GS96rYRyAqKhTgU9FFyFpWH8kzYL4Loi6tT3pnZGDgIOBp+HL7L12D+mxqmsG/7wJWBFakdRDDkBU1LuAc6OLkDSi40mbjkllTAEOJA1GDhr856mhFdXbctINgqtZM+C4N7Qiqc8cgKios4H3RhchaUS+C6JeGCCtgLgvMGPwz32BXXGmZF1zSL/DGwb/vJH0ONWSyKKkaL50pqL8S0bK3z6kd0G+FV2IGmUVaRn22Tx5tbVJwF6kR7ZmAHsDOwI7ABP6W2JfrQLuJy2Heyvp8akbSbMccwPrkrLlAERF+d2R6uG9wLdxFkS9txi4bjBrGwC2Jc2a7LjWn6v/eXvS0u45exC4izTIuGudf74bZzSkrngRqaL87kj1sDfpXZBvRBei1loF3DeYq4b5z0wl7eK+OTBtnWw++P/bGJhImmlh8P8eQ/r7aKPBf7chMH7wnx8Z/HMJad8qgIWkdzBWkFaaWgzMA+YP/rn2P89fK74QLlXIi0gV5bSyVB/vIT2G5SyIcrVgMLOiC5HUe2OiC1BtPRpdgKSO7QW8IroISZLAAYiKc28BqV7ejYtHSJIy4ABERS2KLkBSV/YEXhldhCRJDkBU1M3RBUjqmrMgkqRwDkBU1C2klUQk1cd04FXRRUiS2s2d0FXGzaTHOiTVx22kl9JdVlSSFMIZEJXxx+gCJHVtd+Afo4uQJLWXAxCVcX10AZIKeRfuAyVJCuLLiCpjMvCa6CIkdW0acCfwh+hCKjIZ2Jq0Y/amwBTSO2rLIouSJA3Nd0BUxjjSRcz20YVIpAvOnwLbAPsG11IHs4A9qNdiElOBZwMHATNI9e8ETBrmP78YmE1aNGMmcM1gFva8UkmS1DMXkTYlNCYiy4DLgZNJd/UBnp9BXXXJP5G/7YE3A1eSBktlP/Pywf+uN+HNE0mSaunNxF9EmXZlOfAT4HWkR26G8vMM6qxDZgEbDNPDSAPAC4FLqGbQMdJ36fuD/1s+ESBJUk1sR7oLHX0hZZqd1Y9XnQpswegOzaDmuuSfO+hnvwwALyEtcNHvPlwPHIcDEUmSauES4i+iTPOyAriK9KjMNnTvZxl8hjrkLmB8gf5W7WnAr4jvx2+A/Xv8WSVJUknHEH/RYJqRFaTn818PbEU5z8ng89QlryvY4yqMBz5Ebx+16jbLgPPIY2AmSZKGMA64j/iLBlPPrAB+AZxOsZmOkVyRweerQ+4i5mJ7OvD7LmvtZ64jbdwoSZIy9H7iLxZMfbKC9LjNG4Ft6Z1DMvisdcmpBXtc1FHAIxXV3ss8AhzZox5IkqQStiKtrR99sWDyzdrvdGxH//y44s/R1NxN/2ZBTiWvR65Gy3JiH1OTJEnDOIf4CwWTX2YCZwM7E+PZo9Rn1uRfCva4G68HVgZ9vjJZSVp2XJIkZWQqMJf4CwUTf6H2a+BM4Cnk4XLi+1KH3ANMKNjjTpyWwWcsm34/qiZJkkZxJvEXCCYmq2c6diU/BxLfn7rk9QV7PJoX0Yw9g5aT9iqRJEmZmEh6ljz6IsH0J6sHHbuRv8uI71cdch8wqWCPhzMdWJDBZ6v39M0zAAAL4klEQVQqi4C9K+2QJEkq5VjiLxBM7/I74O3ATtTLs4jvXV1yesEeD2UKcHMGn6nqzAQ2rLBPkiSppM8Tf4Fgqr3YOpv674nwI+J7WYfcT3WzIJ/K4PP0Kp+oqEeSJKkCU0mbm0VfIJjiWT3omE5z7Ec9V2CKyBsL9nhth9Lsfq8AnltBnyRJUkWeT/oLOvoiwXSePwD/Rj3e6SjqEuL7XIeUfRdkLGkQG/05ep2bBj+rJEnKxPnEXyCYkfNH4F00a6ZjJH9Ds+/KV5k3FewxwMkZ1N+vvLZEnyRJUsXGAt8j/gLBPDk3Au8B9hj+0DXa94k/BnVI0XdBJpFmUKLr71f+TP92kZckSR2YRNqYLvoioe2ZBZwH7DXy4WqFZ+AsSKd5S4H+vjmDuvudEwr0SZIk9dDW+FJ6RG4G3od7FgzlYuKPTx3yADC5i75OIs2cRNfd7/yhix5JkqQ+2Rt4hPgLhabnFuAcYJ/ODktrOQvSed7aRV/fkkG9UXlmF32SJEl9MoN2PRver9wJXAAc0vmhEPBd4o9dHTKXtKHgaCbS7t/3RzrokSRJCrAb6YI5+mKh7rkd+ADw9O7ar7U8DWdBOs3bOujnmRnUGZm7O+iRJEkKsg1wA/EXDHXLXayZ6Rjotuka0reJP651yFxgoxH6uCEwJ4M6o9OW5awlSaqlzYArib9gyD2zgQ+RdvFW9fbFDTM7zdtH6OPbMqgvh5w+Qo8kSVIGxgJnA8uJv3DIKXfjTEc/fYv4Y16HzGPoWZANgQczqC+HfGmI/kiSpAw9D7iX+IuHyNwFfBg4AAcd/TYDZ0E6zTuG6N/bM6grl/xxiP5IkqRMbQ5cQvwFRD8zi/R41f446Ij2DeK/D3XIuu+CTAEeyqCuXLIEGIMkSaqVF5EuzKMvJHqVO/HxqhzthbMgneada/XtHRnUk1u2RZIk1c5E0kXOQuIvJqrIn4BzScu+Kl8XEf9dqUPmAVNJMyFzM6gntxyAJEmqrW2Az5Iea4i+qOg215NesJ9RdVPUM3viLEin+TfSTYLoOnLMYUiSpNrbhjSDkPNKO0uAy4E3ADv0pg3qg68R/12qQ+aTZkKi68gxL0KSJDXGBOCfSLML0RcZq4DbgE8CLyE9kqL62wOXhTbl8mIkSVIj7Q6cAVwKPE5/LizuJN0hfy3OcjTZV4m/iDX1zZFIkoblCjxqiknAc4FDSatLbQ3sSvHv+HLgHuD3wHVr/Tm/dKWqg+nATNJGmVK3ngNcFV2EJOXKAYiabHPSqlPTgE2ATQf/3AhYRNq/YAzpvZL7gDmDfz5A2tdgZf9LVka+DLwmugjV0m7AHdFFSFKuHIBI0tB2JS2fPC66ENXKKtKM7JLoQiQpV+7WKklDuwP4n+giVDv34eBDkkbkAESShncu6X0gqVO/jy5AknLnAESShjeLtCKW1KnrowuQpNw5AJGkkb0fZ0HUuSujC5Ck3DkAkaSRzQK+El2EauEx4NfRRUhS7hyASNLo3g8siy5C2bscX0CXpFE5AJGk0c0GvhRdhLLnqmmS1AH3AZGkzuwI3AZsEFyH8vQwsC3OgEjSqJwBkaTO3AV8MbgG5etTOPiQpI44AyJJnduBNAsyProQZWUpsBNwf3QhklQHzoBIUufuBr4QXYSy80UcfEhSx5wBkaTuPAW4HZgQXYiysAzYnfSIniSpA86ASFJ3/oyzIFrjszj4kKSuOAMiSd1zFkSQ3v2YjgMQSeqKMyCS1L0/k+58q92c/ZCkApwBkaRitifNgkyMLkQhlgC7AvdGFyJJdeMMiCQVcy/OgrTZZ3HwIUmFOAMiScVtC8zCWZC2eYI0+3FfdCGSVEfOgEhScfcDn44uQn33aRx8SFJhzoBIUjnbkGZBJkUXor54AtgFNx6UpMKcAZGkch4ALowuQn1zIQ4+JKkUZ0Akqbytgdk4C9J0i0mzHw9EFyJJdeYMiCSVNwf47+gi1HMX4uBDkkpzBkSSqrEVaRZkcnQh6gnf/ZCkijgDIknVeBBnQZrsEzj4kKRKOAMiSdXZHLgTmBJdiCr1OLAzaZApSSrJGRBJqs48nAVpok/i4EOSKuMMiCRVa3PSuyAbRReiSjxGmv14KLoQSWoKZ0AkqVrOgjTLJ3DwIUmVcgZEkqo3jfQuiLMg9ebshyT1gDMgklS9+aQ756q3j+HgQ5Iq5wyIJPWGsyD1tgjYifRInSSpQs6ASFJvzCfdQVc9fQwHH5LUE86ASFLvbEaaBZkaXYi6soj07sfc6EIkqYmcAZGk3nkYZ0Hq6AIcfEhSzzgDIkm9tQlpFmST6ELUkQWkdz8eji5EkprKGRBJ6q1Hgf+KLkIduwAHH5LUU86ASFLvbUzaHX2z6EI0or+QZj8eiS5EkprMGRBJ6r2/AB+NLkKj+ggOPiSp55wBkaT+mEKaBdkiuhANaT5p5asF0YVIUtM5AyJJ/bEI+I/oIjSs/4uDD0nqC2dAJKl/NiTNgmwZXYieZB5p9mNhdCGS1AbOgEhS/zwGnB9dhNbzQRx8SFLfOAMiSf01EbgD2C66EAHwALAr8Hh0IZLUFs6ASFJ/PYGzIDn5IA4+JKmvnAGRpP6bQJoF2T66kJa7nzT7sTi6EElqk7HRBUhSC60gXfQeHV1Iy70duDa6CElqG2dAJCnGBsDNpDvw6r/ZwJ7A0uhCJKltfAdEkmIsA94VXUSLvQMHH5IkSWqZAeDXwCrT1/wGnwCQJElSSx1K/AV523JYR0dGkiRJaqjLiL8ob0t+1OExkSRJkhpr9cvQ0RfnTc9SYI8Oj4kkqUdchleS4s0DNgWeHV1Iw/0ncFF0EZLUdr6EJ0l52Ai4FdgmupCGehCYDvwluhBJajtnQCQpD0uB+cCLowtpqNOB/40uQpIkScrJAHAV8e9KNC1X4Yy/JEmSNKSdgYXEX7Q3JY8Bu3d1BCRJPeUjWJKUl0eAx4GjogtpiLfh0ruSJEnSiMYAVxI/e1D3/Gqwl5IkSZJGsROwgPiL+LpmEbBL112XJEmSWuwk4i/k65oTum+3JEmSpP8k/mK+bvlwoU5LkiRJYizwA+Iv6uuSy3GBFUmSJKmUqcBM4i/uc88twCYFeyxJkiRpLdNJS/RGX+Tnmodxvw9JkiSpUkcATxB/sZ9bFgOHl+irJEmSpGE8D5fnXTsLcfAhSZIk9dQhwKPEX/xHZyHwrJK9lCRJktSBZwIPET8IiMoDwH6luyhJkiSpY7sCvyV+MNDv3AzsWL59kiRJkrq1EXAF8YOCfuXnwGaVdE6SJElSIeOAs2j2ClmPAm/CTQYlSZKkbMygmY9k3TT42SRJkiRlZhzwTuBx4gcOVcx6nAlsUGmHJEmSJFVuR+Ai0iZ90QOJbrMc+BSwZdVNkSRJktRbuwA/BFYSP7DoJJcB+/SkE5IkSZL6ZnfgPGAu8YOMoR61uhAHHpIkSVLjTAJOBK4hdlZkJXD1YC2TevqJJUmSJGVhC+B44MvAfHo/6JgPfBM4Bdi+D59PkpShgegCJElZGAscADwH2AvYG9gDmFLwv28RcAswk7Rz+S9JSwSvKF2pJKnWHIBIkoYzAOxAGohsAkwFNiXtvj518D+zAFgIPDL4z4+SBh53k2Y9JEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSpIz8f+f/jLG0u8tzAAAAAElFTkSuQmCC"
<s>[INST] Icon of Droplet Alt here are the inputs Droplet Alt [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M12 21.5C13.8565 21.5 15.637 20.7625 16.9497 19.4497C18.2625 18.137 19 16.3565 19 14.5C19 12.5 18 10.6 16 9C14 7.4 12.5 5 12 2.5C11.5 5 10 7.4 8 9C6 10.6 5 12.5 5 14.5C5 16.3565 5.7375 18.137 7.05025 19.4497C8.36301 20.7625 10.1435 21.5 12 21.5V21.5Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Droplet Alt
Droplet Alt
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M12 21.5C13.8565 21.5 15.637 20.7625 16.9497 19.4497C18.2625 18.137 19 16.3565 19 14.5C19 12.5 18 10.6 16 9C14 7.4 12.5 5 12 2.5C11.5 5 10 7.4 8 9C6 10.6 5 12.5 5 14.5C5 16.3565 5.7375 18.137 7.05025 19.4497C8.36301 20.7625 10.1435 21.5 12 21.5V21.5Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Droplet Slash here are the inputs Droplet Slash [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M3 3L21 21M7.71158 7.75466C6.72554 8.97901 5.86195 10.2027 5.50883 11.1C5.18069 11.9338 5 12.8452 5 13.8C5 17.7764 8.13401 21 12 21C14.4134 21 16.5415 19.7438 17.8 17.8324M10.38 4.69409C11.3129 3.68822 12 3 12 3C12 3 17.4527 8.46135 18.4912 11.1C18.7584 11.779 18.9278 12.5095 18.9815 13.273" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Droplet Slash
Droplet Slash
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M3 3L21 21M7.71158 7.75466C6.72554 8.97901 5.86195 10.2027 5.50883 11.1C5.18069 11.9338 5 12.8452 5 13.8C5 17.7764 8.13401 21 12 21C14.4134 21 16.5415 19.7438 17.8 17.8324M10.38 4.69409C11.3129 3.68822 12 3 12 3C12 3 17.4527 8.46135 18.4912 11.1C18.7584 11.779 18.9278 12.5095 18.9815 13.273" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Hurricane Alt 1 here are the inputs Hurricane Alt 1 [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M11.95 11.95H11.959M11 17C7.13401 17 4 13.866 4 10C4 6.13401 7.13401 3 11 3M12 21C15.866 21 19 17.866 19 14C19 10.134 15.866 7 12 7M12.4 11.95C12.4 12.1985 12.1985 12.4 11.95 12.4C11.7015 12.4 11.5 12.1985 11.5 11.95C11.5 11.7015 11.7015 11.5 11.95 11.5C12.1985 11.5 12.4 11.7015 12.4 11.95Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Hurricane Alt 1
Hurricane Alt 1
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M11.95 11.95H11.959M11 17C7.13401 17 4 13.866 4 10C4 6.13401 7.13401 3 11 3M12 21C15.866 21 19 17.866 19 14C19 10.134 15.866 7 12 7M12.4 11.95C12.4 12.1985 12.1985 12.4 11.95 12.4C11.7015 12.4 11.5 12.1985 11.5 11.95C11.5 11.7015 11.7015 11.5 11.95 11.5C12.1985 11.5 12.4 11.7015 12.4 11.95Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Moon Cloud here are the inputs Moon Cloud [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M11.6543 5.61803C13.2815 3.99994 15.5241 3 18.0002 3C18.9834 3 19.9292 3.15635 20.8148 3.44775C17.9284 5.20162 16.0002 8.37566 16.0002 12C16.0002 15.6235 17.9277 18.7976 20.813 20.5517C19.928 20.8426 18.9825 21 18.0002 21C16.15 21 14.4301 20.4417 13 19.4843M5.7 16C4.20883 16 3 14.8022 3 13.3246C3 12.1 3.9 10.9688 5.25 10.75C5.67347 9.74319 6.6757 9 7.84463 9C9.34202 9 10.5659 10.1613 10.65 11.625C11.4447 11.9724 12 12.8252 12 13.7484C12 14.9919 10.9926 16 9.75 16L5.7 16Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Moon Cloud
Moon Cloud
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M11.6543 5.61803C13.2815 3.99994 15.5241 3 18.0002 3C18.9834 3 19.9292 3.15635 20.8148 3.44775C17.9284 5.20162 16.0002 8.37566 16.0002 12C16.0002 15.6235 17.9277 18.7976 20.813 20.5517C19.928 20.8426 18.9825 21 18.0002 21C16.15 21 14.4301 20.4417 13 19.4843M5.7 16C4.20883 16 3 14.8022 3 13.3246C3 12.1 3.9 10.9688 5.25 10.75C5.67347 9.74319 6.6757 9 7.84463 9C9.34202 9 10.5659 10.1613 10.65 11.625C11.4447 11.9724 12 12.8252 12 13.7484C12 14.9919 10.9926 16 9.75 16L5.7 16Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Heat Alt here are the inputs Heat Alt [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M11.0007 3C11.0007 3 9.86264 7.5 11.9313 12C14 16.5 13.5 21 13.5 21M18.9313 21C18.9313 21 19.6008 16.5 17.5007 13C15.4007 9.5 16.0007 6 16.0007 6M7.92989 21C7.92989 21 8.5993 16.5 6.49927 13C4.39924 9.5 4.99927 6 4.99927 6" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Heat Alt
Heat Alt
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M11.0007 3C11.0007 3 9.86264 7.5 11.9313 12C14 16.5 13.5 21 13.5 21M18.9313 21C18.9313 21 19.6008 16.5 17.5007 13C15.4007 9.5 16.0007 6 16.0007 6M7.92989 21C7.92989 21 8.5993 16.5 6.49927 13C4.39924 9.5 4.99927 6 4.99927 6" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Hurricane Alt here are the inputs Hurricane Alt [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M21 4H3M20 8H6M18 12H9M15 16H8M17 20H12" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Hurricane Alt
Hurricane Alt
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M21 4H3M20 8H6M18 12H9M15 16H8M17 20H12" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Icicles here are the inputs Icicles [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M16 4L18.5 20L21 4H16ZM16 4L12 4M16 4L14 11L12 4M12 4L8 4M12 4L10 14L8 4M8 4L3 4L5.5 11L8 4Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Icicles
Icicles
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M16 4L18.5 20L21 4H16ZM16 4L12 4M16 4L14 11L12 4M12 4L8 4M12 4L10 14L8 4M8 4L3 4L5.5 11L8 4Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Hurricane here are the inputs Hurricane [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M18 16.3741C16.1233 16.7794 14.1038 17 12 17C9.89619 17 7.87667 16.7794 6 16.3741M16 20.667C14.7104 20.8852 13.3722 21 12 21C10.6278 21 9.28964 20.8852 8 20.667M19 12.0635C16.9408 12.6591 14.55 13 12 13C9.44999 13 7.05921 12.6591 5 12.0635M21 6C21 7.65685 16.9706 9 12 9C7.02944 9 3 7.65685 3 6C3 4.34315 7.02944 3 12 3C16.9706 3 21 4.34315 21 6Z" stroke="#000000" stroke-width="2" stroke-linecap="round"/> </svg> </s>
Icon of Hurricane
Hurricane
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M18 16.3741C16.1233 16.7794 14.1038 17 12 17C9.89619 17 7.87667 16.7794 6 16.3741M16 20.667C14.7104 20.8852 13.3722 21 12 21C10.6278 21 9.28964 20.8852 8 20.667M19 12.0635C16.9408 12.6591 14.55 13 12 13C9.44999 13 7.05921 12.6591 5 12.0635M21 6C21 7.65685 16.9706 9 12 9C7.02944 9 3 7.65685 3 6C3 4.34315 7.02944 3 12 3C16.9706 3 21 4.34315 21 6Z" stroke="#000000" stroke-width="2" stroke-linecap="round"/> </svg>
true
"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"
<s>[INST] Icon of Snow here are the inputs Snow [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M12 3V21M16 4L12 8L8.00878 4M8.00878 20L12 16L16 20M3 12H21M4 8L8.00878 12L4 16M20 16L16 12L20 8" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Snow
Snow
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M12 3V21M16 4L12 8L8.00878 4M8.00878 20L12 16L16 20M3 12H21M4 8L8.00878 12L4 16M20 16L16 12L20 8" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"iVBORw0KGgoAAAANSUhEUgAAAyAAAAMgCAYAAADbcAZoAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nOzdd7xsd13v//c5IYEkkEAIkZZILkr7UaRJNRSTAFJEIEgRvOqV6lU6iIiIiihFRGniz6t4+akoSIcACnpF6VyKID1UTSGQQBKS035/rDOclHP2npk9sz7ru9bz+Xh8/rni5bNnnH3mtb9rzSQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwZtuqFwCgCYckOTbJ0XvnsL3/7+cnOWvvfDXJRSXbAdAMAQLApR2U5NZJ7rB3bpzk+CSX2+R/b2eSLyX5ZJL37p0PJtm1tk0BAIAmbU9ycpI/TXJGkj0rmjP2/v958t7/DgAAYMKOSPLUJF/I6qLjQPOFvf9dR/TykwEAAINxxSTPTHJ21h8el56z9/53X3HtPyUAAFDu3km+nP7D49LzjSQPj/sRAQBglI5J8sbUh8el59Qk11zjzw0AAPTsbklOT31sHGhO37sjAADQuEck2ZH6yNhsdqa7SR0AAGjQtiQvTn1YLDovjvtCAACgKduT/EnqY2LZ+ZP43hAAAGjGH6Q+IrY6L135owIAAKzcE1MfD6uaJ674sQEAAFboLulu5q4Oh1XNriQnr/QRAgAAVuKaGfZH7S47p8f3hAAAwOC8PvWxsK55ywofJwAAYIsekvpIWPc8ZGWPFgAAsLRDk3w19YGw7vlGksNX9JgBUMRnrAO070lJrl29RA+ukeTx1UsAAMCUHZHk26k/nehrvr33ZwagUU5AANr2iCRHVi/RoyOT/GL1EgAAMEXbk3w59acSfc+X4w9oAM3yCxygXXdNclz1EgWOS/eFiwA0SIAAtOuh1QsU+pnqBQBYzrbqBQBYyvZ03xB+dPUiRb6Z5Jgku6sXAWAxTkAA2nSrTDc+kuSqSW5ZvQQAixMgAG26a/UCA/Dj1QsAsDgBAtAmf/1PblG9AACLEyAAbbp59QIDIEAAGuQmdID2HJzkgiQHVS9SbHeSKyTZUb0IAPNzAgLQnmtHfCTdv2HXql4CgMUIEID2XKN6gQG5ZvUCACxGgAC050rVCwzIFasXAGAxAgSgPYdWLzAgh1UvAMBiLle9ADAYxye5fZIbJ7l+kuuk+6K7o7PvDe956b6B+swkX0rymSSfSPLeJF/rd91JO7h6gQHxWPTriCS3S/cpbNdPcr0kV0v3e+Iqe/8zO5Ocle53xTfS/Z74VJIPJPm/SXb1uzIAMBSXT3LPJK9M8vUke7Y4X0rykiQnxZvCdTslW3++xjKnbPGxZHM3SfLMJB9KFxdbeb7OTfKmJL+QLlwAgAm4QZIXpvvr5LreFP5XkuekO1Vh9QSIAFm3KyV5VJKPZn3P3UVJ/i7JyfG1AAAwSjdO8qps/S+Yi8yuJK9JFz2sjgARIOtypSRPzXr/QLG/+USSh8fHSwPAKFw9XXjsTt2bxJ1JXprkqDX/rFMhQATIqh2U5DHpPzwuPR9Kcts1/6wAwBo9Msk5qX+TOJszkzx4rT/xNAiQfSNAtu7GST6c+udyNruTvCI+YhkAmnK1JG9M/RuJA82rkxy5tp9+/ATIvhEgy9uW5HFJLkj987i/+VyS26ztpwcAVuam6T6RqvrNw2bz2bg3ZFkCZN8IkOVcId2lmdXP32ZzYZKfX9NjAACswL2SfDf1bxrmnbOTnLCWR2LcBMi+ESCLOybdvRbVz90i87z4pCwAGJwHpPtYy+o3CovOeem+O4T5CZB9I0AWc810XwpY/bwtMy9Psn31DwkAsIz7JtmR+jcIy8730n0pIvMRIPtGgMzv2CSfT/1ztpV52cofFQBgYbdJd4pQ/cZgq3Nhkvus+LEZKwGybwTIfMYQH7P59RU/NgDAAo5L99G21W8IVjXfS/ITK32ExkmA7BsBsrkxxceedB/T63mHhrmWEtp1cJL/L8nR1Yus0OWT/H2chMCqHJvk3UmuW73ICm1L8mdJbli9CLAcAQLt+s0kd6heYg0OSfKaJPeoXgQaN8b4mLlikv+d5HLViwCLEyDQppsleVL1Emt0+SSvT3Lv6kWgUWOOj5lbZNy/B2G0BAi0Z1uSV6a7BGvMZichd69eBBozhfiYeWaSH6xeAliMAIH2PCjJrauX6MkVkrwhTkJgXlOKjyQ5NMlvVy8BLEaAQFsul+S3qpfomZMQmM/U4mPmIUluUr0EMD8BAm15QKb35iLZdxJyr+pFYKCmGh9J917mydVLAPMTINCWx1cvUOiQJH+b5G7Vi8DATDk+Zn46ybWqlwDmI0CgHTdL8qPVSxS7QpI3xkkIzIiPziFJHl69BDAfAQLteGj1AgNxSJK/S3LP6kWgmPi4pIdVLwDMR4BAOx5YvcCAXD7d5VgnVS8CRcTHZd0wyY2rlwA2J0CgDTeIz7q/tEOTvClOQpge8XFgJ1cvAGxOgEAb/KV//5yEMDXiY2MCBBogQKANt61eYMCchDAV4mNzt0myrXoJYGMCBNpw8+oFBm52EnJi9SKwJuJjPldOcp3qJYCNCRAYvoOTXK96iQYcmu4jen+8ehFYMfGxGDeiw8AJEBi+ayc5qHqJRswux3ISwliIj8UdV70AsDEBAsN37eoFGnNokjckuWv1IrBF4mM5x1YvAGxMgMDwXbl6gQYdluTNcTkW7RIfyzuyegFgYwIEhu+w6gUa5Z4QWiU+tubQ6gWAjQkQGL6Dqxdo2GHpIuQu1YvAnMTH1l2+egFgYwIEhu971Qs0zuVYtEJ8rMb51QsAGxMgMHznVS8wArOTkDsX7wEHIj5W54LqBYCNCRAYvjOrFxiJw5K8JT4di+ERH6t1RvUCwMYECAzfV6oXGJHD0n1PiAhhKMTH6vmdCQMnQGD4zozLsFbJ5VgMhfhYj9OqFwA2JkBg+PYk+Vj1EiNzeFyORS3xsR5+X0IDBAi04SPVC4zQ7CTkTtWLMDniY31OS/Kt6iWAjQkQaMO/VC8wUocneWt8Twj9ER/r9c/VCwCbEyDQhncl2V29xEjNvidEhLBu4mP93lm9ALA5AQJt+GaS91UvMWKzy7F+rHoRRkt8rN/OJO+oXgLYnACBdvxV9QIjd8Ukb4+TEFZPfPTjHfG9SdAEAQLt+JskO6qXGDknIaya+OjPq6sXAOYjQKAdZ6aLENbrikneFt8TwtaJj/6cnuR11UsA8xEg0Jbnpfuce9br8HQ3pt+5eA/aJT769eIk36teApiPAIG2fDzdF+ixfoenuxzrDtWL0Bzx0a+zk7yseglgfgIE2vOUdJ/2wvpdKcmpcRLC/MRH/54TXz4ITREg0J5PJ/mz6iUmxEkI8xIf/ft8kpdULwEsRoBAm56c5GvVS0zI7CTkTtWLMFjio397kjw67v2A5ggQaNO56f7hdUN6fw5P8qYkt69ehMERHzVenuRd1UsAixMg0K43J3lB9RITc6V0X3bmJIQZ8VHj40meWL0EsBwBAm17epJ/ql5iYmb3hNyuehHKiY8a30xyvyQXVC8CLEeAQNt2JPnJdH8NpD9HJHlnkhOqF6GM+KhxQbrfeV+oXgRYngCB9p2T5F5Jvly9yMTM7gm5bfUi9E581NiR5EFJ3lu9CLA1AgTG4avp/hr/pepFJuaIdJ+OJUKmQ3zU2JXk4ekufwQaJ0BgPL6S5C4RIX0TIdMhPmrsSvIzSf66ehFgNQQIjMuXI0IqiJDxEx81xAeMkACB8REhNY5I8vaIkDESHzXEB4yUAIFxmkXIacV7TM2R6SLkNtWLsDLio4b4gBETIDBeX05y54iQvh2Z7nIsEdI+8VFDfMDICRAYNxFSQ4S0T3zUEB8wAQIExk+E1BAh7RIfNcQHTIQAgWlwT0gNEdIe8VFDfMCECBCYjtMiQirMIuRHqxdhU+KjhviAiREgMC2nJTkpydeK95iaI5O8IyJkyMRHDfEBEyRAYHo+n+4k5OvVi0yMCBku8VFDfMBECRCYJhFSQ4QMj/ioIT5gwgQITNfnIkIqiJDhEB81xAdMnACBaRMhNdyYXk981BAfgAABREiRK6eLkFtXLzJB4qOG+ACSCBCgI0JqXDnd5VgipD/io4b4AL5PgAAzIqSGCOmP+KghPoBLECDAxc0i5BvVi0yMCFk/8VFDfACXIUCASxMhNUTI+lw74qOC+AD2S4AA+/PZiJAKswi5VfUiIyI+aogP4IAECHAgIqTGlZO8MyJkFWbx8UPVi0yM+AA2JECAjYiQGiJk68RHDfEBbEqAAJsRITVEyPLERw3xAcxFgADz+GySu0aE9M09IYsTHzXEBzA3AQLM6zMRIRWuki5Cblm9SAPERw3xASxEgACLECE1rpLuciwRcmDio4b4ABYmQIBFzSLkP6sXmRgRcmDio4b4AJYiQIBlfCbdjekipF8i5LLERw3xASxtW/UCQNNulOQfk/xA9SITsyd+f8/sSHJw9RITsyPJg5O8tnoRoE3+AQO26vrp/gJ9jepFgLVz8gFsmUuwgK1yTwhMg/gAVsIJCLAqN0h3OZaTEBgf8QGsjAABVkmEwPiID2ClBAiwajdId0/I1asXAbZMfAArJ0CAdRAh0D7xAayFAAHWRYRAu8QHsDYCBFgnEQLtER/AWvkYXmCd/iPdR/T+V/UiwFzEB7B2TkCAPtww3adjOQmB4RIfQC+cgAB9+HSSuyU5q3oRYL/EB9AbJyBAn26a5B+SHF29CPB94gPolQAB+iZCYDjEB9A7l2ABfft4khPjciyoJj6AEk5AgCo3S/KuOAmBCuIDKCNAgEoiBPonPoBSAgSoJkKgP+IDKCdAgCEQIbB+4gMYBAECDMXN0n061lWrF4EREh/AYPgULGAoPpbu07G+Wb0IjIz4AAbFCQgwND+S7nIsJyGwdeIDGBwBAgyRCIGtEx/AIAkQYKhECCxPfACDJUCAIRMhsDjxAQyaAAGGToTA/MQHMHgCBGiBCIHNiQ+gCQIEaMXN00XIUdWLwACJD6AZAgRoiQiByxIfQFMECNAaEQL7iA+gOQIEaJEIAfEBNEqAAK0SIUyZ+ACatb16AYAlfTTJSUnOrl4EeiY+gKY5AQFa96NJ3pHkyOpFoAc7kjw4yWurFwFYlhMQoHUfSHLXOAlh/HYleXjEB9A4JyDAWNwiyTvjnhDGyWVXwGgIEGBMbpHuxvSrVC8CKyQ+gFFxCRYwJh9Jd2P6t6oXgRURH8DoCBBgbD4cEcI47ErysIgPYGRcggWM1S3T3RPicixaNIuPv6peBGDVBAgwZiKEFokPYNRcggWM2YeT3DPJudWLwJzEBzB6TkCAKbhdkrcnOaJ6EdiA+AAmQYAAUyFCGDLxAUyGAAGmRIQwROIDAGDEbpfknCR7jBnA7Ezy4AAAMGq3jwgx9SM+gElyCdZ0bU9ynSTX3ztH752j9v7PdyT55t75epLPJPl0krP6XhTW5A5J3pbkStWLMEk70sXHa6sXgRU5OskN072nuFaSq+6dg/f+z89O9x7irHTvKT6T5LQku/teFOjXDZI8Jcmb0/0iWOYvdp9P8ufprlc+KtC2O6T7iN7qv4Sbac1FSe4faNtR6d4L/Hm69wbLvBbOTvee5Cnp3qMAI3H1JL+a5FNZ/T+iO5KcmuSnkxzS1w8EK3bHJN9J/ZtSM40RH7TskHT/5p+a7j3Aql8fn0r3nuXqff1AwGrdKMmr0/1j18c/qqcneUaSI/v44WDFRIjpY8QHrToy3b/xp6e/18qr072XARpwXLqPctyVmn9gz07ytDgRoT0/FhFi1jfigxYdku7f9GUv297q7Er3nua4df+gwHIOTvL0JOel/h/aPeluLjtprT8xrJ4IMesY8UGLTkr3b3n162dPuvc2T8++G9qBATg+yb+k/hfEpWd3klckOWx9PzqsnBvTzSrHR+3SmiskeW7qrqTYaD6Q5Hrr+9GBeT0gyXdT/0tho/lYukiCVpyQ4b+uzPDHyQetOT7dv9nVr52N5rvp3vsABbYleVa6U4bqXwbzzJnp3tRBK0SI2cqID1pzQrp/q6tfO/PM7nTvgXyfHfRoW5I/TP0vgEXne0l+cg2PB6zLHeNyLLP4uOyK1twjyfmpf+0sOi9P98XKwJptS/LK1L/ol50Lk9xv5Y8KrM+d4iTEzD9OPmjNT6X7t7n6tbPsvDJOQmDtfjf1L/atjr8O0hrfE2LmGb/baM390t/3ha1znrPqBwbY5xGpf5Gvai6Km8hoy53jJMQceJx80JqxxMdsHrHahwdIkh9Jm9dnbjQ7kzxklQ8SrJmTELO/cfJBa8YWH3vS3Wd6q1U+SDB1RyT5Yupf3OuYHUlOWd1DBWt3lwznCz9N/Tj5oDX3z/jiYzZfTPeeCViBl6b+Rb3OcRJCa3xjupn97nLyQUvGePJx6XnJyh4tmLA7ZpjfRrrqcRJCa+4aJyFTHicftGbMJx8Xn13p3jsBS9qW5F9T/2Lua3YmeehKHjnoh5OQaY6TD1ozhZOPi88H4qN5YWmnpP5F3PfsSPLAVTx40BMnIdMaJx+0ZionH5ceV1XAkj6a+hdwxexM8jMrePygL05CpjFOPmjN1E4+Lj4fj1MQWNhJqX/xVv9DL0JoyQkRIWMe8UFrphwfszlxy48iTMzrU//CrZ4dSR601QcSenRixvd9PcZlV7RnqpddXXpev9UHEqbkqHRfqFP9wh3COAmhNSfEN6aPaZx80BonH/vmwiRX3drDCdPxyNS/aIc03gDQmpPiJGQM4+SD1jj5uOw8ckuPKEzIG1L/gh3a7EzysK08qNAzEdL2+MMHrXHysf9xGRbM4XJJzkn9C3aII0JojQhpc8QHrREfB55zkxy8/EML03Dr1L9Yhzw7kzxk6UcX+ndyREhL47IrWuOyq83n1ks/uqzF9uoFuIxbVC8wcAcleVWchNCOdyT5ySQXVC/CpnYl+dkkr61eBOZ0vyR/FX/h38zNqxfgkgTI8NyseoEGHJTkfyV5aPUiMKd3JvmpdJ9uxzDtSPLT6d7MQQvun+SvIz7m8SPVC8DQvS31R5WtzM4kD1/uYYYSLsca5rjng9a452OxeetyDzNMx7+n/oXa0ogQWnNyusuxql87Zt/vEPFBS8TH4vPJpR5pmJAzUv9CbW18OhatuXtEyBDGDee0xg3ny80ZyzzYMCW+QXm5md08Cq1wElI7Tj5ojZOP5ec7SzzeMCk7U/9CbXVcjkVr7hERUjFOPmiNk4+tzc7FH3KYFm9GtjZOQmjN3eJ13+c4+aA1Tj62Pucv/KjDxJyd+hdq6yNCaI0I6WfEB60RH6uZby76wMPUfDH1L9QxjAihNT+R7ntCql87Yx2XXdEal12tbr644GMPk/Oe1L9QxzK7kzxyoUcfajkJWc84+aA1Tj5WO+9e7OFn3XwT+vB8pXqBEdmW5KVJ/nvxHjCvU5M8IMmF1YuMiG84pzW+4Xz1vlq9AJckQIbn36sXGJntSf4syaOqF4E5vSXJfdNdjsXWzC7FfG31IjCn+6WLZfGxWr6IEDZxUuqPKsc4uyNCaIsvK9zauOyK1rjsan1z4gLPA0zSVeK7QNY1u5L8/PxPBZS7V7rLsapfO62NG85pjRvO1zc70723Ajbx/tS/YMc6u5M8ev6nAso5CVlsnHzQGicf6533zf9UwLQ9O/Uv2DHPriS/MPezAfXuHSch84yTD1rj5GP98+y5nw2YuBul/gU79nESQmvuEd8TstE4+aA1Tj76mRvP+4QAyUdT/6Id+4gQWiNC9j/ig9aIj37mI/M+IUDnsal/4U5hdiX5H3M+JzAE94nLsS4+LruiNS676m8eO+dzAux1eJKzUv/incLsSvKL8z0tMAi/kvrXzVDm8Vt8LKFP4qO/OSvdeykGyBcRDtd5SV5SvcREbE/y8ogQ2vGN6gUG5GvVC8Cc7h9fMtinl6R7L8UACZBhe36S06uXmIjtSV6R5DHViwAwOr7hvF9nJXlB9RIcmAAZtu8k+Z3qJSZkW5I/TvKI6kUAGI37J/nriI8+PTvJudVLcGACZPhekuTfqpeYkG3pLsdy4xoAW+Xko38fTPLS6iXYmAAZvt1JHpnupjX6sS3JH6V73AFgGU4++ndRui8a3lW9CBsTIG34RJInVy8xMduSvCxOQgBYnJOPGk9K956JgRMg7Xhxkr+tXmJiZichj6peBIBmOPmo8bfp/s2mAQKkLT+b5F+rl5iYbemuJf2l6kUAGDwnHzU+mOTnqpdgfgKkLRckuW+Sz1YvMjHb0p1APbp6EQAGy8lHjc8muWd850dTBEh7zkxyYpIvVC8yMdvSfSKZ7wkB4NJ8yWCNL6R7T3Rm9SIsRoC06atJ7hIR0rfZ94SIEABmxEeNL6R7L/TV6kVYnABp11eT3DnJ54v3mJpZhPzP6kUAKOeejxpfTnfyIT4aJUDa9rV09S9C+rUtyR/GR/QCTJl7Pmp8IcmPJTmteA+2QIC0T4TUmH1Er0/HApgel13VcNnVSAiQcZhFyOeqF5mY2adjiRCA6RAfNcTHiAiQ8fhakhOSfLp6kYmZRcgvVy8CwNq556OGez5GRoCMy38lOSlOQvq2LcmL4sZ0gDFzz0cN93yMkAAZn6/H5VgVZjemOwkBGB+XXdVw2dVICZBx+nq6j+j1jen9mp2EiBCA8RAfNcTHiAmQ8fpGuntCPlW9yMTMTkKeWr0IAFvmno8a7vkYOQEybqcnuWtESIXnJnla9RIALO1+cc9HhS+nu4rjtNo1WCcBMn4ipM7vRoQAtEh81BAfEyFApkGE1BEhAG0RHzXEx4QIkOkQIXVECEAbxEcN8TExAmRaZhHy79WLTNDvJvnV6iUAOCDxUUN8TJAAmZ7Tk/x4REiF50SEAAyR+KghPiZKgEyTk5A6IgRgWMRHDfExYQJkus6ICKnynCRPr14CAPFRRHxMnACZNhFS53ciQgAq3T/io4L4QIDw/Qj5ZPUiEyRCAGrcP77hvIL4IIkAoXNGuhvTRUj/RAhAv8RHDfHB9wkQZkRInd9J8mvVSwBMgPioIT64BAHCxYmQOr8dEQKwTuKjhvjgMgQIlyZC6ogQgPUQHzXEB/slQNifWYR8onqRCfrtJM+oXgJgRMRHDfHBAQkQDkSE1PmtiBCAVRAfNcQHGxIgbOTMiJAqIgRga8RHDfHBpgQImxEhdUQIwHLERw3xwVwECPMQIXV+K8mvVy8B0BDxUUN8MDcBwrxESJ1nR4QAzEN81BAfLESAsAgRUkeEAGxMfNQQHyxMgLCoWYR8vHqRCXp2kmdWLwEwQOKjhvhgKQKEZZyZ5MSIkAq/GRECcHHio4b4YGkChGWdme4Xz4eL95giEQLQER81xAdbIkDYim8lOSkipIIIAaZOfNQQH2yZAGGrREid30zyG9VLABQQHzXEByshQFiFWYR8qHqRCXpWRAgwLeKjhvhgZQQIq/KtJCdHhFR4VkQIMA3io4b4YKUECKskQuo8K8lzq5cAWCPxUUN8sHIChFVzOVadp0aEAOMkPmqID9ZCgLAO344IqSJCgLERHzXEB2sjQFgXEVJHhABjIT5qiA/WSoCwTrMI+WD1IhMkQoDWiY8a4oO1EyCs27fT3ZguQvr31CS/V70EwBLERw3xQS8ECH0QIXWeEhECtEV81BAf9EaA0BcRUkeEAK0QHzXEB70SIPRJhNR5SpLfr14CYAPio4b4oHcChL7NIuQD1YtM0JMjQoBhEh81xAclBAgVvp3kbhEhFUQIMDTio4b4oIwAoYoIqSNCgKEQHzXEB6UECJVcjlXnyUmeV70EMGnio4b4oJwAodo5ESFVnhQRAtQQHzXEB4MgQBiCWYS8v3qRCRIhQN/ERw3xwWAIEIbinHT3hIiQ/j0pyfOrlwAmQXzUEB8MigBhSERInSdGhADrJT5qiA8GR4AwNCKkjggB1kV81BAfDJIAYYhESB0RAqya+KghPhgsAcJQiZA6T0zyguolgFEQHzXEB4MmQBiyWYS8r3qRCXpCRAiwNeKjhvhg8AQIQ3dOkrtHhFQQIcCyxEcN8UETBAgtcBJS5wlJXli9BNAU8VFDfNAMAUIrzo0IqfL4iBBgPuKjhvigKQKEloiQOiIE2Iz4qCE+aI4AoTXnJjkxyT9XLzJBIgQ4EPFRQ3zQJAFCi85L8hMRIRUen+QPqpcABkV81BAfNEuA0KpZhPxT9SIT9LiIEKAjPmqcFvFBwwQILTsvyT0jQirMImRb9SJAGfFR47Qkd4n4oGEChNaJkDqPS3dPiAiB6REfNU6L+GAEBAhjMIuQ9xTvMUWPS/LSiBCYEvFR47SID0ZCgDAW5yW5V0RIhUcleVlECEyB+KhxWsQHIyJAGBMRUueRESEwduKjxmkRH4yMAGFsREgdEQLjJT5qnBbxwQgJEMZIhNQRITA+4qPGaREfjJQAYaxmEfLu6kUm6JFJXh4RAmMgPmqcFvHBiAkQxkyE1HlERAi0TnzUOC3ig5G7XPUCE3dIkmOTHL13DqtdZ7T+MsnNk1y5epGJeUS6P3K8o3qREbpt9QID4rFYj2OTPDfio287kvxRklvvHVbr/CRn7Z2vJrmodp3p8tfJ/hyU7pfJHfbOjZMcHxEIANC3nUm+lOSTSd67dz6YZFflUlMhQNZre5ITkzwwyX2SXK12HQAADuDMJG9M8pok70qyu3ad8RIg63FEkkenuwTlvxXvAgDAYr6Y5E/SfbLjucW7jI4AWa0rJnlCkscluUrxLgAAbM23krwoyQuTfLd4l9EQIKtz74BxR3EAACAASURBVCR/nOS46kUAAFip/0zytHQfbLOneJfmCZCtOybJn6YLEAAAxusdSX4uyTeqF2mZANmauyV5VboIAQBg/M5I8vAkp1Yv0qqDqhdo2COSvDrJlaoXAQCgN4cneXCSC9N9fC8LEiCL25bkxUl+K75JHgBgimZftXDVJG8v3qU5AmQx25O8It1H7AIAMG23SXLNJG+Jm9PnJkAW88Ikj61eAgCAwbhluvuB31K9SCsEyPyemOSZ1UsAADA4t073PSH/Vr1IC3wK1nzukuSdEWwAAOzf7iT3SPdRvWxAgGzumkk+Gh+1CwDAxs5IcvP4npAN+RSnzb004gMAgM0dk+SV1UsMnUuKNvaQJE+vXgIAgGb8cJLPJflE9SJD5RKsAzs0yWeTXLt6EQAAmvKf6ULkvOpFhsglWAf2pIgPAAAWd40kj69eYqicgOzfEUm+kuTI6kUAAGjSOUmOS3Ju9SJD4wRk/x4R8QEAwPKOTPKL1UsMkROQy9qe5EvpihUAAJb1lSTHp/uOEPZyAnJZd434AABg645L94XWXIwAuayHVi8AAMBo/Ez1AkPjEqxL2p7k9CRHVy8CAMAofDPdFxS6DGsvJyCXdKuIDwAAVueqSW5ZvcSQCJBLumv1AgAAjM6PVy8wJALkktQpAACrdovqBYZEgFzSzasXAABgdATIxbgJfZ+Dk1yQ5KDqRQAAGJXdSa6QZEf1IkPgBGSfa0d8AACwetuTXKt6iaEQIPtco3oBAABG65rVCwyFANnnStULAAAwWlesXmAoBMg+h1YvAADAaB1WvcBQCBAAAKA3AmSfC6oXAABgtM6vXmAoBMg+36leAACA0fpu9QJDIUD2+Ub1AgAAjNbXqxcYCl9EuI8vIgQAYB12pfvAI19EGCcgF7cjyWnVSwAAMDqnRXx8nwC5pI9ULwAAwOh8uHqBIREglyRAAABYtY9WLzAkAuSS/rF6AQAARucfqhcYEjehX9L2JKcnObp6EQAARuGbSY5Jsrt6kaFwAnJJu5O8uXoJAABG400RH5cgQC7r1dULAAAwGv+7eoGhcQnWZW1P8qUkx1UvAgBA076S5Pg4AbkEJyCXtTvJi6uXAACgeX8Y8XEZTkD274h0xXpk9SIAADTpnHRX1JxbvcjQOAHZv3OTPL96CQAAmvW8iI/9cgJyYIcm+WySa1cvAgBAU/4zyQ8nOa96kSFyAnJgFyR5avUSAAA050kRHwfkBGRzr0/yk9VLAADQhLcmuWf1EkMmQDZ3zSQfTfcNlgAAcCBnJLl5km9ULzJkLsHa3DeSPCjJrupFAAAYrN1JHhbxsamDqhdoxGnpruM7uXgPAACG6cnxredzESDz+7d03wtyu+pFAAAYlJcmeUb1Eq0QIIt5Z7p7Qm5ZvQgAAIPwyiSPTbKnepFWCJDF7Eny5iRHJblN8S4AANT6o4iPhQmQ5bwt3RfM3CNu5AcAmJpdSZ4el10txcfwbs3dkrwqPqIXAGAqzkjy8CSnVi/SKn+935pTk9wkyZuqFwEAYO3eke57PsTHFgiQrTsjyX32zleKdwEAYPX+M8nPJrl7fM/HlrkHZHU+m+RPk1yY5EeSHFq7DgAAW/StJM9N8pAkHyzeZTTcA7IeRyR5dJJHJPlvxbsAALCYLyb5kyQvS3Ju8S6jI0DWa3uSE5M8MN0lWlerXQcAgAM4M8kbk7wmybuS7K5dZ7wESH8OSnLrJHfYOzdOcnySy1UuBQAwQTuTfCnJJ5O8d+98MN3H67JmAqTWIUmOTXL03jmsdp3RumKSFya5cvUiE/Sn6T4xhNW6bZInVC8xEC9M8r7qJUbo2HTXvR9cvcjE7EjytCRfrV5kpM5Pctbe+WqSi2rXAcbq8CTvTvcNpabfeUX8kWNdTkn98zuUOWWLjyUHdr90b9Cqn+OpzWlJrrPpswMN8zG8jNnhSd6c5M7Fe0zRK5I8Kt0/pkCbXpfkQen+Kk9/fjDJeyJCGDEBwliJjzqvSPcpcOID2idCaogQRk2AMEbio474gPERITVECKMlQBgb8VHn5REfMFYipIYIYZQECGNyeJK3RHxUeFGSx0R8wJiJkBoihNERIIzFLD7uVL3IBL0o3UfCig8YPxFSQ4QwKgKEMRAfdV6U5PERHzAlIqSGCGE0BAitEx91ZvEBTI8IqSFCGAUBQssOT/LWiI8KfxDxAVMnQmqIEJonQGjVEUneleSE6kUm6A/S3fMBIEJqiBCaJkBo0RFJTk1y2+pFJkh8AJcmQmqIEJolQGiN+KgjPoADESE1RAhNEiC05MiIjyovjPgANiZCaogQmiNAaMWRSd4e8VHhhUmeWL0E0AQRUkOE0BQBQgvERx3xASxKhNQQITRDgDB0Lruq84KID2A5IqSGCKEJAoQhm8XHbaoXmaAXJHlS9RJA00RIDRHC4AkQhkp81BEfwKqIkBoihEETIAyR+KgjPoBVEyE1RAiDJUAYGvFR5/kRH8B6iJAaIoRBEiAMyZFJ3hHxUeH5SZ5cvQQwaiKkhghhcAQIQzGLjx+tXmSCxAfQFxFSQ4QwKAKEIbhyxEeV50V8AP0SITVECIMhQKh25XT3fIiP/j0vyVOqlwAmSYTUECEMggChkvioIz6AaiKkhgihnAChisuu6ogPYChESA0RQikBQoVZfNy6epEJ+v2ID2BYREgNEUIZAULfxEed30/y1OolAPZDhNQQIZQQIPRJfNQRH8DQiZAaIoTeCRD6Ij7q/F7EB9AGEVJDhNArAUIfrpzknREfFX4vydOqlwBYgAipIULojQBh3WbxcavqRSZIfACtEiE1RAi9ECCsk/ioIz6A1omQGiKEtRMgrMtVIj6qiA9gLERIDRHCWgkQ1uEq6W44Fx/9e1bEBzAuIqSGCGFtBAirJj7qPCvJb1YvAbAGIqSGCGEtBAir5LKrOs+K+ADGTYTUECGsnABhVWbxccvqRSboNyI+gGkQITVECCslQFgF8VHnN5I8u3oJgB6JkBoihJURIGzV1dL9QhIf/RMfwFSJkBoihJUQIGzF1ZK8K8lNqxeZIPEBTJ0IqSFC2DIBwrKuluQfIj4qPDPiAyARIVVECFsiQFjGLD5uUr3IBD0zyW9VLwEwICKkhghhaQKERYmPOuIDYP9ESA0RwlIECIsQH3V+PeIDYCMipIYIYWEChHmJjzq/nuS3q5cAaIAIqSFCWIgAYR7io474AFiMCKkhQpibAGEzx0R8VBEfAMsRITVECHMRIGxEfNR5RsQHwFaIkBoihE0JEA5kFh83rl5kgp6R5HeqlwAYARFSQ4SwIQHC/oiPOuIDYLVESA0RwgEJEC5NfNT5tYgPgHUQITVECPslQLg48VHn15I8p3oJgBETITVECJchQJg5Jsk/RnxUEB8A/RAhNUQIlyBASPbFx/9TvcgEiQ+AfomQGiKE7xMgiI86T4/4AKggQmqIEJIIkKn7gYiPKk9P8rvVSwBMmAipIUIQIBP2A+luOBcf/RMfAMMgQmqIkIkTINMkPur8asQHwJCIkBoiZMIEyPS47KrOryZ5bvUSAFyGCKkhQiZKgEzLLD5uVL3IBIkPgGETITVEyAQJkOkQH3XEB0AbREgNETIxAmQaxEedp0V8ALREhNQQIRMiQMZPfNTYk+RxSX6vehEAFiZCaoiQiRAg4yY+auxJ8vgkf1i9CABLEyE1RMgECJDxumaSf4746Nvs5EN8ALTvdUkeHBHStx9M8q4kx1YvwnoIkHG6Vrq/HlyveI+pmcXHi6sXAWBlXhsRUuG6Sd4dETJKAmR8rpXuBfvD1YtMzJ4kvxLxATBGIqSGCBkpATIuV0/yzoiPvs1OPv6oehEA1ua1cU9Ihesm+T9xT8ioCJDxuHa6ez5uWL3IxOxJ8stx8gEwBe4JqeGekJERIONw7bjsqsIsPv64ehEAeuNyrBouxxoRAdK+WXz8UPUiE7Mnyf+M+ACYIhFSQ4SMhABpm/ioMTv5eEn1IgCUcU9IDfeEjIAAadex6T5qV3z0a0+SX4qTDwDcE1LFPSGNEyBtOjbdycd1qxeZmFl8vLR6EQAGw+VYNVyO1TAB0p6rpat+8dGvPUkeG/EBwGWJkBrXTfee6GrVi7AYAdKWQ5O8Pr7hvG+zG85fVr0IAIPlnpAa10vyliSHVy/C/ARIW/4iye2rl5iYPUkeEzecA7A594TUuHWS/1W9BPMTIO34lSSnVC8xMbOTj5dXLwJAM5yE1Dgl3SdU0gAB0oabJPn96iUmZk+SR8fJBwCLcxJS43np3jMxcAJk+A5K8v8mOaR6kQmZfdrVK6oXAaBZTkL6d0i6y9UvV70IGxMgw/eYdNc20o89SR4Vn3YFwNY5CenfzdNdwcCACZBhu1KSZ1QvMSGzk48/qV4EgNFwEtK/ZyY5snoJDkyADNuTkhxTvcRE7E7yyDj5AGD1nIT06+gkT6heggMTIMN1eLovvmP9dqe77OqV1YvAnK5ZvcCAXLt6AZiTLyvs12Pju0FgYY9Nd0mQWe/sSvI/5nxOYAjuk+TC1L92hjIXJbn/lh5R6Nf90/3fbfVrZwrjD7mwoI+m/oU79tkdN6rRlnsk+V7qXztDm53p/rIMrbhfREgf85F5nxAguVHqX7RjH/FBa8THxiNCaI0I6WduPO8TAlP37NS/YMc8u5L8wtzPBtS7d1x2Nc+4HIvWuBxr/fPsuZ8NmLj3p/4FO9aZ3XAOrXDysdg4CaE1TkLWO++b/6mA6bpKun9Aq1+wY5xdSX5+/qcCyt0rTj6WGSchtMZJyPpmZ7r3VsAGTk79i3WM4+SD1tw9yQWpf+20Ok5CaI2TkPXNSQs8D/TA94AMzy2qFxihPeluOH959SIwp7sn+fskV6hepGEHJfnLiBDa8br4xvR18d4KNvGq1P+lYEyzK8l/X+QJgGL3jHs+Vjkux6I1Lsda/bxqoWcAJuifUv9CHcvsSvKziz38UMplV+sZl2PRGpdjrXbes9CjDxP0xdS/UMcw4oPW/EScfKxznITQGichq5svLvjYw+ScnfoXausjPmjN3eLko49xEkJrnISsZr656AMPU+NNyNZGfNAa8dHviBBaI0K2Pucv/KjDxPgOkOVnZ5KHL/6QQ5l7RHxUjMuxaI3LsbY2Oxd/yGFavpv6F2qLIz5ojZOP+t8ZTkJoiZOQ5ec7SzzeMClnpP6F2trsTPKwZR5sKOLTroYxTkJojZOQ5eaMZR5smJJPpv6F2tI4+aA1J0d8DGmchNAaJyGLzyeWeqRhQt6a+hdqK+Pkg9aIj2GOCKE1ImSxectyDzPrsr16AS7jtOoFGjH7tKu/rF4E5nS3JG9IcoXqRbiMg5L8RVyORTtely6ad1Qv0ogvVy/AJQmQ4fm/1Qs0YFeSn0vy6upFYE4nJ/n7iI8hOzjJ38RJCO14bZIHRYTM46PVC8DQ3Tr1R5VDnp1JHrL0owv9OzndZ9BXv3bMfOPGdFrjxvTN59ZLP7owEZdLck7qX6xDnJ1Jfmb5hxZ6d1LER4vjnhBa456QA8+56U44gU28IfUv2KGN+KA14qPtESG0RoTsf16/lQcVpuSRqX/BDmm8EaA14mMc43IsWuNyrMvOI7f0iMKEHJXke6l/0Q5hnHzQGvExrvEHEFrjJGTfXJjkqlt7OGFaXp/6F2717Ej3CR/QihMjPsY4TkJojZOQblx+BQs6MfUv3MrZmeShW34UoT8nJPlu6l87Zn2/k5yE0BInIcmPb/lRhAn6aOpfvFX/0IsPWiI+pjEihNZMOUI+nmTb1h9CmJ5TUv8C7nt2JHngKh486Mldk5yX+teO6WdcjkVrpno51imrePBgirYl+dfUv4j7GicftObHknwn9a8d0//vKichtGRqJyHvj9MP2JI7JtmV+hfzumdH/LWCtjj5mPY4CaE1UzkJ2ZXuvROwRS9J/Qt6nbMzyUNW9mjB+jn5MLPfXU5CaMkUTkL+eGWPFkzcEUm+mPoX9TrGyQetuUucfJh94ySE1oz5JOSL6d4zAStys4zv+wX89ZDWOPkw+xu/y2jNGE9CvpfkVqt8kIDOI1L/Al/VXJTkAat9eGCt7hwftWsOPE5CaM3YIuQRq314gIt7Tupf5Fsdfy2kNXeMkw+z+fjdRmvGEiG/s+oHBrikbUlemfoX+7JzYbpfeNCKO8XJh5l/nITQmp9K929z9Wtn2XllfOQu9GJbkhel/kW/6HwvyX3W8HjAujj5MMuMkxBac/e0eZ/py5NsX8PjARzAtiTPSrI79b8A5pkzk5ywjgcC1uSEOPkwy4+TEFpzQrp/q6tfO/PM7nTvgZx8QJEHZPhvkj6W5Ph1PQCwBuLDrGJECK05Pt2/2dWvnY3mu/EhNjAIxyf5l9T/Urj07E7yiiSHre9Hh5W7Q5JzU//6MeMYl2PRmiskeW66bxSvfv1cej6Q5Hrr+9GBRR2c5OkZzhekfSbJSWv9iWH1fM+HWcc4CaFFJ6X7t7z69bMn3Xubp6d7rwMM0HFJ/ip1f7k4O8nTkhyy7h8UVkx8mHWOCKFFh6T7N/3s1LxudqV7T3Pcun9QYDVulOTV6e/zvU9P8owkR/bxw8GK+bQr08eIEFp1ZLp/409Pf6+VV6d7LwM06OpJfjXJp7L6XxA7kpya5KfjxIN2iQ/T54gQWnZIun/zT033HmDVr49PpXvPcvW+fiBg/W6Q5ClJ3pzlj1M/n+TPkzwsyVG9bg+r54ZzUzEihDE4Kt17gT9P995gmdfC2enekzwl3XsUJsLnJ0/X9iTXSXL9vXP03plFxY4k39w7X093I9qnk5zV96KwJndI8rYkV6pehEnake7TsV5bvQisyNFJbpjuPcW1klx178xuHD873XuIs9K9p/hMktPSfWImAIze7ePkw9SPj+gFJumg6gUAenb7JG+Pkw/qbU9y3ySfS/LJ4l0AeiNAgCm5fbrLro6oXgT2EiHA5AgQYCpul+7kQ3wwNCIEmBQBAkyB+GDoRAgwGQIEGDvxQStECDAJAgQYM/FBa0QIMHoCBBgr8UGrRAgwagIEGKNbpouPK1cvAksSIcBoCRBgbG6Z5J1JrlK9CGyRCAFGSYAAYyI+GBsRAoyOAAHGQnwwViIEGBUBAozBLZK8K+KD8RIhwGgIEKB1P5ouPtxwzthtT3KfJJ9K8uniXQCWJkCAlt0iyalx8sF0HJTk/nESAjRMgACtukW6ez6Oql4EeuZyLKBpAgRokfhg6kQI0CwBArTm5unu+RAfTJ0IAZokQICWiA+4JBECNEeAAK0QH7B/IgRoigABWiA+YGMiBGiGAAGG7ubpbji/avUiMHAiBGiCAAGG7EfSnXyID5iPCAEGT4AAQyU+YDkiBBg0AQIMkfiArREhwGAJEGBoxAeshggBBkmAAEMiPmC1RAgwOAIEGArxAeshQoBBESDAEIgPWC8RAgyGAAGq3SzJP0R8wLqJEGAQBAhQ6WbpTj6Orl4EJkKEAOUECFBFfEANEQKUEiBABfEBtUQIUEaAAH0THzAMIgQoIUCAPt003Q3n4gOGQYQAvRMgQF/EBwyTCAF6JUCAPogPGDYRAvRGgADrdsN093wcU70IsCERAvRCgADrdMMk/5jk6tWLAHMRIcDaCRBgXcQHtEmEAGslQIB1uEGSd0d8QKtECLA2AgRYNfEB4yBCgLUQIMAqiQ8YFxECrJwAAVZFfMA4iRBgpQQIsAo3SHfD+TWqFwHWQoQAKyNAgK0SHzANIgRYCQECbMWN4rKrCnuSbKteYiB2xL9lfdqe5D5JPpXk08W7AI3aXr0A0Kzrp/uG8x+oXmRizkzy29VLDMhTk3y+eomJOTjJ3yR5cPUiQJsECLCM66c7+XDZVb++leQeST5RvciAfC3JXSJC+nZQkr+MCAGWIECARYmPGt9KclKSD1cvMkAipIYIAZYiQIBFiI8a4mNzIqSGCAEWJkCAeV0/Pu2qgviYnwipIUKAhQgQYB6z+Lhm9SITIz4WJ0JqiBBgbgIE2Iz4qPHtJCdHfCxDhNQQIcBcBAiwketFfFT4drqTjw9VL9IwEVJDhACbEiDAgVwv3Q3n4qNf4mN1REgNEQJsSIAA+yM+aoiP1RMhNUQIcEACBLg08VFDfKyPCKkhQoD9EiDAxYmPGrMbzsXH+oiQGiIEuAwBAsz8cMRHhVl8fLB6kQkQITVECHAJAgRIxEcV8dE/EVJDhADfJ0CAWXxcq3qRiREfdURIDRECJBEgMHXio4b4qCdCaogQQIDAhImPGt9OcreIjyEQITVECEycAIFpEh81zkkXHx+oXoTvEyE1RAhMmACB6REfNc5Jd9mV+BgeEVJDhMBECRCYlh+K+KggPoZPhNQQITBBAgSm4zpJ3hnx0Tfx0Q4RUkOEwMQIEJiG66Q7+bhO7RqT456P9oiQGiIEJkSAwPj9YMRHhVl8vL96ERYmQmqIEJgIAQLj9oNJ3hPx0Tfx0T4RUkOEwAQIEBgv8VFDfIyHCKkhQmDkBAiMk/ioIT7GR4TUECEwYgIExkd81BAf4yVCaogQGCkBAuPihvMa5ya5e8THmImQGiIERkiAwHjM4uP46kUm5tx0Jx/vq16EtRMhNUQIjIwAgXE4Nsk/RXz0TXxMz9eS3DXJF6oXmZiDkvxFkvtULwJsnQCB9h2Z5M3pTkDoj/iYrq8muXOchPTt4CR/neSO1YsAWyNAoG0HJ3lDkptWLzIxs3s+xMd0OQmpcWiS1ye5bvUiwPIECLTtd5PcqXqJiTkvyb2T/Fv1IpRzElLjqklely5GgAYJEGjXvZI8oXqJiflOkpOT/HP1IgyGk5AaN03yguolgOUIEGjTkUlelmRb9SITMjv5+NfqRRgcJyE1HpXkxOolgMUJEGjT7ye5dvUSE/KddDec/1P1IgyWk5D+bUv3h5grVC8CLEaAQHtukuQXqpeYkNnJx3urF2HwnIT074eS/FL1EsBiBAi05znpPhOf9XPywaKchPTvV5NcpXoJYH4CBNpy0yT3rF5iIs5L96VnTj5YlJOQfh2V5DHVSwDzEyDQlqfEjed9OC/dp4y9p3gP2vW1JHeJCOnLL8e9INAMAQLtuFqSB1YvMQHfTXKPiA+2zuVY/Tkmyf2qlwDmI0CgHT+d7pvPWZ/z091w/n+qF2E0XI7Vn4dWLwDMR4BAOx5cvcDIfTfJ3ePkg9VzEtKPk9OdFAMDJ0CgDVdNctvqJUbs/HQ3nDv5YF2chKzf5dJFCDBwAgTacGK8Xtfl/HQ3nL+7ehFGz43p63dS9QLA5ryhgTbcsXqBkTovyU9EfNAfl2Ot1wnVCwCbEyDQhltWLzBCsxvOfckgfXM51vpcJ933ggADJkBg+Lal+wJCVue8dF/o6OSDKk5C1sPvS2iAAIHhOybJ4dVLjMjshvP3FO8BTkLW4/jqBYCNCRAYvuOqFxiR2WVX/1i9COzlxvTV8zsTBk6AwPAdXb3ASJyf7rIr8cHQuBxrtXwXCAycAIHhc/nV1s1OPt5TvAcciMuxVufQ6gWAjQkQGL4rVC/QuNn3fDj5YOichKzGYdULABsTIDB8O6oXaNjshnOfdkUrnIRs3YXVCwAbEyAwfOdXL9CoWXz8Q/UisCA3pm/NBdULABsTIDB8365eoEGzez7EB61yOdbyzqleANiYAIHh+2r1Ao25IN3Jh3s+aJ3LsZbzleoFgI0JEBi+ryfZVb1EIy6Ikw/GxUnI4vzRBgZOgMDw7UjymeolGjA7+RAfjI2TkMV8onoBYGMCBNrw0eoFBm4WH++qXgTWxI3p8/lWki9XLwFsTIBAG95fvcCAXZDkJyM+GD+XY23uA0n2VC8BbEyAQBveWb3AQF2Y5JR4fJgOl2Nt7B3VCwCbEyDQhv+IywoubXbD+VuqF4GeOQk5MAECDRAg0I7XVC8wIE4+mDonIZf16SSfrF4C2JwAgXa8unqBgbgwyf3j5APcmH5Jf1m9ADAfAQLt+Fi6Gyyn7HvpbjgXH9BxOVbnoiSvql4CmI8Agba8sHqBQhelu+zq1OpFYGBcjpX8dbovbQUaIECgLa/NNP/SOTv5eHP1IjBQUz4J2Z3k+dVLAPMTINCWnUmeUb1Ez2YnH2+vXgQGbqonIa+Obz+HpggQaM/fJPlg9RI9cfIBi5naScgFSX69eglgMQIE2rMnyS8m2VG9yJpdlOSBcfIBi5rSSchvxnckQXMECLTpYxn3Nc8XJrlvkjdVLwKNmsJJyEeSvKB6CWBxAgTa9RtJ3lu9xBrM7vl4W/Ui0Lgxn4R8N8lD090XBzRGgEC7diR5SJKzqhdZoQuT/FScfMCqjPEkZE+Sn0/yH9WLAMsRINC2ryS5Z5LzqhdZgdk9H2+tXgRGZmwnIc9M8rfVSwDA1N033YnInkbne+lCivmckvrnbChzyhYfyyk5Nl2EVD9nW5mXrfxRAQCW9oB0pwjVbxAWnfOSnLSGx2PMBMi+ESCLuWaST6X+eVtmXh5XbgDA4Nwr3c2Z1W8U5p2zk5ywlkdi3ATIvhEgizsmyYdS/9wtMs9Lsm0dDwYAsHU3TfKl1L9h2Gw+m+QGa3oMxk6A7BsBspwrJHlV6p+/zebCdDecAwADd7Ukb0z9m4cDzauTHLm2n378BMi+ESDL25bkcem+Tbz6edzffC7Jbdb20wMAa/HIJOek/o3EbM5M8uC1/sTTIED2jQDZuhsn+XDqn8vZ7E7yiiRXXOcPDQCsz9XTXWqxO3VvKHYmeWmSo9b8s06FANk3AmQ1DkrymCTfTO3z+aEkt13zzwoA9OTG6UJkZ/p7M7EryWviXo9VEyACZF2ulOSp6T9EPpHk4elCCAAYmRskeWHW+wbjv5I8J8nxPf1MUyNABMi6XSnJo5J8NOt77i5K8ndJTo5PuAKASbh8ui//e2WSr2frbya+lOQl6b7T4+Aef44pEiACpE83Sfft4x/K1k9QXOZhKQAAA+9JREFUz03ypiS/kO7DMoAJ8hcHYOb4JLdPd6nW9ZNcJ8nRe+fQvf+Z89KdnJyZLjg+k+7Sifcm+Vq/607aKekubSN5YJK/rV5iQo5IcrskN0/3e+J66ULi6CRX2fuf2ZnkrHS/K76R/7+9u2eRq4zDOPxzfQE1bCUpBAt7Wysrm7USUqew9AuksPMLKIILNsFSe/GlsNDORlEsxC6YJbiwQUNQieBmV4uZSotk3DPzzNm9Lvg3A7tzn6cYuOc5Z57F58SP1dfV9y1uzQQAYEauNH7nYVvmyhnXEoAN2xkdAICV/Tk6wBa5NzoAAKtRQADm5/fRAbbIH6MDALAaBQRgfg5HB9giP48OAMBqPIQOMD+Pt7gN66KfmXDS4gcSjkcHAeDh2QEBmJ/j6uboEFvgZsoHwOwoIADz9N3oAFvg29EBAFidAgIwTwrI4pRuAGZGAQGYpy9HB9gCX4wOAMDqPIQOME871VGLE6gvol+ry9Xp6CAArMYOCMA8nVafjg4x0CcpHwCzpIAAzNeHowMM9MHoAAAAcNHsVAfV3xdsDvIFGsBs+QAHmK/Tan90iAHeze1XAAAwxG51t/G7Epuau8trBmCm7IAAzNtv1dujQ2zQWy2uGQAAGOTJ6lbjdyfWPYfV0xOtGQAAcAZXG18Q1j1XJ1stAADgzD5qfElY13w24ToBAAATeLbF6eijy8LUc7S8NgAAYMu8XN1vfGmYak6qvUlXCAAAmNS1xheHqebaxGsDAACswTuNLw9nnfcmXxUAAGAtdqrrjS8R/3eu56wqAACYlUeq/caXiVVnf5kdAACYoder48YXiwfN/eqNNa0BAACwQa+03T/Re7TMCAAAnBOXq48bXzb+PZ/nnA8AADi3Xq0OGl88DqvX8rwHAACce5eqN6s7bb543Fm+96W1XyUAALBVdls8+H2j9RePG8v32t3IlQEAAFtrp9qr3q9uN13puL38n3s51wOA3HcLwH89Wr1YvbScF6rnq8ce8Hf3q5+qH6qvlvNNdbK2pADMjgICwMN4onquemY5Ty1fv1f9spxb1V9D0gEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAbIV/AMX/stFjCt0bAAAAAElFTkSuQmCC"
<s>[INST] Icon of Moon Stars here are the inputs Moon Stars [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M13 6V3M18.5 12V7M14.5 4.5H11.5M21 9.5H16M15.5548 16.8151C16.7829 16.8151 17.9493 16.5506 19 16.0754C17.6867 18.9794 14.7642 21 11.3698 21C6.74731 21 3 17.2527 3 12.6302C3 9.23576 5.02061 6.31331 7.92462 5C7.44944 6.05072 7.18492 7.21708 7.18492 8.44523C7.18492 13.0678 10.9322 16.8151 15.5548 16.8151Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Moon Stars
Moon Stars
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M13 6V3M18.5 12V7M14.5 4.5H11.5M21 9.5H16M15.5548 16.8151C16.7829 16.8151 17.9493 16.5506 19 16.0754C17.6867 18.9794 14.7642 21 11.3698 21C6.74731 21 3 17.2527 3 12.6302C3 9.23576 5.02061 6.31331 7.92462 5C7.44944 6.05072 7.18492 7.21708 7.18492 8.44523C7.18492 13.0678 10.9322 16.8151 15.5548 16.8151Z" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Snow Alt here are the inputs Snow Alt [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M12 3V21M9.99995 4L12 6L14 4M9.99995 20L12 18L14 20M4.23218 7.5L19.8206 16.5M4.11133 9.50885L6.57017 8.85L5.91133 6.39115M18.141 17.6089L17.4821 15.15L19.941 14.4912M19.8205 7.5L4.232 16.5M18.1413 6.39115L17.4825 8.85L19.9413 9.50885M4.11166 14.4911L6.57051 15.15L5.91166 17.6088" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Snow Alt
Snow Alt
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M12 3V21M9.99995 4L12 6L14 4M9.99995 20L12 18L14 20M4.23218 7.5L19.8206 16.5M4.11133 9.50885L6.57017 8.85L5.91133 6.39115M18.141 17.6089L17.4821 15.15L19.941 14.4912M19.8205 7.5L4.232 16.5M18.1413 6.39115L17.4825 8.85L19.9413 9.50885M4.11166 14.4911L6.57051 15.15L5.91166 17.6088" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Snow Blowing here are the inputs Snow Blowing [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M6.76467 6V16.8354M5.68131 6.54173L6.76485 7.62527L7.84821 6.54173M5.68131 16.2936L6.76485 15.21L7.84821 16.2936M2.07278 8.70887L11.4565 14.1266M2.00033 9.91812L3.48047 9.52152L3.08378 8.04134M10.4451 14.794L10.0485 13.3139L11.529 12.9173M11.4561 8.70887L2.07242 14.1266M10.4456 8.04136L10.049 9.52149L11.5291 9.91808M2 12.9172L3.48014 13.3138L3.08387 14.794M14.9998 10H19.4998C20.8805 10 21.9998 8.88071 21.9998 7.5C21.9998 6.11929 20.8805 5 19.4998 5H18.4998M14.9998 14H19.4998C20.8805 14 21.9998 15.1193 21.9998 16.5C21.9998 17.8807 20.8805 19 19.4998 19H18.4998" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Snow Blowing
Snow Blowing
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M6.76467 6V16.8354M5.68131 6.54173L6.76485 7.62527L7.84821 6.54173M5.68131 16.2936L6.76485 15.21L7.84821 16.2936M2.07278 8.70887L11.4565 14.1266M2.00033 9.91812L3.48047 9.52152L3.08378 8.04134M10.4451 14.794L10.0485 13.3139L11.529 12.9173M11.4561 8.70887L2.07242 14.1266M10.4456 8.04136L10.049 9.52149L11.5291 9.91808M2 12.9172L3.48014 13.3138L3.08387 14.794M14.9998 10H19.4998C20.8805 10 21.9998 8.88071 21.9998 7.5C21.9998 6.11929 20.8805 5 19.4998 5H18.4998M14.9998 14H19.4998C20.8805 14 21.9998 15.1193 21.9998 16.5C21.9998 17.8807 20.8805 19 19.4998 19H18.4998" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"iVBORw0KGgoAAAANSUhEUgAAAyAAAAMgCAYAAADbcAZoAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nOzdd5Rddbn/8fekkQKhhBZ66B0EQZAuUmyISFHBckERC6jY9fpD77UgFsQOF7GBBRQLShdRQYpEmqH3IiWEkFBC+u+PZyIBksycmXPO8917v19rPQu967r4zD5nvrOfvb8FJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSpD70ZAeQJElqsBWBTYCNgdWAcb01PDPUCzwJzOn9z1N7/zkdeKy3pixUjwJzux1Q1WIDIkmS1D0rAK8F9gR2AtbLjdN2s4H7gHuAuxf6583AJGBWVjCVwwZEkiSps0YABwCHA3sAw3LjpJkD3ArcCFwP3ABcwXNvVdQQNiCSJEmdsSxwDHA0sFJyllLNB24C/g5c3vvP21MTSZIkSRWzFPBJ4sn+fKvluh84hXhrNLbFay9JkiQ1yt7AbeTfxNelZgGXAh8H1u//xyBJkiTV20jgeGIHqOyb9jrXJOCzwAb9+lQkSZKkGlqXWFCdfXPetLqaWF+zfN8fkSRJklQPuwGTyb8Zb3LNAH4K7IobLEmSJKnGXkPc/GbfgFvP1S3Asbh4XZIkSTWzHzCT/Btua9E1DfgKsMbiPkBJkiSpKnYCniH/Jtvqu2YR07O2WuQnKUmSJBVufWAK+TfWVms1Dzgb2OLFH6kkSZJUppHARPJvpq3BNSLnAFsiSZIkFe775N9AW+2pOcCPgNWRJEmSCrQH8fQ8+8bZam89TRwguTSSJElSIUYBd5J/s2x1ru4BDsFzRCRJklSAj5F/g2x1p/4CbIQkSZKUZAXgcfJvjK3u1Qzg08BwJEmSpC77f+TfEFs5dQPwMiRJkqQuGQk8TP6NsJVXc4AvAyOQJEmSOuww8m+ArTJqIrAxaosh2QEkSZIKdVh2ABVjG+CfwAdwp6xB8wJKkiS92CrAg8DQ7CAqzu+A/wKmZgepKt+ASJIkvdg+2Hxo0V4PXAdslx2kqmxAJEmSXmyv7AAq2lrAX4HDs4NUkQ2IJEnSi+2SHUDFGwn8APg27pLVEteASJIkPd844LHsEKqUy4H98XvTL74BkSRJer6tsgOocnYipmRNyA5SBTYgkiRJz7dudgBV0ibAP4Cds4OUzgZEkiTp+dbIDqDKGgdcQOyUpcWwAZEkSXq+lbMDqNJGA78CDs0OUiobEEmSpOcbnR1AlTcM+ClwdHaQEg3LDiA10MrECbvjemsIMA+YQuye8QgwOS2dJGlUdgDVQg9wEnG/fWJylqLYgEidtSqwK7Eg7aXAxsDy/fjfPQ7cAlwDXAb8BXi0QxklSc83KzuAaqMH+DpxZsiXkrNIqrHxwEeBvwNzgfltqLlEI/JhoqmRJHXOybRn7LashetDSFKb7Qr8mnhy1skBbBZwFrHnuCSp/U4g/2bVql/NA45EktpgF+DP5AxmFwMv7/yPKEmNcjT5N6tWPWsu7o4laRBWB35G/mA2j9hpY3xnf1xJaozXkz+2W/Wt2XhOiKQBOIhYKJ49iC1c04C3dvKHlqSGWI/8Md2qdz0D7IAk9cPSwC/IH7iWVD/FPewlaTB6gCfIH8+tetfDwAQkaQnWAa4nf8DqT00E1uzIVZCkZriQ/LHcqn/dRP+2568VT0KX+mcL4Epgy+wg/bQNcBWwaXYQSaqoi7IDqBE2IXbQHJ4dRFJZtiVOKM9+SjKQehTYqv2XRJJqb0vyx3CrOfUtJKnX+sAj5A9Mg6nJwIbtvjCS1AD/In8Mt5pT76AhnIIlLd6qxBzglbODDNKKwB+BlbKDSFLF/Dw7gBrlO8DW2SEk5RkGXEr+05B21kX40EGSWrEGMIv88dtqTt1JAxalD80OIBXqC8Bh2SHabF1ia8lLk3NIUlVMJ6awVmUDElXf8sTC9F9kB5HUXTsCc8l/CtKJmgO8tH2XSpJqbyvq+zfBKreOQlJjLAVMIn/g6WRdj9v9SVIrTid/7LaaVU8DGyOpET5C/qDTjTqmXRdMkhpgAjCD/LHbalZNBEZQQ64BUROMBlYHNiAO5luXONV8LLHYfCbxen154CxgVErK7nopcDLxs48AxhN/YDcD1iOu0QrEm5LZvSVJTfUEMA/YMzuIGmU88Tf64uwg7daTHUBqsxWAnXtrG2AjYheTJZkD3A08S5x43hTXA2OIZmxYH/+/9wO3Av8ELuutqZ0MJ0mFGQZcDbwkO4gaZS6xNvUf2UHayQZEdbAK8CZgf2AXfLPXDXOBvwK/AX5JnLguSXW3MdGELJMdRI1yPbAdzkaQirAzcfM7k/x5mk2umcR2gTst+eOSpFo4hPxx12pefQpJqXYBLiF/MLBeXBdjIyKp/o4jf7y1mlUziGnlkrpsDeJJe/YgYC255gE/A1Zb9McoSbVwMvnjrdWs+jOSuupw4kTa7F9+q/81DXj7oj5MSaqBIcAp5I+1VrPqICR13LLAr8n/hbcGXmfigk1J9dQDfI38cdZqTt1NDY4LcLcglWx94E/ArtlBNCibAfsB5+PWvZLq50LgQWBfvK9S5y1HrAf5W3YQqY62A6aQ/6TBal9NJs5mkaQ62gG4g/yx1qp/PUkcsCypjXYiTp3N/gW32l9TiT/SklRHywD/R2zGkT3eWvWu05DUNlsTi5ezf7GtztUTNOvEeUnNsyMwkfzx1qpvzQE2pKKGZAeQFrI28EdgbHYQddSywHnAmtlBJKlDriCmEh8M3JicRfU0lDiPppJ6sgNIvUYCl+MagSb5B3Go5MzsIJLUQT3A3sCRxIYcw3LjqEbmAVsCk7KDtMrdGlSKbwGvyw6hrlqd2M3jvOwgktRhdxJbkn8fuJWYgbIaMCIzlCqvB1iF+G5Vim9AVIJXAedmh1CK+cTWlRdmB5GkLhsGbAVsD2wKbEQ0JeOAFfFNifpnPrF+9obsIK2wAVG2ZYB/AWtlB1Gae4DNgaeTc0iSFm1pYDiwPNEcrQKsA0wgznraElg1K5z4CfD27BBSlRxP/k4SVn59HklSla0GHAScBNxC/t+VJtVMPBdE6rc1gGfI/8W18usp4o+XJKkeJgDHAleR/zemCXVC/z4WSd8j/xfWKqe+hSSpjjYAvgw8Qv7fmrrWE3iMgdSnlfDth/X8egpYAUlSXS0FvBO4ify/OXWsD/b/o8jlQYTK8m5gVHYIFWUMsU++JKmeZgKnEhuPvJnYkljt8+7sAFLJeoDbyX9SYJVXtyBJaophwHuBx8j/+1OX2rmlTyCJb0CUYQdg/ewQKtJGwHbZISRJXTEH+C6xRuRU4gZag/Ou7AD9YQOiDPtnB1DR/H5IUrNMJW6cXwHcnZyl6g4ElssO0RcbEGXYJzuAiub3Q5Ka6VLiVO/Tk3NU2WjgLdkh+uJJ6Oq2lYht+PzuaXHmESftTs0OIklKcyTwTWLnLLXmCuDl2SGWxDcg6rZtsPnQkg0hvieSpOY6BdgVeCg7SAXtAKydHWJJbEDUbdtmB1Al2IBIkq4mNia5LjtIxfQAB2WHWBIbEHXbhtkBVAl+TyRJAA8CexDTitR/B2cHWBIbEHXbGtkBVAlrZgeQJBXjCWKDkr9mB6mQlwLrZodYHBsQdZsNiPrD74kkaWFPAq8FrswOUhE9wAHZIRbHBkTdtnR2AFWC3xNJ0gs9Cbwa+Fd2kIp4VXaAxbEBUbeNzg6gShiVHUCSVKSpwL7AA9lBKmBnYJnsEItiA6Jucwte9YdjkyRpcR4E3gjMzA5SuBHE6fLF8Y+8uu2Z7ACqhKezA0iSinY1cHR2iArYJzvAotiAqNu8sVR/2KhKkvryf8AZ2SEKV+Q6EBsQddu/swOoEh7MDiBJqoT3AXdnhyjYOsCE7BAvZAOibrsvO4Aq4f7sAJKkSpgGHA7Mzw5SsJ2yA7yQDYi67Y7sAKoEvyeSpP66FPhBdoiC2YCo8a7NDqBK8HsiSWrFx4Ep2SEKZQOixpuYHUCV8M/sAJKkSnkcOC47RKE2A5bLDrEwGxB127+BW7NDqGiTgEeyQ0iSKudk4LbsEAUaArwsO8TCbECU4cLsACraBdkBJEmVNAf4n+wQhdo6O8DCbECU4XfZAVS032cHkCRV1s+BW7JDFGiL7AALswFRhj8DD2SHUJHuA/6WHUKSVFnzgBOzQxTIBkSNNw/4WXYIFel04vshSdJA/QSYnB2iMBsDI7JDLGADoizfAmZnh1BRZgPfyw4hSaq8Z4kmRM8ZAWyUHWIBGxBleQA4KzuEivJznJonSWqPU7MDFGjT7AAL2IAo0+fwLYjCbODz2SEkSbVxC5499kLrZAdYYFh2AP3HcGAVYFxvLWgOZxAnez5KHLJTJ7cBpwHvzg6idKcAt2eH6IAVgJWJ3+lRvf+3ucTv9BTivJM5OdEkqfZ+CWybHaIgE7IDLNCTHaChhgPbATsBOxAnVK7b+39fkqnEIX7XAZcTuwXd27mYXbEycBNxg6Zmmky8Fn4sO8ggrQ3sCryc2G99I2D5Pv43s4A7gJuBvxO/1xOxKZGkdlifej7cGqgLgX2yQ6i7hgH7EYuiHgfmt6muJ6YyFbOwaADeSvuuh1W9ejPVtTHx+3cD7bsejwE/Al4LDO3aTyJJ9XQb+X/nSqlbB3ktVSGrAP8LPEhnv1TziPM1DqKaa3t+Tf4vptX9OpPqGQIcDFxK/N518vrcDxwHrNSNH0ySaujb5P+tK6WepZr3iGrBysDXgafp/hdsEvAmqjXFblliKkr2L6fVvboVGEt19ABvIaZLdftaPQWcAKzY8Z9SkurlTeT/vSupfKBVU8OAo4n1GtlfssuBl3T2x22rLYFp5F83q/M1lVj7VBXbAleQf92mAO/BqVmS1F9rkj92l1SbDO5yqkQbAleT/+VauOYAX6DvBe6leAUwk/zrZnWungV2oxpGAMcTv0fZ123huoJYXClJ6tsj5I/bpdTOg7yWKszhxDSJ7C/W4uofFLT9Wh8OJM6FyL5mVvtrFvAGqmE9Ykeq7Gu2uHqS2MBBkrRkF5M/ZpdS+w/yWqoQw4Bvkv+F6k9NBnbvyFVov4OxCalbzQIOoBpeQexGlX3N+lNfxSlZkrQkJ5E/VpdSRwzyWqoAI4E/kP9laqVmEQuyqsAmpD41C3gj1XAo1fve/QZYqhMXQ5Jq4IPkj9Ol1McHeS2VbAxwEflfpIHUHODt7b8kHWETUv2qUvNxBHFSefY1G0idx3OnrUuSnrM/+WN0KfX5QV5LJRoOnEv+l2gwNZdYa1EFBxI3sdnXzGq95lCtN25VbT4W1B+IaaGSpOe8jPzxuZQ6YZDXUolOI/8L1I6aAezS5mvTKb4JqV5V6c3H7sTuXNnXrB31/fZeGkmqvPXJH5tLqZMGeS2V5BjyvzztrEeA1dp6hTrHJqQ6VaXmYw1ig4bsa9bOOqqtV0iSqm1F8sflUsqHVBX0Mup5RsVfqc60DZuQ8qtKzcdw4sDO7GvW7ppBHJ4oSYKlyR+XS6kfDvJaqsuWAm4i/4vTqfpE+y5Vx7kmpNyq0poPgM+Qf806VTcTO/VJUtMNJ39MLqXOGOS1VJcdT/6XppP1LLBJ265W59mElFdVaz42It4UZF+3Ttbn2na1JKm6bECeKxuQCtmQZtzsntuuC9YlNiHl1BzgzUv+uIpzIfnXrdM1kzjRXZKazClYz9Vpg7yW6qKzyP/CdKv2aNM16xbXhORXldZ8LLAX+detW+XTLklN5yL058pF6BWxNTCP/C9Mt+ry9ly2rrIJyasqNh8AV5F/7bpVc4HN23PZJKmSNiB/LC6litiGd0h2gAr4MNCTHaKLXg7smB2iRWcChxLTgNQ9s4lpV7/ODtKiXYHts0N00RDgQ9khJCnRitkBCjIrOwDYgPRlNeCQ7BAJqnizYhPSXVVtPgA+mB0gwaHAytkhJCnJKtkBCjIzOwDYgPTlUGLnhKZ5PTAuO8QAnEncFM/ODlJzc4G3U83mYxzwmuwQCZaiepsESFK7TMgOUJDp2QGgOofPtdu6wM7EvOiNiV1ixvXWgmsyn+beyI4g5vWfkh1kAH5FNNZn0NzvdydV+c0HxDbBI7JDJDkB+MZC/302MKW37gBuBW4ELgPu6XY4SeogG5DnPJ4doElGAK8ibqgfJH8BUBWqalvyvpAL09tfVV1wvrCLyL+OVaj7ge8Be9PMt8CS6uVi8sfVUuoNg7yW6of1iad+j5L/gVetnqb6pyjbhLSv6tB8jKb+Bw92oh4CvohPECVV1yPkj6Wl1C6DvJZagk2IKThzyP+gq1z7tHrhC2QTMviqQ/MB8Fryr2WVazbwY+JgVkmqijXJHz9Lqk0Hdzm1KCsQ0wZsPNpTX23t8hfLJmTgVZfmA2L9Q/b1rEPNJvaRX661yy9JKd5M/rhZUrkjYpu9CXiM/A+2TnVdS59A2WxCWq86NR8Ak8i/pnWqR4ADWvoEJKn7vkP+eFlKPYs74LbNWOB08j/UOtY86tUp24T0v+rWfKxG/jWta50GLN3/j0KSuuoO8sfJUurWQV5L9Vofn2p2ut7S70+jGmxC+q5ZwIEDvcCFehv517XOdT2wTn8/DEnqkg3IHx9LqvMHdznbp8qvYXYCrsLFNJ32yuwAbeaJ6Us2m2g6f5UdpM32yg5Qc1sCVwPbZQeRpIW45ezz3ZMdoOp2JU5yzO4km1D39/MzqZoDiSf92de3pJpDPU/L7gH+Tf71bUI9CezRv49Fkjrun+SPiyXVxwd3OZttZ+AZ8j/EJtXG/fpkqsfpWM9VHaddLbA5+de3SfUUsH2/PhlJ6pxNyB8PS6uDB3VF26hqU7A2BX4HjMoO0jB1m4a1wJnE4jTBzdRv2tUCTr/qrjHAH4g1epKU5Z3ZAQp0U3aABarUgCwPnEOc9aHuqmsDombw+9t9KxFNyDLZQSQ10ihi8xE9ZxYF7YJVlQakB/gRsG5yjqbaAxiWHUIagBHEmjF130bAqdkhJDXS24AVs0MU5hZi2nkRqtKAvAfYLztEg43FOd2qph3xjIpMBwP/lR1CUqMMBY7NDlGgG7IDLKwKDchawPHZIeQ0FlWS39t8JwKrZ4eQ1BiHAhtmhyiQDUiLvoHziEvgQl5VkQ1IvmWBE7JDSGqE4cBnskMUygakBTsA+2eHEBCfxdjsEFILlsOD8UrxZmDb7BCSau+9uAPfoswDrswOsbDSG5ATiAXoyjcMF/OqWvYg5gIrXw/wxewQkmptReC47BCF+hcwLTvEwkpuQHYEdskOoedxGpaqxOlXZdkb2Do7hKTa+gpxZINe7PLsAC9UcgPiDgbl8YZOVWLDXB7HdUmdsCfw9uwQBbMB6aeVgNdnh9CLbAqskR1C6oe1gQ2yQ+hFDiLW5khSuyxLnDnklP3F+1t2gBcqtQE5hNjJQOXZMzuA1A++rSvTSOCN2SEk1cr3gXWyQxTsHuC+7BAvVGoDclB2AC2WN3aqAqdflcvxXVK7vAd4U3aIwp2fHWBRSmxAxhIL0FWmV+JrTpVtCPCK7BBarF2BUdkhJFXejsRZcVqy87IDLEqJDchuOP2qZKsCm2eHkJZga2Idmco0Ctg5O4SkSpsA/AYYkR2kcLOAS7JDLEqJDcjLsgOoT07DUsn8fpZv++wAkiprBeCPwCrZQSrgb8BT2SEWpcQG5CXZAdQnb/BUMr+f5XOclzQQY4k1DZtkB6mIIqdfQZkNyGbZAdSn3fC1p8o0Eqf3VIHTOCW1ahngD8B22UEqYj5wdnaIxSmtARkKrJ4dQn0agxsFqEw74wLnKlgzO4CkSlkBuBjYJTtIhfwDuDs7xOKU1oCMB4Zlh1C/OM1FJfJ7WQ2jgXHZISRVwgTgMlw71qozswMsSWkNyLLZAdRvnrOgEvm9rA7He0l92RG4Atd8tGo+cFZ2iCUprQEZkx1A/fZSYPnsENJCxhFb8KoaRmcHkFS0I4FLcbergfg7BZ5+vrDSGhCnX1XHUGD37BDSQvakvDFNi+d5T5IWZTngF8DJuOHNQP0sO0BfSvtjPSM7gFridBeVxO9jtTjeS3qhPYHrgUOyg1TYM8AZ2SH6UloD8kx2ALXEBb8qid/HanG8l7TAisAPgYuAtZKzVN1ZwLTsEH0prQF5NDuAWrIBsHZ2CAlYH1gnO4T6bT4wOTuEpHTDgGOA24B3AD2paerh1OwA/VFaAzIVmJ4dQi3xqbNK4PSrankUp2BJTTYEOAiYBJyEm9q0yy3A5dkh+qO0BgTgnuwAasm78HWpck0AjsgOoZbckx1AUopRwLuBm4lzKjbMjVM7JxNvmItXYgNyXXYAteRlxEDyWdxWU921NPBF4CZg2+Qsao3jvNQsGwNfJbaG/T42Hp3wBPCD7BD9VWIDcm12ALVsNHAc8ervzTiHU53VA7wNuBX4JDAyN44GwHFeqr/1gY8BE4kHlR8mFpurM04GnswOUWXbEK+PrOrWZVTnifTN5F+vEur6wV7ILtkBuIr862UNrjzVWKqfNYiHkN8Bbid/nGlSzQRW6/sjKkeJB/9dRyxQXDk7iAZsJ+Bq4EfAp4GHU9OoDlYHvgQchm/Yqu5+ovGXVB1jiQOIx/XWqsTOg+sCmwJb4n1bpp8B/84O0YoSG5B5wPnEFAtV1xDgcOBA4AvAN4BZqYlURSOJ1/afBMYkZ1F7nJsdoMLWJh7wbE7MoZ8ArETcELoGT2qm+cDXskPUxd7kv86y2lu3A/tRHqdgRZU4BetA4C7yr43V3toF9dcIYF9ibvd95H92lmWVV2dRQaVOZRhKvKYfnx1EbXcR8CFi7+8S3EzsztF0NwBbZYfotRXxxmz35Bxqv3uIKRvzk3OUbgPgSOJgNhftSlqcucT0t5uyg7SqxF2wIC7o97JDqCP2Itb5nExMHZAWWIE4kGoiNh919W1sPpZkM+AnxIORj2DzIWnJfk4Fmw8o9w0IxMB7L85rrbMpxPa9JwNzkjL4BiRkvgEZDryP+C4sl5RBnTedOLR0WnaQAq1MbLLwDsp9MCipLHOIDQBuzw4yECUPdI8Rh9WovsYRT0SvBV6ZnEU5XkU0Pydi81F338LmY1EOJ860OZyy/yZLKsuPqWjzAWW/AYG4Qb0Db0ya4rfEtIM7u/jv9A1I6PYbkI2ArwOv7uK/U3kmE4eSTc8OUpBxwCnAAdlBJFXOk8Tf0YeygwxU6U9bpgD/kx1CXbM/sTj9eGCZ5CzqjGWJ7QJvxOajSf4fNh8L24w4K8nmQ9JAfIkKNx9Q/hsQiB2xriZOSFdzPEQcYvhj4myYTvENSOj0G5ChwBHA/+JhVU1zBbAznf09rpK9gV/hQxZJA3MX8RDj2ewgg1H6GxCIw5bWzw6hrhsPnAZcBbw8OYsGZzfgGmKzAZuP5tmE2FZWcRbS77H5kDRwH6XizQeU34CMIZ4Ujc0OojQvBS4DzgDWSM6i1qwNnAlcCmydG0WJliMOymr6joavJv6eLZUdRFJl/Qk4OztEO5TegHyH2GJMzdYDvAW4BfgMMCo3jvowhphqdTNwUHIWlWEL4oyXptqOaMaHZweRVFkzgKOyQ7RLyQ3Iq4C3Z4dQUcYQmxLcDBycnEUv1gMcSjSK/42Nop7vCJq53fZ4YtrVmOwgkirtc8TOsLVQagMyGs8A0eKtDfwS+AvwkuQsCtsBlwOn41Q5LVoPse1skxrTYcAvgFWzg0iqtOuIHSRro9QG5EPEibnSkuxKLG4+BRc3ZxkP/BC4EtgxOYvKNwE4OjtEF32KGKckaaDmAu8iTj6vjRIbkBWBj2WHUGUMIX4xbwM+DIzIjdMYSwGfIE5wfgdljiUq0yeBFbJDdMFmxFbikjQYJxAPW2ulxJuG9+OuV2rdssBXiQPuXpOcpe7eQBwY+SXcTlStWw54b3aILvg+PhCRNDjXAMdlh+iE0hqQUTTjD5M6Z0PgD8B5xPkDap8tgIuJLQDXS86iansf9d6Odn/i8EVJGqiniY1dZmcH6YTSGpCDgJWyQ6gW9gWuB74BLJ+cperGEVti/xPYMzmL6mFV4I3ZITpkCPDF7BCSKu+DxPTyWiqtATksO4BqZTjwAeIX+ChgaG6cyhlGLBi+jXgzOSw3jmrm0OwAHfI6fPsqaXDOBk7NDtFJJTUgqwCvyA6hWloR+B7xBH+P5CxVsTfxBumbNGPBsLpvb+J3s26OzQ4gqdLuIM5NqrWSGpB98Am1OmtL4BLgHGDd5CylWm2AzMMAACAASURBVJ84sfkCYNPkLKq3YcBe2SHabAPcdlfSwM0gDlp+IjtIp5XUgNTtD5HK9VpiF6cvUO+FsK0YRWz1N4lYiyV1w97ZAdrsrdkBJFXaO4Frs0N0Q092gIXcDayTHUKS1DW3EzvX1cUtwEbZISRV0jeJdauNUEoDsgIwJTuEJKmr5hPngkzPDtIG6xAP0iSpVX8CXkVNt9xdlFKmYG2ZHUCS1HU91Gf8dxqxpIGYRGxL3pjmA8ppQFwQLEnNtE52gDbZITuApMp5GHgNMC07SLeV0oCskR1AkpRirewAbbJ1dgBJlfI0sSnOvdlBMpTSgHj6uSQ1Ux3OAukBNssOIakyZgOHABOzg2QppQEZnR1AkpSiDuP/Krilt6T+mUts2f3H7CCZSmlARmYHkCSlqMP4v2Z2AEmVMB84EvhldpBspTQgs7IDSJJSzMwO0AbLZQeQVAkfBU7LDlGCUhqQZ7IDSJJSzMgO0AajsgNIKt4ngK9lhyjFsOwAvaZmB5AkpajD+D8iO4CkYs0nTjj/VnaQkpTSgNyfHUCSlKIO438d3uJIar+5xJoPp129QCkNyH3ZASRJKeow/juNWNILzSZ2u2r8gvNFKaUBuTE7gCQpRR3G/8nZASQV5WninI9Gb7W7JD3ZARbyMLGXuiSpGR4E1sgO0QbLANOzQ0gqwsPA64BrsoOUrJRdsACuzg4gSeqqq7IDtMmTwOPZISSl+xewAzYffSqpAbkoO4AkqasuzA7QRtdlB5CU6k/ALsC92UGqoKQG5PzsAJKkrrogO0Ab/TM7gKQ03wD2BZ7IDlIVJTUgtwPXZoeQJHXFlcA92SHa6LLsAJK6bgbwX8CHgDnJWSqlpAYE4PTsAJKkrjgjO0Cb/ZnYdlNSM9wOvAz4UXKOSippFyyAlYi5c6Oyg0iSOuZpYC3qt3D7EmCP7BCSOu5s4AiccjVgpb0BmQz8JDuEJKmjTqN+zQfAz7IDSOqoGcAHgTdi8zEopb0BAdgQmEQ5hyRKktpnFrAxcHd2kA5YDngIGJkdRFLbXQMcCtyWHaQOSnsDAvHB/iA7hCSpI06mns0HxBNR1zJK9TIHOB54OTYfbVPiGxCA8cCtxOmykqR6mEa85X40O0gHbUocRlbq31dJ/Xcd8E5gYnaQuhmaHWAxngKmA6/ODiJJaptjgL9lh+iwycAWRCMiqZpmAJ8htth9MDlLLZX8hGYI8Bdg5+wgkqRBuwR4JTA/O0gXbEi8BRmeHURSy/4EHAXckR2kzkpcA7LAPGKxz2PZQSRJg/Io8Daa0XxAzBP/XnYISS25CziQeFBi89FhJb8BWWBf4I+U3SxJkhZtLrAP8VSxSZYm3oKsnR1E0hI9BXwROBF4NjlLY5S6BmRhdwBTgVdlB5Ektey9wFnZIRLMIraUP5RqPOyTmmYO8EPgAOC83v+uLqlCAwJwNbGvuutBYo/53wJfB34EbAmsnBlIEtcD7wIuIk75XoV4At50/wN8NTtEoruIdSC7ZgeR9B/zgDOAg4n7qKdS06gSvkTMIW5SPUVMQfsgsPkirskw4P3AlAKyWlbT6lHg3bz4YU4P8XDgWOBc4vc4O2u363MI4rtxIfmfh2U1veYCv8Qd6jRAnyS61+wvcqdqDnAF8L/EU7MR/bwu44BvA7ML+Bksq+41i5gvvBz9MwLYHfg8cBXxe579M3Sq5gIf6ed1aYqxwLXkfzaW1cSaSbzpWNRDXKklB1CvJ4q3At8B3kD/b2gWZ3NiGkj2z2RZda1zgY0ZnOWJcex7wO0F/EztqunA6wZ5bepqPLE7VvZnZFlNqanECearIbXRZsQJldlf8IHUo8DPgSPo3A4p+xML+LN/VsuqS91C5w5HXYdYQ/JL4iC77J91IHUNg2/M6m48sTNW9mdlWXWum4hp68sgdchSRHc7i/wv/JLqGWIO8EeBl9C9LYWXAj5OPJXMvgaWVdV6gljL0a1D5YYA2xK/uxcRJ/JmX4Ml1UxiapmH7vXPisBfyf/cLKtO9TQxzcrNitRVmwIXk/8LsKDmEk8Djwf2JHbwyjQeOI3IlX1tLKsqNQc4mfxd5kYBewFfBiZS1u/xBcBGnfvRa2sEcAr5n59lVbnmAX8H3gMsi5RoZ/IakX8DZwJHUu58w22Av5E/aFhW6XUpsDVlWhE4iGiO7iLn+lyGaz3a4UDcwdCyWq1JwGeB9ZEKsx1wKp1dqP448GvgKKr1S9ADvAW4n/xBxLJKq3uIm/sq2YB4Ang2seiyU9dmOtH0bNOdH6sx1gR+Q/5337JKrZnEw+WPABOQKmA0sdPMT4g3FIP5BXgauAT4NLA91TnEcXHGEIeEPUP+4GJZ2fUU8N/EdKcqGwq8jPhZ/kyMW4O5Lg8QJwW/nupfm9LtA9xI/u+CZZVQdwHfBfbDQ11rqSc7QJetS/xx3hTYEFidOD9jHHGgH8A0YheaycT2mLcQu21NJM7YqJu1gROIE0GlppkP/Az4BHGzXTfDiQXtWxNrNTYAVuqtBVt+zyamAU0BHiTGvJuJ80ru6W7cxhtCbMf+KXzTpOaYR0yruoxY03EZjj2117QGRIu3K/ANYpcuqQn+AXyAOPhTKs32xNbMBwArJGeR2mU28YDjxt66DriSePirBrEB0cKGEGeTfJ78nX+kTnmIeML8E+LJm1SyYcBuxBk0OxFvRtzyWCWbBdwL3E28ybi7t24i3rDWcTaJWmQDokVZFvgMcDSxXaRUBzOBE4EvAk8mZ5EGahQxnW4j4gDLlYhpxGMSM6n+phNbgM/hufFzKvAYz03hXFCT8eGOpEHYgNhaOHsxmmUNts4B1kOSJEmVsCfuzmJVs24GXoUkSZIqZxhxyOJk8m8qLauvmkIsMF+wu50kSZIqagXgJGIRWfZNpmW9sGYTh+WthCRJkmplY+A88m84LWtBXQxsgSRJkmrtdcCd5N98Ws2t24GDkCRJUmOMIObbTyP/ZtRqTj0FfBZYCkmSJDXSeGL+/Vzyb06t+tY84hDBVZEkSZKAbYHLyL9RtepXVwE7IEmSJL1ADzEv/x7yb1qt6tcDwNuI75UkSZK0WKOJefozyL+JtapXzwDHA0sjSZIktWANYt7+PPJvaq1q1DnAOkiSJEmDsDtwHfk3t1a5NRHYBUmSJKlNhgKnkX+ja5VX3wWGIEmSJLXJ6jgVy1p8zQPOBNZCkiRJGoRRwMeBJ8m/ybXKr6eJzQtGIkmSJLXodcDd5N/UWtWr+4jtdyVJkqQ+vQT4K/k3sVb168/AVkiSJEmLMA44CZhD/o2rVZ+aS6wfWhlJkiQJGA58AHiC/JtVq741lVhPNAJJkiQ11iuBSeTfnFrNqVuB1yJJkqRG2Qj4I/k3o1Zz6yJgMyRJklRrywPHAzPJvwG1rFnEuqNlkSRJUq0MIbZFfYT8m07LemE9RqxDGookSZIqbw/gevJvMi2rr/onsCuSJEmqpDWJ7U+zbyotq9U6B5iAJEmSKmEM8FlgBvk3kpY10HqGWK+0DJIkSSpSD3AQcC/5N4+W1a56kFi/1IMkSZKKsR1wOfk3i5bVqboa2BFJkiSlWg04GZhL/g2iZXW65hHrmlZFkiR1VdOmIgwFNgE2Jg7QWx1YkTjTYoFniK08HwHuAG4BbgCe6mrS7hkFfBj4BLHmQ2qSJ4EvAN8gzrSpo2WALYhxb31gFWAcz/99fwyYQkxTuw24iThpfl5Xk0qSVBMbAB8DzgemMbCnpbOBa4iblNdRn8WsBwF3k/802rKy6w7g9dTDWGA/4mDGicAcBnZNpgJ/BI7FncQkSerT8sRhZDfQmZuV2cDfgOOAnYBh3fmx2mZr4FLyb/osq7S6CNicahkG7EzsWHcZMT514tpMBN6Lp81LkvQ8awLfJqZRdfOmZRrwO+BoYppDqVYi1nkM9ImoZTWhZhPjyAqUa1PgGOD3wHS6e32eAk4Exnf8p5QkqWDLEtOjniX/5mU+cD/wQ+AtxHzrbMOJaRRTyb82llWVmgK8nzLecK4KHAb8CHiA/Gsznzgf6ATqMyVVkqR+Owx4mPw/xourecD1wFeBfYHRnbkMi/VqYiF99nWwrKrWv4C96K4xxO/u14mppPMGmL0b9SCxnkySpNpbFjid/D++rdaCBe3HA68k3k50wobAOQX8vJZVl7qImPrUCUOBbYGP9/57Snmb20qdyfN3FJQkqVa2Au4h/w9uO+px4FfAUcB6bbg2yxFPTWcV8LNZVt3qWeDLxE5Tg7UB8B7gbOozPfIOYLM2XBtJkoqyP7EIMvsPbafqLuAUYkrDuBauy1Dg3cCjBfwMllX3egg4HBhC/60EHAKcSn0eoCyqphHTxyRJqoU307ktJkutSTw3XWvkYq7LbsB1BWS1rKbVRGAXFm0U8Xt7PDHtcm4BebtVc4j1eZIkvUiVTkJ/B/ADWnviWDcziH3+LwIuJp40fhk4MDOU1HDzgV8AnwRWJJqOVxJncyzuoUETzCWakF9kB5EklaUqDciriXM2StgOU5LUP7OB1wIXZgeRJJWjCg3IVsDlxLaUkqRqmQ7sANycHUSSVIbSG5BlgKsp+3RxSdKS3QpsBzyZHUSSlG9odoA+/BjYPTuEJGlQViROc/9ddhBJUr6S34C8HvhtdghJUtvsC1yQHUKSlKvUBmQZ4BZgtewgkqS2uRfYhNjRT5LUUKVuafsRbD4kqW7WBj6QHUKSlKvENyCrAHcAS2cHkSS13TRgPWBKdhBJUo4S34B8EJsPSaqrZYH3ZoeQJOUp7Q3IGOA+YIXsIJKkjnkEWAd4NjmHJClBaW9A3oTNhyTV3SrAG7NDSJJylNaAHJYdQJLUFYdmB5Ak5ShpCtbqxPSr0poiSVL7zQHGA49lB5EkdVdJN/v7UFYeSVLnDAP2yg4hSeq+km74984OIEnqKsd9SWqgkhqQnbMDSJK6ynFfkhqolDUgKwGPZoeQJHXVfGA5YHp2EElS95TyBmSr7ACSpK7rAbbMDiFJ6q5SGpB1sgNIklKskx1AktRdpTQga2UHkCSlWDM7gCSpu0ppQMZlB5AkpXD8l6SGKaUBGZ0dQJKUwvFfkhqmlAZkZHYASVKKUdkBJEndVUoDMjM7gCQpheO/JDVMKQ3IjOwAkqQUz2QHkCR117DsAL0ezw4gSUoxNTtAxYwCNuqtdYiDfMcBYxIzqf6eBOb0/ucFv7PTgcd6a0pvPQ48AsztdkBVSykNyP3ZASRJKRz/l2wYsBvwamAnYBtgeGoiaclmA/cB9/TW3b11MzAJmJUVTOUopQG5LzuAJCmF4/+ibQ+8CzgAWCE5i9SK4cB6vfVCc4BbgRuB64EbgCvwTWjj9GQH6LUGPgWTpCZaGZicHaIQQ4A3AJ8i3nRITTAfuAn4O3B57z9vT02kjiulAQF4lJjLKklqhvuBtbJDFGIf4KvA5tlBpAI8AJwPnAdcTKw3UY2UsgsWwJXZAdQ45wAPZYcoxP3ABdkh1DiO+7Am8BviZsvmQwprAO8Efk0scr8U+DiwfmImtVFJDchF2QHUGLcCrwH2A6YlZynFVGBfYC9ikaDUDRdmB0h2IHAdsH92EKlgw4mNGI4npmZNAj4LbJCYSYNUUgNyfnYA1d5U4APEU8Zzk7OU6mJi7vlHsDlTZ82nuQ3ICOAU4CxcYC61alPgOOA24CrgGGD51ERqWUkNyO3AxOwQqqW5wHeJpyXf5Lm9zLVos4CvARsC/wfMy42jmrqCZu6AtSLR6L8rO4hUA9sDJwH/Bn4K7EpZ65u1GCU1IABnZAdQ7VwCvAR4H3FIkvrvUeBI4KXAX5OzqH5Ozw6QYDwxl32X5BxS3YwEDgP+Qpw3ciwwNjWRlqi0BuSnwDPZIVQLdxH75+9J7DeugbuWmH97CHBvchbVw5PAz7NDdNl44uZos+wgUs1tRLzFvx/4CrHRgwpTWgPyGPCT7BCqtKeATxJzRH+TnKVuzgQ2Iebe+qBAg/ED4InsEF00llh35qJZqXvGEusZ7yQecG+VG0cLK60BgehaZ2eHUOXMA35MrFs4HpiZG6e2ZgD/Qzxh+hmxkFhqxUzgG9khumgo8Ctg6+wgUkMNJ6ZnXQucDWyRG0dQZgNyB3BqdghVyhXAjsA78FyPbnkAOBTYGbgmOYuq5bs0ayrfZ4ntrSXl6gHeQGx9/XNg49w4KtEqxBag8y1rCfUA8VRjMDte3FzAz1FCXT+IazgE+C+i+cv+Oayy63FgHM2xF7ELX/Z1tyzrxTUH+BGwOuq6Et+AADxCnHgpLcoM4PPENKDTiYFEeeYBPySmv30Zp79p8T5Mc3ajW5rYxrrUv7NS0w0F3k4cTvwZYFRuHJWih9iuMLtDtsqqM4F1aB/fgEQN5g3IC60H/LaAn8kqqy6gWfvzn0T+Nbcsq/91L7HbY5PGqTQlP5mZT0yvmZwdREW4DtgdOBi4JzWJ+nInsD8x/eRfyVlUhoeIJ43zs4N0yYbAe7JDSGrJWsAviIffG+VGqb+SGxB4bqHr3OwgSjMZeDdxGN5fkrOoNRcTh0C+n5j7r2aaA7wZeDg7SBd9kdh5R1L17Eo89Pw0/h53TOkNCMBFwJXZIdR1s4ETiSeJp2ATWlVzgO8Q5x98u/e/q1n+QrMeHmxKHIIqqbpGEmtNrwG2T85SS1VoQA4BdsoOoa46l9in+1iadVhZnT0OHE2chXBRchZ1157AftkhuuhDOIdcqostgb8TG6yMSM5SK6UPkqOI3QnWzA6irriFaDrO6+K/82bcCxzgBrp7Sux+xKGj63fx36k8dxJvBmZlB+mw5Yj1LiOzg0hqu38SywJuyQ5SB6W/ATkGm48meIJoPLaku82H8vwe2JzYbnt6chZ13nrAUdkhuuBAbD6kutoGmEgzxrKOK7kBGQN8LDuEOmoucDKxzuNEYt2HmmMmcAKx28hpxHkiqq9PAktlh+iwt2QHkNRRo4HvAb8Dlk/OUmklNyDvAFbIDqGOuRTYlniS4FbLzfYwcASx0O/y5CzqnFWJ6Qt1NRbYOTuEpK7Yj1igvnV2kKoqtQHpIaZfqX7uAQ4C9qC9h9+p+iYCuxBPke9PzqLO+EB2gA7aHbfslJpkXWKB+luzg1RRqQ3IDsS0HNXH08B/A5sAv0rOonLNB35ObAzwOWBGbhy12ZbU94nhLtkBJHXdKOAnxDbz7pLVglIbkDq/pm+a+cDpxDz/LwDP5sZRRTwDfJZoRH5Jc07QboK6ju/bZAeQlOZ9wPm4LqTfSm1AXpcdQG1xNfBy4vXkg8lZVE33AW8CdiO2QFT11XV8r+ubHUn9swexjnFCdpAqKLEB2RhYKzuEBuXfwNuJqXSeYq92+BuwHfAu4JHkLBqcjYC1s0O02VjcNEVSTDO/Ak9P71OJDcge2QE0YM8CXyJuMH6C02bUXvOAU4n1YV+l/ofa1VndxnkfmklaYBXgz8Drs4OUrMQGxHm01XQ2sBnwKeCp5Cyqt+nAR4mDDP+QnEUDU7dxfqXsAJKKMprYcKeua94GrcQG5CXZAdSSO4E9gTcCdyVnUbPcTqwn2JdYK6LqqNs4Pzo7gKTiDCNmgxyZHaREJTYg62cHUEu+CVySHUKNdgHw/ewQakndxvlR2QEkFWkI8ffpQ9lBSlNaAzIWWDY7hFpycXYACb+HVbMysFR2iDZyPZKkxekBvk5MUVev0hqQ8dkB1JIHgZuyQ0jEKeqPZ4dQvw0hFmrWhQdmSurLF/BNyH+U1oCMyQ6glvjUWaWYh1MBq6ZO4/0T2QEkVcLXcE0IUF4D4kK+arEBUUkuyg6gltRpvL8/O4CkSugBvoe7YxXXgMzLDqB+mw/8KTuEtBAb4mqp03j/CDAzO4SkShgC/IiGnxNSWgPiPNrq+BfwUHYIaSF34VbQVfJMdoA2mg9Myg4hqTKGAT8HdswOkqW0BmR6dgD1m0+bVSKnYVXHk9kB2uza7ACSKmUU8BtgQnaQDKU1IP8mniSpfDYgKpHfy2qYQ0xbqpOrsgNIqpxVgD8Cy2cH6bbSGpAZwOTsEOrTLOCv2SGkRbiEeq0tqKsHgbnZIdrMt2+SBmIT4GxgeHaQbiqtAQG4JTuA+nQl8FR2CGkRHifOBFHZ6jjO3wPcmh1CUiXtThxW2BglNiDOoy2fT/pUMqdhla+u4/yZ2QEkVdb7gbdmh+iWEhuQa7IDqE/e4Klkfj/LV9dx/ozsAJIq7fvA1tkhuqHEBuRPuBC9ZE9Q35sH1cPl1GuL17qZC/w5O0SH3Irr4yQN3Gjg1zRgUXqJDchDwI3ZIbRYfyZ2sJFKNRP4W3YILdY1xFqdumrUPG5JbbcucVBhrZXYgEDsi6wyOb1FVeD3tFx1H9/PAW7ODiGp0vYDjsoO0UmlNiCn4zSsUnljpypwo4QyzQN+lh2iw+YBn8oOIanyvgZsnB2iU0ptQO4ALssOoRe5D7gtO4TUDzcAj2aH0ItcDNyfHaILfot/wyQNzmhiY4sR2UE6odQGBODE7AB6EZ8qqyrmExtaqCxNGtePIg5tlaSB2gb43+wQnVByA/I74PbsEHoep1+pSmyYy3IjcEF2iC6aBHwhO4SkyvswsF12iHYruQGZB3wmO4T+Yz5wSXYIqQU2IGX5NM1b2/cFfBMnaXCGAj8AhmcHaaeSGxCIU2U9c6IM1+OcelXLA8S5DMp3GbE7VNPMJU42fjg7iKRK2wL4aHaIdiq9AZkPvJcYxJXLp8mqIr+3+WYD78sOkeghYkvNp7ODSKq0zwAbZYdol9IbEIB/AN/IDiHXf6iS/N7m+zKxK1mT/QM4mGjGJGkgRgInAz3ZQdqhCg0IRNd3fXaIBnsWT5ZWNV0KzMkO0WBXU9MdXAbgXOBAYGZ2EEmVtRtwUHaIdqhKAzKDGLinZQdpqL8Tn4FUNdOIm2B13+PEU3+3on3O74npWE9mB5FUWScAo7JDDFZVGhCIwwnfjE8zMziPXlXmNKzum0U8pbs3O0iBLgR2BO7KDiKpktYmtuattCo1IADnAUfSvK0cs9X1Bm47YM3sEIWYAGybHaJD6vr9LdV84B24bfeSTAK2B87ODiKpkj4BrJ4dooneR5wTMt/qeE2heo1qf2wHTCX/+pZUj1PPJmQ4MJ3869uEmgsc0b+PRb0Ox7HIsqzW6zSU4ghiOlb2F6DudVZ/P5AKsflYfNW1CTmH/Gtb95oFHNrfD0TPszJx0Nhc8j9Hy7KqUXOADamoKj/Z/gHwauJGUp1Tt/Uf2wDnA8tlBynU8sSUpe2zg7SZ07A663FgX+CM7CAV9SjxUG1L4Kd49pWkvg0FjssO0WQbAteS34nWtdbt/0dRPN989L/q9iZkU/KvaV3rauo1TpRgA+ArwGTyP1/LssqtucBmKM0IYlsyp2S1t+5s5UMonM1H61W3JuQB8q9pnWo2ccbH8FY+BLVkBPFm6WTgPvI/c8uyyqtfUUG1OE1xIdsA3ya2ONTgnQK8OztEG2xHbH3ptKvWTQX2AiZmB2mDHwNvyw5RE38FjsYTzrttbWAnYHPi7f8EYCVgHDA6MZekPPOBrYAbs4M0XQ9wCPAv8rvSqteBLV77EvnmY/BVlzchh5F/Late1wEHUL+HV5KWbGlijeC6xBrB1wHHAF8HLgAeIn98anL9ePEfnbptCPAG4sm3O4u0XrOp/hsDm4/2VR2akJVxLBhIzQXOJW44bDwkLc5qxAGkJwG3kD92Nalm4rkgRVoX+CSxWNLzQ/pXlw3oSpfD5qP9VYcm5Bryr2MVai5wBfAxYtqPJLVqAnAscCXee3Wjvty/j0VZVibejHyNeDtyL/5iLKo+PtALXACbj85V1ZuQ48i/hqXVPOBuYhrFV4DXE+sKJKldNiQ2C3qE/DGvrjX1/7d358G333V9x5+X3JCkEkI2QFlMAA2LgogwIKBYFkWLWkRwxAoFRBarMsVibadlnAK2DE5ltEhxoUCLWpG2VltF3BAqyiKBsEMCYQ3EIBiy3pv+8b2ZcAkJ9/7uOefz/Z7zeMy8J8OFDK/zPt/7Pd/39/NdqpOP9AsZzXL65Pimm/jOqE449GdXVY+vnjEo00gHq7OqCwfn2As3nK/fJdVDqreMDrIHd6re227u+36u+o1q/6H/fHl18aG6alQoYKecUP2TppWRuwzOso2eUf3H0SE4due0m6sjr11F8waw8rG5+tump84t0esb379N14GmkwoAc3CT6gdyr8iq611H8yUwb7/f+A1q0/WIlXRus+7ZdCZ3dO92qS5pGvqW5tGN792m61Ur6RzAat2k6fHoLs1aXT3gqL4BZuvBjd+YNlnvadohLMk3ZeVjVC1xJWR/0z0Po3u3ybr/SjoHsB6nVi9pN686WXV5JO8W+fPGb1Cbqh9cUc82xfAxvpY4hDyh8X3bVP3hinoGsG4PavdOEK26Pp/7YLfGfduNqfzNLWv1w/Axn1raEHJcu/Gy0gNNlycCLMUp1Ssav/9ccj39qLvObL288RvUOutA9cCVdWv9DB/zq4tb1hDykLb/xMJLVtYtgM16ctPT+kbvR5dYb9hDv5mpM9rum6R+aXWtWjvDx3xraUPIrza+Z+uqj2YZHli2+1Qfa/z+dGl1sLr9HvrNTD2y7Txj+r6W8/Iaw8f8a0lDyKnVBY3v2arrYPWdq2sTwDC3r97e+P3q0uqZe2k28/Xzjd+oVlmXtZyDRY/aXU4t6RG99277lvmfs9IOAYx1i6bLikbvW5dUf7WnTjNbx1d/0vgNaxV1sOmNpEtg5WN5taSVkCc1vl+rqv/bdW87B9gWJ1d/1vh97FLqYHWHPXWa2TqlOrfxG9ex1s+sujFrYvhYbi1pCPnZxvfrWOvNLedySoCjdXL1/xq/r11KuQxrC31V9e7Gb1x7reevviVrYfhYfi1lCNlXvbDx/dprvaO61cq7AjAvp7Ybj1FfRb12jz1m5m5Zva3xG9jRzxp1ngAAEoVJREFU1s+toxlr4J6P7akl3ROyxJWQt1RnrqMZADN0m+rCxu97515XZFV8a53a9Kbh0RvZkdSV1VPW04aVs/KxfbWUlZCqn6iuanzPjqT+d3Xz9bQBYLbu0/Y9QGQd9T17bTDzt7/p6VhzfkTvJ6oHrenzr5rhY3vr4pbzZu6HVp9qfM9uqA42rWYet64GAMzcjzR+Xzz3+uU9d5fFeHj18cZvbF9c/6vpcrElOKd5H/SpY6+Lqju1DF9Z/Z/G9+yL6yNNb3IH2HWvaPw+ec51wZ47y6KcXr24OtD4je5j1Q+t9+Ou1K2rDza+b2r99f6WMxTvqx5ffbLxfbu6+qWmSz8BmJ5Men7j989zrrP33F0W55sad2/IZ6vntqzrwo+vXtf4v6Rqc/WnLet9Fbeo/kP1943p1+9X37D2TwmwPN/WvC+DH11LOhnNityvenWbuaH1401P8Dl9I59stZ7f+L+gavP1vJbnzKYBfxMrIldWv910syUAN+wljf9Nm2u96Bj6ysLdpvpXTY/LXOVGdWn1O9WjmlYRluhBOXOxq3WgekDLdNPqMdX/qD7favvypuqnmy5LBODLO636dON/1+ZY5x5DX9di3+gAO+qs6mFNB173re7QkT/J5u+bNqS/aLpk6Y+bDn6W6qSmz7OUm5JZvfc0XVp0+eggx+ArqgdXD6zuX9390J8diQPVB5re7vu66jXVh9eQEWDbPb36xdEhZuhg09Uxnxkd5FoGkHk4ofra6nZNG8jph/6spvs5PnWoPtj04p1t8m+rZ48OwXD/unrO6BArdvumG/9u2XTZ1rUvg7q86XHEFzcNGu9rutQKgGOzvzqv6ZiKw31H9QejQ8Ac3LJpwBq9NKnG12erWwUAx+axjf9Nm2M961iaumo3GR2AnfYzXXdWmN12cvVTo0MAsHivrN49OsQMff3oAF/IAMIop1ZPHB2CWXly0/PcAWCvDlY/PzrEDBlAoPqR6majQzArJ2coBeDYvbzp3lmuc+empzfOggGEUX54dABmyQACwLG6vHrZ6BAzc9PqnNEhrmUAYYR7VXcbHYJZumt1j9EhAFi8XxkdYIbuOjrAtQwgjPDI0QGYNdsHAMfq3U0vdeU6Z48OcC0DCCM8bHQAZu2howMAsBV+a3SAmTlrdIBrGUDYtNOqbxwdglm7T56GBcCxe/XoADNjBYSdda9sd9y446p7jg4BwOK9/1AxOWt0gGs5EGTTvmF0ABbBAALAKvzh6AAz8tXN5Nh/FiHYKXceHYBFsJ0AsAqvGx1gRk6ozhwdogwgbN7tRwdgEWwnAKzC60cHmJnTRwcoAwibd5vRAVgE2wkAq3BhddHoEDNyxugAZQBh824+OgCLcPLoAABsjbePDjAjVkDYSSeNDsAi/IPRAQDYGueNDjAjBhB2km2OI2E7AWBVzh8dYEYMIOyky0YHYBFsJwCsygWjA8zILC5xNoCwaZeODsAi2E4AWJVPjg4wIyeMDlAGEDbv46MDsAgfGx0AgK3x6dEBZuSmowOUAYTN+/DoACzChaMDALA1LhkdYEasgLCTPjA6AItgOwFgVS4fHWBGrICwk946OgCL8JbRAQDYGleMDjAjVkDYSQ4sORIGVQDYUgYQNu3DubyGG/fu3IQOwOrM4qz/TMxiNcgAwgh/ODoAs/aa0QEA2Conjg4wI1eODlAGEMb43dEBmDXbBwCrdIvRAWbECgg76zXVRaNDMEsfr/54dAgAtsoZowPMiBUQdtbV1X8bHYJZ+q/VgdEhANgqtx4dYEasgLDTXpgDTQ53oHrR6BAAbJ2zRweYkc+ODlAGEMY5v/qfo0MwK6+qPjg6BABbxwBynYtHBygDCGM9uzo4OgSzcKD62dEhANhKdxsdYEY+PTpAGUAY6+3VK0aHYBZeWp03OgQAW+nrRweYkVkMIPtGB2Dn3abpwPOU0UEY5jPVXZuegAUAq3S7ppcgM7lr9a7RIayAMNpHq2eNDsFQz8zwAcB6PGB0gJmZxQqIAYQ5+M/VH4wOwRC/V/3a6BAAbC0DyHWuaCY3obsEi7k4o3prddvRQdiYD1X3aiY7QwC20vuqO40OMRPvrc4ZHaKsgDAfn64eVX1+dBA24tKm79vwAcC6fE2Gjy90wegA1zKAMCdvrB7d9KZ0tteB6rHVm0YHAWCrPXJ0gJk5f3SAaxlAmJvfq56Yt6Rvq6urx+UllACs36NHB5iZC0YHgLl7THVldY3amrqy6bIrAFi3uzT+d29uNZuBzAoIc/Wb1XdWl4wOwkpcXH1H9dujgwCwE540OsAMvXN0AFiKr2l6Y/roswZq7/W26o5f/MUCwJqcVH2q8b9/c6orquOPpamrZAWEuXtfde/q31cHB2fh6FzT9I6X+1UfGJwFgN3xuKbH+3Odd1VXjQ4BS/Qt1bmNP4ugvnz9TV7+BMDmHVe9p/G/g3Orlx9LU2HX7a+eXn2k8X+Z1fXrwuqpTT8AALBpP9T438I51r84lqYCkxOqpzUtKY7+S63qvOoph74XABjh+KZLt0f/Js6xvv0Y+gp8Cd9a/Wp1UeP/gu9SXVS9pHrgl/+KAGDtfrzxv41zrAPVKcfQ15XbNzoArNBxTTc8P6i6f3Wv6swj/HevqT5X3Xwtyebp75o+75HuBz7V9Pby11d/Wv1lXhgJwDycUb23OnV0kBk6t7rH6BBfaP/oALBCB6q/OFTXOq06p2kQOb3DH0F3WdP7KT7WtNM6s+nGtV24jOiy6m5N71k5p/rKpv6c9AX/m6ua+nNRU1+8kwWAuXp+ho8b8vrRAYAb94LGL5Vuop63qoYBwGAPbnpU/+jf1rnWY/feWmATTqs+0fidxTrrI83sWlAA2KNbVB9q/G/rnOusvTYX2Jzvb/zOYp31PatrFQAM9crG/67OuT6499YCm/Ybjd9prKNetsomAcBAT2387+rc6z/tubvAxp3c9r1J9bzqK1bZJAAY5H7VFY3/bZ17ffdeGwyM8XXVZxq/81hF/W1159W2BwCGOLvtv19zFXV5dbM99hgY6B+2/DMsl1XfsurGAMAAp1XvbPxv6xLqj/bYY2AGvq+6svE7kr3UFbnpHIDtcHL1xsb/ti6l/vne2gzMxSOaljJH70yOpj5fPXwdzQCADbt59eeN/21dSh1sulQNWLhvaXor+OidypHUJ6pvXk8bAGCjTqv+qvG/rUuqN+6p08AsnVW9tfE7lhurv65ut6bPDwCbdHbu+dhLufwKtswJ1fOrA43fwXxhHaieV910fR8dADbmfnna1V7qYHX7PfQbWIAHVG9r/I7mmuotTTtqANgGT2v5T6EcVW/YQ7+BBdlfPb36aGN2MhdWP1odt+4PCgAbcIvqlY0/iF9yPfWouw4s0onVj1XvbTM7l3c37WBO2MSHA4ANeHB1QeMP4Jdcl1anHGXfgYXb1/Tywpc1vX18lTuVi6uXVg869P8DANvgjOrXm+5dGH0Av/R66dG1Htg2x1cPqf5d9afV5zq6ncjnqj+pfrZpqNm/0fQAsF77qx9v9SfsdrkecFTfwCDOosJm3a762urWTWd8TvyC/+6yplWOT1TvqT6y8XQAsH7HVT9Y/ZvqToOzbJN3VXcdHQIAAObixOrJTSfZRq8UbGP9xJF/FQAAsL3uUr2g+lTjD9K3tS6pTj7SL2Q015QDALBqd6r+cfWY6l6Ds+yCFzfdO7oI7gEBAOBY3bbpBugHVg/LvR2bdGV1dvWx0UGOlBUQAABuzM2bjhlPP1S3qs6q7tB00/Pdq1uOCkevbEHDR1kBAQAYYX91j+o+TQfx51Rf1XSAf0ZOEnNkDjZtR+8YHeRo2LgBADbjzOq7q+9teqnszYamYRu8qoUNH2UFBABgnfY13RPx5Kbhw8lfVuVA0+Vv7xwdBACA8fZVj6je3PhHtKrtrJe3UFZAAABW637VL1bfODoIW+vqpnuH3jc6yF7cZHQAAIAtcXL1kur1GT5Yr//SQoePsgICALAK961eUd1xdBC23ueanpr28dFB9soKCADAsXlS9WcZPtiM57bg4QMAgL3bV72g8Tcjq92pD1YntnAeBQcAcPT2VS+sfmx0EHbKM6vLR4cAAGDzXtz4s+Fqt+qPAgBgJz278Qejarfq8urOAQCwcx7T+INRtXv1rLaIx/ACAByZr6neVN18dBB2yrnVN1VXjQ6yKh7DCwDw5e2vfjPDB5t1oHpCWzR8lAEEAOBI/FR1z9Eh2DnPr948OsSquQQLAODGnV29sy14/wKL8ubqm6srRwdZNSsgAAA37jkZPtisS6vHtoXDRxlAAABuzD2annwFm/SM6j2jQ6yLAQQA4IY9M8dLbNarq5eMDrFO7gEBAPjSblt9sDp+dBB2xvure1efGR1knUz0AABf2uMzfLA5l1WPbsuHjzKAAADckB8YHYCd8pTqraNDbIIBBADg+u5e3W10CHbGL1QvGx1iUwwgAADX9+2jA7AzXtv0osudYQABALi+h44OwE44r3pUddXoIJvkKVgAAIfbV11SnTI6CFvtE9V9qw+NDrJpVkAAAA53xwwfrNdl1fe2g8NHGUAAAL6Ym89Zp6uq76/eODrIKAYQAIDDffXoAGytA9Xjqt8bHWQkAwgAwOFuOzoAW+ma6snVK0cHGc0AAgBwuFuMDsBW+qnq10aHmAMDCADA4U4aHYCt89PVC0aHmIv9owMAAMzMTUcHYGtcU/1k9cLRQebEAAIAcLjLRgdgKxyofrT61dFB5sYAAgBwuM+PDsDiXVX9cPUbo4PMkQEEAOBwF40OwKJdWj2mHX/U7o0xgAAAHO7C0QFYrE9Uj6jeNDrInBlAAAAOd/7oACzSO6rvqj48Osjc7RsdAABgZk6tLs5xEkfutdWjqs+MDrIE3gMCAHC4S3IWmyP3C9XDM3wcMQMIAMD1vW50AGbv8uqfNr3n46rBWRbFAAIAcH2vGR2AWXt/dZ/qpYNzLJJrGwEAru9W1Uer40YHYXZ+p3piLrnaMysgAADX98nqj0aHYFYua7rc6vsyfBwTUz0AwA175OgAzMJfVw+rfn90EAAAtteJTS+Wu0btbF1dPbc6PlbGCggAwJd2dXVS9W2jgzDEudX3Vi+rDg7OAgDAjjit+tvGn4lXm6vPV8+q9sdaWAEBALhhlzUdlD50dBA24rXVd1W/m1UPAAAGOan6QOPPzKv11QfywAEAAGbkQU1nxEcfKKvV1t9Xz2564AAAAMzKLzf+gFmtpq6qfqX6ygAAYKZOrN7c+INntfc6UP1W9bUBAMAC3Km6uPEH0uro6mD136u7Xv8rBQCAebt/06NaRx9Uqy9fV1S/Xn3dl/wmAQBgIb676eB29AG2+tJ1SfVz1Vfd0BcIAABL811d954QNY96Z/WT1ck38r0BAMBifWv1qcYfeO9yXVq9tHrAjX9VAACwHe5Qndv4A/FdqoPV66unVad8+a8IAAC2y4lN9xwcaPzB+TbXeU0vDrzjEX0rAACw5R5WvbfxB+rbUldUr62eWZ19FN8DAADsjBOqf9n0JKbRB/BLrPOrF1XfU93sKHvPAuwbHQAAYEudUv149c+qMwdnmauDTZdV/UX1hkP/vGBkINbPAAIAsF43rR5ZPaH6tmr/2DjDXFW9q3r7ofqb6i+rvxsZis0zgAAAbM5p1T+qHtz0RvVtu5n6iurDTZdRXXDon+c3vZ/j3U1DCDvOAAIAMM4Z1V2qOze9tfv0Q3X8yFBf5LNNT/e6uvrcoT/7u6b3n1z8RXVR02VVAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB79/8BW5j2X98p0ZMAAAAASUVORK5CYII="
<s>[INST] Icon of Rainbow here are the inputs Rainbow [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M21 21V12C21 7.02944 16.9706 3 12 3C7.02944 3 3 7.02944 3 12V21M18 21V12C18 8.68629 15.3137 6 12 6C8.68629 6 6 8.68629 6 12V21M15 21V12C15 10.3431 13.6569 9 12 9C10.3431 9 9 10.3431 9 12V21" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Rainbow
Rainbow
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M21 21V12C21 7.02944 16.9706 3 12 3C7.02944 3 3 7.02944 3 12V21M18 21V12C18 8.68629 15.3137 6 12 6C8.68629 6 6 8.68629 6 12V21M15 21V12C15 10.3431 13.6569 9 12 9C10.3431 9 9 10.3431 9 12V21" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Snow Alt 1 here are the inputs Snow Alt 1 [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M11.9994 3V7M11.9994 7V17M11.9994 7L8.99943 4M11.9994 7L14.9994 4M11.9994 17V21M11.9994 17L8.99943 20M11.9994 17L14.9994 20M4.20624 7.49999L7.67034 9.49999M7.67034 9.49999L16.3306 14.5M7.67034 9.49999L3.57227 10.5981M7.67034 9.49999L6.57227 5.40191M16.3306 14.5L19.7947 16.5M16.3306 14.5L17.4287 18.5981M16.3306 14.5L20.4287 13.4019M4.2067 16.5L7.6708 14.5M7.6708 14.5L16.3311 9.49999M7.6708 14.5L3.57273 13.4019M7.6708 14.5L6.57273 18.5981M16.3311 9.49999L19.7952 7.49999M16.3311 9.49999L17.4291 5.40192M16.3311 9.49999L20.4291 10.5981" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Snow Alt 1
Snow Alt 1
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M11.9994 3V7M11.9994 7V17M11.9994 7L8.99943 4M11.9994 7L14.9994 4M11.9994 17V21M11.9994 17L8.99943 20M11.9994 17L14.9994 20M4.20624 7.49999L7.67034 9.49999M7.67034 9.49999L16.3306 14.5M7.67034 9.49999L3.57227 10.5981M7.67034 9.49999L6.57227 5.40191M16.3306 14.5L19.7947 16.5M16.3306 14.5L17.4287 18.5981M16.3306 14.5L20.4287 13.4019M4.2067 16.5L7.6708 14.5M7.6708 14.5L16.3311 9.49999M7.6708 14.5L3.57273 13.4019M7.6708 14.5L6.57273 18.5981M16.3311 9.49999L19.7952 7.49999M16.3311 9.49999L17.4291 5.40192M16.3311 9.49999L20.4291 10.5981" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"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"
<s>[INST] Icon of Sunset here are the inputs Sunset [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M6 12L5 11M18 12L19 11M3 18H21M5 21H19M7 18C7 15.2386 9.23858 13 12 13C14.7614 13 17 15.2386 17 18M12 3V10M12 10L15 7M12 10L9 7" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg> </s>
Icon of Sunset
Sunset
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M6 12L5 11M18 12L19 11M3 18H21M5 21H19M7 18C7 15.2386 9.23858 13 12 13C14.7614 13 17 15.2386 17 18M12 3V10M12 10L15 7M12 10L9 7" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> </svg>
true
"iVBORw0KGgoAAAANSUhEUgAAAyAAAAMgCAYAAADbcAZoAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nOzdedhtZ13n6U9OBpJAEmYhBCSAyIyAERULEQKIgFoqDqig1SVd1dbQDqWUZVl2d1WX3e3QoKKgJYjiQDkgk6KitIKWgswiozkMggESCQQCGU76j/XGTCfnvMPe+9lr7/u+rt+V6eSc3/usvYbvfp61VgEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMAmO2F0AwDMwinVnavb7tTpO//+U9VHd+r91eVDugNgNgQQAG7oxOq86mE7db/q3Oqk4/x/V1YXVG+tXrNTr62uWlqnAADALB2qHlP9fPXh6uoF1Yd3fs/H7PwZAADAFjuz+v7qPS0udNxUvWfnzzpzJT8ZAACwNm5R/VB1ccsPHjesi3f+7Fss/acEAACGe2L13lYfPG5YH6yekvsRAQBgI92+enHjg8cN6xXV2Uv8uQEAgBV7bHVh48PGTdWFOz0CAAAz97TqisaHjOPVlU03qQMAADN0QvXMxgeLvdYzc18IAADMyqHqOY0PE/ut5+S9IQAAMBs/0fgQcdB61sJHBQAAWLjvaXx4WFR9z4LHBgAAWKAva7qZe3RwWFRdVT1moSMEAAAsxNmt96N291sX5j0hAACwdl7U+LCwrHrZAscJAAA4oCc3PiQsu568sNECAAD27bTq/Y0PCMuuD1Y3X9CYATCIZ6wDzN/3VueMbmIF7lh91+gmAABgm51ZfazxsxOrqo/t/MwAzJQZEIB5e1p11ugmVuis6jtGNwEAANvoUPXexs9KrLremy/QAGbLARxgvh5Z3WV0EwPcpemFiwDMkAACMF/fPLqBgb5ldAMA7M8JoxsAYF8ONb0h/LajGxnkour21ZHRjQCwN2ZAAObp89ve8FF1m+oho5sAYO8EEIB5euToBtbAo0Y3AMDeCSAA8+Tb/3rw6AYA2DsBBGCeHjS6gTUggADMkJvQAebn5Oqy6sTRjQx2pDq1umJ0IwDsnhkQgPk5J+GjpnPYnUY3AcDeCCAA83PH0Q2skbNHNwDA3gggAPNzxugG1sgtRjcAwN4IIADzc9roBtbI6aMbAGBvBBCA+Tl5dANrxFgAzIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArIwAAgAArMxJoxsAuI67VA+r7ld9bnVudbvqNtXpO7/mU9VF1UeqC6p3VG+tXlO9b8X9wirZPwAADuiU6surn226OLr6gPW+nd/ry3d+7031pA4+VptSTzrgWK4z+wcAwIJ8TvV/Vx9ueRemH975Mz5nRT/TKgkgmx1A7B8AAAtyn+r51ZWt7gL1quol1YNW8POtigCymQHE/gEAsCC3q36+6WJn1IXqVTs93G7JP+sqCCCbFUDsHwAAC/Rt1cWNv1C9pi7e6WnOBJBra+4B5NuyfwAALMStq99o/AXVTdVv7PQ4RwLItTXXAGL/AABYoHtWb2/8RdTx6t3VfZc0BsskgFxbcwwg9g9gq3kRIbBoj65e2/SegnV39+rPmnqGVbB/AAAs0BOqyxr/ze1e67LqiUsYj2UxA3JtzWkG5InNd/94whLGAwDgQB5XfabxF0v7rcurr134qCyHAHJtzSWAfG3TZ2z0eO23PtO0jwMArIWHVJ9o/EXSQevK6psWPDbLIIBcW3MIIHMPH9fUJ6svXPDYAFvIPSDAQd2heml1i9GNLMCJ1S82n5kQ1t/XVr9anTy6kQU4vfrtpn0eYN8EEOAgTqx+qc26IDm5+vXmMRPCetuk8HGNO1S/Vp00uhFgvgQQ4CD+fXX+6CaWwEwIB7WJ4eMaX1o9fXQTAMD2uVfzfKLPXmpd7wlxD8i1tY73gGzKPR/Hqs/kHSHAPpkBAfbr2dWpo5tYMjMh7NUmz3xc1ynVs0Y3AcyTAALsx1dVDx/dxIq4J4Td2pbwcY2HV185uglgfgQQYK8OVf9ldBMrZiaE49m28HGN/zPXEsAeOWgAe/WEtnPtt5kQbsq2ho+ajgWPH90EMC8CCLBX3zW6gYHMhHBD2xw+rvHdoxsA5kUAAfbiHk2P4NxmZkK4hvAxeUR1z9FNAPMhgAB78S3VCaObWAPXvIBRCNlewsf1PXl0A8B8CCDAXnz96AbWiOVY20v4uDHHBmDXBBBgt86p7j26iTVjOdb2ET6O7t7VXUY3AcyDAALs1mNHN7CmzIRsD+Hj2B49ugFgHgQQYLe+cHQDa8xMyOYTPo7voaMbAOZBAAF260GjG1hzbkzfXMLH7jhGALsigAC7cUJ1n9FNzIDlWJtH+Ni9++YpecAuCCDAbty+Om10EzNhOdbmED725rTqdqObANafAALsxjmjG5gZMyHzJ3zsz51HNwCsPwEE2I1bjm5ghsyEzJfwsX9njW4AWH8CCLAbp49uYKbcmD4/wsfBOFYAxyWAALvhYmz/LMeaD+Hj4E4Z3QCw/gQQYDc+PbqBmbMca/0JH4tx2egGgPUngAC78cnRDWwAMyHrS/hYnE+NbgBYfwIIsBsfGd3AhjATsn6Ej8X68OgGgPUngAC78b7RDWwQN6avD+Fj8d4/ugFg/QkgwG5cWn10dBMbxHKs8YSPxfto07EC4JgEEGC33ji6gQ1jOdY4wsdyvGF0A8A8CCDAbr1+dAMbyEzI6gkfyyOAALsigAC79erRDWwoMyGrI3ws15+ObgCYBwEE2K0/qj4zuokN5cb05RM+luvy6lWjmwDmQQABduuTmQVZJsuxlkf4WL4/zQ3owC4JIMBe/MroBjac5ViLJ3ysxgtGNwDMhwAC7MVvVpeNbmLDmQlZHOFjNS6rfmt0E8B8CCDAXlzSdK8Cy2Um5OCEj9V5ftOxAWBXBBBgr36sOjK6iS3gxvT9Ez5W5+rqGaObAOZFAAH26p1NS7FYPsux9k74WK3fqP5mdBPAvAggwH48vemxmyyf5Vi7J3ys1hXVfxjdBDA/AgiwH39bPWt0E1vETMjxCR+r99PVu0Y3AczPCaMbAGbr9OrN1d1HN7JFrqq+tbqyeuHgXtbF1zfdkyR8rNZ7q/vl3R/APpw4ugFgtq6o/rr6lnyZsSqHqq9suuC+/+Be1sUV1Q8lfKzSkepJ1TtGNwLMkwACHMQFTceRLx3dyBY5MeHjuu6fc9mq/e/Vc0c3AcyXby2Bgzqxeln12NGNAEv3iurxTcsBAfZFAAEW4YzqVdWDB/cBLM9bqn+Slw4CBySAAItyh+pPq3uMbgRYuHc3hY+/H90IMH8ewwssyt9XX9Z0oQJsjsPVoxM+gAUxAwIs2jnVH2cmBDbB4aYvFg6PbQPYJAIIsAxCCMzf4YQPYAkEEGBZhBCYr8MJH8CSCCDAMgkhMD+HEz6AJRJAgGUTQmA+Did8AEsmgACrIITA+juc8AGsgAACrIoQAuvrcMIHsCICCLBKQgisn8MJH8AKCSDAqgkhsD4OJ3wAKyaAACMIITDe4YQPYAABBBhFCIFxDid8AIMIIMBIQgis3uGED2AgAQQYTQiB1Tmc8AEMJoAA60AIgeU7nPABrAEBBFgXQggsz+GED2BNCCDAOhFCYPEOJ3wAa0QAAdaNEAKLczjhA1gzAgiwjoQQOLjDCR/AGhJAgHUlhMD+HU74ANaUAAKsMyEE9u5wwgewxgQQYN0JIbB7hxM+gDUngABzIITA8R1O+ABmQAAB5kIIgZt2OOEDmAkBBJgTIQRu7HDCBzAjAggwN0IIXOtwwgcwMwIIMEdCCAgfwEwJIMBcCSFss8MJH8BMCSDAnAkhbKPDCR/AjAkgwNydU72quvvgPmAV3lM9ovrA4D4A9u3Q6AYADugDTRdk7x7cByzb4er8hA9g5syAAJvCciw22eEsuwI2hAACbBIhhE10OOED2CACCLBphBA2yeGED2DDCCDAJhJC2ASHEz6ADSSAAJtKCGHODid8ABtKAAE2mRDCHB1O+AA2mAACbDohhDk5nPABbDgBBNgGQghzcDjhA9gCAgiwLYQQ1tnhhA9gSwggwDYRQlhHhxM+gC0igADbRghhnRxO+AC2jAACbCMhhHVwOOED2EICCLCthBBGOpzwAWwpAQTYZkIIIxxO+AC2mAACbDshhFU6nPABbDkBBEAIYTUOJ3wACCAAO4QQlulwwgdAJYAAXJcQwjIcTvgA+EcCCMD1CSEs0uGED4DrEUAAbkwIYREOJ3wA3IgAAnB0QggHcTjhA+CoBBCAm3ZO9arq7oP7YF7eUz2i+sDgPgDWkgACcGxCCHshfAAcx6HRDQCsuQ80XVC+e3AfrL/D1fkJHwDHZAYEYHfMhHAsZj4AdskMCMDumAnhphzOzAfArpkBAdgbMyFcl5kPgD0yAwKwN2ZCuMbhzHwAALAi5zSFkKvVVta7mz4DAACwMudU72r8xbBabV1Q3TUAABjATMh2lZkPAACGMxOyHXVBZj4AAFgTZkI2u8x8AACwdsyEbGZdkJkPAADWlBCyWSV8AACw9izH2oyy7AoAgNkwEzLvuiAzHwAAzIyZkHmWmQ8AAGbLTMi86oLMfAAAMHNCyDxK+AAAYGNYjrXeZdkVAAAbx0zIetYFmfkAAGBDmQlZrzLzAQDAxjMTsh51QWY+AADYEkKI8AGwlU4Y3QBb77bVvavPre5U3WanTt757xdXH92pd+zU4erIqhuFJTinelV198F9bJv3VI+oPjC4D1iEQ01h+nN36rY7deud/35FddFO/V3TefRvms6rAFvh1tW3Vs9r/+vgL65eWn1fda+Vdg+L556Q1ZZ7PtgE92o6B7606Zy4333heU3n5FsHsGFOqb6hekXTNzGLvqB4W/Xvqzus6geCBRNChA84njs0neve1uL3jSuaztHf0HTOBpits6ofrC5sNRcXl1cvqO6zih8OFkwIWW4JH8zVfZrObZe3mn3lwqZz91mr+OEAFuWU6untf1r4oHVV9avVXZb9g8KCCSHLKeGDObpL07nsqsbsNxc3ncvNiABr79FNN7iNvuC4uvpk9QNde0M7zIEQstgSPpibk5vOXZ9s/P5zddM5/dFL/YkB9unU6kca903Nseovq3su70eHhfOI3sXUBXnULvNybvXqxu87N6wj1bOr05f3owPszbnVmxp/gDxWXVp93bIGAJbATMjByswHc/N1Teeq0fvOsepNTed8gKEeXn2k8QfF3dSR6ofz/hvmQwjZXwkfzMkJTeemI43fd3ZTH2k69wMM8bjqU40/GO61frbpxU0wB5Zj7a0uyLIr5uOE6hmN32/2Wp+uvmoJ4wFwTE+sPtP4g+B+6xcSQpgPMyG7KzMfzMmhpnPR6P1mv/WZpmsBgJX4gtZ/nepu6lerkxY8NrAsZkKOXRdk5oP5ONT0FvLR+81B61PVlyx2aABu7O7VRxt/0FtU/WJmQpgPMyFHLzMfzMmhpnPP6P1mUfXRpmsDgKU4tfqrxh/sFl1mQpgTMyHXrwsy88F8bMrMxw3rTdVpixsmgGs9q/EHuWWVmRDmxEzIVGY+mJNNm/m4YT1rcUMFMPmy5vOIwP2WEMKcbHsIET6Yk00PH1c3XSN82aIGDODUtmfJhxDCnGxrCBE+mJNtCB/X1LuarhkADux7G39QW2UJIczJtoUQ4YM52abwcU1970JGDthqt6ouavwBbdUlhDAn2xJChA/mZBvDx9VN1wy3WsD4AVvsPzT+YDaqhBDmZNNDiPDBnGxr+Lim/sPBhxDYVjerPtj4A9nI8ohe5mRTH9F7QR61y3xs6qN291IX5l4QYJ+e3PiD2DqUmRDmZNNmQsx8MCfbPvNx3XryAccS2FIvb/wBbF3KTAhzsikzIRdk5oP5MPNx/XrZgUYT2Eq3q65o/AFsncpMCHNyTvWOxu83+613ZOaD+TDzceO6oulaAmDXvqXxB691LDMhzMlnVW9q/H6z13pbdfYSxgOWwczHTdc3739YgW3km5ybLjMhzMltqlc1fr/Zbb1qp2eYAzMfxz9fAuza3zb+wLXOJYQwJydXP9v4/eZ49bM7vcIcCB/Hr7/d9+gCW+dW1ZHGH7jWvSzHYm6+tvpo4/edG9bHslSDebHsand1pLr1/oYY2DaPaPxBay5lJoS5Oaf6zcbvO9fUb+Zmc+bFzMfe6hH7GmVg63x74w9YcyohhDl6TPXmxu03b97pAeZE+Nh7ffu+RhrYOv+p8QesuZUQwhydUH1N9bpWt6+8bufPPGEFPx8skvCxv/pP+xlsYPv8VOMPWHMsIYQ5O6/6ueqiFr9vXLTze5+3sp8GFkv42H/91D7GG9hCv9D4A9ZcSwhh7k6qHlX9aPU/qsvb+35w+c7/+6M7v5eHNTBnwsfB6hf2PuRsOicFjua00Q3M2FN2/vrtTU//gLm5snrlTlWdWt2r+tzqrk1vNr5NdfOd//7JphmOj1SHm95g/vbq06tqGJboUPXcrj22s3euKbgRAYSjuXx0AzP3lOqU6lubLuZgzj5dvXGnYJscavr2Xvg4mM+MboD1Y6kIR3PZ6AY2wDdWv5SQDzBH14SPp45uZAO4puBGBBCO5mOjG9gQ31j9t+xnAHNyzbIr4WMxLhndAOvHhRFH8/7RDWyQp1QvyEwIwBxYdrV47xvdAOtHAOFoHCwWy0wIwPoz87EcvtQEduXcxj+2bxPrVzMTArCODlXPa/x5YhPrrrveCsBWO6HlvIxMCSEA60b4WF5d3HRNAddjSQhHc3X12tFNbCjLsQDWh2VXy/WXTdcUcD0ugrgpfzC6gQ3mxnSA8dxwvny/P7oBYF7u1/ip202v5+VLAIARLLtaTd1vl9sD4B+9pfEHr02vZ+16awCwKD/R+OP/ptfbdr012Donjm6AtXbL6lGjm9hw51WXVn8+uhGALfE91Q+NbmIL/ET16tFNAPNzp+ozjf8WZdPrygQ9gFV4VNMxd/Rxf9PrM03XEAD78vzGH8i2oS6szt7lNgFg785uOtaOPt5vQz1/l9sE4KjuX13V+IPZNtRLdrlNANi7lzT+OL8NdVXTtQPAgZgFWV09eZfbBIDde3Ljj+/bUmY/OC5vp2Q3Prv6m+q00Y1sgQ9Vn1N9cnQjABvi5tW7qjuObmQLXFbdu3rv6EZYb56CxW5c0jSlev7oRrbAGU0H8D8Z3QjAhnh69ZWjm9gS/7F62egmWH9mQNitk6q/qB48upEtcEl1l+rjoxsBmLkzq/dVZ41uZAu8vnpo01PG4Ji8hZndurL6hqaLY5brrOo7RjcBsAGelvCxCpdW35zwASzJk6ojjb/JbdPrvfmCAOAgDjUdS0cfzze9jjRdGwAs1X9s/AFvG8rLCQH27/zGH8e3oX5wtxsE4KB+tvEHvU2v5+56awBwQ89t/HF80+tnd701ABbgUPWLjT/4bXJ9NMuwAPbjUNMxdPRxfJPrF3OOAgY4VD2v8QfBTa7zdrsxAPhHX9D44/cm16/mVQ4cgOTKQRyp/lneerpM7gMB2LtHjm5ggz2/6YlXV41uhPkSQDioI9W3N03FsnjeuwKwdw8Z3cCG+rWmLx6PjG4EoNwTsqx69142AgDVdOwcffzetHLPB7CW3BOy+LqqOnkP2wBg253c9EK80cfvTSr3fABrTQhZfN11D+MPsO3Obfxxe5NK+GDhTKWxaG5MX7yzRzcAMCN3HN3ABnHDOUshgLAMbkxfrFuMbgBgRs4Y3cCGcMM5SyOAsCzXzIQIIQd3+ugGAGbktNENbIBfq74lMx8syUmjG2CjXRNCTqieMrgXoG5e3Wanbnedv7/tdf7+Nju/7tSd/+fMpvXfh6qzdv7dKTu/puqT1eU7f/+xpjXjV1af2Pl3n6ouqy5qejP1RTeoj1znv31qgT8rsD/Pb1rFYOaDpRFAWLZrlmNdXT11cC9z5aKM3bpV0z1Dd6zudoO6Z8tZmnLzrg0jtzrg7/WZ6u+qv71Bfaj6YHVB07EEjuWy0Q3MmGVXrIQAwiqYCTmYS0c3wFo5sbpH9YCduu/OP9+1+a99v1nXBqaj+Xh1uHpP9dbqzTv1niwV4VqfOP4v4SjMfLAyJ4xugK1yqPqFzITs1V2r945ugiFuWd2vuk9T0HhI9XldO+PA5PKmF8/9VfXX1duq11Z/P7Iphrlr02wZu+eeD1ZKAGHVDlXPzUzIbh1pWot/xehGWLqTqgdWD6u+eOev5wztaP7eX/1Z9Zqdv76p6f4UNtvJ1afzoJ3dMvPBygkgjCCE7N57mpbXsHnOqr6oa8PGQzOzsWyXVn9ZvbopkPx507IuNs+7q7uPbmIGhA9gqxxqekTv6De8rnu9cL8DzNo5tXps9RNN9y1c1fjP17bXVU2zIj9ePaZrn/zF/L2w8Z+vda9fzCwRsIWEkOPX0/c9uqyDe1T/qnpZ0+NqR3+e1LHrk9VLq+/Mt+dz9/TGf57WuYQPYKsdqp7X+IPxutZ5+x5ZRjitOr/6kep1jf/8qIPVe6pnV09q/k8Y2zZf0PjPz7rWrzY9TQ9gqwkhR6+P5huqOTi1emLTWuqPN/5zo5ZTn6pe0nTvmnt11t+hppdcjv7crFsJHwDXYTnWjeu5BxpRlunU6quqFzS9c2D0Z0Wttj5e/XL1lU3vLmE9Pbfxn5V1KsuuAI7CTMj161EHGk0W7cTqS5qW5Hys8Z8PtR71sabZrydWp8Q6Ob/xn491KTMfAMdgJmSq9+abqnXxwOonq4sb/7lQ610XVc+s7h/r4FDTsXT052J0mfkA2AUzIfXdBx1EDuS0phuP/6DxnwU1z3pd9bTqFjHS9zT+szCyzHwA7ME2z4R8rDrz4EPIPpxXPSc3k6vF1ceblu19foxwZtu7ZNLMB8A+bGsI+cFFDB67dkbTex/e2Phtrza73lD9L5kVWbUfbPy2X3UJHwAHsG3LsT6YR3yuyh2qH25atz96u6vtqkuqZ1R3jlU4rXp/47f7qsqyK4AF2KaZkCcvaMy4aQ9semrR5Y3f3mq76zNNX7A8IJbtyY3f3qsoMx8AC7QNMyEvW9RgcVRf0vQiuSON39ZK3bBe3fQo3xNiWV7U+O28zDLzAbAEmzwTcmF19uKGih0nV99WvaXx21ip3dSbmt62flIs2tlNx9rR23gZZeYDYIk2cSbkquoxCxwjps/Jk6p3Nn77KrWfuqDpMb6+0V6sL6uubPz2XWSZ+QBYgU2bCfmexQ7PVjtUfUP1N43frkotov66KUz7dntxNundIGY+AFZoU2ZCfnrB47LNzq9e3/htqtQy6q1NQcQ9Iovx443fpgctMx8AAxyqfq7xJ4H91nPyzdUiPL76q8ZvT6VWUa+tHhcHdajpGDx6e+63fi7nD4BhTqie2fiTwV7rmfkm86A+v+nJQaO3pVIj6k+qB8dBOH8AcCBPq65o/InheHVl9f1LGoNtccfq2W3ejaRK7bWONL3T5g5xEM4fAOzbY1vvRyxeuNMj+3Nq9e+rTzR+Wyq1TnVJ9X3VzWK/nD8A2LfbVy9u/MnihvWKvOfjIJ5Yvafx21Gpda73Nr1DhP1x/gDgQL6p+kDjTxwf2OmF/fm86o8bvx2VmlP9YXX/2C/nDwD27RbVD1UXt/oTx8U7f/Ytlv5TbqbTqx/NfR5K7beuqP6v6rTYD+cPAA7kzKYb91axhOc9O3/WmSv5yTbT+VlupdSi6l3VI2O/nD8AOJBD1WOqn68+3OJOGh/e+T0fk+eyH8Stq+c2Pdln9EWbUptUR6r/Vt0q9sv5AxbIc6TZVidW51UP26n7VedWJx3n/7uyuqDprcSv2anXVlctrdPt8PVNz7b/rNGNwAb7++pfV78xupGZc/6AAxJA4FqnVHeubrtTp+/8+09VH92p91eXD+luM51TPavpKVfAavxO9Z3V341uZIM4f8AeCCDAKE+pfjLrnWGES6p/Vf3y6EaA7SOAAKt2VvXT1TePbgTov1f/c/UPoxsBtocAAqzSFzV943q30Y0A/+h91bdWfzK6EWA7eOICsAonVT9c/WnCB6ybuzS98PMZTfcyACyVGezTxFUAABy8SURBVBBg2c6tXtA0+wGst9c2LY981+hGgM1lBgRYpu+o3pLwAXNxXvX66ttHNwJsLjMgwDKcWv1U9T+NbgTYt19qukH9stGNAJtFAAEW7c7VbzZ9kwrM2xuqr216gR7AQliCBSzSl1WvS/iATfGgpvtCHjO6EWBznDi6AWAjnFB9f/W86oyxrQALdnr15KYvLf+kunpsO8DcWYIFHNQZ1XOblmkAm+0lTe8MuWR0I8B8CSDAQdy7elF1z9GNACvz9uqrq3eMbgSYJ/eAAPv1yOrPEj5g29yr+vPqEYP7AGZKAAH246nV71a3HN0IMMStqldU3zK6EWB+3IQO7MUJ1Q9XP1GdNLYVYLATq3/adFx41dhWgDkRQIDdOqXpZvN/k/vHgMkJTUux7lq9vDoyshlgHlxEALtxq+q3suYbuGmvrL6u+tjoRoD1JoAAx3Nu9bKmJ14BHMtbq8dX7xvdCLC+BBDgWO5V/WF1p9GNALPxoerR1V+PbgRYT56CBdyUBzW99Vj4APbijtUfVQ8c3QiwngQQ4GjOa5r5uN3oRoBZun3Tk7G+cHAfwBoSQIAbenjTzaS3Ht0IMGu3bPoi41GjGwHWiwACXNfjqt+rzhjdCLARbl69uPry0Y0A60MAAa7xxOq3q9NGNwJslNOr36m+dnQjwHrwIkKg6snVrzW9bBBg0U6svqZ6d9OjeoEtJoAAX139SnXS6EaAjXao6Xjz9jyiF7aa94DAdntM0/rsm41uBNgalzfNhrxsdCPAGAIIbK+HVa9oukkUYJUuq76i6VG9wJYRQGA7fWH1+3naFTDOJ5uejvXq0Y0AqyWAwPZ5YNNbir3nAxjtkuqR1etHNwKsjgAC2+We1Z9UnzW6EYAdH6keUb1tcB/AigggsD3ObVrqcPboRgBu4O+a7kt77+hGgOUTQGA73Kp6TXXv0Y0wG5+sLqourq6qjjQtl6n6dNNNxDW9uPLUnb8/s+nx7oeq2+yUhxywW3/dFEIuOd4vBOZNAIHNd0rT064eMbgP1sOnqsPVBTt1uPpA9eGmwHFNfXpBf96pXRtGbtO0/O+c6q47de5OnbagP495e2X1uOqK0Y0AyyOAwGY7ofrF6ltHN8LKfax6c/WW6/z1PU1BYx19VnX36v7VA3b+ev/qliObYojnVv9sdBPA8gggsNl+uPpPo5tg6S6t/qJpmd1rm8LGpqyl/+ymIHJe9SXVF1S3GNoRq/Afq/88uglgOQQQ2FxPbfom0X6+eT7Y9DSzP2sKHW+urhza0eqc1PQo6YdVX1w9vLrj0I5YhqubZm5fMLoRYPFcmMBm+tKm+z5uNroRFuKq6o3VS6uXNL0z4eqhHa2Xu1VPrJ5Q/ZN87jfFFU0vKvyj0Y0AiyWAwOa5d9M349bOz9uHq9+ufq/pxtxPjG1nNs6ozm+6cP2n1e3GtsMBXdw00/WO0Y0AAEd3RtPLvK5Ws6yLq+c3fZt/chzUoab7Rp5RXdj47av2V++ozgoAWDsnVC9q/MWC2lt9vPqFpm/sT7rRVmVRTm56vOtzm8Z89HZXe6vfyKoNAFg7P9j4iwS1+3pd9bQ80WmE06onVX/Q+M+B2n1939E2JgAwxvlNT0EafYGgjl0fq55dPejom5EB7l39SPXRxn8+1LHrquqxR9+MAMAq3TUXT+teb2+a7fC27/V1WtM2envjPy/qpuvD1V1uYhsCACtwatNSntEXBero9eqmpT4n3tQGZO2c0DSj+JLGf37U0ev1CfMAMMzzGn8xoK5fV1a/Wn3+TW82ZuK86teblv6M/lyp69dzjrHdAIAl+eeNvwhQ19ZV1a9V9zrWRmOW7lO9sDrS+M+ZuraeeqyNBgAs1j3yKNF1qj+oHnzMLcYmuG+CyDrVpdU9j7nFAICFOLl6beNP/qpeXj3k2JuLDXRe9YrGf/5U/XnenwMAS/dfG3/S3/Z6e/X4420oNt751Vsa/3nc9vrfjrehAID9+yd538fIurj6/uqU420otsbJTY/v/UjjP5/bWldVX3q8DQUA7N2tqvc2/mS/jXVF9ZPVbY67ldhWt61+Jl8QjKoLqrOOu5UAgD35lcaf5Lex3phH6rJ7n5d7tEbVL+1i+wAAu/TUxp/ct60+Vf1w0xIb2IuTqn/b9JSm0Z/jbasn72L7AADHcefqksaf2LepXlndfTcbB47hntWrGv953qb6h+rsXWwbAOAYXtz4k/q21Ceq76hO2NWWgeM7ofoXmQ1ZZf3WrrYMAHBU39j4k/m21F/mpWYsz7nVnzX+c74t9TW72ywAwHXduvr7xp/IN72uqp6RR+uyfCc13VfkSVnLrw81PTkQANiD5zX+JL7p9d68P4DV+6Lqbxv/+d/0evZuNwgAUI+ujjT+BL7J9eLqlrvdILBgt65e3vj9YJPrSPWIXW4PANhqp1fvbvzJe1PrSPUj1aHdbhBYkhOq729aBjh6v9jUemd12m43CABsqx9r/El7U+uS6qt2vylgJb6iurjx+8em1n/Z/aYAgO3zwNyguqx6Q3W33W8KWKl7VG9u/H6yiXV5dd/dbwoA2C5/3PiT9SbWbzUtbYN1dvO892dZ9ft72A4AsDW+rvEn6U2sZ+R+D+bjxKbP7Oj9ZhPriXvYDgCw8W5WvavxJ+hNqiurf72XjQBr5N/m5vRF17ubjrUAQPUDjT85b1JdWn3lnrYArJ+vrj7Z+P1pk+p797QFAGBD3bH6eONPzJtSH63O29MWgPX10Oqixu9Xm1Ifq26/py0AABvoeY0/KW9K/X31gD2NPqy/+1R/1/j9a1PqOXsbfgDYLA/OOu9F1fuqe+5t+GE2PrfpMz56P9uEuqp6yN6GHwA2x6sbfzLehHp3dde9DT3MzrnVexq/v21C/fEexx4ANsLjG38S3oT6m+rsPY49zNWdqrc3fr/bhHrMHsceAGbthOovG38Cnnu9O+GD7XOnzIQsol7bdCwGgK3wNY0/+c693t+0JAW20V2qw43fD+deT9jjuAPALB2q3tj4E++c68Lq3nsdeNgwn1N9qPH745zr9ZkFAWALfGPjT7pzrn+oHrTnUYfNdP+8J+Sg9TV7HnUAmJETm26aHn3CnWtdmpcMwg19Yd6YfpB6S9PMNABspKc0/mQ717qq+uq9DzlshSdUVzZ+P51rfePehxwA1t+J1Tsaf6Kda/2bvQ85bJXvbvx+Otd6Z3XS3occANbbtzX+JDvX+om9DzdspZ9s/P461/rmfYw3AKw1T77aX72kafYIOL5D1W83fr+dY70pT8QCYIM8tvEn1znWG6rT9zHesM1uXr258fvvHOtR+xhvAFhLf9D4E+vc6uLq7vsZbKB7ND2yevR+PLd6+X4GGwDWzf2rI40/sc6prqq+Yj+DDfyjJzTtS6P357nVA/cz2MDuWVcNy/ejOaHt1Q9V/210EzBz76xOrh4+upGZuVn1O6ObAID9ulP1mcZ/ozenekleCgaLcqhpWdHo/XpOdXl1zn4GG9gdJ3lYrn9dnTK6iRl5b/WtTUvWgIM70rRPfWB0IzNycvWdo5sAgP04IzeB7qWuqh6xn4EGjuvheVP6Xuri6hb7GmnguMyAwPI8pbrl6CZm5L9WrxrdBGyoP6l+bHQTM3KrppkjAJiV1zf+W7y51Oualj0Ay3Ny9ReN39/nUm/c3zADwBjnNf7kOZe6tLrn/oYZ2KN7VJ9o/H4/l3rw/oYZOBZLsGA5vmN0AzPyXU2PCwWW793V941uYkYcywGYhVtUlzT+m7s51KuqE/Y1ysB+nVC9svH7/xzq47kZHRbODAgs3jdVZ45uYgYuq/5500keWJ2rq39ZfXp0IzNwRvWk0U0AwPH8ZeO/tZtDWQYCY/1g448Dc6jX7HeAAWAVHtD4k+Uc6o156hWMdlKe1rfbuu8+xxg4CkuwYLHcsHh8V1bfXl0xuhHYcldW/6LpJaAcm2M7AGvplOqixn9Tt+71k/sdYGApnt3448K610cyawvAGnpC40+S614XV7fZ7wADS3G76h8af3xY9/ry/Q4wcH2WYMHifP3oBmbgh5pmiYD18ZHqP49uYgYc42FBPH8fFuNm1YXVWaMbWWN/Uz0w937AOjqlenP1uaMbWWMfqz6runx0IzB3ZkBgMR6X8HE8353wAevq8up7Rzex5m5ZPXp0E7AJBBBYDC+qOrbf2ylgfb20+sPRTaw5y7AAWAunVpc0/gbJda0j1Rfse3SBVfr8pn129HFjXeuSpmM+cABmQODgnlCdObqJNfaiprfDA+vvddXLRzexxs6sHju6CQB4YeO/lVvXOtJ04zkwHw/OLMix6gX7H1oAOLjTqksbf0Jc1/q1/Q8tMNBvNv74sa718aYnHwLAEI9r/MlwXevK6t77H1pgoPtWVzX+OLKudf7+hxZwDwgczONGN7DG/nvTuz+A+fnr6rdHN7HGvmJ0AwBsr3c1/pu4dS1PvoJ5O6/xx5F1rbcdYFwBYN/u1viT4LrWHx1gXIH18aeNP56sa93tAOMKW80SLNi/x49uYI392OgGgIWwL9+0x4xuAOZKAIH9+/LRDaypd1S/O7oJYCFeXL19dBNryjkA9kkAgf05tXrE6CbW1I81vUMAmL8j1TNHN7Gmzs/jeAFYocc2fv3xOtbFTe9GATbH6dXHGn98Wcd61AHGFbaWGRDYH4/fPbpfri4b3QSwUJ+qfmV0E2vKMiwAVuZNjf/mbR3rAQcZVGBtPajxx5d1rL86yKACwG6dmTcEH63+x0EGFVh7r2v8cWbd6srqjIMMKmwjS7Bg7744+87R/NzoBoClso/f2InVQ0c3AXPjIgr27mGjG1hDl1YvHN0EsFQvqD4xuok15JwAeySAwN598egG1tALc2ECm+7S6kWjm1hDAgjskQACe3NS9QWjm1hDvz66AWAl7Os39oVNS7EAYCk+v/E3Pa5bfaQpmAGb7+TqosYfd9atPu8ggwrbxgwI7I2p9hv7zaYnwQCb74rqd0Y3sYacG2APBBDYGyeZG3PzOWwXy7BuzLkB9uCE0Q3AzLy/Omd0E2vkwupOTe9FAbbDydUHq9uObmSNvLe66+gmYC7MgMDu3S7h44Z+J+EDts0V1YtHN7FmPru6zegmYC4EENi9B45uYA29fHQDwBC/O7qBNXT/0Q3AXAggsHtOLtd3efVHo5sAhvj9ppkQrvWA0Q3AXAggsHsCyPW9Oi8fhG318ep/jG5izThHwC4JILB7vt26vt8b3QAwlGPA9QkgsEsCCOzOidV9RjexZqwBh+0mgFzf/XJdBbvi7cVjnVLduelRhretTh/bDsdwu+q00U2skU82BbJ7j24EGOaE6tPVqaMbWRM3r57W9KZ41tOnqo/u1Pub7mVkAO8BWZ0Tq/OaXlb0sKZvSs5NCAQAWLUrqwuqt1av2anX5tHyKyGALNeh6vzq66uvbPoWHQCA9fORpnfcvLD6w+rI2HY2lwCyHGdW/7JpKvZug3sBAGBv/rZ6TvUzTU99Y4EEkMW6RfXd1f9a3WpwLwAAHMw/VP9v9ePVpYN72RgCyOI8sfqp6i6jGwEAYKE+VD29+qXq6sG9zJ4AcnC3r36+KYAAALC5fr/69uqDoxuZMwHkYB5bPb8phAAAsPk+XD2lesXoRubqxNENzNjTqhdUZ4xuBACAlbl59U3VZ5oe38seCSB7d0L1zOr/yBtPAQC20TWvWrhN9XuDe5kdAWRvDlXPbnrELgAA2+2h1dnVy3Jz+q4JIHvz49V3jm4CAIC18ZCm+4FfNrqRuRBAdu97qh8a3QQAAGvnvKb3hPz56EbmwFOwdudRTU86ENgAADiaq5qekPrK0Y2sOwHk+M6u3pBH7QIAcGwfrh6U94Qck6c4Hd+zEj4AADi+21c/N7qJdWdJ0bE9ufqB0U0AADAbn1O9q3rL6EbWlSVYN+206p3VOaMbAQBgVj7UFEQ+ObqRdWQJ1k373oQPAAD27o7Vd41uYl2ZATm6M6v3VWeNbgQAgFm6pLpL9fHRjawbMyBH9x0JHwAA7N9ZTdeU3IAZkBs7VF3QlFgBAGC/3ledWx0Z3cg6MQNyY49M+AAA4ODuUn3Z6CbWjQByY988ugEAADbGt4xuYN1YgnV9h6oLq9uObgQAgI1wUdMLCi3D2mEG5Po+P+EDAIDFuU31kNFNrBMB5PoeOboBAAA2zqNGN7BOBJDre/DoBgAA2DiuMa9DALk+Hw4AABbNNeZ1uAn9WidXl1Unjm4EAICNcqQ6tbpidCPrwAzItc5J+AAAYPEOVXca3cS6EECudcfRDQAAsLHOHt3AuhBArnXG6AYAANhYtxjdwLoQQK512ugGAADYWKePbmBdCCAAAMDKCCDXumx0AwAAbKxPjW5gXQgg1/rE6AYAANhYl45uYF0IINf64OgGAADYWH83uoF14UWE1/IiQgAAluGqpgceeRFhZkCu64rq8OgmAADYOIcTPv6RAHJ9rx/dAAAAG+evRjewTgSQ6xNAAABYtDeMbmCdCCDX90ejGwAAYOO8cnQD68RN6Nd3qLqwuu3oRgAA2AgXVbevjoxuZF2YAbm+I9VLRzcBAMDGeEnCx/UIIDf2gtENAACwMX55dAPrxhKsGztUXVDdZXQjAADM2vuqczMDcj1mQG7sSPXM0U0AADB7z0j4uBEzIEd3ZlNiPWt0IwAAzNIlTStqPj66kXVjBuToPl796OgmAACYrf8n4eOozIDctNOqd1bnjG4EAIBZ+VD1OdUnRzeyjsyA3LTLqu8f3QQAALPzvQkfN8kMyPG9qPqq0U0AADALL68eP7qJdSaAHN/Z1Rua3mAJAAA35cPVg6oPjm5knVmCdXwfrL6xump0IwAArK0j1bcmfBzXiaMbmInDTev4HjO4DwAA1tO/y1vPd0UA2b0/b3ovyBeNbgQAgLXyrOoHRzcxFwLI3vxB0z0hDxndCAAAa+Hnqu+srh7dyFwIIHtzdfXS6tbVQwf3AgDAWD+Z8LFnAsj+/G7TC2Yelxv5AQC2zVXVD2TZ1b54DO/BPLZ6fh7RCwCwLT5cPaV6xehG5sq39wfziur+1UtGNwIAwNL9ftN7PoSPAxBADu7D1Vfu1PsG9wIAwOJ9qHpq9eV5z8eBuQdkcd5Z/Xz1merzqtPGtgMAwAH9Q/Uj1ZOr1w7uZWO4B2Q5zqz+ZfW06m6DewEAYG/+tnpO9TPVxwf3snEEkOU6VJ1ffX3TEq3bjW0HAICb8JHqxdULqz+sjoxtZ3MJIKtzYnVe9bCdul91bnXSyKYAALbQldUF1Vur1+zUa5ser8uSCSBjnVLdubrtTp0+th0AgI31qeqjO/X+6vKx7QAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAALDtThjdAOy4ZXV2dZudOnlsOwCwEa6oLtqpD1YfG9sOCCCMcWb18Oph1UOre1d3GNoRAGyHv6/+pvqL6jXVn1QfH9oRW0cAYVXOrL6h+prqkdUpY9sBAKrLqz+qfqv69YQRVkAAYdnuU31X9Y3VLQb3AgDctEurX6t+onrb4F7YYAIIy3Kv6oerJ1WHxrYCAOzBkeq/N53H3z62FTaRAMKi3bz6d9XTq5sN7gUA2L8rqp+p/mOWZrFAAgiL9EXVL1d3G90IALAw76ueWr1qcB9siBNHN8BGOLH6z9UvVLce3AsAsFhnVU9pWtnw/1VXj22HuTMDwkGdUf1S9VWjGwEAlu73qm/K+0Q4AAGEg/is6verB4xuBABYmTdXj6kuHN0I8ySAsF9nV69setoVALBd3l49qunt6rAnAgj7cVbTm1PNfADA9npb9SXVP4xuhHnxfgb26mbVixM+AGDb3ad6UR67zx55ChZ79ZPV141uAgBYC5/d9ATMl49uhPkQQNiLb6p+ZHQTAMBaOa96Z/XW0Y0wD+4BYbfuWP11davRjQAAa+eS6r7V341uhPXnHhB266cTPgCAozuraZk2HJcZEHbjsU0vHgIAOJbHNr0jDG6SAMLxHKpeWz14dCMAwNp7c/Wg6sjoRlhflmBxPF+T8AEA7M4Dmq4d4CaZAeF4/rz6wtFNAACz8drqC0Y3wfoyA8KxfFHCBwCwN+c1XUPAUQkgHMtTRzcAAMzSU0Y3wPqyBIubckr1oaa3mwIA7MXFTe8Qu3x0I6wfMyDclC9N+AAA9ufW1cNHN8F6EkC4KY8e3QAAMGuuJTgqAYT/v707eLW0ruM4/q6mK9Q0VGKoixYtjMZFEFSKoWHUoqUQtXPlIlq1cOFfEATRqmULw4VpKO6kSEKQEFeZmOVOctKFWdNUeAeGFmdoM+d2r3fu3O/znF4vONzte3X5fc7zPOc5yP3TAQDAqn1tOoBl8gwI2+xV/7j6FwDgOParc9V70yEsiysgbHNnxgcAcH32qvPTESyPAcI2n50OAAB2wh3TASyPAcI2n54OAAB2gjMF1zBA2Oa26QAAYCfcPh3A8hggbHN2OgAA2AkfnQ5geQwQtvnIdAAAsBOcKbiGAQIAAJwaA4Rt/jUdAADsBGcKrmGAsM2l6QAAYCf8czqA5TFA2ObCdAAAsBPenA5geQwQtnljOgAA2AnOFFzDAGGbP00HAAA74fXpAJbnA9MBLNJedbG6aToEAFit/epjV//Cf7kCwjb71SvTEQDAqv0+44MtDBAO8tx0AACwar+eDmCZDBAO8qvpAABg1Zwl2MozIBxkr/pL9cnpEABgdf5a3ZZbsNjCFRAOsl89OR0BAKzSExkfHMAA4X95dDoAAFiln00HsFxuweIwv63umo4AAFbjpepL0xEslysgHOZH0wEAwKr8cDqAZXMFhMN8sM03GV+YDgEAFu93bc4MV6ZDWC5XQDjMleqR6QgAYBUezvjgEAYIR/HL6unpCABg0Z7Ouz84ArdgcVS3Vq9Wn5gOAQAW5+/VndWb0yEsnysgHNVb1femIwCARfpuxgdH9KHpAFbllepT1RenQwCAxfhJfvmK98EtWLxfN7V5JuTe6RAAYNzz1Teq96ZDWA8DhOM41+YfzuenQwCAMa9WX6nenQ5hXTwDwnFcrL5ZvTYdAgCMeK36esYHx2CAcFwXqq9WLw93AACn6+U2Z4ALwx2slAHC9Xi7zaXXZ6ZDAIBT8Wx1X5szAByLX8Hieu1XT1ZnqnvyXBEA7KIr1Q+qh6p/D7ewcg6LnKS7q8eqz0yHAAAn5o3qweo3wx3sCFdAOEl/rn5aXW4zRs7M5gAA1+Fym3d8fKv643ALO8QA4aRdbvMNyS+qW6rzudIGAGtypXqi+nabOxu844MT5WDIjXa++n71nerscAsAcLBL1ePVj9u84wNuCAOE03KuzTcpD1T3V3uzOQBAmx+Tea56qvp5m3d9wQ1lgDDhXHVvm1/N+nL1uerW0SIA+P/wVvWH6sXqher5jA5OmQHCUny8ur26+ernw7M5ALATLlfvXP1cqP42mwMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACw6/4DPSIILQSnkwMAAAAASUVORK5CYII="
<s>[INST] Icon of Sun Dust here are the inputs Sun Dust [/INST] \n <?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M20.9997 21L21.0068 21.007M20.9997 16L21.0068 16.007M20.9997 11L21.0068 11.007M18.4997 13.5L18.5068 13.507M13.4997 18.5L13.5068 18.507M18.4997 18.5L18.5068 18.507M15.9997 16L16.0068 16.007M10.9997 21L11.0068 21.007M15.9997 21L16.0068 21.007M16.4491 9.5509C16.4476 9.48611 16.4524 9.42086 16.4637 9.35606C16.4906 9.20195 16.5729 9.04504 16.7374 8.73121C17.2702 7.71526 17.5366 7.20728 17.528 6.85227C17.5131 6.23804 17.0911 5.70886 16.4956 5.55764C16.1514 5.47025 15.5969 5.61692 14.4878 5.91028C14.1452 6.00089 13.9739 6.0462 13.8177 6.03811C13.5499 6.02423 13.2988 5.90333 13.1209 5.70255C13.0172 5.58546 12.9458 5.42329 12.8031 5.09895C12.341 4.04897 12.1099 3.52398 11.827 3.30937C11.3375 2.93806 10.6606 2.93806 10.1711 3.30937C9.88815 3.52398 9.65709 4.04897 9.19497 5.09895C9.05222 5.42329 8.98084 5.58546 8.87711 5.70255C8.69925 5.90333 8.44819 6.02423 8.18032 6.03811C8.0241 6.0462 7.85281 6.00089 7.51023 5.91028C6.40119 5.61692 5.84667 5.47025 5.50248 5.55764C4.90697 5.70886 4.48496 6.23804 4.47005 6.85227C4.46144 7.20728 4.72783 7.71526 5.26061 8.73121C5.42519 9.04504 5.50747 9.20195 5.53435 9.35606C5.58042 9.6203 5.51841 9.89197 5.36225 10.11C5.27118 10.2372 5.12896 10.3429 4.84451 10.5542C3.92369 11.2384 3.46327 11.5805 3.317 11.9041C3.06393 12.464 3.21454 13.1239 3.68547 13.5185C3.95766 13.7466 4.5209 13.855 5.64739 14.0719C5.99537 14.1389 6.16935 14.1724 6.30659 14.2475C6.54191 14.3762 6.71565 14.5941 6.78878 14.8521C6.83144 15.0026 6.82538 15.1797 6.81327 15.5339C6.77405 16.6804 6.75445 17.2536 6.91624 17.5697C7.09068 17.9106 7.39322 18.153 7.74217 18.2578M12.9997 11C12.9997 12.1045 12.1043 13 10.9997 13C9.89517 13 8.99974 12.1045 8.99974 11C8.99974 9.8954 9.89517 8.99997 10.9997 8.99997C12.1043 8.99997 12.9997 9.8954 12.9997 11Z" stroke="#000000" stroke-width="2" stroke-linecap="round"/> </svg> </s>
Icon of Sun Dust
Sun Dust
<?xml version="1.0" encoding="utf-8"?><!-- Uploaded to: SVG Repo, www.svgrepo.com, Generator: SVG Repo Mixer Tools --> <svg width="800px" height="800px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M20.9997 21L21.0068 21.007M20.9997 16L21.0068 16.007M20.9997 11L21.0068 11.007M18.4997 13.5L18.5068 13.507M13.4997 18.5L13.5068 18.507M18.4997 18.5L18.5068 18.507M15.9997 16L16.0068 16.007M10.9997 21L11.0068 21.007M15.9997 21L16.0068 21.007M16.4491 9.5509C16.4476 9.48611 16.4524 9.42086 16.4637 9.35606C16.4906 9.20195 16.5729 9.04504 16.7374 8.73121C17.2702 7.71526 17.5366 7.20728 17.528 6.85227C17.5131 6.23804 17.0911 5.70886 16.4956 5.55764C16.1514 5.47025 15.5969 5.61692 14.4878 5.91028C14.1452 6.00089 13.9739 6.0462 13.8177 6.03811C13.5499 6.02423 13.2988 5.90333 13.1209 5.70255C13.0172 5.58546 12.9458 5.42329 12.8031 5.09895C12.341 4.04897 12.1099 3.52398 11.827 3.30937C11.3375 2.93806 10.6606 2.93806 10.1711 3.30937C9.88815 3.52398 9.65709 4.04897 9.19497 5.09895C9.05222 5.42329 8.98084 5.58546 8.87711 5.70255C8.69925 5.90333 8.44819 6.02423 8.18032 6.03811C8.0241 6.0462 7.85281 6.00089 7.51023 5.91028C6.40119 5.61692 5.84667 5.47025 5.50248 5.55764C4.90697 5.70886 4.48496 6.23804 4.47005 6.85227C4.46144 7.20728 4.72783 7.71526 5.26061 8.73121C5.42519 9.04504 5.50747 9.20195 5.53435 9.35606C5.58042 9.6203 5.51841 9.89197 5.36225 10.11C5.27118 10.2372 5.12896 10.3429 4.84451 10.5542C3.92369 11.2384 3.46327 11.5805 3.317 11.9041C3.06393 12.464 3.21454 13.1239 3.68547 13.5185C3.95766 13.7466 4.5209 13.855 5.64739 14.0719C5.99537 14.1389 6.16935 14.1724 6.30659 14.2475C6.54191 14.3762 6.71565 14.5941 6.78878 14.8521C6.83144 15.0026 6.82538 15.1797 6.81327 15.5339C6.77405 16.6804 6.75445 17.2536 6.91624 17.5697C7.09068 17.9106 7.39322 18.153 7.74217 18.2578M12.9997 11C12.9997 12.1045 12.1043 13 10.9997 13C9.89517 13 8.99974 12.1045 8.99974 11C8.99974 9.8954 9.89517 8.99997 10.9997 8.99997C12.1043 8.99997 12.9997 9.8954 12.9997 11Z" stroke="#000000" stroke-width="2" stroke-linecap="round"/> </svg>
true
"iVBORw0KGgoAAAANSUhEUgAAAyAAAAMgCAYAAADbcAZoAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nOzdd7gkVZ3/8fcEJjLMDCA5jARJAoKAoqAC/tA1ISILJiQoKmtCRVQURAV3BTEQDCAqKiIoIiooIIgBQckwBMk5DnGGCcxcfn+cO14m3Hu7q6v7e6rq/Xqez3NZdxe//a3q6j5dp84BSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZJUghHRBUiSBjUZmASMAaYAo4Hl+v/OB2YDc4CngWeBJ4Angb6IYiVJaoUDEEmKMxp4MbAJsHZ/1ur/Ow0YX+DfOQ+4F7gbuAu4s/+fbwWuIg1WJEkK4wBEknpjNLARsBXw0v6/mwPjelhDH3AzcDlwRf/fq4BneliDJEmSpC5ZEdgdOAV4DHguwzwL/A04mDQwkiRJklQhWwBfAv4FLCB+gNFubgOOA14PjCq5N5IkSZJKMBXYnzStKXoAUWbuB74FvKS8VkmSJEkqYhlgF+As0oPf0YOFbucy4EOkwZYkSZKkHpkIfIy0slT0oCAiM0l3RdbotJGSJEmSBrccaeDxAPGDgBwyl/Rw/YadNFWSJEnSol4AHAU8RfyX/hwzHzgN2LRogyVJkiSlZzz2Bx4h/kt+FbKAdEdk5SLNliRJkppsJ+A64r/UVzGPk/YUGdt21yVJkqSGWR84nfgv8XXIzcCb2mu/JEmS1AwjgU8Dc4j/4l63/ASY3PqhkCRJkuptLeAi4r+o1zl3ATu0ekAkSZKkutodeIz4L+hNSB/wPWBCS0dGkiRJqpGpwBnEfylvYq4DNhv+EEmSJEn1sB5wI/FfxJucmcDbhjtQkiRJUtW9Fqdc5ZI+4IvAiKEOmCRJklRV+wPziP/ibRbNacD4IY6bJEmSVDlfI/6Lthk8FwPLDnr0JEmSpAo5kvgv2Gb4/A2YNMgxlCRJkirhq8R/sTYOQiRJktQA3yD+C7VpP3/F6ViSJEmqmIOJ/yJtiudcYPQSR1WSJEnK0O7AAuK/RJvOcuLiB1aSVA+joguQpBJtA5wFjIkuRB3bEpgFXBJdiCRJkrQ06wCPEP/LvSkvC4BdkSTVijvQSqqDscDfgZdGF6LSPU26s3VTdCGSpHKMjC5AkkrwTRx81NUk4HRgQnQhkiRJEsAexE8VMt2PD6VLUk34ELqkKnshaclWHzqvvy1J07CmRxciSeqMz4BIqqoRwB+AnaMLUc88CmwCPBxdiCSpOJ8BkVRV++Lgo2lWBI6JLkKS1BnvgEiqolVJU3GmRheiEG8FfhNdhCSpGO+ASKqi43Hw0WQnAFOii5AkFeMARFLV7IGb0zXdasBXo4uQJBXjFCxJVbICaerVytGFKNxzpGeALoguRJLUHu+ASKqSb+LgQ8kI4PvAxOhCJEntcR8QSVXxalwBSYuaCswDLo4uRJLUOqdgSaqCEcA/ga2iC1F2ZgMvAu6NLkSS1BqnYEmqgnfi4ENLNx44LLoISVLrvAMiKXfjgJuAtaMLUbYWAFsA10UXIkkanndAJOXuIzj40NBGAV+LLkKS1BrvgEjK2VTgVmD56EJUCa8DzosuQpI0NO+ASMrZF3HwodYdhas7SlL2vFBLytU6wI/wOqXWrQzcCVwdXIckaQhOwZKUq9OAPaKLUOXcC6wPzIkuRJK0dP6yKClHGwPH4Y8kat9ywIPAv6ILkSQtnR/uknLk3Q914gHSFD7vgkhShrwDIik3GwHH4w8kKm4SaRDiXRBJypAf8JJy83Ngz+giVHn3kJ4FmRtdiCRpUd4BkZQT736oLJOB+4DLowuRJC3KD3lJOTkVeEd0EaoN74JIUoa8AyIpF+sD38ENUlWeyaRlea+ILkSSNMA7IJJy8TPgndFFqHbuJg1u50UXIklKvAMiKQfe/VC3TCYNQq6MLkSSlPhhLykHB+EPIuqeg/DzTpKy4RQsSdFWBu4ExgXXoXrbDTgzughJkr8ISYp3IA4+1H2fiS5AkpR4B0RSpOWAu4Ap0YWoEXYA/hxdhCQ1nXdAJEX6IA4+1DsHRxcgSfIOiKQ4Y4HbgdWiC1GjbAlcFV2EJDWZd0AkRdkLBx/qvU9FFyBJTecdEEkRRgLXAxtFF6LGWQBsANwWXYgkNZV3QCRF2BUHH4oxirTymiQpiHdAJEW4BNg2ugg11jPAWsCM6EIkqYlGRxcgqXG2xcFHuxYAl/bnTmAm6SH+1YEtSMvLTowqroImAB8AjowuRJIkSd13OvCcaSmPAoeQdosfynjSQ/03ZFBzVXI/MGaYvkqSJKnipgHPEv/lswo5H5jaZn9Hk37Vj669Ktmrzf5KkiSpYr5O/JfOKuQR4AUFezwCuCCD11CFuB+IJElSjU0CniD+S2cV8o6CPV5oGvB0Bq+jCtmxWIslSZKUu08Q/2WzCjmnaIMX88kMXksV8tuiDZYkSVK+RgF3EP9lM/fMAV5YsMeLGwVcl8Fryj0LNyaUJPWIGxFK6oW3kaYFaWjHkgZqZVgAfLqkf1edjQQ+Hl2EJEmSynUJ8b90557HgOWLNngI52Xw2nLPLGDFog2WJElSXrYm/gtmFXJg0QYPY3PS3ZDo15d7DinaYEmSJOXFjQeHz+2knc275ZQMXmPueRAYV7TBkiRJysPauPFgK3lP0Qa3aBowL4PXmXvcmFCSJKni3Hhw+NxC2sG8204Ken1VyrWkjRwlSZJUQW482Fq6ffdjobWBuT16TVWOGxNKkiRV1IHEf5nMPb26+7HQD7r0OuoUNyaUJEmqoFHAbcR/mcw9vX7mYB18Jme49AEbFW2wJEmSYryd+C+SuedWenv3Y6EfFqy3SflO4e5Kkoblw3aqkxGk1X7WIs13XwtYE1iD9DzChP6/Y4HlgJmkX4MBngJmAw8D9/b/vQ94CLgfeKD/P1vQk1dSfX8DXhldROb2AX4U8N+7HnAjMYOfqniGdP2YEV1IRawIrAysBqwKrNL/zwv/TgCmkK7Roxi4/s4jPSc2D3iatBTy3cA9pOvwXcC/GbhOS6oJByCqsjVJm9xtBWwDvJT0IdctfaSByA3A9P6/1/f/fbKL/71V8zLg0ugiMncXaSAwP+i//6fAu4L+u6vi88AR0UVkZAxpatrGwIuf93dNuruHzRzgGuBfwOX9uZF0PZZUUQ5AVCWjge2ANwJvBjaILWcR9zAwIJlO+pC8gWbeMTkN2CO6iMx9DPh24H//ZsDV+BkwlAcY2D+ladYi/aizKbAJaaCxLvncNXsYOAf4PfBH0t0TSRXih49yN5mBAcfrgKmx5bRlJmkg8k/gsv7cF1pR961Fevg8ly8qOXqU9MV2VnAd5wD/FVxD7vYGfhxdRJdNJt1Ffll/tiFNnaqKecBfgN8BZ5HuLkqSVMh2pPnxs4h/ILXM3AucCRwMvBoYX1K/cnEU8T3OPV8s2tySvZr4XuSeqwt3N08jgc2BD5EWI5hOuksb3eeysgA4D/hvujstTJJUIysDBwE3Ef9B1qvMAf5Kmmv+OtJD8lXlxoPDZybpgd1c/IP4nuSenQp3N95o0l2Ng0j7mzxOfD97lUeAY0jPqkiStIQNgVNIt9KjP7Si8yxpytbRwFuA5Tvoa699nPj+5Z7I5z6WZlfie5J7fle4u703Dtie9AD9eaRnI6L7l0MuJv3AI0kSmwG/oF5TAMrOAuBa4FukAcnkQp3uvlHA7cT3K+c8S1oeOicjSSsKRfcm5/SRfiTJ0RjSgOOLpC/Zs4nvV865jPQ8oc+/SlIDbUa64+HAo/3MJz3Y/r+kD9JcpmztTnxvcs9PCne3u/Ylvje5J5eNCUeSVqXaHzgdpzwWzbXAXqQfTiRJNbc6aYnW6A+fOmU2cCFwCLAtcatP/X2IGk36FX2zwt3trjGkxRGie5RzZgErFG1whzYEDgB+SdoYMboXdco/Sat+SZJqaBnSvgdPEf+BU/fMBM4nrbL1UtIvpt22dQ9fX1Xzx8Ld7Y3PEN+j3PO5wt1tzyqkO4rfA+7s4usxKX2kO/IrtXBsJEkVsQNpc77oD5mm5mHSVI2PkQYk3fCLDF5n7nl94e72xlR8YHm43Ee6W1S2ScBrSdMqLyd9IY5+rU3M46TrpHsYSVKFTQV+TvyHilk0dwI/AN4FrDrYwWvDNNLD1dGvK+dMpxoPvR5HfK9yz16FuztgWdIGkEcDV+KzcLnlKtLO75KkitkBuJv4DxIzfKaTloZ9KzBlaQdzGH5pHT7vL9DXCOvjl+HhMp32pzWOAV4FHE7a88flxvPPbOCjVOOHA0lqvNGk5SDnE/8BYtrP4itsLcfQVgKeyaDunPMw1drt/izie5Z7dhmmh4uvVPVkBjWbYjkfWA1JUrY2BK4g/gPDlJc5wEWkTc22A8ayqCMzqDH3fIlqeTXxPcs9ly7Ws5GkKTv/A/wKV6qqWx4C3oSkUnl7UWXYBfgpaW6z6msu8C/SNJLLgZPJd2PEHMwlPSPzYHAd7boC2DK6iMx9BJhIGpi/kvTMm+rrOeAI4ND+f5YkBfs0zhs3Zmk5mWp6F/G9MybHnAFMQFLHvAOiosaQ1qnfO7gOKUfPAS8h7bhcNcsAd5A2DpW0qMtJd/3vjy5EqrJebFKm+lmBtLHa3sF1SLm6gGoOPiAtq3xcdBFSprYiTUXdOroQqcq8A6J2rQZcCGwQXYiUsTcC50QX0YGpwD2k5xwkLWkW6eH0PwfXIVWSd0DUjjWAi3HwIQ3lZuAP0UV06HHgR9FFSBmbCPyetIu9pDY5AFGr1iQtybpedCFS5r4O9EUXUYJvUY/XIXXLBOB3uEyv1DanYKkVa5GmXa0bXYiUuUeAtUk7KdfBWQy/8Z7UdHOB3YHfRhciVYV3QDScNYG/4OBDasX3qM/gA+Ab0QVIFTCWtETvztGFSFXhHRANZRJp07nNowuRKqCqGw8O5zJgm+gipAp4GtgeuCa6ECl33gHRYEYBp+LgQ2rVqdRv8AHw7egCpIqYRFr9bo3oQqTceQdEgzkeOCC6CKlCXkI9f/lcBriNNB1T0vCuAl4FzIwuRMqVd0C0NJ/GwYfUjvOp5+AD0saEJ0QXIVXIFsDpwOjoQqRceQdEi3sjcDYOTqV2VH3jweG4MaHUvq8Dn4ouQsrRqOgClJXVSRuo+SVDat3NwIHAc9GFdNEcYFV8GF1qx7ak6Vg3Rxci5cZfubXQSOAUYMXoQqSKOYZmbNh3DLAgugipQkYAJwGrRRci5cYBiBY6FNgxugipYmYAP4kuokfuAH4fXYRUMS8AfoozTqRF+IYQpNU6foADUqldxwDnRRfRQw8Ce0cXIVXMC4H5pE19JeFD6ILlgOm4brnUrnmkjQcfCK6j164AtowuQqqYBcArSRt7So3nL976Mg4+pCJOpXmDD4BvRBcgVdAo4Pu4NK8EeAek6V5K+jXGqXhS+7YAro4uIsAywO34w4VUxIHAN6OLkKJ5B6S5RgLH4eBDKuICmjn4ADcmlDrxJRy8Sw5AGuwA4OXRRUgV1fRpSN8FZkYXIVXQJLx+SP763VCrAGcC46ILkSroJtI0iiabQ/oVd+voQqQK2hj4F3BLdCFSFO+ANNMhwOToIqSKOop673reqq+TlhaV1L7/w+9gajDvgDTPWsCPcCUOqYh7gffhjuAAjwMbAptGFyJV0ErADaRl8KXGcfTdPJ8HxkYXIVXUUaT9P5QcAfRFFyFV1Jfxx0A1lHdAmmUacBIed6mIGcBepFWglDxCWs57g+hCpApagfQcyLXRhUi95h2QZvkiMCa6CKmijgFmRReRoSOiC5Aq7DC8C6IGciPC5lgH+Dfe/ZCKeJJ0B/GJ4Dpy9Sdgx+gipIp6L3BKdBFSL3kHpDk+gIMPqagTcPAxlCOjC5Aq7MPRBUi95h2QZhgL3AO8ILoQqYIeA9bv/6vBnQu8ProIqaK2Ie0NIjWCd0CaYQ8cfEhFfR4HH634BO4LIhX1oegCpF7yDkgz/AN4eXQRUgXdCGyGX6xbdQJ+kZKKmA2sSVptT6o974DU3xY4+JCK8lf99hxGemBfUnvGA/tEFyH1igOQ+ts3ugCpos4F/hBdRMU8Anwlugipovy8VmM4BaveRgB3A2tEFyJVzHzgJcD06EIqaAxwPenBfUnt2QS4IboIqdu8A1JvL8fBh1TEd3HwUdQ84ODoIqSKelt0AVIvOACpt92iC5Aq6A7gc9FFVNyvgV9EFyFVkAMQNYJTsOrtNtIO6JJa00fa0fvi6EJqYApwHd6Fldq1HunzW6ot74DU15Y4+JDadTQOPsryBOmh2ueiC5EqZtfoAqRucwBSX2+KLkCqmKuAQ6OLqJnzSXuDSGqdn9+qPadg1dcFwE7RRUgVMQPYBrg9upAaWgY4D3hNcB1SVcwFJvf/lWrJOyD1NBp4WXQRUkU8C7wdBx/dYn+l9owFXhpdhNRNDkDqaQtg2egipIr4KPDn6CJqbgZpdZ9Z0YVIFbFddAFSNzkAqadXRhcgVcRRpD0/1H3XAO8k3RGRNDQHIKo1ByD15IVLGt63gE9HF9EwZwN74iBEGs4r8TuaasyTu55eEV2AlLnjgQOji2ioM4H3AAuiC5EytjywQXQRUrc4AKmfqcCq0UVIGTuZ9NyH+1PE+QVpOtb86EKkjG0cXYDULQ5A6udF0QVIGTsZeD9px3PFOh14Hx4LaTDeAVFtOQCpHwcgrbmftOP1jcBTwbWo+54DjsAvvLn5MbAbMDO6EHXdHOAO4BLg+uBaqsLPc9XW6OgCVDovWEO7Gvgi8DsWnYM+AZhGuuW9SX9eDKyP75Oqm0MaePwsuhAt1VmkhTPOBtYKrkWduxu4Abiu/+/1pIHHjMX+77YEPg/s2tPqqsXPc0mV8QvSr71m0TxLWvFoVJv9HANsBfwPcApwE+kX9OjXY1rLA8DLlziqytEqwD+IP2dM67mfNID8LLAjaffudr0BeCiD15JjHi3QT6kSRkQXoNJdBbwkuojMPEP6le28kv59U0k7zW/T/3c7YLmS/t0qzzXAW0i/yKoaxgEnAe+KLkRLmAf8C7gUuKw/Zb23pgHnA+uV9O+rkxVZ8u6RJGVnBvG/2uSUBcCbOuro8EaRphN8nLTE6MNBr9Wk9AHfAyYOddCUrRHAh0m7pkefS03OLOBPwGHADqRpqt20NumOZfTrzi2bd9JUSeqFEaRlLaMvmDnlyx11tJgRpGdJPgicCtzbRr2ms9wLvH74Q6QKWB/4O/HnVFPyJPB74DOkvaTGDH+ISrcTTnFdPK/ppKGS1AuTib9Y5pRbgLEddbQ8LwI+BJxBmtcb3Zs65ifAlFYPiCphFOnZrTnEn191y2zSHY7PkaaStvt8XLecQnxvcooP6UvK3trEXyxzyn6dtbNrRgJbAJ8CziEtQRrdqyrnIfyQrrtNgMuJP9eqnPmk5zeOIN1pGNfWEeid9UhTZ6P7lUv27aydktR9LyH+YplLZtL9OctlWYb0IPthwF+AucT3rwqZBRxJsZV3VD2jSF/G7iH+3KtC+khL4X6TtBhDld4nFxDfv1zyyQ57KUld9xriL5a55OzOWhlqIuk5hq8BV+CvgYtnPmmlpNWLNliVNp70nMITxJ+LueV20nvjHcDKRRucgY8T38tc8pUOeylJXbcL8RfLXPKFDnuZk+VJu0UfT9qHJLq3kTmbNB1HWgH4Bs2+Y/gQ8HPSRpvrdNbOrGxHfG9zybEd9lKSuu4txF8sc8n+HfYyZ6sDewE/phnTUWYDPyJtCCktbnXgSzRjCdcnSYPwjwObUt+9vNYnvte55Fsd9lKSuu71xF8sc8mPOmtlpWxAWmHrl9Rrha07SVNtViytU6qzMcA7gUuIP3fLysKVqg4BXg6MLq1beXsP8b3PJUd12EtJ6rqdiL9Y5pLHiFnHPtpI0qaInwLOpXorbD0DnAW8lXyWBVX1bAl8n+ptCrpwpaojSdfz8WU3piLOJv5Y5JIjOuylJHXd9sRfLHPKGztrZy2MIZ0Xh5A2GXuc+OOyeB4BfkgadFRl5TJVwyjS+X80aV+g6HN98cwlbbb4Naq3UlW3TMF9X56fwzprpyR138uJv1jmlFM6a2ctjSTNHf8Q8FPSNKdeH5enScsNHwW8Gu90qHc2AT5LGow/SO/P/ceA3/XXsD357sURaR/iPztyymc7a6eUp7o+wNZUG5BWSVIyG1iD9KGvwb0A2AjYsD8bkc6ltUkDlk7MAP5NWk748v7cRFpaWIq2Jmlxg4V5MbAKnZ/3jwA3ADeTzveF/3wX6UulBncJsG10ERn5EPDd6CKksjkAqZeJpDn/GvBJ4JjoIipqPGlAMg2Y+rwsz6J3LeaQnt14iPSr8r3A/f2Z07typVKMJu2hsQZpMLJm//+8DOn8f74nSdMaH+v/ey9pwOGPHsVsAVwZXURm3ky6ayZJWXuM+FvGOeVWOv81U5LUfScS/5mRWzbvqKNSpvxiVj/3RBeQmXWB/xddhCRpSFNIO7hrUfdGFyB1gwOQ+vFitaQDoguQJA1pL9I0Yg2YjdP5VFMOQOrnlugCMvRG0s66kqT8jAI+Gl1Ehm4lTcOSascBSP1cE11AhkaRNuaTJOVnd9J0WS3qqugCpG5xAFI/DkCW7r3AatFFSJKWcFB0AZm6OroAqVscgNTPdODZ6CIyNBZv8UtSbnYGtowuIlMOQCRVyrXELx2YY54AJnfQV0lSuS4g/rMh16zQQV+lrHkHpJ4uiS4gU5OBD0YXIUkCYGtgp+giMnUzMCO6CKlbHIDU04XRBWTsY6TpWJKkWJ+OLiBjf44uQOomByD19GfS7VstaVVgv+giJKnhNgbeFl1Exi6KLkCSiphO/PzVXHM33gWRpEinEf9ZkGv6gFWKt1bKn3dA6uuC6AIytiawb3QRktRQG5H2/tDSTQcejC5C6iYHIPX1q+gCMvdZvAsiSREOxe8fQ/lldAGSVNRI4D7ibyXnHFfEkqTe2ghYQPz1P+dsXLi7kpSB44i/kOYcnwWRpN46lfhrf865vnhrperwFmi9nRFdQObWBPaOLkKSGmJ94L+ji8icn9uSKs9pWMPnLmBM0QZLklr2M+Kv+bnH6VdqBO+A1Fsf8OvoIjK3FrBPdBGSVHMbAntEF5G5G/oj1Z4DkPrzdu7wDgXGRxchSTX2JWBUdBGZOz26AEkqi9OwWsvHizZYkjSkTXHlq1bi9CtJtfIN4i+suechYNmiDZYkDeq3xF/jc8/VhbsrSZlan/Q8SPQFNvccUrTBkqSl2gY/f1rJB4o2WJJydgHxF9jc8wSwfNEGS5KW8Cfir+255ylguaINlqrIh9Cb4zvRBVTAZOCT0UVIUk3sBOwYXUQFnEIahEhS7YwG7iX+l57cMxNYuWCPJUkDLiH+ml6FbFq0wVJVeQekOeYDJ0UXUQETgc9EFyFJFfdmYNvoIirgL8B10UVIUjetCswj/tee3DMbWLNgjyWp6UYAVxF/La9C9izYY0mqlF8Sf8GtQr5ftMGS1HB7EH8Nr0IeBsYW7LEkVcpOxF90q5B5wHoFeyxJTTUKuIn4a3gVckTBHktSJV1J/IW3Cvlp0QZLUkPtQ/y1uwqZh1N91WAjogtQiHfhl+tW9AGbA9dHF6JGmgSs0J9xwPj+/3wiMKb/nx/v//ssaQW3WcCjwAzSlxypl8YANwPTguuogpOB/aKLkKI4AGmm0cAt+CHRirOAXaOLUO2MAzYCXkh6H07r/+e1gRVJg44xg/z/tuI50iBkBmn57TuflzuAG4HHOvj3S0vzP8Bx0UVUQB+wCWmqmtRIDkCa68PAsdFFVMBzwMuAf0UXospanrQc6WakO2qbAeuTfgiIdC9p+c9r+3MZcFtoRaqyCcCtpNUWNbRfA2+LLkKSIkwgrcARPQ+2CvljwR6rmdYlzYM/CbiB9Gtn9Dncah4AfgV8gjTwHlVyb1RfBxF//lYlLyvYY0mqhUOJvxBXJa8p1mI1wHjgtcD/ApcTf66WmRnA6cD+wBplNUy1syzwEPHnaxVyYcEeS1JtLA88TfwFuQr5a8Eeq54mAe8GziZtXBl9fvYifaSpiAeRnlWRFjqM+POzKvmvgj2WpFr5BvEX5KrED45mG0faYO1MmjPoGCx9wD+AjwOrdNJUVd4KwBPEn5NVyNX47K0kAWlaxVziL8xVyOX44dFEG5KmVz1C/DmYY+YD5wO7E/9gvXrv/4g/B6uSdxTssSTV0knEX5irkt0K9ljVMgbYC7iE+HOuSrmb9GzZSu23XBW0Cmnvmejzrgr5Nw7QJWkR65B2ZY2+QFch03FloDqbAhwM3Ef8uVblzAa+T7p7pPo6lvhzrSp5b8EeS1Kt/YD4C3RV8p6CPVa+ViU9D+WiDOVmAelB/Ze3fihUEWvj9N1Wcwve/ZCkpVoHeJb4C3UVcged7VKtfKxIer7DaSTdz/nAVq0dFlXAycSfU1XJewv2WJIawQ+U1vOBgj1WHqYAR+Idj16nj7TR4SbDHyJlbAP8warV3Ip3PyRpSOvih0qruY+0AZ2qZSTp4XI3TYvNAuAUfFi9qn5B/DlUlexdrMWS1Cw/JP6CXZUcWLDHirEjcA3x540ZyOOkh/7HDnHclJdNSQPI6HOnCvHuh4dGiDMAACAASURBVCS1aD28C9JqHgaWLdZm9dAqwBnEny9m8EwHXjnYAVRWfkv8+VKV7FOwx5LUSD8i/sJdlRxSrMXqgRHAfsBjxJ8nZvgsAI4DJi3tYCoL2xJ/nlQltwHLFGuzJDWTd0Fazwz8wpSjdYE/EX9+mPZzN/CGJQ+pMnAu8edHVbJvwR5LUqO5L0jrObhgj9UdewFPEX9emM5yCjAR5WJL0ipm0edFFeKu55JU0FrAHOIv5FXII/gsSA4mAz8j/nww5eVG0hdfxfsN8edDVfKOgj2WJAHfJv5CXpW4Ilas7UlTd6LPA1N+5pDeXyNQlM3x7keruZa03LckqaBVcIfoVvMA7gsSZX9gHvHngOlufkO6y6XecxW51rNLwR5Lkp7n/4i/oFclBxTssYoZh/vWNC034S7qvbYR7vvRav6Fd+okqRTLA08Qf2GvQu7CBw97ZRpuKtjUPAm8GfXKKcQf86pk54I9liQtxWHEX9irkrcW7LFatzXwIPHH2sRlPvBR1G0r4mIkreavBXssSRrEJNJKT9EX+Crk3II9Vmt2weeSzEC+CYxC3XIQ8ce4KtmuYI8lSUP4FPEX+CpkAfDCgj3W0D5C+uU7+hibvPJrXACiG0aQ9rOIPr5ViD88SVKXjAPuIf5CX4UcUbDHGtzBxB9Xk28uJt2pVXl2Iv64ViF9wDYFeyxJasEBxF/sq5AHgGUK9lhLOpz4Y2ryzz+BFVBZTif+mFYhvyzaYElSa8YAtxN/wa9CdivYYw0YARxL/LE01cmVwAtQp1YC5hJ/PHPPfFwWWirE3TrVjnnAl6KLqIj9owuogaOAD0cXoUrZAvgTaflwFbcv6QcnDe1UYHp0EZLUBKOAG4n/5Sn3LABWK9hjwVeJP4amurkUnwnpxPXEH8PcMw9Yt2iDpabzDojatYC0L4iGNhJ4Y3QRFfUF4DPRRajSXkZamWhidCEVtC5OK2rFycBt0UVIUpOMAK4i/heo3HN20QY32IeJP26mPvk9MBq14+PEH7fcMxtYo2iDJUnFvYn4D4Hc8wwwoWiDG+iNuM+HKT8noXZcSPwxyz3fKNxdSVLH/k78B0HueUPh7jbL1rjDuelenNLXmkmkZxuij1fOeZq0SpikDvgMiDrx2egCKmDb6AIqYBppupp3i9QtRwLvii6iArbBPYyG823g4egipKpzAKJO/IW05KUG5wBkaBNJg49VogtRrY0ATgS2jC4kc+7oPbQngKOji5DqwAGIOvVZ0m1pLd02pKWLtXQnAJtGF6FGGA/8GlgxupCM+YPJ0I4GHo8uQpKUnE38vNyc4xfspXO1HRORC/BHgcE8SPzxyTWP4N4yUmm8A6IyfAHoiy4iY5tFF5Ch7YGvRRehRtoJODy6iAytAqwcXUTGjiQ9gC6pBA5AVIZrgDOii8jY2tEFZGYK8FN82FVxPksaiGjAC6MLyNj9wHeji5DqxAGIyvIF0h4OWpIDkEV9B1grugg12kjgx8AK0YVkZFp0ARk7nLT5oKSSOABRWW4BTokuIlPTogvIyD7AntFFSMDqpJWxlEyLLiBTdwA/ii5CqhsHICrTl4C50UVkaFp0AZlYB/hWdBHS8+wK7BtdRCa8U7t0h5I2Z5RUIgcgKtNdwPeji8jQWqR9CJps4T4MriKj3BxDuhvSdA5AlnQ9cGp0EVIdOQBR2Y4EnokuIjPjgJWiiwi2H7BjdBHSUkwGjosuIgM+l7WkQ3GFR6krHICobA+SNpfTopr8y/+qwFHRRUhDeCvw9ugigk2MLiAzVwJnRRch1ZUDEHXD0bhiyOLGRBcQ6FjS0rtSzo4FpkYXEajJ16il+QppA0JJXeAARN3wED4LsrimfrjvCOwWXYTUglWAw6KLCDQ2uoCMTAd+E12EVGcOQNQtRwFzoovISBMHIKOAb0YXIbXhAGDD6CKCNPEaNZgv4bMfUlc5AFG3PABcHl1ERpr44b4/sGl0EVIblgG+Hl1EkCZeo5bmFuCX0UVIdecARN0wFfgdsF10IRlp2of7FNKviFLVvAH4r+giemwkzbtGDeYSvPshdZ0DEJVtc9Kdj6Z9gA+nae+1g4EVo4uQCvo/mvWe7QPmRxeRCRdQkXqgSRdYdd97SL8erRNdSIYejy6gh1YCPhJdhNSBTYHdo4voMfdvSuyD1AMOQFSGccC3gFOACcG15OqR6AJ66DO4p4Cq70vA6OgieqhJ16ihPBxdgNQEDkDUqQ2Ay4CPRheSuUejC+iRVYEPRBchleBFwDuii+ihu6MLyMQ90QVITeAARJ3YC7gC2Cy6kMzNoTm39Q/Gu2Cqjy/QnM/JO6MLyMSd0QVITdCUC6vKtXDK1Y9xqk0rmjK1YSqwX3QRUonWB94aXUSPXBNdQAb6gOuii5CawAGI2rUxaZUrp1y1bkZ0AT2yP7BsdBFSyT4ZXUCPXBldQAZuBZ6OLkJqAgcgasdewD+BTaILqZjbogvogWWAD0cXIXXBK/pTd//CJWj/El2A1BQOQNSKicCPcMpVUddHF9ADewJrRBchdUkT7oLMAf4WXUSw86MLkJrCAYiGswnprsd7owupsCbMKf5QdAFSF70FWC26iB44J7qAQM8CF0QXITWFAxANZS/SErsbRxdScXV/uHNTYNvoIqQuGg3sHV1ED/wCWBBdRJBzgceii5CawgGIlmYiabqVU6469wxwR3QRXfa+6AKkHtiP+n9mPgBcGF1EkJ9FFyA1Sd0vpmrfRsClpLsf6tx06v2L4jjg3dFFSD2wDrBjdBE9cHx0AQHuB86KLkJqEgcger79SBsLvji6kBq5OrqALnsrsHx0EVKP7B1dQA/8Fvh3dBE9diwwL7oIqUlGRxegLCwLfAd/ye6Guj/UuEd0ATV3P2kVtduBe4FHgScZuKu2HGkDyNWAaaTntdYDRvW60IZ4CzCeei9X2wd8FfhhdCE9MoP0+ad6GA9s0J8XAiv2Z0L//34W6Zg/Qpoe/W/gJtIqcJJ6aDPgRuA5U3qeJX05rKvlSF/Eovtcp9wDfBfYDVi19UOxiInADsCXSZuGRr+mumW31g9FZY0CriW+173IgSX1TDFGA68Fvk6aPj6P9s+BecA/gKNI0yz9cV7qsveTHpKO/gCoa+q+pv67ie9xHTIT+AGwHd2ZFrsOcChwVwavtQ75RXvtr6ydie91t/NvYGxZDVNPbQOcRLqbUfZ58SjwPWCrnr0aqSEmkVb8iL741z2fb/WAVNRvie9xlfMQ8Bl6d5dsFLA7cGUXX1MTMovmrA54CvH97lb6gFeX1yr1wEjg7aRnVXt1nvwL2BUY0YPXJ9Xa5qT5jtEX/yakzr+eTMDpV0UzE/gC6dmrCCNIH+K3DlGjGTq7tN31aloBuI/4fncjTVztq8peT9rUN+p8uYY01UtSAR/AL429yoPUe5W5NxLf4yrmt8AaBfrdDWOBw4G5xPelavlugX5X1atIz7NF97zMXEFaQlz5WxP4NfHnzML8Eli9q69YqpFJwM+Jf+M2KV9v6chU17HE97hKeRrYt1Cnu28L4Abie1Sl3Fmk0RX2SeJ7XlYeBdYttz3qkj2Bx4k/ZxbPDNJdZElD2Iz0oF30G7Zp2biVg1NhTt9pPTeSNvjM2bKkh6uje1Wl1P09vrjjiO95p3kGeEXZjVHpxgDfJ/58GS4nAMt0qQdSpe1FemAy+k3atFzSysGpsPWJ73FV8idgSrE299wI4Iukh3Oj+1aFNG351lHAacT3vWjmAm8uvSsq24rAX4g/X1rNhbgZr/QfY0kbK0W/MZuaXKfalGVf4ntchfyK9Ete1XyQtNFhdP9yz5lFG1xho6jmylizgTd0oR8q16rAdOLPl3ZzDbByF/ohVcpawGXEvyGbmqeIW92oV04ivs+551dUezOr9+GdkOHyEM1cmnMk6Rm36P63mkdxud0qWI1qTxe/qf81SI20M/AI8W/EJufEYY9S9d1IfJ9zzgVU887H4j5NfC9zz4sKd7f69gHmEH8Mhsp1pI04lbflgKuJP186zTXA5JJ7I2VtJGlfAadNxGY++T9s3KkV8JfxoXIj1XnmoxVVeBA0MvsUb20tbEbs3gyDpY+0z8eE7r10lWQUcB7x50xZuRAfTFdDLA/8nvg3nYGfDHOs6uBNxPc51zxF/QagY4FLie9trmnCHc/hjAOOJJ/9ZG4lbVqnavgK8edM2Tmm1A5JGXoxcBvxbzaTNupaf+jDVQufJ77XuWbv4m3N2jrAk8T3N8f8s4O+1s2LSBttRh2LJ4FDcIPBKtmZes7c6AN2LbFPUlZ2If3iGv1GMyknD324asO9IpaesztpagXsT3yPc8ws0hQSDdgK+A29+2L5KHA4MLUXL06lmQTcRfx7uFt5mLSksFQbI0i/8tTxV4OqZh7wwqEOWo34APqSeRpYo5OmVsAI4G/E9zrHNPlB9KFMI02vuZPyez4fuAh4N97xqKpvE//e7XZ+Wlq3pGATqPZGUHXNd4c6aDUynvTBH93v3PL5TppaIVviDx9Ly9s7aWpDbEna5PJCim+Oew9wKrAf8IKeVq+ybUCathz93u1FXlFSz2qniWuYV9WawFmkC7ny8TCwMTAjupAe2BK4IrqIzDwMrAvMjC6kR04D9oguIjOHk75cqzXLkL6AbgCsR9rAbQXSDxwLPUFaUv4+4GbSHgv39bZMddGvgLdFF9EjfwO2jy5CKuoVwIPEj+TNktlziONWN28nvt+55eCOOlo9m+AyzIvnlI46KjXLxjTvGrJzKZ2rmZHRBWhY7yHdtl45uhAt4fekX4SbYlp0AZmZCXwvuogemw78IbqIzEyLLkCqkE/QvNk3n4guIEcOQPL2GeDHpLX4lZengQOii+ixadEFZOYXpKkiTdOUZ55a1ZQFKKROTQHeFV1EgJ2p3x5RHXMAkqeRwLHAV2neLwVV8Tng7ugiemxadAGZ+WF0AUHOIT37omQ1YEx0EVIF7E4zVy0bQZrNImVtHHAG8XMWzeD5M80cvF9HfO9zyd00+8eB7xB/DHLKOp21U2qEi4h/r0blTpr9mbGEJn6JytkU0vxql3XM14PAO0kP0TXNStEFZOT3pA+Vpvp9dAGZcVlYaWiTgFdGFxFobWDz6CJy4gAkH2sAfwVeHV2IBjUP2A24P7qQACNwp+HnOz+6gGAXkdbxV+KOx9LQdiQtwdxkrob1PA5A8rARcAnw4uhCNKRPkI5TE03GD4/n+3t0AcFmAVdFF5GRFaILkDLnXhiwQ3QBOXEAEu9FwJ9IGw0qXycAx0cXEcgvWAPuAx6KLiIDl0cXkBHvgEhDcxNle7AIByCx1iENPlaNLkRDOh34SHQRwZaPLiAj10UXkInp0QVkxPeHNLSXRBeQgZWA1aOLyIUDkDhrABf0/1W+LgT2opkPnT/f+OgCMnJbdAGZsA8D3KtJGtwUfIZwofWiC8iFA5AYq5Ee4nQDq7z9DdgFmBtdSAZ8/mPAfdEFZOKe6AIy4gBEGpxTzAesFV1ALhyA9N7KpGlXjoLz9jvSihUzowvJhButDXg0uoBMzIguICMOQKTBuUz1AKfc93MA0ltTgXOBDaML0ZB+CrwNmB1dSEb8gjXAQWnydHQBGXGALg1uYnQBGZkQXUAuHID0zgTgPGCL6EI0pKNJz3y4x8GinII1wHMjmRddQEYcgEiDGxddQEYcgPRzANIbI4CTga2iC9GgngMOBw6i2TtcD2ZBdAEZGR1dQCbsw4D50QVIGfNHmwFNX9DmP/wA6Y0vA3tEF6FBzQf2B34YXUjGfBB/gL/mJa6MNsC7QdLgnokuICNO7e7nAKT73gV8LroIDeoRYE/ScrsanF+wBrjnQ+LmlAN8f0iDeyK6gIz47Fw/ByDdtSlwEmkKlvJzObAbcHd0IRXgF6wBrmKSrBJdQEa8QygNziW7B7iMez+fAemeCcBpOF0jVycD2+Pgo1V+wRowLbqATKwTXUBGfH9Ig3sI3yML+Z2jnwOQ7vkWsHF0EVrCXODjwH7AnOBaqsRb6AN8Xyf2YYDvD2lwfcAN0UVk4Dng5ugicuEApDv+G3hfdBFawj3Aa0iDQ7XHTecGvAiXUgTYLLqAjDwWXYCUuauiC8jAXXit+A8HIOV7AXBCdBFawjnAlsCl0YVU1OO4fOBCo4Gto4sINhLYNrqIjDwaXYCUucuiC8jA5dEF5MQBSPmOxtVhcjIfOBh4E35J6MR84MnoIjKyQ3QBwbYEpkQXkRHvEEpDOz+6gAz8KbqAnDgAKdeOwHuii9B/LJxy9TXcXLAMDuAGvCG6gGBNf/2L870hDe0O4N/RRQQ7L7qAnDgAKc9Y4HhccjcXF5Cmyfw9upAacfnAAVsD60YXEWj36AIy43tDGt7p0QUEuhq4PbqInDgAKc8ngQ2ji9B/plztTFr6T+W5I7qAzLwjuoAgmwEvji4iI4/h9ESpFT+LLiBQk1/7UjkAKcdk4FPRRcgpV112Z3QBmdkXGBVdRID3RxeQmTujC5Aq4ibgr9FFBJiHA5AlOAApx4HA1OgiGs4pV913V3QBmXkhsEt0ET02Fdg7uojMeGdQat0x0QUE+DnwQHQRuXEA0rmppI3tFONZ4CCcctULzl9d0mdp1nNfHwWWjS4iM3dGFyBVyNnAjdFF9NBzNHPQpR74MukEM73PXbgXQS+tSPwxzzFv7aSpFbIiacfv6H7nlv06aarUQLsS/77tVX5eUs+kRUwgbdAWfYI3MWcDyw9/iFSy+4k/9rnlFmBMJ02tiBOI73WOafqmlFIRfyP+vdvtzKXZqyWqi/Yl/gRvWp4FvojTB6OcS/w5kGO+0ElTK2Br0gpz0X3OLfNJP0RJas+GwBzi38PdzOGldUtazGXEn+BNyp3Ay1o5MOqahSuMmUUzB9i8g77mbBxwHfE9zjE3ddBXqekOI/493K1MJ+0PJ5VuC+JP8CblLFxpLAfvJv5cyDXXAxOLtzZbxxLf21xzRgd9lZpuNPAX4t/HZWc2sGWJfZIW8V3iT/ImZC5plbEmrTSUs/WJPydyzqnFW5uldxLf05zj/k9SZ1YDHiT+vVxmPlBqh6TnmQQ8RfxJXvfcDmzT4jFRb4wgLXccfW7knM8X7m5etgWeIb6fOcdV+KTObQPMJP79XEZOKLk30iLeS/xJXvecCUxp9YCop35N/PmRc/qA9xXubh42Bh4hvpc55xmasfqZ1AtvJO0YHv2+7iS/BkaV3Rjp+c4k/kSva+aSNjtzylW+DiL+PMk9C4B9ijY42Ma43HIrubhogyUt1a5Ud2Ws35EW7JC6Zjz1uVWYW24Dtmr9UCjItsSfK1VIH/CJgj2O8nK889FqjijYY0mDez0wi/j3dzs5A++GqgfeTPzJXsf8EpjcxnFQnNG4AWc7+Q7V+HB6Bz7z0U5eXazNkoaxJXA38e/x4dIHfBX3JVOPnET8SV+nzAU+0tYRUA5OJ/7cqVIuAaYVaXQPjAO+TXyPqpQngWWKNFtSS1YBLiD+vT5YngD26NqrlxYzElcAKjP3kKZ8qHr2Jf78qVqeAPYjr+ebtgauJb43VcuZRZotqS0jgU+S9tWIfs8/PxcDa3fxdUtLeBnxJ35dcgHwgvbar4ysRrr9HH0eVTF/Bl7SdsfLtQJwHDCf+H5UMfu333JJBa1Hesg7+n3/EGlxkZx+RFJDHEj8G6Dq6SM9vOlSddV3BfHnU1WzAPgpsGHbXe/MFOBQfIank/QBa7TbeEkdex1pOmuv3/OPA4fj1gAK5Lz3zt/Eb26768rVZ4g/p6qeBcDZpDXwuzko3xT4Fm6gWkb+3mbvJZVrJ9I0yGfp7nv9FuDTOPBQBu4h/sOvqrkKWLf9litj6+A0rDLzIGla1OtJy313YiTwUtKu7Ndk8NrqlI+2cRwkdc9qwMdJz2SUNZ30XuB4YAecatVVNrd1a5AGIGrfT0lzpmdHF6LS/ZP0ILPKNQ+4HLgSuA64nfTBOIN0F2MuaZAxGZgKrAq8kLSJ4OakvVqm9rzq+usD1iRt1CgpH8sDrwBeSXrGbgPSg+JDLZH7JHAzcANwKfC3/n9+rquVCnAA0o7dSVOw1LoFwGeBo6ILUdd8Ejg6ugipRy4GXhNdhKSWLAOsSFp0Y+zz/vPHgEeBpyOKktp1NPG3/quUJ4A3FOq0qmQ1uj8P15hcsi+SpI65e2PrNoouoEJuJd0KPSe6EHXd/cC50UVIPTATOCO6CEmqAwcgrfMB6tacB2xDmkepZjgxugCpB07FKRuSVAqfAWnNSOAZFp1DqCV9B/gI6dkPNcco4E7cG0H19jLSoguSpA55B6Q1a+DgYyjPkZb7PAAHH020ADg5ugipi67BwYcklcYBSGucfjW4+cAHSLubq7mOB+ZEFyF1yTHRBUhSnTgAaY0DkKWbBeyCzwAIHgZ+Fl2E1AX3AadFFyFJdeIApDWrRheQoZmkHZtd6UoLHUOajifVybdJG0NKkkriAKQ1y0UXkJnZwFtIu4ZKC92AS/KqXp4Gvh9dhCTVjQOQ1jgAGTCPNO3qouhClCWfBVKdHE/aVFWSVCIHIK2ZHF1ARk4Azo8uQtm6BO+CqB6eAo6KLkKS6sgBSGu8AzLgrOgClL1D8VkQVd83gMeii5CkOnIA0hoHIEkfroWv4V0OnB1dhNSBx0gDEElSFzgAac2y0QVk4gHSA+jScL6Am1Kqur4GPBldhCTVlQOQ1jwbXUAmZkYXoMq4DjgpugipgNuBb0YXIUl1Njq6gIpwDfhkfHQBqpQvAHviIg6qloOAudFFqJGmAKsBK/Rnmf7//DHg0f7cF1OaVC4HIK3xwyhZhXRB9I6QWvEI8GXg6OhCpBZdBJwZXYQaYTKwPbAdsA2wMbByC/9/M4GbgatIe3H9BbijSzVKCvYH0qo+BrbssJdqljHAjcSft8YMl2eBzZC6Zzlgf9J3irmUd+5eAxwOrN+7lyKpF35D/IdjLjmkw16qebYnPZAefe4aM1S+itQdm5CeiZtJd8/hPuAC0mbBI3ryyiR11enEfzjmkn/j4gVq33eIP3eNGSz/xmfcVL6NSd8fIn6AuRrYtfsvUVI3HUf8B2RO2bOzdqqBJgP3En/uGrN4+oAdkMqzHPB10gI20ef3BaSBkKQK+izxF5Gccg9ptQ6pHW8h/tw1ZvF8H6k8OwB3E39ePz9zgYNx9oJUOXsRfwHJLb8BRnXSVDXSicSfu8YszC240azKMYr0HFHOz7v9mbSapaSK2In4C0eO+RmtLRsoLTSRtIRk9LlrzDzS8qdSpyYD5xB/TreSe4CXdqcNksq2IfEXjVwzFzgLeDswrmiD1SgvpdwlKI0pks8hdW4V4Driz+d2MgvYuRvNkFSuScRfMKqQx4GfA+8BVirUaTXFQcSfr6a5uRCnkKpzawA3EX8+F8ls0nN5kjL3APEXjCplAfBP4IvAK0g7qEsLjSDtOB19nprm5R78gUSdWx6YTvz53EnmAv+v7MZIKte5xF8sqpxZwJ+Aw4AdgQnttV81tBzukm56m7nAy5E6Mw74K/Hncxl5Ctii3PZIKtNXib9Q1CnzgL8D/0vatXXV1g+FamQj0gdg9PlompEPIXXuu8Sfy2XmHuAFpXZIUmn2JP4iUffcDZwBfAp4FWnFJNXfW8l76UpTj5yI1Ll3E38udyN/xH1CpCy5Elbv8yxwNfA94H3AlsCY4Q6UKulA4s83U9/8EZ9DU+dWB54g/nzuVj5RXqukoY2ILqBCRpGmivjsQqx5wPXAFcCV/bkWmBNZlEpxLPDh6CJUO9cB25Gu31InfkO9V456BtgUuD26ENWfA5D2XEyaGqS8zAduYGBAciXpzsmsyKLUtlHAr4E3Rxei2rif9ND5PdGFqPL+i7TZYN2dA7wxugjVnwOQ9nwe+HJ0EWrZA6Q7JQvzD+DR0Io0nPGkD8DXBNeh6nuUdB5ND65D1TeS9BnykuhCeuS1pFUrpa5xANKelwGXRhehwp4DbmXROyVXAo9FFqUlTALOJ73fpCKeBHYifWmUOrUHcFp0ET10KbBtdBGqNwcg7RkFPAJMjS5EpbqTJQclD0UWJKYCFwGbRxeiypkFvI60zLdUhn8CW0cX0WOvIu11InWFA5D2/RLYLboIdd19LDkouTe0ouZZiTQN4MXRhagyZpH2FXL6iMqyHc38In4WsGt0EZIGfJD4pfJMTO4HfgscTPpQGoe6bSrp2Z3oY2/yzxPAK5HKdSLx53ZEngVWLqF/0lJ5B6R9awF34IY9grmkOyP/AC4gTRlyOeDyLQf8Dtg+uhBl61Hg9fjMh8o1jrSYyZToQoJ8DPh2dBGSBvyZ+F8nTH6ZSVpGdj9gFVSmCcAfiD/GJr/cB2yCVL7XEX9+R6aJU8+krL2f+AuDyTsLgMtISzf7IHU5lgF+QPyxNfnkWmBNpO74OvHneGSeJd2BlpSJqaSpNtEXB1OdXA0cAExGnToE6CP+mJrY/BG/HKm7riL+PI9OnXd+lyrpTOIvDKZ6mUn6FX9j1Il34o8ATc6JpDtiUreMA+YRf65H5yudNlJSuXYj/sJgqpsFwC+ATVFRWwN3EX8sTe8yl3QnUeq2rYg/33PI7zttpKRyjQUeJP7iYKqdPuBX+BBtUSuSdk2PPo6m+7kXd2dW77yT+HM+h9zRaSOlpXEp2eLmAsdHF6HKGwG8jTTX+P+AibHlVM7C5Vf/l/RhqXr6M/BS0pLXUi+sFV1AJlYHRkUXIWlRK5J23o3+hcLUJ3eRdnJW+3YmbRYZfQxNeZkHfA6/AKn3vk38+Z9LVu+wl9ISvAPSmUeBH0cXoVpZCziLtOP6tNhSKuc8YDPgN9GFqBR3AK8BjiQ9MyX10rLRBWRkUnQBqh8HIJ37Bmkev1SmNwHXA3sH11E1jwJvBT4IPBVci4p5DjiJNJi8JLgWNdf46AIy4tRglc4BSOduAc6OLkK1i1DuUgAAIABJREFUNBH4IXAyfhi263vAi0l3klQdtwI7kTZ7nRlci6RkdHQBqh8HIOU4DO+CqHv2Aa7AlbLadQ9pE623APcF16KhzSfNuX8JcFFwLRLA7OgCMvJMdAGqHwcg5bgW+El0Eaq1jUgrAO0RXUgF/ZY0nec40hdd5eUi0gpXHyMt6iHlwDtwAxyASBlbg/QmjV6twtQ/R6CiNiE9rB59DA3cRlqCWsrRZ4h/j+QSH8iXMncE8RcK04x8B+9gduLNpIf8o49jE/MYcDBpM1cpV25EmDKj00ZK6r7lgIeJv2CYZuTnwDKoqJHAu4CbiT+WTchTwOHAlFYOjhRsK+LfMznk8k4bKak3PkT8BcM0J+cAE1AnRpMe9L+N+ONZxzxF2ql+hVYPiJSBcaSNMKPfP9E5sdNGSuqNkcDFxF80THPyV5yjW4ZRwO7ApcQf0zrkPtJUK+94qKquIv59FJ0DOu6ipJ5Zj7SaS/SFwzQn5+Ja7WXaDvg1adWs6GNbtVwNvBcY03bXpbx8nfj3U3Rc/l2qmAOJv3CYZuUHqGyrkn7Fd3rW0JkNnA68tlibpSy9nvj3VmTu7byFknptJPB34i8gplk5DHXDSOB1wGl4d3NhFpCmm74fmFS8tVK2xgGPE/9ei8p3O2+hpAgb4N4gprfpIz1Qre6ZAPw38Cua9/7uAy4hbRq4eqeNlCrgROLfd1F5VQn9kxTkvcRfRMz/b+/Ow/2qykOPf08GMjAFkkAIhEkmARkVKogoqEC1F0FF66y1Wi+tCO3FoVXQemt9sPeKtShO1VtAoSgqoDgUKaCAyBBGg4wSJDIESEjIeHL/WCeeczKe3/mtvd/12/v7eZ73sQ+Qp+9evzdr77X3GtoVy3AqTF02Jx2m92Xgd8T/9lXEQuB7wPuAHfM0m9QzXkL838GIeADoy9B+kgKdQ3xnYrQrHgW2QXXbF/hb4PvA48TXwWjiOdLOap8GjsLF5NKviP97WXf8bZaWk9bD0W09NgGuAl4cnIfa5YfAa0g3E9WvD9gLOGwg9iftKDMxMqk19JMW2N8G3EBat/Zr0lc0SckbSeu/2mIBMGvgf6VKOACpz/bATcC20YmoVT4InB2dhP5oLLA7sB/pa8muwM7ALqQdt6rqk58CHhyIB4C7gdnAXaRF9ZLWbwzpTJD9ohOpySdxQxNVzAFIvY4EfobnNag+S4FDSQ+bKtsE0hqL6aRTw4fGOGDLgf9uEukrykoG31AuJv3WC4EnSNO/nhyIucDTtVyB1FzHkb4qN91jpLPMFkYnIimvt5OmPUTP7zTaE3eRdm6SJI3e94nvz6uO92RrLUnFOZn4TsZoV/wjkqRubAfMJ74/ryp+jjNjVJOx0Qm01I2kOaVHRiei1jgEOB+n4kjSaD0LPELaertpFgCvJg2wpMo5AIlzFbAF7oyleowj7WpyUXQiktTDbiN9CXlhdCKZvZW0C56kFhgDfJP4z65Ge+LlSJK6MZF0Vk50f54rzsrbPJJ6QR/wL8R3QEY74g7chU2SurUlaXfB6D692/g26WWopJb6GPEdkdGOeB+SpG7NAu4hvk8fbfyItP23pJZ7H7CC+E7JaHbcj+u/JCmHGaQvy9H9eqfxPRx8SBriRGAJ8Z2T0ew4CUlSDlOBK4nv10caXwTGV9ISknraYcDDxHdSRnPjV0iSchkPfIH4vn1DsRR4f1UNIKkZppHmZ0Z3WEZz40gkSTmdADxOfP++ZtwFHFThdUtqkDHAGbguxKgmfoAkKbcZwHlAP/H9/BLgU8CkSq9YUiMdDTxAfEdmNCv6gT2QJFXhpcB1xPXv3wF2q/wqJTXapqTDgpYT/+BqNCfORJJUpWNIi9Tr+CKyFPgW8IJarkxSaxwI3Ej8g6vRjLgbSVId9gQ+CzxI/r78FuBDwLZ1XYyk9hkL/CUwl/gHWKP3Yz8kSXU6CPgocDnwFJ3323OBC4G/AXapOXepa33RCagrk4C/Bj4MbB2ci3rXPwF/H52EJLXY9qQvJDuRzhWZyuAz2nLgyYG4F5gDzA/IUcrGAUgzbAmcBpxM6rSkTtwL7B6dhCRJknrPBODtpHn90dN6jN6Kg5EkSarB2OgElNVKYDbwReA2YDNgV9J5ItKGPAxcHZ2EJEmSet/WwHuBa4l/y26UG1cgSZJUA9eAtMvewEnAO0kL3aTVngW2AlZEJyJJkprNAUg7jQVeCbwZOA6YFpuOCvFC4KboJCRJUrO5BqSdVpF2ProE+BfS9JtHSWtGtsOBaVvdCdwQnYQkSZLaZTrwBuD/MbrDkYzejS8jSZJUMd90a0PGAS8GjgSOAA4jfSVRM11L+p0lSZIq4wBEnRgL7AUcDrwCeDmuH2mSJ/H3lCRJFXMAom70AfuQvpAcBhwC7Baakbo1HXgiOglJktRcDkCU2zTSQOTQIf+7VWhG6sTBwM3RSUiSpOZyAKKq9QF7MHxQsj+wSWRSWq9XAP8VnYQkSWouByCKMA7Yk/S2fXUcCEyOTEpA2gHt4ugkJElSc42LTkCttIJ05sSdpO1+YXCB+8GkE9v3Ia0r2ToiwRZzupwkSaqUAxCVYiWDg5KhZjL8S8mhpIXSqoYDEEmSVCkHICrd7wfi0iH/bFfSYOSgIeH2sXk4AJG0IVuQvk4fQJpKuwfppdB0YMrAf7OctK33k6T++zfA3cANwGzSCycpt51IxwTsS6rNnUl1OZXBKd6LSXX5OPAAMAe4A/gF8Lt605XUBDsCrwU+CVxGuulFnyzei/GlThteUuPtB3wc+DVpCm03fcwC4AfAu/HFkbqzCXAccC7wMN3f/x4i3QOPwY1yJHVhO+DVwMeAS0idS/QDfulx4ahaWlLTbAG8H7iV6vqbZaRNL16Jm+Jo5PYAPkv6ilFVbf4B+AyebSYpk2nAscCZwBXA08Q/9JcUl426ZSU1wRTgDGA+9fY9twKvA8ZUf4nqUS8gvSRbSX11uRK4gLQ5jiRlM4bUsSwi/uG/hBi61kZSe4wFTqb+gceacSNpsxFptW2Ar1PvwGNdA5Ev47RBSZktIP7hv4T4QbcNKannvAC4mfj+Z+jD3peAzaq8aPWEvwCeIr4mV8eTwNsrvWJJrfIs8R1bCfG9bhtSUs/oA04FlhDf96wr7gEOqezqVbKpwHeJr8H1xUW4a6SkDBYT36GVEJd025CSesJE4D+I73M2FktIO2apPfYkbd0cXXsbi3txbYikLpX6BrDu+G63DSmpeNsANxHf33QSn8GdstrgGHprSvTTwNGVtISkVuh2b/umxHe6bUhJRZtJOhQwuq8ZTZyDu2Q12fH05svA50hb/ktSR8YR34GVEv/ZZVtKKtd00rqK6H6mm/gyfglpoleTzoWJrq/RxlIchEjq0GbEd16lxPldtqWkMk0Gfkl8H5MjPpG5bRTrhcBC4uuq21gMHJa5bSQ12DTiO65S4utdtqWk8vSRThyP7l9yxjuytpCizATmEV9PueIxYKesLdRQzqWU0m4wSp6LTkBSdh8knTLeJF8CDoxOQl0ZB3wb2DY6kYymk6YyT4hOpHQOQCQ7iqGWRicgKav9STtINc1E4FvApOhENGp/DxwRnUQFXgT8U3QSpXMAIvkFZCi/gEjNMQ74KjA+OpGK7InrQXrV84GPRCdRoQ8Ch0cnUTIHIJIDkKGWRScgKZuTSQt8m+xUnIrVi75Cs2cfjAHOJb0E0Do4AJEcgAy1JDoBSVlsCfxDdBI1GAecFZ2EOnIC7fg6sA/wF9FJlMoBiNTstzCdcgAiNcPfkXb4a4OjSSdoq3xjgP8dnUSNzgA2jU6iRA5AJBcxDuUAROp9mwLvj06iZh+NTkAjcjxp/UdbbAe8KzqJEjkAkfwCMpQDEKn3vRuYGp1EzV5K89e7NMGp0QkE+CAwNjqJ0jgAkVwDMpQDEKn3vSc6gSD/MzoBbdBeNHPb3Y15HvCq6CRK4wBEcgrWUA5ApN62D7BfdBJBXof9ecneEp1AoDZf+zo5AJGcgjWUBxFKve3PoxMItAXwp9FJaL1Oik4g0GtxcDyMAxDJTmEoDyKUelvbd4M6NjoBrdPOwB7RSQTalLROSQMcgEh+ARnKLyBS75oKHBSdRLC2D8BK5RoI22AYByCSA5Ch/AIi9a4X4X19FrBjdBJay59EJ1CANhy+OGJt76gkcBesofwCIvWutn/9WO3A6AS0Fn8T2B8YF51EKRyASA5AhnIXLKl37R2dQCH2j05Aw4yhXYcPrs9EYPfoJErhAERyADKUAxCpd+0UnUAhbIeyzMCpzqvtHJ1AKRyASA5AhnIAIvWuWdEJFMI1IGXZITqBglibAxyASA5AhnIAIvWuKdEJFGJqdAIaxrocZG0OcAAiOQBZbRUuQpd6mWcaJZOjE9Aw/h6D/Ds6wAGI5ABktWWkQYik3jQ+OoFC+JBXFutykLU5wAGI5ABkNc8AkXqbUygT26Es/h6DbIsBDkAkd+dYzelXUm9bHJ1AIXyZUpZF0QkUxAHIAAcgkl9AVrNjlHrbY9EJFOKp6AQ0zOPRCRRkfnQCpXAAIjknczXfGkq97XfRCRTioegENIy/xyD/jg5wACI5BWs1p2BJve3B6AQK8XB0AhpmAX6VWs0ByAAHIJJTsFbzC4jU226NTqAQt0UnoLVYm2mnyTnRSZTCAYjkAGQ1v4BIve2W6AQK4cNueW6OTqAAd+F99o8cgEgOQFZzEbrU224Bno1OItjjwL3RSWgt10QnUIDrohMoiQMQCTaJTqAQvpmRetsy4KroJIL9FA9ULdHPgeXRSQT7aXQCJXEAorYbC/RFJ1EIv4BIve+H0QkE+3F0AlqnBcAvopMItAy4MjqJkjgAUduNi06gIMuiE5DUtQtp79/lJcAPopPQel0QnUCgHwHPRCdREgcgarux0QkUZGV0ApK6Np/2fgW4FHg6Ogmt13/S3i/t50cnUBoHIGo7v4AMWhGdgKQsvhCdQJAvRSegDXqadj6I/4E0ONYQDkDUdn4BGeQARGqGnwCzo5Oo2W2khc4q21lAf3QSNfs87f3ys14OQNR2DkAGte2mIDXZp6MTqNmncferXjAH+F50EjV6Br/MrZMDELWdU7AGtX2LRKlJLgKuj06iJrNJ16ve8BHac7/5DGldltbgAERt5xeQQX4BkZpjFXA67fgqcBr2X73kHtrxVeBh4OzoJErlAERt5xeQQW15IyW1xTXAudFJVOwbeL5CL/oIcH90EhX7G2BxdBKSyrQr6Q2h0b4541IbbAE8QHz/UkU8Cmydr6lUs1eRtn+PrqMq4ryM7dRIfgFR2/l3YJBTGKTmWQCcBCyNTiSzlcBbcH59L/sJzXzxdS9wcnQSpfPhS23n1rODnI4mNdONwAejk8js4zj1qgnOAH4anURGi4HX46nnkjZiFvGfakuJs7psS0ll+2fi+5lc01v6MreN4mwO3Ex8XXUbK4ATMreNpIbajvhOq5T4XJdtKalsfcC/E9/XdBOXA+NzN4zCzQR+S3x9jTb6gfdmbxVJjbUN8R1XKfGvXbalpPKNIe2MFd3fjCa+D0zI3yQqxEzgLuLrrNNYiYMPSR3amvjOq5Q4p8u2lNQb+kgHpEX3OZ3Ef+CXjzbYBriB+HobaSwhbYYgSR3ZkvgOrJRo+nkBkob7c9Ki2ei+Z0PRD5yJaz7aZALwTeJrb2PxOPDSitpAUsNtSnwnVkp8rcu2lNR7DgbuJr7/WVfMBV5R3aWrYH3A+4FFxNfhuuLHpCljkjQqE4nvyEqJC7psS0m9aTLwedIuPtH90CrSV4/z8ZBBwV7AL4ivydWxAPgAfpGT1KVxxHdopcRlXbalpN52AHANsf3QbcCRVV+oekof8E7SyfdRddlP2v7Zrx6SsllO/MN/CXF1tw0pqRGOBX5Jvf3P7cAb8YBkrd9k4FTqHYisBP4T2K+G65PUMk8S//BfQtzSbUNKapRDga8Dz1JNn7MUuAg4Gqe0aOQmkDZQuIr0ZaKK2pxHOrjzefVckqQ2eoD4h/8S4r5uG1JSI00GTiTtTPQw3fUzfyANOt4CTKnzItRIOwB/TVoUvpDR12U/cCdwNvAyYGyN19BKvnGQ4FZg/+gkCvAkMC06CUnF2wk4BNhzIGYCU4HNh/w3i0h9yjzSCdd3AzcDc2rNVG0yjnQvPwDYA9gdmE6qzaEHWM4HniDtsjaHVJvXk+pVkmpzNfFfH0qIftKbTkmSpMq42EtK2+opfRHdMToJSZLUbA5AJHgmOoGC7BydgCRJajYHIJIDkKH2iE5AkiQ1mwMQyQHIUO8kLeSTJEmqhAMQCZ6OTqAgBwKfik5CkiQ1l/scS2nh9euikyjIS0hbFN4YnYgkSZLURC8mfgvcEuPTOB1LkiRJym4G8Q/7pcaNwGGjb1pJkiRJa+oDFhP/sF9yXA28A5gyyjaWJEmSNMRdxD/k90IsAy4HjsfpWZIkSdKoXU78w32vxcPAKcCkUbS3JElqKbfhlZIHohPoQTsAnwPuB96D/YkkSRoBHxik5MHoBHrYDOArwPXAAcG5SJKkwjkAkZL7oxNogBcBNwCnY98iSZIkbdDziF9T0aS4AnfMkiRJ69AXnYBUiD7S6d9bRyfSIHOA1wD3RicikTZL2HMgdgGmDcTkgX+/CHgSeJy0Juwe4DfAktozVdtMA54P7AXMBKYOxPiBfz+fdH96nFSXc0jThvvrTlSSlN9PiP9y0LR4FNinkx9BymQc8ArgX0jrk5bRef0uA64DzgKOwq2nlcfWwNuBbwL3Mbq+dT5wKfC/SINqSVKP+ifiH9ibGI8B+3bwO0jdOAT4KulrRu5afgI4F3hhbVejppgAvIn0oms5+WvzTuDDwLZ1XZAkKY/jiX9Yb2o8TNq2V6rCGOD1wE3UV9M3AifgVGZt2JbAx0kvYuqoy6XAeaQpXZKkHrAl1byZMlLcBmw64l9DGpljgduJq+vZpKle0lATgI8ATxFTlyuBC4BZVV+oJKl71xL/oN7k+I+R/xTSBs0CLiG+plfHxcD2lV6xesUxpMXi0TW5CniWNDXL9UuSVLAziL9hND3ePeJfQ1q3NxH3ZnlD8SRpKpjaaRLwBdLuVNG1uGZcD+xW3aVLkrpxGPE3iqbHU6StJqVObQJ8mfga3licw+AWqmqHXYmdCjiSWAicWFUDSJJGbxz1LRZsc3xnpD+INGAacDXxtTvSuBLPFWqLl5F2SIuuuZFEP/CxSlpBktSVfyX+JtGGOGKkP4habzvSNqPRNdtpzMZtUZvu1cBzxNdap/F53MFNkoryYuJvDm2IX470B1GrzaScBb2jid/glMOmOp607W10jY02voqDEEkqym+Jvzm0IY4a6Q+iVtoCuIX4Ou027gC2ytw2inUosIj42uo2zsrdMJKk0ftH4m8MbYjLRvqDqHXGkk6Njq7RXHElLkxvit1JO55F11Su+EDe5pEkjdZOeChhHdEP7DLC30Tt8ini6zN3/J+sLaQIk4Bbia+lnLEceGnORpIkjd4FxN8Y2hB/P9IfRK3xKtJJztG1mTv6gRMytpPqdy7xdVRFPAJsk7GdJEmjdBDxN4U2xJ0j/UHUCpsDDxFfl1XFY6QthdV7jqbMQwZzxYX5mkqS1I3/Iv6m0IbYaaQ/iBrv88TXY9VxXrbWUl0mAfcRXztVx/G5GkySNHrHEn9DaEP85Uh/EDXanrRn7dVhmdpM9fgQ8TVTR9wHbJKpzSRJXfg58TeFpsc3RvpjqNG+Q3wt1hXXZGozVW9r4Cnia6auOCVPs0mSurE/sIL4m0KTY/aIfw011d40e379uuJVWVpOVfs48bVSZ8wDJmZpOUlSV75I/E2hybEcP/u33VeJr8O644osLacqTQT+QHyt1B3vydF4kqTuTAPmE39TaHJ4Hkh7TQGeI74G645+4PkZ2k/VeRvxdRIRt+doPGl9xkQnIPWIJ4BPRCfRcDtGJ6Awb6CdUz76gLdGJ6ENauvvsy9wYHQSai4HINLInQPcHZ1Eg3k2Qnu9OTqBQG8hDURUnm1JZ3+0VVsHX6qBAxBp5JYDp0Yn0WCToxNQiC2Aw6OTCLQTaaMLlecYYGx0EoH+LDoBNZcDEKkzPwa+Fp1EQ7VxCo7g5cD46CSCuRtWmdr+u+yOa/NUEQcgUudOAX4TnUQDLYtOQCGOiE6gAC+PTkDrZG1am6qIAxCpc4uAk4Al0Yk0zOLoBBTi4OgECvDC6AS0lqm4MQbAQdEJqJkcgEijczvwkegkGuap6AQUwvUPaQOG7aOT0DAHRCdQCAcgqoQDEGn0zgYujU6iQX4XnYBqNwXYKjqJQuwWnYCG2TU6gUJYl6qEAxBp9FaRTot9NDqRBlgFPBydhGo3KzqBgjjdpyw7RCdQiGnApOgk1DwOQKTuPEbaK315dCI97j7SSdhql+nRCRRku+gENMw20QkUog+YEZ2EmscBiNS9K4F3kt7ia3Ruik5AITaNTqAgnoNTFn+PQf49VXYOQKQ8LgA+Gp1ED7shOgGF8OyXQT7wlsVpR4OsTWXnAETK559JC9PVuZ9EJ6AQTl0c1B+dgIbxXKJB1qaycwAi5XUacHF0Ej1mLnBXdBIK4dkvg1wDVRZrc5BtoewcgEh59QNvA66OTqSHXIjrZ9rq6egECrIwOgEN80x0AgV5NjoBNY8DECm/JcDxwK+jE+kR50cnoDBuvTzokegENIy1mazEreZVAQcgUjWeBo4C/is6kcLdCNwSnYTC/AFYGp1EITyIsyz+HsmjuFZLFXAAIlVnIfCnpClGWrfPRiegUP24/gfSFMQ50UlomDuiEyjEb6ITUDM5AJGqtQx4M3BOdCIFuhf4bnQSCucXMHgImB+dhIa5D1gQnUQBbo1OQM3kAESqXj9wMnBmcB6l+QdgRXQSCucZMK4XK9Eq4FfRSRTA2pSkBvgr0nzaVS2P64G+LttSzbAL8fUYHX/VdSuqCqcTXxuRsRKY3nUrSpKKcARph5Xom0tULAP277oV1SRziK/LyNi1+yZUBfYnvjYiw68fqoxTsKT6XQMcCFwenUiQzwCzo5NQUS6KTiDQrcD90UlonWbT7s0BLolOQJKUXx9wCmkb0ug3XXXFdcD4HI2nRtmd+NqMir/L0H6qzseIr5GI6CdNj5QkNdShwAPE33CqjnnA9pnaTM1zNfE1WncsBbbL0XiqzCzStNHoWqk7rszReJKksk0BziO9dYq+8VQRzwIvytZaaqLXEl+ndcc3s7ScqnYe8bVSd7wmS8tJknrCkcDtxN98csZS0oGM0oaMIR1KGF2vdUU/sF+WllPVDiDtCBVdM3XFXbhGWJJaZxxpbcgzxN+Iuo2lpDfb0kicQHzN1hXfytRmqscFxNdMXXFipjaTJPWgmcD59O60rKeBV2RvFTXdtcTXbtWxFHhergZTLXYBniO+dqqO6/CMJkkS8DLgl8TfmDqJe4C9KmgLNd++NH9nuE9may3V6aPE106VsRw4KFtrSZIa4UjgCuJvUhuLC0iL6qXROoP4Oq4q7gQm5Gsq1Wg8cAvxNVRV/HO+ppIkNc2BwIWUtyjyMeDNFV632mMczdyW9zl8w9zr9gIWEl9LueMmYGLGdpIkNdTuwFeIn5e8HPgCsFW1l6uWmUk6Oyb6wSxnvC9rCynKm4ivpZzxFLBr1haSJDXeFODdpIOj6vwqshz4d2C36i9RLXUI6QyZ6Ae0HHFO5rZRrDOJr6kcsQw4Jm/TSJLaZgfg76h2nvLDpDn6O9R0TWq3V9P7J1FfAozN3TAK9xXia6ub6Afenr1VJEmttg/wj8CvSF8rurlJ3QGcBRyOB1SpficAS4h/YBtNXIZz65tqDPBV4mtsNLES+Kv8TSKNjHs9S+2wKXAo8ALSIspdgOnANGDzgf9mMfDEQDwIzCHt2HM9ML/edKW1HAt8B5gcnUgHLgbeQvqCo2bqAz4HfCA6kQ6sAP4S+EZwHpIkScXbnzQ4jn57PJI4G78Wtsl76Y2pgvOBV1bUBpIkSY00A/gZ8Q9y64ungTdWdvUq2dHA74mvwfXFzaTdEyVJktShMcDfEr8F9Zrx38BOFV63yjcN+C7xtTg0VpAOGdykwuuWJElqhecBlxL/gPckcApOudKgPwPuI742bySt/5MkSVJGxwC/pP6Hu6eAT5DO4pHWNAk4DXiU+mvzDtJUQDcbkiRJqtDRpOkv3Ww7PZL4LXA6Djw0MpOA9wO3Um1d9gM/IW1b7dc4SZKkGs0EPkhak7GCPA93c4F/A16Ob5U1eoeQzlS6l3yDjhuBj5KmJEo9wU5UktRkWwOHkQ7RPADYk7RQfENviJ8hnYNzF+kcnGsH/u9VlWaqttmNVJeHkQ6O3QuYupE/M5dUm7eT6vIXwLwKc5Qq4QBEktQ240m7FU0FJgz55/NJB3EujEhKIh0aO3UgVg+Sl5M2OngCWBqUlyRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiTVpS86AUnSRk0BZgJTB2L8wD+fDzwxEI/EpKaW2x6YDkwDthr4Z8uBJwfiEeCZmNTUYpsAs0i1ORWYPPDPF5Hq8nFgLrAsJDs5AJGkwmwJHAG8BDgE2BvYdgR/7llgDnALcC1wNfBARTmqnXYFXkqqzQOBPYFNR/Dn5gF3AzeQavMaYEFFOap9xgIvItXl4cC+wM7AuI38uRWkPvJ24BcD8WtgZVWJSpJUki2A9wJXAEuBVZliNvAJYPf6LkUNswfwSdJDWq66XAr8CHgPsHl9l6IGGQMcA3yN9DUjV20+BnwFeOXA/w9JkhpnH+CrpK8XuW6g64p+4GfA8fjlWxs3BjgRuJJUO1XW5kLgy8Dza7ky9botgQ8D91NtXa4C7gVOJ70gkiSp5+0NXET61F/1TXTNuBXz8wtRAAALfklEQVQ4ofpLVI96HXAb9dflSuBbwF7VX6J60ObAmcBT1F+bTwIfY2TTDSVJKs6mpJtozmlWo42fk+ZKS5DWc/yY+LpcBpyNb5016M+Ah4ivzUeAt+NXZElSD3k58Dvib6JDYzlpQDS2ustW4cYAp1DGoHhoPAS8rLrLVg/YBriU+FpcM64AtqvwuiVJ6tpY4NPETLcaaVwFzKjo+lWumaQdqaLrb32xEvgULgZuo+NIC8Kja3B9MY+0UF2SpOJsDnyf+JvlSGIuaStLtcOBlDGtZSTxQ9LiY7XDe0lfZ6PrbmOxAvhQRW0gSdKozCDv1qV1xCLgVVU0hopyHLCY+HrrJG4lTclRc/UB/0Z8rXUa/xfXhUiSCrAD8Bvib4yjieeA/5G/SVSI11Leeo+Rxl2kaWNqnjGkMz2ia2y0cS5OFZQkBdoauJP4G2I3sRTnNzfR0fTu4GN13EX6O6Zm+TzxtdVtfCF7q0iSNAITKXtRbyexgLROQM2wP/AM8XWVI64FJuVtHgU6nfiayhUfztw2kiRt1LnE3wBzxsPA9KwtpAhTgPuIr6eccUHWFlKUo0mLuaPrKVf040GvkqQavZX4m18V8WOc29zL+oDvEV9HVcR7M7aT6rcDZW+1O9qYD+ySsZ0kSVqn7YGnib/xVRWn5Wsq1exdxNdPVbEY2D1fU6lmPyS+hqqKa/HFjSSpYr1y1sdoYxGwa7bWUl1mkN7GRtdPlXEVboHai95GfO1UHX+TrbUkSVrDccTf6OqIy3M1mGrzdeLrpo54R64GUy02Ax4lvm6qjgXAtpnaTJKkPxoD3EL8ja6uODpPs6kGL6BZi3s3FHOByXmaTTU4k/iaqSv+LU+TSZI06I3E3+DqjOvyNJtqcDHx9VJnnJqn2VSxKaQvA9H1Ulcsw+mrkqTMbiD+Bld3HJGl5VSlXWjP14/VMRcYn6PxVKkPEV8rdcfns7ScJEnAS4i/sUXEJTkaT5U6m/g6iYg352g8VWYs6Wyh6DqpOxYCW2Vov0ZxizBJGp13RCcQ5DW4sLJk44A3RScR5F3RCWiDXkE6+6NtNgNOik6iNA5AJKlzE4HXRycRZBxp7YvKdCywTXQSQY4incmjMr0lOoFAb41OoDQOQCSpc0eSFlO21RuiE9B6vTY6gUBjgBOjk9A6jSV9PW2rw4HtopMoiQMQSercq6ITCPYnwJbRSWidXhmdQLC2/90s1SG0ex1EH/7dHMYBiCR17qjoBIKNI30FUll2B3aMTiLYy3A3rBK1vc8EByDDOACRpM5MBPaJTqIAh0QnoLW8MDqBAmwGPD86Ca3l4OgECmCfOYQDEEnqzL74hhXgwOgEtJYDohMoxEHRCWgt9hewG7B5dBKlcAAiSZ3ZIzqBQuwdnYDWYm0m1mZZJgA7RSdRgDHAXtFJlMIBiCR1xhtpsj1pZxuVo+3rP1abFZ2AhplFWoQt/47+kQMQSeqMWykm44EZ0UlomJnRCRTCAUhZ7DMHtfEgxnVyACJJndksOoGCOJ+5LNZmskV0AhrGfmKQtTnAAYgkdWZydAIFsS3KMik6gULYDmXx9xhkWwxwACJJnVkVnUBB3A1MJbIuVSprc4ADEEnqzHPRCRRkcXQCGsbaTKzLsliXg6zNAQ5AJKkzz0YnUBBvpmWxNhMfeMuyMDqBglibAxyASFJnfh+dQEH+EJ2AhnkkOoFCPBqdgIaxzxw0LzqBUjgAkaTO/C46gULMxzfupXk4OoFC2A5lmYtr51bz/jHAAYgkdeae6AQK8UB0AlqLtZlYm2VZCjwUnUQhrM0BDkAkqTO3A8ujkyjAzdEJaC23RCdQCNuhPPYX8DTwYHQSpXAAIkmdWQrcGZ1EAW6NTkBruSk6gUI4ACmPA5BUl05FG+AARJI6d2V0AgW4KjoBreW3OMf8DuCJ6CS0FvtM+O/oBEriAESSOvfT6ASCPQLcFZ2E1qnttfmT6AS0Tr8ibVzRZtbmEA5AJKlzV5Hm87bVZdEJaL2+F51AsB9GJ6B1WglcHp1EoMeAG6OTKIkDEEnq3BLg4ugkAp0fnYDW6wrSw04b/R6nBpaszf3Gt4EV0UmUxAGIJI3ON6MTCPIgcG10ElqvFaSHnTY6n/SmXWX6GelMkDZq8+BLkpTZ9aRdTdoUp2VpOVVpF9JAJLpW6owVwK45Gk+VOp34Wqk7fpWl5SRJGvBG4m9udcYzwBZZWk5Vu5j4eqkzLsrTbKrYFGAB8fVSZ7whS8tJkjRgDGl/++gbXF1xZpZWUx2eTzowM7pm6oiVwAF5mk01OIP4mqkrbgPG5mk2SZIGHUf8Ta6OeAy/fvSarxNfN3XEv+dqMNViM+BR4uumjvjTTG0mSdJavk/8ja7qeE+21lJdZpDOXoiunSrjGWCHXA2m2ryN+NqpOn6crbUkSVqH7Wj2g97Pgb5sraU6vYv4+qky3p+vqVSzJr+4WYSbIkiSavBW4m96VcQzwPMytpPq1Uc6nDC6jqqIn+FxAr1sB9LUzug6qiIcGEuSavMl4m98ueP1WVtIEaYA9xJfSzljHunLo3rbUTRvy+gLs7aQJEkbMRG4hvgbYK44K2/zKND+pK9Z0TWVI5YAR+RtHgVq0tkgtwOb520eSZI2bktgNvE3wm7j2zi9pWleRnp4j66tbqKfNN1RzfI54mur25gL7Ji7YSRJGqlZwD3E3xBHGz8CJmRvFZXgRGAp8TU2mujHufVNNQb4BvE1NtqYB+ydu1EkSerUtqRDqKJvjJ3GpaSpZGqu44DFxNdaJ7ES+IsqGkPF6APOJr7WOo1HgX0qaA9JkkZlKnAl8TfIkcYXgfGVtIRKcwS9swPRQuCEappBhekDPkb62hVddyOJ2cBOlbSEJEldGA98gfgb5YZiKU5taaOdgVuIr78Nxf2kBfRqlxOBBcTX34biYtKp7pIkFesE4HHib5prxl3AQRVet8o2HjiTNMUpuhbXjIuArSq7cpVuJ+Bq4utwzVgMnIKHs0qSesQM4DzKmF6wBPgUMKnSK1avOJK0hWh0Xa4CHgReW+nVqleMBU6jnC2kfwTsVukVS5JUkZcC1xFzA+0HvoM3Ua1tHPAB0o4+EbX5NHAGMLnqC1XP2Q74GrCMmNq8Ezi+8quUJKkGx5AWqdfxRWQp8C3gBbVcmXrZZOBU4AHqebibR5oG5nQrbcwuwLnAIuqpzRuBk/BMJElSA+0JfJY09ST3DfQW4EOkbYGlTowhbdl7EfAseetyCXAZ8AZgk7ouSI2xJXAy8Evyr1+aR9oR8ODarqaFXEAjSWU5CDgWOBw4DJjS4Z9/BPgFcC3pAe+BrNmprSYBRwNHkWrzQDrbsnklaRrLNcB/A1eQtteVurUd8GrS1NbDgV07/POLgBtIfeZPSYOa/pwJam0OQCSpbNuTvpDsRDpXZCqDffdy4MmBuBeYA8wPyFHtM570oLcnqUanMnxL0sWkunwU+C1wD2kaoFS1LUh1uRswnVSbE4b8+6eAJ4C5pD7zIdKXD0mSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEnK5P8DMDvHvE4j5ZQAAAAASUVORK5CYII="