My-distro-DI-configs/icons/McMuse-yellow/apps/scalable/fastmail.svg

51 lines
19 KiB
XML

<?xml version="1.0" encoding="UTF-8"?>
<svg width="64" height="64" version="1.1" viewBox="0 0 16.933 16.933" xmlns="http://www.w3.org/2000/svg" xmlns:cc="http://creativecommons.org/ns#" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#" xmlns:xlink="http://www.w3.org/1999/xlink">
<metadata>
<rdf:RDF>
<cc:Work rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type rdf:resource="http://purl.org/dc/dcmitype/StillImage"/>
<dc:title/>
</cc:Work>
</rdf:RDF>
</metadata>
<defs>
<linearGradient id="linearGradient1045">
<stop stop-color="#0288d1" offset="0"/>
<stop stop-color="#0879ca" offset="1"/>
</linearGradient>
<linearGradient id="linearGradient1047" x1="-21.388" x2="-13.678" y1="5.9752" y2="5.9752" gradientUnits="userSpaceOnUse" xlink:href="#linearGradient1045"/>
<linearGradient id="linearGradient1051" x1="-21.388" x2="-13.678" y1="5.9752" y2="5.9752" gradientTransform="matrix(-1 0 0 1 -27.75 -.024298)" gradientUnits="userSpaceOnUse" xlink:href="#linearGradient1045"/>
<linearGradient id="linearGradient1059" x1="-13.961" x2="-13.961" y1="-3.7795" y2=".54061" gradientUnits="userSpaceOnUse">
<stop stop-color="#0363b7" offset="0"/>
<stop stop-color="#0156ad" offset="1"/>
</linearGradient>
<linearGradient id="linearGradient1113" x1="-13.893" x2="-13.893" y1="1.3019" y2="7.9164" gradientUnits="userSpaceOnUse">
<stop stop-color="#fed54e" offset="0"/>
<stop stop-color="#fe6301" offset="1"/>
</linearGradient>
<linearGradient id="linearGradient1153" x1="-13.893" x2="-13.893" y1="2.4667" y2="6.4353" gradientUnits="userSpaceOnUse">
<stop stop-color="#fefefb" offset="0"/>
<stop stop-color="#fef8c0" offset="1"/>
</linearGradient>
</defs>
<g transform="translate(-44.281 -2.5878)" fill="#5e4aa6" stroke-width=".26458">
<circle cx="-330.35" cy="-328.38" r="0"/>
<circle cx="-312.11" cy="-326.25" r="0"/>
<circle cx="-306.02" cy="-333.07" r="0"/>
<circle cx="-308.84" cy="-326.01" r="0"/>
</g>
<g transform="translate(22.342 4.8638)">
<g>
<rect x="-21.388" y="-.27013" width="15.011" height="11.258" ry="1.699" fill="#0156ad" stroke-width="1.4184"/>
<path d="m-19.689 10.987c-0.67719 0-0.96896-0.29253-1.2795-0.5783l6.5935-4.4582c0.01181-0.00816 0.02403-0.01602 0.03665-0.023571 0.01736-0.010489 0.03547-0.020375 0.05424-0.029619 0.01891-0.00934 0.03848-0.018013 0.05864-0.025993 0.02023-0.00796 0.04102-0.015232 0.0623-0.021758 0.02157-0.0064 0.04358-0.01206 0.06597-0.016926 0.02191-0.00521 0.04417-0.00964 0.06671-0.0133 0.02277-0.00322 0.04577-0.00563 0.06889-0.00725 0.02287-2e-3 0.04587-0.00321 0.06891-0.00363 0.02324-2.218e-4 0.04648 3.645e-4 0.06963 0.00175 0.02312 0.00142 0.04611 0.00364 0.06891 0.00666 0.02299 0.00303 0.04574 0.00685 0.06817 0.011464 0.02235 0.00447 0.04437 0.00972 0.06597 0.015721 0.02149 0.00612 0.04253 0.012976 0.06303 0.020552 0.02037 0.00757 0.04018 0.015846 0.05937 0.024787 0.01948 0.00881 0.03832 0.018293 0.05644 0.028413 0.01787 0.010279 0.03499 0.021171 0.0513 0.032636l6.5935 4.4582c-0.31062 0.28579-0.60255 0.57831-1.2795 0.57831z" fill="#039be6" stroke-width="1.2881"/>
<path d="m-19.643 0.54063c-0.50017 0-0.55212-0.36584-0.86027-0.6044l6.1325-3.6002c0.01171-0.00681 0.02384-0.013374 0.03636-0.019677 0.01723-0.00876 0.03519-0.017009 0.05381-0.024726 0.01876-0.00779 0.03818-0.015037 0.05818-0.021699 0.02007-0.00665 0.0407-0.012716 0.06181-0.018163 0.0214-0.00535 0.04324-0.010067 0.06545-0.01413 0.02173-0.00434 0.04383-0.00805 0.06619-0.011103 0.0226-0.00268 0.04541-0.0047 0.06835-0.00605 0.02269-0.00167 0.04551-0.00268 0.06837-0.00303 0.02305-1.839e-4 0.04611 3.067e-4 0.06908 0.00147 0.02293 0.00119 0.04575 0.00304 0.06837 0.00556 0.0228 0.00252 0.04538 0.00572 0.06763 0.00957 0.02218 0.00373 0.04402 0.00811 0.06545 0.013124 0.02132 0.00511 0.04219 0.010833 0.06253 0.017158 0.02021 0.00632 0.03987 0.013229 0.0589 0.020693 0.01933 0.00736 0.03802 0.015272 0.056 0.02372 0.01773 0.00858 0.03472 0.017673 0.0509 0.027245l6.1224 3.5948c-0.30818 0.23858-0.35004 0.60975-0.85018 0.60975z" fill="url(#linearGradient1059)" stroke-width="1.1723"/>
<path d="m-21.388 1.5373v7.7513c0 0.43255 0.15659 0.82514 0.41289 1.1245l7.0822-4.6044c0.01735-0.010636 0.03406-0.021933 0.0496-0.033589 0.01531-0.011819 0.02926-0.023981 0.0426-0.036689 0.01352-0.012515 0.02613-0.025471 0.03758-0.038756 0.01145-0.013372 0.02185-0.027325 0.03107-0.04134 0.0091-0.014086 0.01727-0.028312 0.02405-0.042891 7e-3 -0.014631 0.01247-0.029449 0.01704-0.044441 0.0046-0.014867 0.0084-0.02988 0.01053-0.044957 0.0021-0.015102 0.0029-0.03032 0.0025-0.045475-5.89e-4 -0.015028-0.0025-0.030041-0.0055-0.044957-0.0025-0.015081-0.0062-0.030104-0.01103-0.044958-0.0055-0.014703-0.01218-0.029121-0.02004-0.043407-0.0074-0.014599-0.01586-0.028825-0.02556-0.042891-0.0099-0.013877-0.02102-0.027629-0.03307-0.040824-0.01208-0.013147-0.02546-0.025905-0.03959-0.03824-0.01398-0.012245-0.02872-0.023815-0.04459-0.035139-0.01143-0.00823-0.02324-0.016586-0.03557-0.024288z" fill="url(#linearGradient1047)" stroke-width="1.2794"/>
<path d="m-6.3621 1.513v7.7513c0 0.43255-0.15659 0.82514-0.41289 1.1245l-7.0822-4.6044c-0.01735-0.010636-0.03406-0.021933-0.0496-0.033589-0.01531-0.011819-0.02926-0.023981-0.0426-0.036689-0.01352-0.012515-0.02613-0.025471-0.03758-0.038756-0.01145-0.013372-0.02185-0.027325-0.03107-0.04134-0.0091-0.014086-0.01727-0.028312-0.02405-0.042891-7e-3 -0.014631-0.01247-0.029449-0.01704-0.044441-0.0046-0.014867-0.0084-0.02988-0.01053-0.044957-0.0021-0.015102-0.0029-0.03032-0.0025-0.045475 5.89e-4 -0.015028 0.0025-0.030041 0.0055-0.044957 0.0025-0.015081 0.0062-0.030104 0.01103-0.044958 0.0055-0.014703 0.01218-0.029121 0.02004-0.043407 0.0074-0.014599 0.01586-0.028825 0.02556-0.042891 0.0099-0.013877 0.02102-0.027629 0.03307-0.040824 0.01208-0.013147 0.02546-0.025905 0.03959-0.03824 0.01398-0.012245 0.02872-0.023815 0.04459-0.035139 0.01143-0.00823 0.02324-0.016586 0.03557-0.024288z" fill="url(#linearGradient1051)" stroke-width="1.2794"/>
</g>
<image x="-17.861" y="1.0698" width="7.9373" height="7.9373" preserveAspectRatio="none" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPgAAAD4CAYAAADB0SsLAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz AABcRQAAXEUBuS1iLAAAABl0RVh0U29mdHdhcmUAd3d3Lmlua3NjYXBlLm9yZ5vuPBoAACAASURB VHic7Z3tlusor4SV7Pf+73h3nx9zmKHVKqkksGMnqrW8jPEXODyUwOm0SKvVels9Xl2A1pLO+vy+ T7pPa7Ma8Ovr6p9Rw39hXb3xfJLe7bNo8C+gd2tUd9LuZ3/EZ7kT0gb+BWrAz9PKs77q57QCbQN/ gq7acN5B1WebPe/ozzALYhXcBv4ANeB7dRScZ0F/FMxndRItpQZ8XTvhi661cm5WHmQRgKv7q8e2 lBrwuna4b2bfCvwVZSGtdghHRQEtacCzWoWazbeOO9O9h7JgstBn86vHfbwacE7Mc8pA/Ujsz14b SR+7I0xmgP5O7Gfys8d8tBpwX1WwvbwI3hU33/V5ZqCLIEfbLOwN+oIa8N86G2rPzXd0BhVVobW2 PQdv2A9WA/6fdoFtQX10OipjRox7H5nOhv1IDbo04EPZGeodUHt5uxy+qlWHtmD18phjmW2tj4f8 0wE/EmwGYAbsKuxR/lBlAo0FN1pn9zFls/SxoH8q4Ctg74B6F+jVd+XVd9w7wK5AH+Whba2PA/3T AD8a7CzUmfOiMqDtrBjn1nlVsFmnb9CL+iTAvbpmwEb7IoAz0O8M3StacWwmze7X+9B+vQ9ts/ve Rv97dQFO0G6wI7dlAGfPsa6PyofqhPLZxl9xbZ3OdgC6bI+gvOM8PQTxhiTscOXWemcHPwPsCFRr e7VDQOX00owqs9sZYK1t5hjresxap61tdt9t9a4OvgJ3BuynykNAV+H30lbZUB1ZISA8994BdQT4 l3Aursutz/Gukbn+bfRuDn4G2BHII9+CfxV6b23VEeXNsho1M+bNuq+3iPwDsXe8tY8pF6rnR7j5 OwHOwh2F4xHYkUtnF+YeXtm8+lXEwh05dwZwdkHX88qG6qTTWm8B+buE6KhRV1y7AvZw6yfYX4Ud bVvrqL6ePHc70rmj5cvIG/Wy8pk6PlRa11eM426ruzt41bU9WOb9T7BvBjuTX4WdKbdVV3HyUeP1 3C7r4DuA9vJl2q/vL2D9UW5+Z8CzcDNuPae9xQKYzUPHWPfWeV59dNraRjrSwRGcEcTWed61ZNov YpfFqw96FlH+pXXXEJ11qcj9MlBbwD7JfRVnR2XUddD1Xu20M3Cj9Lw8Qb6G9eFsf6k8BPp8L7au 45pDejvKv7Tu6OAM3Dq9ArUHLwI8A/eqg3vpiqIQlnFwHT5XXDubZhZx0l7dhci/pO7k4F7DtRo4 44IZh47AjvIY2K1yWeWO6oyejSWrwVrhK+PiVt7sqhrIp8p/Gun5HfhIR44+xuQZaTf3nFzAvsvp Lg7OuPa8jYDIuDUDMQu6B3UEulcf7xlUhcakK2F6xr0th47WKI91dKsO3jOJ8i+jOzg4A7dOM44d uau3jo5Zgdsqrzhr9IyyoHtOPqezofrIj9z7MeXrvHn9ZaznfagM2tlnhx7nW2l97CyUfxldHfAM 3AzUFcfOgB2BvuLg3pp9VpYYd/LgHusI8BnceWHBHutxnIZewzg7+pCe8POUCdkvC/mVAc/CjUCP nJt1aBZ0ZjZ93qfLatUnAroK91AG8jnNhOkiv8G1AJ8h19DP+WOt0xbsVnnQ+Hx2bp13W8ivCvgK 3BbgDNQR3FnYEdzed9StOlhrLy1EvhY7xqw6+WPKY0J15OYaZg22Bl+H8V/T/VjYbw35FQFfhdtb 0CQZgpiFPAM4Wqz6oHp7aS/PEzMGf4B8vfbCdcvFdciN1jP8FuwaclS+sc96R4/qe0vIrwb4EXB7 M90eyEzeKuCoHrqeVt3R86nKukbk4FYeCtMt2C3oI8C1m38Z22Jso/J5r9RuD/mVAK/A7QG+AjYL uYY9Atsbc4vKQ9vo2WjtcHDt2KyDj3U0JvcAtybTtHujPA987eTzECGSB/ysy0B+FcB3wu29qmKh XgnRI+dGdRCVp/PRc2HyGc3n6sbpgT4DOPJ049ewz0CjUH2kLdDnxcrTUM/1GHkabgT6XDf0bC4L +RUAPxruCtTzOX+Mc1FUgBoaKreVRnVH21F+RWyjteC2wLYcmg3V0Xh7PPO/wj13DfzYnmfpRaWH LMhv4eSvBrwKt5XngefBi7YjB4/c2yozA3UF7mjfTiHI57Rei/jj8TlPf3HFWj+C/KitzLDP6UzY fgsnfzXglrJw73BtC+xMeI4c3Cu7tfbSKO8osGeHmqXdzDs/gt0CXDu3N+EWwT3LeyU2H4Pc3Ko3 O/H2Mr0S8KjxRoBkJtEQwB7oVucQuXYFbpTHbFtaBR6Nv+dtrxEzjj7WKDyfHRy5+fzsdZiuy+Mt Vjg+1trNq5C/DPxXAX4W3Bm3jsbirHN75fbWVt2RjnLt6Np6km0+R0+isffSTj7neZCLSuvxtTc2 9zS7uOXmt4L8FYC/Cu4/IJ0B3HNsrzGxrh09m0i7wEcN0bq+hp51eM/N9XU08A91PnJlD2zvWb0N 5GcDXoF73ueNt+dtBLDO90BH114BOwLceiaZfbvEuDg6NuPg+joW6E+VZzn5OJ9xbGvbamv6dZoF ub7e5SA/E/Aq3NYH5o2RPYg9oP+oa6AIYQVsBPWrgc7IAhrtn2FnG7YFOpqUG8d7bi7qON2uLOly ZibfLgX5VWbR0UNHUFtwZ9yaCdEfKu0Brsu+AvYq0HNjz0g3zMz99HX0PjR2Z67tAT47bTQsyHSi 1oy7hlxDPedVn+V2nQW415ARIJFze5AjmBnINdgW1E+jnKhOuv67oN7t+qgTGmIbq9fwRx5TPg3I DPMctut9XmQlYn9erPSfrmrNdUOvCOdyHN4BnAE406CRa1vOaYXREdx6vWtSTYy0tWafA9Kqq+8Q atDMOcjVM/X/lt/jcStctxx2vk71cxj3H5CL2E6PQvOXQP7qWfQIbMutPQdHQDOTa5Fzj21dVnHW Om1tI10B6kiWW7PHsaAjULSb6zLoMTr6HKLnPMo3w62/J4/O0+U/xbVnHQ04E0YisDXIc17Grdmx twZ8xbmturNh6V2VhT0L+jjWml2fv5AyjkPgrT5jDbcHuUg8Hj8U+iMB90Ih5IQ6T8O+E+7oj0i8 xaoDqjfTaN9NDOws6Az4ekwevcpDeRnN43AvQhl5D8GwHwb5K1+TRWBHE2keuGx47oXlGnRdZs+9 re3oebyrNMjR/mzoPru4yE8nH9LheiSrrKj8aHbdqo9Mebd+TeY1dgR6FKIzoFfC8wjsrGtHjfJT Fbm6BUbGzQfYM+jjOsyPOSChqGDkzWNykd/lQ2BryA+B/s/uC0o+NEehOAJ7htcC2svz4Nbjb+Te yNFR3Zl9nybPSa2oTpy1d23v2Og4Blh9PUantpEzX5NZoOhty0m9cBw5OLtYjj33/CzMDXZNyLWq bj6O05NuVWdkztcuPofrlfH4Vu12cCY0twBCbspMokXuzcCt8z24Peh13RvuWOwztBwXpVkXZ8rm qfKtv2gCcGub2Qn4SmgejbUR2B7c7LgbheW6bLqODfZeZcJ2dDzaZsJ6dBwbqWV1Shs5EnAW7hls FJIzjs26dwS3LqvI78bENMRWTSzkCNoq5CuqhtlsHcraNQZnCoQc3nNy5OrZ75dnnFuMdFTPBnuv xvNE4aw3Nrc0xsXzWgu9WrPS3yr9nLZHep5Zr7z3Zo4JtcvBq+7tgeyF5V6ojkBvuO+nbMjunRc5 edZFvQ6BvYZXni3aAbj3YLyw3AIcfTuNgdwCW39breG+n46EfKTZP5phyiXE9dj7LLevIwH33Dsz qbYCOHLwVbgfIL91jNDz3gV5dO9I7Ou41Xfoaa0CvhKa7wzLmdB8J9yt12g35Gj/rEroXXFwduiQ 0tF/bGIVlgnVGXe3gNYdiOfaDfc9ZYXUc95Ij88KTcKNtjF/QWX+09Bxrqi0nmCbl6f8nnSz2tdp 30tfcfAV90aTa144XgnNdYfBwM2Eg63XKho2sR02s29WNGNvdQL6+syf0m5z8V2A67S3eM68Arfl 5paT6zKKsfbq2rqGos8qgiU6btfXXJnjDjOUaoheAYGB3usAonA96lisckRlZva3XicU3s5huvUd 9vk4vZ7b5Czr/TdanlMatcXsX5WVQvmqg3u9Ysa9rddaGfdGoDPQ63p0WH5PsR00G6JbnQH60gvS 3BlY55zyt+AiNcCZkIdxaD1ZFn0t9Sn/RBxeWM68Emu430/R57czWpud1JuE89LaxVE5lsfiu2fR Iwdn4Ndw/jH2Zd3ae1AN93vICmHnPC9sl2lbh+h6VnwOwf9M13qqfV6YLmK3y6FtDq/HGZEi90bn WA9Pg4zG2RbUFtholtwqB6pPVJfWtcV+nsjdrbaE2l00Z+S1dRG7PVplXHLxbIge9XpseJ4Zd6Nx ePRgo9C84X5PeZ8ra0g7pSfnTlUmRD/CvTNOboXxbHjecH+WvHAdhej62DlMF/kZds8huV6sn1XW of1cBqusqMxe/Uzt/HPRzIJCGC8UQuGOBTEbjjP7WvcUA868PWR9+0y33RlY658hWEBH7dXSsuOv vgevunfk1BrgaHZcj2+sMuiyo+3W+yhyvvHZW3kztLOb6wk0a1JNO/oRLk6JBTyC4KHS1jbr7MyE ReTcmdC89VliQ3XkvF6Y/hUcby3666zoCzCoHq52hOhWqGHBiMbezFg6M4GWcegG/v3FuOO8LfIT fA9yDW7Fxcd5X+q+ZdeelX1NJvKz4t7+kfagZdwbdRQIcjG2rfI23J8jpi0w7ZZts9F5Xrv1yp9u s4yDRw7oOSmzMA/FG39H5Yjq0PpMDXec11raoUV+j7lnB9ZOboXs3uKVw6sDVDZEZ9ybgTmaTIte paEe0Cprdl/rPeXBgPZpAxlpa2JtTlsz6jpM99qy98cmIdSzIsAjENADyIQo2ffZzOLVoeH+XGk4 rG10nte+rTaNYM+4OAO0u78yBp8vPK9H2gLKexCMu+vXYJ5zo7K1WpaYtsIAnn3z85Tf99Tterkd V77JxoTELMzsQ6i6t1fG1meKcUSUPzNghem67Wr3jtw8ekU2OzwVpnsOzsCiwYoAtcBmQG/3bh2p iovPeZ6Ree2faeeMcUHt/EUXtqCMa+t93j3avVtZrbq45b7Ru/HKjDpbZriPHYNHPRwLvAd0JhzP lrPhbmmhNsK4ONumM0BH5cuU81+tODjr1LsXdK9Wa6esNsXMgmvQs849O7guQ/pbbcjBGZfUedmK z+sK5Khc7d4tVlkXr7TVlbYelTfcl3lNFoFl5XkVZh+MVeF279YZYtvfSpv2OpUMc6YYwL1ezgN5 pbfz3PiQB9H6WGWNK3L33V/Yinhwlf2ii3Ujq3eb87O9GaogA3YD3VoV06YybTbb1vU9dDlSbdwC PHMBVKAdPRazjy1bq+WJaUtsO93p2EzZ3HpEDu71GrsrGn0dFVW01LO1Wo6iNhUZW+UVGevsbBlF pBaiR+5p7dcVZ/7sE12vgW6dLavNoXaKgLXaPjoXlYGJXH9odRa90iNVnF+MdLasrZYntk3taMMV F8+U9V9pwDNgsL1NdrGuje7Vbt46SlHb8vJ3gRzdKzy28ppszqtA61UUXdu6b6a8rdaq2AjWymfz MqaH8n6o8tdkjHPr7ZUQRl+3AW4dpahtIdNZhVdfK1s+eE52DG5VbE4zLp2tXFSpBr51lCL3ZPOz sCPOvPuayv41GbMvCrutY1DnkFXD3lrVSttj27deVzigyln9yaZszyVgjSpvXQ85f6t1lrwQfd7W x0YMWPew7p3WDDh7AbbnyYYjTLifLWurtUuReXkg62MiLiL3p8sa/bloFiwEJQtxFtwGvXW0Km2y Cn/1fvC8zBicHQ9Ue63oukwZW60d2tXuqtGsd92UGa68B/d6pmjcEV0PVaAhbr1aO9pvhpklHnb9 f3DrhhHkbE9UDd9braM0t8XoxxsZw2Ocu6TKLLrXg1nHsA5ubTO9YKt1tCrtMePgVnpLBHv0fzbx QhAvr9W6o9h2bq1FMD9lrf6iy+6eLcprta6obJvO8mN1EJQG4DsAs8YUUUUa4ta7Kxp+etxU7/Fv XuYnm5ibMmPvaMaQuXalbK1WRittMdPm9fWynLmqviYr3Yy8xqGziq3WRh3dbrPs/Tq+8scmTE+0 u6fq0L71akWhNntudviKIlyKgR2z6F6B0HrnWKPVOlMrc1Ne3ti2hqrlds/+quqVdYcytu6p3W1r ZX4re00RWXPw8k2DY6vu3mq9SjuGkoe096MA12KgjWbRW607iH0bdEpb3wH4jldbDXbr3cS270Pb /lkOLtIQt1pZLTNT/aqqt79BbrV8HTapprXLwbMhSHcCrdZvbR+2nhmit1qtk7UL8G+1tvZFea3W p+sbpMvKAs7ctOFttXytMJI698wQvcFvtXJaZmYH4F4h2H0Nf+vdxLbvQ9v+WQ7ujdHnYxr01t0V tWOGhW06CvBM4fWxpz6AVmuDUJtd4WCLIsDvANkdyti6p3a3LXS9wybdVhw86q10rzavqy7dMLde rWqbtcbkFjNWiF9u9yzgunARvN5+65rRfbdVuNUqamUo6cEdtXHLGNn7UoBHF9oBG+pAdl2/1TpC R7fbLHu/jrcAXxknsD0Vcvkdr9xarR1aaYtnRbahBuA7vk7qjbE71G59ql41N/UtUv+qKgNq5dgo r9W6orJtOjI+va8M/+osujXuQGG6LqSX12rdUWw7t9YimJ+yKoCj3gYVLNNboXPYfa3WEaq0x4yD W+ktUe3u/w+OCulNOmRmCvuHIlpXUKbtMg6+1bVnVV+TRQXPTLRZ19vWg7Vam7Wj/WaYWeIh80UX 72JRqBEtzHWZMrZaO7Sr3WXbP+PkbPQgIhjwzLgCnReNw3WPRRc6UZ5Wa1VsG2PbNuve2fKZ5z2N AzMXRKF6pdeKHpBVhlbrLFltMBqGMtGs3oeOtcoQlrX6mgyNB7IPwauA1RFUXL7V2iVkUMiwWPe2 7mHdO63KH5tE+zIV83qzihr+1qpW2h7bvvW6wgFVzpUfXWRCDL0Phen6HHRPK7+hbh0lr4157TUy vYgJJpKl5AFuFdLK18egsJqtGJPfah2hqG15ITrTliOTi8qQZnLlPfhYZ3ulCFwUFURlYva1WlV5 bs0Y0monUGrXGvDMRRgnryzWtdG9lirfajmK2paXX4lUd5nWj2MzY3C2B2N6p2i/dzwqS1TWVssT 26Z2tOFV8On2XZlkY3oby4G/ReRLrb0Kouu1a7fOltXmUDtFsFptH52LyhAd80vsr6p6vUimF/MW XXEEdqaMrVZFUZtCoFttedXdUTmodp/5ySZLUUV3LtZ12bK1Wp6YtsQCuauNs2Vz67HjF11QgTKO zT64qEINdWtVTJvKGhHj6PpeHle0Kq/JrJ5mVw+mH4RVFgb0KL/VGsq0nahdRjCvhO5WmcL2vTqL jvI98LOVtICPnL3V2qFshLnSrg8xrujPRdl9Vaeuwu6VK93LtT5WqK0wbeyMth6VN9xX/ckmfbGH 5AtfXca9tPrnnFo75TltFu4VV4+MzVX2r8kyIUPmIYxlxcG9craLt7Sy7j32Zdr0EW7NlPNfeQ4+ 3JLdl+3xvuSfDsbKf8jPqMC6hyXPxb36tD5LERwVd0VGVYE9A7y7b9fvonuV9iprbbMP1iuXBMe0 WrMq7m3lZdt/pgMpKTMGHw6InHDOR5V9qPRz2tZubjk5A3m7eMvTLveeJ88saCMjQ98D8cqYNq8d /x9cF0zfnO3hvsQPc9rFW0co495z2mrLVvtlolLrPmzZXEUOHjne7OoieDb9i9g3O3omhLE0l1nX oV38c2UBpbd3LBXQUduO4Hb3Z1+TzUCjMH2sI5gtqDXs8/bcScz3EKcsmUnC1nuLifisfC/y/DLS KCrVx7OursuYcnMG8AgUrew7cT0et1x/pMdapuO89+JRh9T6XGlgIje14EbuvDJzzgIvwT4RWfvn g1FPM9JRL2j1dux4HD0I68FE2633FdMWIsgybTY6z4PbK3+6zf4hj9Pu9wBrK/0Ax3vLE5yLlsx9 o7q13ktZB4wg1w49g/1XfKOKvrYqRnpJ7Bg8CnHn/aNQ3iuzaLHG6nO+Ph6F6TLtQ6F6VLfWfRUB PNaZcJl988O691wuvZ2t2y+xDi7iu7jnqsi9vXOHi8u0ns/T56Ly6GOjurTeWyg0t/K8cfWc/jut s+6NymCVueTmu/4/uDd2sHpDPYE2z5g/1THWZBvqbbWTs6/H2sXfT5nQnHFuBDpydca9o2VZGQcX 2evi3nmZ8ba+TlT2Ho+/v1ZCcwvm6LUYs+x0bxr+nYB753hAo3ym02Am27zyNuTvpyzcetsbS1fg Rk5/uHuL5AEXOc7F0TX0GNwbX0djfrQd1bF1D3lwz9vWZBaC3APbG3uz4XpUl7J7i+wH3DsHQaz3 z5NrOi9y60wY35C/lyK4vXF3xbEH3GP/XyMPfRkmuv82VQAXqbm43i8gzYbn6L76GK/8Dfl7iIWb gRqNwZE7R+E5uu7h7i1yDODROWyYnRmD6/tky6PzrONa19QOuNG77Qh0tgOwHPpw9xapAy6Cwci4 eMXNrWOtc1C5rDpEHUJDfk1FQKBJNZ3nheh6jB0Bb4XnHsisS5fg3wX4vB3BgKAX4SC3ruE5L+oI vHK3k19fWecWta3dO5r9XnHxCHTLvbe4+QrgInlHzLhuJjz37hMdg8rbkF9XFbiZEJ0B1/vGmhXu RxNsurxW/cqwHw34SDOObZ3PuncmjcrfkN9DO+FGE2Es0JHjM+Ps7ePuWauAi9RCdQ9gtB8dz4Tq TCiPyt6QX0e74F6ZQGOgj8b3KEy36rjUARwJ+EijUFuCbWZcjs5BZbGOYY5DQDfo54iZeMrCnX3l xbq35+DZ+i1rB+AiNRcf+1fH69k0KldDfk0dBXcmNLccOxqL62tXwvVl8I8GfE57UFngitqHjovG 86gcDfn1dSTc2bDbmyW3Oo5qSL5VuwAX4Vw8GnOj9G6XzkQYURod36qLAXvetuDJwM04d+Y75xp0 pn6HTL4dCficx4IUdQDRuJy5bwQ5W4+G/BhlXXusV+D+Kz7EDOQ7J9a2aSfgIntCde+6Hujecez1 PGU6BPaarf9UdW2Uzjq3BvmvkWZD91WotwG/G3CRXKhu5TP7rWMyLs7sR/eM0t75rd9iG7pOe+G5 NdEVuXI0kWbtz06knRaaD50B+JzHhsOZiTl9XCacjsoSHcu6efb6n6CMg2VC8kpojtybOQd1KFaH dOoEm8gxgItwoXp0btaho4m2lbF1lFep3ydrh2vPeRbYGbgtF0fOHt2LDdGzz6WkowAXiSHXwOrj qiE2c/7I0w8UgfoN8plyIH0a6FHjZVx7rL3xtgW2htwDOTPmZsBGdTw0NB86E/A5D42lrX3M9b1J OHQtFlRGmft4576jqmCPNOPaKDSfQdTQMm698o8MrDqwz2SbjgRcJD8ez0KXhdy7lvXQs3CugM4e cwcxDZhxN3bMrd2bnVhDDs5OsHmOnRl3Hwb80YCLrI3H52POgNw7BoX1bJky984cdxWxjTQL9lhr WNB42AMcOXQF7kyIfuq4e9YrANd5aCxuHR9NpKH7MfuY+2tFH05l8i5z/1erCrXOy463mXG3t2SA ju6Vgfu00HzoDMBF+Mm0CM752G/n+Mo4fkh/CKjsmQ9rF+ir56yo0jhXwB7rGRYLKMa5PYiZr6Na QCO4q8/iEJ0FuMjaayrr2J3jY0vo4TOdAhITbayCG3V+SOOc1UbHNGQW7DmNwGLG3AzMq/8ZFJWd fSaH6EzARXjo2Fdos77BPjaER2Psb+OYVZ0xrDhLGddiwB5rb0HjYP2b5AjaCHSrs/BC87l+Lx93 z3o14Dov43DzPu1YTOjuHTeuaaV3KOo0rgx8NQxlQ3NmyYy3M279d7r2X+NekWt7dX2JzgZcpAa5 5/RjHT3IbIhuKRpnWcdnjlkN2XfBv1rHqKEzoTgC23LTCujMzy55Y++5Lhm4TwX+FYCL5CH39rNj 8hVlOg+2wUfnXtHFGfeuhOWeI6LZ6+qSHWsjuFG5db2tZ3GaXgW4yDrk83Y0Ns++joo+nOiDqjpg 1FFU3t9nlY06vO0oLPfAjuDWoM/b7FdNrfH228At8lrARfZCbol9qOx7bi/kjBq9zq80gir0K2Lq xYTien0U3FW3tgDXaa/s7PM5Va8GXGQP5HNe5hVY5JhWPmq0I+0BbB3vHcvI6lx2CF2XBTyCGi0R tCzckVNb5yP3viXcItcFXOfv+MZX5UF/iz2Bpz9wfX3vXqzbRdc5WtkOb05XoUaubbn42M7+WGIE tgW3VR9U90vpCoCL1CDPnMOEmUiVBl25HhsJsOCtqBLNRC6XBZ0JuT1nZt3/SLhfDv1VABfZC7l3 XhYYL+zyAEeNmLmPPjba1vnVaCW6rrXNwpsBGYXeGZiZMXYE9q3hFrkW4CJ7w/XoeAb0KI8B3RNq KFHHIUa+de3M4l0juqa3T4NjgWTByP6zAebnjCtgW3WTaa3T+rldQlcDXCQPeWUWOQILHTtvZ4Bk oIquy6bZzkWLcd1sp6EBPmJBIKOxdqYuYqTFSOvneBn979UFMPQt8fvskR4PU0+Ejf1jef5//teU J9O545znlB4N4Qm2H07ew0gzixhpa+2lhcjXYhpr1KGNtdexiWAH12k0Eca4M3LsKJpAdfCehRD5 L9MVARfZA/msGewB/Phwn2qN8ub7aZhn0Mf6odLWMjqUCPIrAx7BLeI7pgWdB2gE8o5w3KqP9RyE yH+prgq4SA3yIQ92kd9OPq81wE8jzwLcWkcurjuerJOzQxV2HgLt8xx7rD3n9pbIvSuge64dwY3q qNPoWV1KVwZcZA1y63jLQQdk31MeAhsBrsP0jItHgFfhZt17yHp+LORVwJG7ojEzE34joL1w3AIc 1d97RpfT1QEX4SEX4UP2IctB53P12Hpsa6DnMH3uOKqQS5C21gK2s9LPfOZt+QAAA65JREFULOPa c3rFuTPAVx07qo/3TKL8y+gOgIv4kIv8BJ0J2RlH13DNzq1BR2H5nPel7sM4NwM4ytP7kDznjhwc QW3lMe5ahTjajjqjqM6WLg+3yH0AF/kNs96XCdmRtKPPQFvgorB8zrOg1vkiv8FmQ3UvXRFq4Ahw D2gRPmRmAa687mIA9+ouRP4ltdoYXiVUbhSuIkCQa6JFO++T3Mfk7wrTjwCcce85HS3Rq7II5EoY HtUBPQMm/7K6K+Aiftk9d2PgyYKehdw6xrq3zhNnrdPWNpLXwCPIEdwjj4GRAT4DtgRpa42eRZR/ ad0ZcJE9kOv1vN8Ln3e49JkOrvOZhnyUg2dA9/Jl2q/vH5Ub1dXSLeEWuT/gQ2yjZkD3nBzl7wJc Xx9tW+uovp52O7jergAuwk2WRc6t86L6Mvm30bsALlJ3c7TeAXoF6qMcnNVuB0f5lYW5h1duL611 e7hF3gtwER5yvc3AUwFzp2tX4Y4+Y6shVyGvurnIf26Njrfy2fJZ9Xx7uEXeD/ChM0Cf0wzc7PHo HjptlQ3VkRWCQIOSdXKdZx3jHavH2FbZGmxD7wq4yBrk7DrrwBmX9tzbKo+XZhSFsSgvA7vezkYA VnnYcNzaZvfdVu8M+NAZoI91BVgUNXh51v1Rnax9mYbOuHiUt9ohZNZeHSy9JdhDnwD40G7QdR7j 8KvnROXQ6Yp2Ozmbx5xjlaPBdvRJgIvE9c2AbuWx4byXl1lHZa7Ig6TqqhnovXWUh7a1PgJukc8D fOho0K28DNjZfajcVbFhenYfA3UlD21rfQzYQ58K+NAK6PP2TqdnrsOUjdlXGYuj9IrTZ/KYba2P A3vo0wEfOhJ0lM66daYcq8oAVXX1zHXYcml9LNhDDfhPZUG38iqwV9JsebKyoMgCvpJmIGbA/Xi4 RRpwS8wzYcFixsorDn0FB4+2mTEzC3E7dlINuK+zYWe2vXIdBbiXX4V/F9TsMR+pBpxTFXSU77n2 ah6SPjYDxQqMnoN75WiwN6gBz4l9XtkZ7dWx9VGfY/aLIuwk2ArUmeM+Xlf810V30VGwi+Qb8BEN PjvezXYG7H2yx7UmNeDryrpnZaZe5PwGvgLlDqCrx7cmdYi+V7thr163ck4FpKPct6HepAb8OFWf 7VGdRFVnwdlQH6AG/DytPOurfk4rUDbQJ+iqDecTtPvZ777ebgAb6BeoAb+O3u2zaKAvoHdrVO+o q39GDfKFdfXG0/J11ufXELdardbV9H/arImcjM03LwAAAABJRU5ErkJggg== "/>
<circle cx="-13.893" cy="4.6092" r="3.3072" fill="url(#linearGradient1113)"/>
<path d="m-15.564 4.7643c0 0.9229 0.74816 1.671 1.671 1.671 0.9135 0 1.6544-0.67075 1.6694-1.5807 1e-3 -0.00921 0.0016-0.018469 0.0017-0.027739 0-0.15381-0.15954-0.27146-0.31336-0.27146s-0.31332 0.11764-0.31332 0.27146c0 0.61523-0.4291 0.98181-1.0444 0.98181-0.61523 0-1.0444-0.42912-1.0444-1.0444 0-0.61523 0.42914-1.0444 1.0444-1.0444v0.62663l1.2532-0.93995-1.2531-0.93995v0.62634c-0.9229 0-1.671 0.74816-1.671 1.671z" fill="url(#linearGradient1153)" stroke-width=".20888"/>
</g>
</svg>