old-saburly-wagtail-web/static/images/coding-tutorials-patience.svg

<?xml version="1.0" encoding="UTF-8"?>
<svg width="625px" height="419px" viewBox="0 0 625 419" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
    <!-- Generator: Sketch 51.2 (57519) - http://www.bohemiancoding.com/sketch -->
    <title>coding-practice@2x</title>
    <desc>Created with Sketch.</desc>
    <defs>
        <linearGradient x1="227.604499%" y1="-30.2653238%" x2="50%" y2="100%" id="linearGradient-1">
            <stop stop-color="#CFDDF3" offset="0%"></stop>
            <stop stop-color="#A1B8E3" offset="100%"></stop>
        </linearGradient>
        <radialGradient cx="96.2349078%" cy="23.9417839%" fx="96.2349078%" fy="23.9417839%" r="85.0229921%" gradientTransform="translate(0.962349,0.239418),scale(0.566042,1.000000),rotate(162.827696),translate(-0.962349,-0.239418)" id="radialGradient-2">
            <stop stop-color="#5763AB" offset="0%"></stop>
            <stop stop-color="#172680" offset="100%"></stop>
        </radialGradient>
        <linearGradient x1="53.8156179%" y1="57.2330386%" x2="35.7566149%" y2="24.3122825%" id="linearGradient-3">
            <stop stop-color="#223762" stop-opacity="0" offset="0%"></stop>
            <stop stop-color="#000000" stop-opacity="0.5" offset="100%"></stop>
        </linearGradient>
        <path d="M4.66802516,25.7901421 C8.51050082,28.290721 43.9108782,37.5571879 48.6933915,39.1682308 C53.4759048,40.7793586 67.6430364,39.5309361 69.692401,28.7323066 C71.7417655,17.9336771 67.6272783,12.5689229 56.1427811,8.42815058 C44.6582103,4.28742067 13.7729002,-0.0773904998 10.2642167,0.0810066549 C6.75553316,0.239446241 0.030722115,5.64748068 0.118422635,10.8969058 C0.20619679,16.1463309 0.825475859,23.2894358 4.66802516,25.7901421 Z" id="path-4"></path>
        <pattern id="pattern-6" width="258" height="258" x="-257.882427" y="-257.923179" patternUnits="userSpaceOnUse">
            <use xlink:href="#image-7"></use>
        </pattern>
        <image id="image-7" width="258" height="258" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQIAAAECCAYAAAAVT9lQAAAAAXNSR0IArs4c6QAAQABJREFUeAHtne2vLnV1/g+ghkQDUUuEhAYRi1BiBKkPGESERCoKofKgQZ60pCUFi8UYgxJKIk+KKYhaIRBNoIihgDQFweBf0Jf9I/rm97Yv+qbdv7nue39mPrP2d+5zQDxnn7O/J5lzrXWta62ZWfOdue899zzs29ra2pdp+Jf/BrNtE7/rrrv2q6Oma+2v9sc+9rFZ3ZrL/Jd46td4yzeHXZH5uW4073vf+7ZOPPHE1bIm9t3vfndc7qeeeuo/o8l0zTXXDLC2g9QJtqa3ve1tI289NjnUjH/FFVeM847vmPXEjj766FHvurbJIwdEA8KD4f/xH/9xgK19p59++rguxIPY0cT+zW9+85d/+qd/OvJo0IGpi00uWPnqR1cnNMZqP/300/9x1llnDalTfjQf/vCHVxz6xLGNsZmo8aEPfWiV+0//9E8rhN+E1DCiDxc7+NnPfnbH/Ih9/vOf3/qHf/iHVRyO3FdfffX4FedAgkzwQWyS4YzkgeSgIRcM/3d/93fjwqF3fuUcw/77v//7QTYtIzmg5xf7Jz/5SXOeVU/jmM9jjz32f2iC2MQr53js66+/fuytl4k8kBh18R13jDjcX/zFX4zrl50seb/73e+OJW5MDP973/vemAd32WWXjctsbWxP6NEcSOyN5ESbmj/72c/GZWRexED4isSNse2TA1+ReJDJmm9961tjv1wXm/z4t91220p7ww03bB1zzDFjXjT333//6Ef79re/faBDzZc3fuVvuummFQcftE0NcokN/s5iiFtFlLj1mc98ZnDXM/IAdE3r4eEuv/zyMR/O88Z+73vfu2oMmqBt14WHo0bNaemqhlzXsgaeWnziwpPfyqmalu98bCPzNffP//zPs0HkeWNXTH4414E777zzxt6TV3VoiVMLtD7cs88++y8//elPZ3XRuAb55i699NLBXS8rPPNvobl8A8F3DTjQdcPBg0u5jqOBA10bTTAfNNFYt+SHv/jii0ctOr6tMI+bb755pSHu+aFJbJsfjVXSgW4gCh133HFb+bT75Cc/OS7YQw89NNrovDDmthdixwJbo4Xdoat18TflfOADHxiXL7o/+7M/G2YXatoQtl966aULiIPEg+aw77jjjnFZw8FvQutc3/NwfkvvOHnmYj/33HP3mMvOhfbP//zPZ8vNV3eWx3nmwme6++67t2688cZZDWpbj02MfHjPx7b1aM3VOo5hn3rqqbPlo77roTXGPuOMMwZ50tfbnfnBhW9NxI3Vjs/kGnDoW/NGU/NavuuM8UriUxifBPylOLrgJi1/T6IhD/8Xv/jF/6scNdHYD1cn8tG1fHKI1dr33XffQK03PHXyZ4M5+HB1SsxfzR1nniA1K1If3Y9+9KNBsp4XMQ7gaGocHqzzsB5NxZqTOJxtc9SAM/rvWuc7J3oma8y9+OKLf0Vdco1ojcThqI0fhDPGZkLjbxrEQDTUhQdrPP63v/3t1TxqTtWmBtz3v//9Mcd8bP6kqvPEXyGFwJCxPZmL/Z3vfGelWRUYfOJgcrHBVr3EmJyDlhg18K11LPyPf/zjcXmq7pvf/OYYu/POO5vzTr13v/vdzRjLBbI8RuZZl8s8enPUfMc73jGb9ymnnDL6rrk/m9oVk9f/pJvGePrR/6QbhtgDDzyw9aUvfWkYL+2dP41iQmM/9iY+8d/+9rd/Yh364BJvDbpo60QMpB5IHfJyUgwtsRaiJ4YfPOmkk8blcC1rYjvWqvP888//bXh/Ha95+K61xIV3jHlWRFP1+MTJa/Fw0fzrv/7rt4L5gCDX8RZHbc5pxK+66j/66KNj/ZzRT3xpoj7x6lOb+eKj50PjuuuuG+dpzTe+8Y0hNaGp544TC3pCD7Zi4fL3PpqKiZuzTz3iv//9748i7hjcscceu55PK4jIaB0zAa0LhxZ+fzrn9L9f+9+vjBewNY48xmx7LNWf6Th4oEfr+SzNy78ikf/Od75zMKcdnXrmYof/+Mc/PmrRBZnQvf/97x91cMFq459wwgljDeq29MwH5Ncz/B0zGAPbOzQ+M/71r3/9ODOCw0dbseryW7y56OPD2YcDHfN8Et/0t1Xi1Ljgggt2NI+61ERrnxpBTo4S3x9SjxrRw5Fr37olbdVYR4yaoOdVNYl98YtfHHvTisNRpyLxJYw+sYcffng1n9hwrVqOVW18c7HzSd7ia+2W71rE4bwcnGyGy68g6I2t3BZHHXKtcSw8MbDmoKm/tLV0hdt5VPJMjtSzpF5Hmk0TKzreP2XWO3LtX3q041Nme6enn+5j7DpRM3jttdeO8SeffPK/o33llVdOokbNrbxroWU5lhAdSI18SofLRUZw1AgPRx4cmk1xcqwhj5hxKQYf/OAHP7ha3tafnImnHvjyyy+/f7v+tEESZNoOrhIO9t8rXobYLAtIPFf4YRMLmqt21R1/fC6smtb79ddfP5oaYOI175Zbblnl+duF62CTV/1aeynu/Nj9G9l6W/VvZNN+yxjxmGI8VURTv5EN/LTjvNGvE5lJ8l3DNgsBZy02MWoZyQdbOcQq/vznPx+o6auUc7/85S+vYnDRnXzyyaPef6exfEbyjEvzCk8uNv5SPjpqGp2DXfXmnYtNHGzlV65fBTp9WLiP9Mm9dBwetN4X4R3qq0CH5ZsfWbygjsFXjAZukz6x888/fzxocNGR86lz2mmnzWqGJ4aNzzwrT9w8dnJ8OWj4q666arVsdXmoYx6bmOsSy8+Tm+LoyAXDE6t21RA3ogmat72/GDVaOcRqDfyl+IHW6teX7Nxu7m36iF/tP+j6kqWizIS4MbanupEdq3b/pF5vyNqX+O4j/QeJG2P3T+r5WHR/3M/wTOaxyYu/mz6pvVzYdT0qj591qTYXF4V3bN8R9RPI9op7JW2z0UEaEewnp3YeiBhI9Im+mU/sTZ6cGlLX82zhr371qxeZX+Jowh111FFJXE2OWeNlRGsOLfnBXNOA78vO4VwHm1gQzri/ONq/+Zu/aa4T8eCmeThunW1qwYHb/HoGIT0lyAamQEUK1bwW39JYl9qbNMwbDXr46qMLWmNdK1a1//7v/366OdclP8j1+mit46IZYtzVZ01i8dFUnxj44IMPzgZOS4+WmvhBplYMLvi5z31ukK6XC3Q8dnhP4d71rneNy2f9lVdeudKTZ7T9zDPPvJaa4czbX4qbR99vn998+/w+n/V2w91M22jCMfUzuPPzLAw++rOE9LKewY2eGiDcJnQsdv9NfT1G+0nwdR/2cxJ8PogzgBhQDMJg5a2xjdaYPz/s23bdTXUSqw8vSR1P1HIdOOtsO247muo7z3Z09vNnBrnEjK0bhJJvDfXg4rMhrY3d+nZQ81Mn0w9/+MNZz9C55r333ruV24/JcSycc5Zizv3IRz6yqhUtlyNTAx11QeJg1YVH28JcNl9zW35+joUP5qBMvfix7cORU29AQwtaT61WjHrWV3uTf/XVVw9lNy+r54GdnC984QvrRBbMWIsSY2Hwl3Tm0XrmtU71+40g7W1DD+lXv7d/fWBijAUP9b39HvtsJ7Ybt2ijCebPT/zozjnnnPEgRp7rWEvcXGz4itaVD4XpqBdRfxTX1EQaSvP4aas/iqv9TWxXP4pr2MHqTsENOWzfxLGD+GC9Nb5q0IE1Tu0f/OAHgzkfZ/jG2PipyQTn+OOPP/6/xEHrwlmPf/vtt6/4wd+3xVfVlhDO2B9Gsm5qekdDg/1hJPN+ZMzUHtlnTJmLbZ4a5qyHR1dj1OsPI5m2hXuEPWB749FYGh0d9r/927993H7ss88+e7ZTEA/apkYQHg4/mCkX/bR0cOjIy7PdzMHD1fm4DrEW5zqOU5e4a3C2HT0xa5fy80yClt5cHnaKH6QuNXmoas7eV13OyFv/6U9/eqUht+rhnRMN/plnnjnmOxcN+cTi+2946hjzywp66oDo7MMFmRyPXSdyrCO3hehcxzquDgz31a9+detTn/pUc1mcY5v6cPVW5/B13jWHXHhjbH4JzD0zRbuzcUlgQhw8zFd0WKVpvWJ73WITx65x/OhoJHWCrecukENN9PD2l2xynROtJ2JoHaMug8Ba2+icSz3QMWzHsMElTeLWYMNXnzpBa6xrxaq2/xy8+HPwvq1HHnmkuVForDdCtWl0/YRyrjcWN82Eu+SSSwbZNKDRVQ6+YtXFR8PJRjTw1vA3vzXRMZnnfnJiLXTtxC+88MKxr+hdMxy+sWoTgwPhuCEM33FqmouN1nHbLT1xX/hiHfEg88C2jhjcEpIbzO3lQTjX4OavxPK4rqpz/Yw3+/wyAkcuWH9aZ76JkwPHg0Ph6zIn59Zbbx1gPt7RUwefeaCvvH20tUbLJ4/YWB/DiMhY7T333HcdINKLTP1k09Y+nWya7WQenPQLJAbCg+H9nEf4PKo7duKe4IL+s2r1s9j2tqJG8mw/8cQT/4MfdHwvnTsbG+om8JimNKU/22896Hz9uXvlgQMP1x/XPu109CZYJ/p1IHy9SjO55GNXXJp3dP1x7dvbw03zhjDfsvvNQ+tPj1Zv3EcPQrQtrt88NP+UT6/cp9j47iM8SF58H7w5v9X6pkFdauzJl73QODfXXG0SMT/CGa6F4eBpNL5j5qyzxssCX/Pi9wtK5p/E9JP+0bNyQclqR7vooouG8JQf2xO14GpNfOvgak7VVD96ckFzsfsvWO1vWPQ6eEC/YDnBNhsFTCz2Hnls07C6Owdh1j98vzNuOlDU8YEPLvWRXqIDqz58f47F9G2IvqVPnmr/0IH0FV0D14PbAc/ABfqDLee9cm+wj8QHW7JudVCF90ScseQ8YnBG14B3jRq33/9EXY9J9wSbHoLhYzsON25IBEG/gYYkEg7ozapDjdTx1M+w9zPsHkv96tT1Dsk+wv51qK5OHZZjfoR4C65Znh0AWEFW2EgMdIzlap3c6T8jzb8qum/uZWz79NR6OL7JoPeDOdCQF01/H+T0QUfPQPoVP9Ph8D7IYZnbg4qVAtGxktVnpSuiD98fBT4/6LqH/VHg8x3L48h98niCj9a2ffggNc2ZT5yrL9/go8BXtalV8TA5p7RuEM1JM7wiB2pb54ZTL/GWpj80Yv2pwbMG6FdF+md0nytPr6mDX3XEjdQFnYNd9ebJMxIHW/mV6z+pzs/BuD/0MRieyTw2efEXf1JdKgDvIrG5pJWZGK0Nbz+2fc4ZoCMG8k425xGr8wzf33EwHcBbfaJnxIKZ+lunpr7RI8YkPr2yj422auBBx2OHZyIGwh/Uk/NeqCU7C0YM7E8dmveEy1HZiPSponsZm28Cle9PHZrvoOmj71iMT2/pHX5/6tD6qUN5V4d7Q39AxwZ7PqDj9xuD2oMsDWRKn+hd5RyLzbcob4ClXDTGll3nEQ1TvzFovv3o9eF+YxDjgPXZhMTysFjsIDZjBRyPqp4JYjCx/rzA9w9tSB/TsjXG7p/c856kN/2Te9rhMkaWpvQqN0a9kU9uxh7IeIzPZC52XldvPXFwO7ZzoZ1UbfyKKfqZz3xmoNcL5JMSzNAYG59a/Sad6QBDb+iTkX6ZW9L3m3TmByr3qV8mP+vNtEMuDSwPPHZ0o5tbazjmPzlck6fpUDM5XEMeO2eP0YPMx35sJs/Xdn7TJddInus5D/uXv/zlf6Ehhzotn7xgf+7Dzq/s9Iee9uc+rHt0sP+8G3ccNgQbJphpFz91dbV8/SaZaefyNuyPeZs+7ThA05/6EJ065vlg2kuPeZsdCNww2xwUKtJY0A1t5ef2TrSOV5v5wOMHTzrppPET3bWsie1Yq87zzz//t+FbF4608vfHMX/mtYSugx0t+eaWeLSJ856A/B1IruMtjmXjzwbmA9b8+I8++uhY/6yzzhq3AVoj9eGqH75y8dHzPIzrrrtunCc5wfosP3JbyHyIMQ/qEYePz8ldOGOtY7/WOpx+It/xpiM3qDagn3Wd/oxio4P0ygOjckta8/XnRNdDl/s9qN1CdMSqn8dp1xjzQQtG14qR7zicc/MCkMo7npNluZzZdTy/mouuavwMAeqjcQ3y4fDRkmveHHnmyCUHzQsvvHAdtjV+4csrr7xykmOx04+vfe1rg5m2rPvPY9ioBx8NEzH79YMOTQOnDU2QBYiPDbbOkhNDbx8OTMxxbDC6TNxDTR68kVpgYv2de+v+0afaV/ig+wZf9VVDvCL5rhtNf0/GememL2B6wzMzd8N7Moblmg8c/CwoGxsuCFfj8GgdJwZnRG+semLOs00cbOVXrl++On2S0Mv0jz65l47Dg9b7l6L+RKB5L+kTWPtXeeIg8SATsWDOCdlHH67qb7vttpX2hhtu2DrmmGPWeRH1x3Cvj9o0j8ZVvzba8RrDr7Xgg0v51mD3x3AvPoZ73AHca3rbvyHOP+jpC+NK2E/AuTmx+wm4nQcpehT0pIG02iFbsXB78QRc1jv9oSfuVTgexe7HpqM1kgeHX2svxdEnHpuf8Yt+fcSABEk+qDc+7OdTkhXZhI7F7q8GX++4/S7PdR84GetxkrGOz7g3JtaKw9U4PDUcJwZnRG+semLOs00cbOVXbvvP5PWBgBMXiGqh+gJIx50Te2kiJ+gc++SitS72fffdN8D6yEZefTU1fHR1SswPO3GceYLMpyL10f3oRz8aJNNgid26CalVhxo15npoKtacxOFsm6MGnNFPpnK+c6Jnssbciy+++FfUJdeI1kgcjtr4QThjbCY0vmKQGIiGuvBgjcfPy0oSrzlViyaYs/z20Yb72c9+Ni6zNbGZmFcuYKsaYvCubdu10JqjznbONHNETnLhlm2OfDhjH2TTTpq+MO2FQeZxwBipiIavrR6DsbnIh76F61efTuOI/qUv9YIpYhXd6yFvfSCgwcZWDA6kOH8D4jtOTXOx0Tpuu6UnfrAvwcx862usvA78vRcdv/nGZh2M/dVb8w8ftilIr+jfEkaX2AHfYaexzjxAzwOb+iA8f15U3v5hd61HVo4VtO2Vir1pIh/NtddeO1DT0YpaYOtrMzFjtesGSDxT69oGYiwby9N6ln/V3nvvvVu8F8/50eGTY86x2Pi+gIQTkeSjQwsSB6uuNV9yg/0OwOkDjh62ML3aRXcADouz/vAIevL2Zj1aWmJVb61j4X/84x/v/MSqMyeJT3zPCJuZtHzqETucLrtkveo6ZF3C8S1gN5z1bS0jPWd5wWj7k4mmHa7VJ/eKePqG7XiLb8VbunBM1D4kJ+hZiKWFZIVOPfXUdGE1kYNvpA6Y2BlnnDG4U+NjMzm32s5JzDnYRue3eHO2a17Lj9587Mq5ZrXRh+8PcZ1vS/e1P8R1+vbdGkPuFXG4+Lbtwwdr3nZsmjHiCPvXpdXXpVnT0pf0iJti4veXxK4P6r6qMD2iV6DHFlx//sS047pn9AqkX/hgi+dGMmvQBVvTtnbaaCFIsu1keDj8YKZ+++t649IfML2pZ3Nr7zgzvpduf01/0gcm+/TOSM+sI7eF6GoNtFwKHf+rX/3q1qc+9anmsqCvSH34emdk+DrvmkMuvDE2j1jPN8mWNhom4qD52PANnDYCQZKdiN3CfmJq3UN6Qx8rJt6/afVvWhkHjJWKGTOH6Elf828BWRAvXOx+pn3dE/qS31+9kz/88MNjz+gfWnT26wVQxEBqgOFbMWqjw7e2xuxfffXVg3Re23HqVUxOP6AdWQe0fZ/85CdXXzeycR966KHRrgMEP7g0WKpmk47BRQ7+ppz+Wq7n7nH/L7300nF7+b7zaPKVt9VT8ukz/T8cXsvVT1iv973WdoVje7bQ27yesJ590vQHVswbTTPdQNuO1w2Bzjz2YfbAitUB5Stf+crigYU+VGR9efDIRz/60bEGWvqEHyQPbHHkLWmoRxzMAZOY6z7wwANb+RPXMeIgNdDYj72JT7x1l69zsDch86yYnHCgbdcjrz4tbHUgsBDbhUiGy8U22NZbV+PRwbV0zz777L9woVGtiQ9SBz+fjLHNY7fQnK9Ldw1rmA/xxFrxyllHDXPoHWMewccee+z/rCfmPOLBiy++eLZc4XiqFPO4+eabVxryqEl8yY+eWOz+LMtpvNVeVp++GavN5dLhiZ199tk7ticxbw9yiLV8lmnpZP54IKCwi4Xrj4Bab/DaH38Vp8mbsH+iTielGaj0y2MOm34bd/MnKutU0evodQu/y56/uT7SeyFZmSxsPmWIGdHAscHs04TccIQezr5t4q63FI/m3HPPHcLtndW1qAe6pvOJk0ushXA1h1x464iFM79kU8PYXze3HrP0hG+S7i0xY7X7JesagxmA/XLTnV/z6qDZtOOirRp40PHY4ZmIgfCH5HLTYbnq8mV54DahY7H78yDWO9uufx4EG46BF99T5eP3r8U6kg792OsnmjxebLfGDtwu+1o8LPbmA7PXCy2YdSLO+pmzzjzaxLkZ7ZA9lt4L6ZWpdha6ny+YBov70w+M/cDIfsS4aKF3fPRwu+DAOH3lY6GCb/aa5bqCqRWu/9LQf2novzSsP0i8j9hmX1lCtMFMb+UvDauCFM4CnHDCCePfrSyQ47YTZ+p3jU29oEcgPQIrH38pBh+secTgg1yXXr+loKFO8OWXX36/azgWPf6vfvWrF60jFu6oo44ax0BrHkt51K45+Pkgws51CLGdQ10jerSOOXcpjt4PvaEmMXCpBnxF5k8+2NKdf/75q54mxkV+zifntNNOG8x1X4jjB5mYlzXWreKICTjJ9l5sjnuDnZ74GfLhr7rqqtnOEI31+PTTMdvockdjeHxsfJBcMDyxalcNcSOaoHnb+4tRo5VDrNbAX4ofaK3+3M2d2829TR/xq73jqFGF/WGh80/62sDarxqPbw59sD/HcRqY6QdTf47jfMz42YKMn4wp7lalb+H4cyH2G3mL+KDft9VvgpkaT1NpOH76lDO68PEz4QdtE4OvsaV8dDVOvSXcftzUkL5zOfrzE9bb6hDd1dfcJmyn4NK2Joa26syj3aRJzDlHH330agxv50xBRLXogRZ3fqsGHDoWDAzfX0U2fTK2+uRt4Tg8mBi2HxrC/fd+pDu6oPP8KxGayy67bBw81sb2hB7NgcTeSA7LyqPBqb9UA73RNsvZyodrIXnMHx+t/4wM5zg5aJuvItvOuf/++8e+R//2t799Ry3q1HncdNNNKy180PYqr5IIKLqE6MjHR8+Ai7+XH/iQvvBACXoUbF0uS++C0aCHt79kk+scaoHE0MKD4TnpaK3taOOTY7/yLc0mvfNjM1GHOHz10TGPlq4Vsy72nnrNXG3I888//7fhWmed3fBoyDXadmPRL6FrY1OLOs6Fa2mjO+QXaGgAs6ws/5K/tC7o+Yp/3XXXrXYO+gPWp+PAtzAcE/VBePJYrv4A2/XBz306Uh5gO+7MXjkPBNsMiHD1fuazzjprHJwMINB5zMdczlHAM79cT49NHfvYyfv4xz8+uDsPTK4Zm2vLqzZ+4vD4/afU+XmQ9C99evrpp/+DHtEz+hf0RBx0jBxq4aNZykHnvJqTGN9qWh9q5IJ7/qfUZ5555jWaQYNpKv5S3Dw5d91112ogOGbbNVs8dWrsYx/72KxujS/lwXu+lau+a2NXbOVEk/s2TjzxxHFn8Jndp5566j+jyXTNNdcMMP9Uju+6tvO8Q3x05MMHzV1xxRU7ekYuOfhBTh65BjXRG51rG4252Py8d/rpp4/rUutHR15uEecBK3Ct2qlLHXRg5asfXZ3QGKudg2E+/JwbDbd9o08c2xibiRof+tCHVvXqhyzxFlLDiC5c7KB/oSJObPUyFhzQBSnkxM99bv16avTErHUN4sF3vOMdA0wbGhtMXn/A59Qf+pj+YAft0zsjGuucX210tQa6fr5n+mZ0BJ/vmY5MbHgGRHwGyf6OKHy9R0/uq6++erw55hHkZSeJo8G2T636ItaqQQfWOLXzJCZi+9NaFy16kPjjjz/+v8RBYkZs8m+//faBmu/oxKhTET3Yird+FcjZY2onlwku6IN1nkvYqg2X/CeeeOJ/8IPh8Lk92PNBA2c87rjjtq6//vqt/vi8+Ti74447xu1Av+jjElrH9gAT25HXIikCJsk/g4TvV9NNG8t9ajX7zcSpUzdYrcXX7fCtnHrwRFPr4LeQnGDiLZ88YtbF7hemrceLe1h7VHvn+FIsGn9Iu75zomOyZuRi1AT7TnrkkUciHlJ2foKbJ26kZv3qHw25Rl9NlZeG1lr2qeF8uJbOsdbfxeRQzzsbuYkxWc+JS2ItpAZ44YUXjn1F75rh8I1VmxgcCMcZf3zHqWkuNlrHbbf0xH1JunXEg8wD2zpicEtIbrC/pHba/vSFvsU3Z3tb0++np0kVl5oYfhfcNjos7rRxY7O8QWJLiIYcdPjEN/Foo+k/184PnPQPpI9B+ga2YuE4eKMz1jr2qYeeP8HjO0bOscceO31dqAJEFMMH4VuIJtiP0tOGpy/0LL4529FUnzxiiTMRI2cJye2vEp/6Sw/pWe2lfTScE6OftUbOr/D0ZnIqOrdlh/PVnXUeiZNnNO95Vpt6K32/pHfamdwYmlabWnnHsfslveuDH70C0x9skJ7hg/AViQeZrPG5rPDose0f0kt6tROzTCDLynqFX4qhaeUQcz514IJ//dd/PX1aUQiBzx7XGMXq3/voWAB+Q+/v8puO3PQXpGf0lN4tITry8dH3n/qmXh/BP/UNm31+IGQcmLddx1nVD/HpqEmQQdWKoTFWuz+wcr2Rdv0DK7c/ldjO2Y5L089//vMhNP9kYpx8+ctfXsXwozv55JNHva/oZF5G8oxL8wpPLjb+Uj46ahqdg1315p2LTRxs5VduF34TX18yeiRdJcXfbzQ/Gyh2v6ZhftCv/enXNEwHwr12TcPsE4AjGshAAeFbuKfu1NK3KHrBFZfxl/oV3lO0+bOJGsaczKNORc+jXyLe/vOWXtbe4ROnl+Ez7dVLxFcrX5uC/+ijj64GaRrETUXEKtJI+OqHr1x89P3OuvXftvSDXuW+BWxiQXPVrrrjj8/FndNB6PXXXz+aGmDiNe9IubOOdaMHrCe+4zWGH4xu09OTqBftBRdcsNp3yF+aB3HqUyPIFZbWbLI9D9vOgff8tuPrFbQYO0lOXOKtsR09Ptjf0jPvCZfhuretvpmLzd/dlX/wwQfHAUjPo7EufKb+uvv1tqBPe/x19/0cQXYSLrpgJ2HHqT58vXSXwQSiA+GNsft9D9M3FfcmffMvV/2+h+kbI31Kj5jCfeADH5gd8P30Z8ah9S+99NIFqrVvq/+dmf7Nm6oGDeY6XrGVE81e/Tuz1R9zsblcu9+KPI23jKP0JtOhuhV5NXM/uCELwz3gDPRwLKw5Fv7uu+8eX5NtHXnmWvnm0JJrxLY+HBN8q8app566OlrWmHOIGWOfccYZwyymHjA/uFoDn7ix2vGZyAvCBeHN2SZOXst3HeKVc81qUzt8vV+e80fkoPV8EsMnHo5feMz1h9Kst/+11147jtknn3zyv9OjV1555SR6FayT+4wNkhe/TivCxUgK9gc+zBtN82ho0Hd+EaeHeeADAx2O3P5T5nqw04/an/5T5rSzHqSfMueDPRvGU/9ZcP0gFgase4PtAwADuv8sOB9H9IWeGelf5arvGtgVWznR9D/Xpm9k7lns7Q/89QarwTS0cvHN1aaTYx0a8tAsYX8+/7rv9Kti+tafzz/vEbeSe0xh0z98Y+yW/2b4w/1dofv8m3LecZfG0TzQzYIDaZrRsWrHhzMu8Qcyb9dBD1f9iy++eAitj47G2EysS/Xh8+dAjdm3TY6XYykezbnnnjuE50dv+7VerYvf0jlGTSO2da4Dbx3xcOaXbGoY+0/Kad00Jg/FT8qzjcfGyUItTf2a8/VGa/WHnQL0xrXtPu/Ca87HT0nOb7A+jz322P95PbCJxzdX7TyGDK17QB5IbElrHtvz6nd/TgeV2kv6BNK/ccPVjRCf96g5dvbZZ48DhSIuik3OJp/83Dra0sGhC4bLW17MwcNFQ65tdEsccSM1QXJBLi2OT17LbuX7d3LnUjtcv8Nz2pbuITZ9w6d3RjRsF7RLiK7WQH+E3uG53rlY6azsYXh55LD46x2RjcX6tPhoarylq5rkffGLXxwPQq04HMtRkfgSsmwPP/zwaj7RwbVqOVa1zANN/H5n6PrA0u8MXfdBV6iudwoGC+hBFA4ebA0662q+9Y6Zz1fPWmPJD5+/94PUiM1z5ZnHzTffvNK4DjloWj4ceTfeeOM4L/Lyiwp2dOecc85sXuRGE9taxxyHr+jc1qXBF1100ao+eejBysdvxayzJlr8qql+1Xo+2P3b5vxXFXpLf4IH89vmMP/1AuVv1cycBYKvvhe0FQuXC4ycj11zzdv+5S9/+V9eFuxoqGE9fLA/YHXnV2n6Qx/7A1bXPeoPWJ2Nlfmnfd3Brr766h07HwMLbQsz6HJ9eB5Qgd47MYPyjcTIcZ3+qvLZxpwdgOkXPQbNh4O3HU3OYZg75ZRTRr+VY61t5lcxmv5T6PzD7ZD9FPqe97xnx0BgI99zzz3Dtkt4PljggnnTcY3Hr4/ojpa8qjePDUaL/dprr+WFiKs6cK1axIzY1Os/m677mr4wuZfuF3z/2XTaF+hJq3eOYQfpKbjLfjZd7+ReYNssNOgVss2dT3DPPvvsv7gOdqtOi6NOK8+x5JIP1hw0/QTRulecIKJfFemfkR6ai+1cbPPonY8OzojeWPXEnGebONjKr9xe/xl36NV6Y9IYmtef2z8d/dOb/tz++U7PuAHTIybGEAgfNHdQn9tfxrmXxcsUfi8+DGa18dKINGCpOcQrLuXQ2CBvMSaXeYDwoHm44Ne//vXxT5D4xPKb7jHHHDOkTcvvGtjgJz7xibFO/7Noa1+/mnQaN4wpxgrjLLgH/iyaDgK1AfhBJprlJhEDifXf3Ne9pR/pT7X7n1Q7e+Ie0TMj4wxEH4Rbwn5lbLtHO3bwNJCGgjTVfmymGodHj4+OecBb14pZF7vfEdnviPQ4sZ3xwbdQeLCOoyU+usRqvOWbw67o+SbGtJvuiByWcb3SFb0ysfsFINOBjw3LBgUP5gUg3j4sT3+hzDSWGc9sG9A8fduE7rNrkHOkXG48HvVYSVacFcU3Vvu55567x9yll166+rYQrj/9aDqAuEf0tz/9aPoGmv70px+tD2aMFcZJ8Cc/+cn4LRw+OqZwttGAiaFpPP1onYwYYcvvFxdt/rroRruP4ftzFuaDtPYq/eoXF817dJAvLppmno3DBqoHgn7H3/pomr70r+DrMcMYYdwYE8NHtwmjdQ4+OUfKV/Clnpiv604P6M8f452OO3Z8L8SSzQKxgKyEkRhax6j7wQ9+cMdXnZpX8/HBWpfa8OjAyqNP3Bps+OpTp+Zb14q5Xux+4rOf+PQ4sZ3xcbBOfA7zmnaA2CxI8Mwzz5z54ZjIIyd87C996UuznRsevOyyywZzXodYrRUfDrv6roWNxnWdX2105OOj659G03b4Y3waud+22Y5sB28fbGJo4cHw/QPngD5wpq9wNA90c7HBJU3i1mDDV586QWusa8Wqtn+y9k9WjxPbGSsH65M18/W8sSt6/JITPIQ/Ka53XC8YTQvHQmKjCw+HXWP9asB+kxRjgrFS0WPHY60/W3Lav/bXM/cY272Eo07t+Soesr+gYjoY/pF/ovmjvaBi04bPhs6NRsGnn376PxgIzoFbDYpBFyQOOuY4vGss5bTynE8eX+f983PNZX4vv/zy+10DXcVcTm0d+eGOOuqo1TqTQwxcyrMebZApTzfG9ivI4KhrJBY0j72/ODo/b4EcYuA4j7vuumvc6DuCjQGBJjgWKXZifKtAAzq/1mjFal7LN4dd0bUTYzqEX8XGvrOsV1xxxcjRG2IsP36Qn5diw5OH3ojGejjnEe+vJ5uPcXpJfw7V68n+GC/OGdZtfvRnQLCyDBSQOHn4xI2xPbVyHLfdrwlfD0L3BNt9pP9gNNhguL1+my29M9KfIFONw4OJYx9JT0terRQr99vf/vZPspJuBvYSTxykSRUTpwYxczX/e9/73kBNOcQruhZ6uH4r9TRo05t+K/X0Cc9YMcZmYgyB8OjDxz5SbqUe1mc6GmLXlWWlzS9po+mPuJoGXO1d+uM+YpuHqz22ptblzwR457oeNmgdtrHqiLX4w/1tP1knT1lX+7l0Pr557Baa+81vfvOX+K4BBzK/+EzW2ybHuppvvWPmVw8NDsHfghZSnJmR2B98uR4sPhFDr+gfWHtnHTG4JaTvwW9/+9sDtA8kt9xyyxj7/ve/P9qtupdccsk4yBI/77zzVnq0zAOsj7ePjhg5cDxFGr4uc/JuvfXWMT8+WtAcdhA7Otv45mwTp37FaD0Rp8YSUvfKK69c9RMdvGvWGPMAiZOziecJU56P9amR8whwLazzaTbAiV7A8BSAR4tvrHa/Oam/mp3xAjJG7IdrTdHA95uTpl7QO/BN/fKVxlIgiA86Vm00wXrkd63+abX/T7PaW/z01pN599jbwpoj4dOK9We9fvCDH4yfdsS8/i2OXhGjFnz1qefXvpELJidP6s7Pgq5DLkgM3/lwOSdmnTXhiRnNU8d52CB6ajhn4NY7/6uvvno8ASfE/v3vf38UxdC0fGr94he/+H/UQEfMPJxrmssGJ2YeG/Q8wjGR6/jjjz/+v8RB68JZj3/77beveHJAcvGNxEDHYof/3e9+d2zlb7rppnHDR8NETtCvS8tgrDWSAxf7iSee+B/8oOO8dDOcefyKxx133FbeY/jJT35yXM6HHnpotNEzP/xgnfeSZpOu5uBvyuFJUCyDf9OvedG89NJLF6AFl+ZD/I477lj1gHrwmzAx4q5PjYotPfnGah/At/H20YZCdeG8YC07eeQal3jXsN7zrbxrkY+mX5E239noS6tn7jF21S3x1KX/6Oyj2WWP7R53VpaV5azrXn2vo23y4XKvP7nEjBx40TsWDr/a9dwA+Q8++OC4Ts51fvhMrbdkbdfZOWOSQBdk5sbo4v/6179+HBsMz227rscTjxLvb1la9y+9qC89pY8V3euc/KO31lUu9R3Hrzpr+DUCjXOw+8nm+Ycf/Ut/6BFIH3fbyeZh+aaFZSHhWHjQ8dbKEnesP8B02vnoI/2lT3xtJd7fCbEek/SDPhlje6KnznHcdr9YbT0m3ZOhb1PTaSKI0Jp+S+504Oy35E47o8cMNuhxZJtxZS42PPn46KrGulaMfLDfqdq8U3V+dKBZII0F4VvYG9xs8OrrIf1KHz2Ff9e73jXToM0Zf/peMRq4Z5555jVs89RJbCluHn2//+R9W3nJCf3wn7ZPPfXUf9LPa665ZjCn7dnqPTWC+bMPn76TDx80d7DuP9nX/9bcuZOwIUA2En4QDoTjklN8x8k3Fxut47ZbeuK77W/N/lPxzvHE9vO2NofNNgXNOzdx+9h/0E/FzBRMUU+eqW1mHq7f0DJ9KriP9It+Equ849hH0g0tXt/YP/vZz1ZjjH6wzujMm2vp4IItrePY1sXGJ/6tb32ruQ8wD+tvu+22lfaGG25YvXGLGtHcf//9szp57qdzN9n5CTlxNNVmPnWZ0MOjc36NrTQ1kQRj/914GmRu4mH+u/G4M+a8DwPG67c0Nu6+++6tG2+8ccxBB7oGdT2ezKEl14htfatOq8app/arOOkbuKmfg2Y+yO2TaKw2PwOGJ3b22WePg6y1EOjI2eSTn6N0SweHjuXvT13OJlh/u+Nv3JyLSL+YEs/5BXoW/PSnP73SkIs2CAfCGftzLtc9P+xOqrOhvXHDvdGbFmqdfhnofMdxf1q2ubot4iduHvuFF164Dtuaj3zkI2POK6+8cpJjsXNl3de+9rVRE46blagXDO+JGFz8+hQhNEv4la98JSszTqkVn5otRM/lvB/96Edn+Us1yAPR4YPmbScev3Lhs97EHH/ggQdWD/F1jDjo+ZrDDmKzDMa3/JEBzAxkZvbNLfHRoOv3va8HD/2omB4y0TcQ3n2OzUlIdEZrw9uPbZ/LxdERA4899thxO8KBdZ7h9+IrxDnBnvWnN7bdJ+yqy5OxzNXtYb/qHKM+XO75wSbPPtyOO0oT8ERSsNr4FDO6Brxr1Lj9foHHeud1T7DpIRg+tuOV6ydv52Pa/aGP7iFxx4jD7YGTt9MO3z911jsZGz8DhJ/DfAQNXyfn1IGFlsHVijs/9pH4qcN6g/SDdcenX0FubLJmk01talDTOWiIVb9qXYsYOcTso3F9dMR24RW3099qLHi/I246ONYNyAZng9Iz/Kqvceu4tJia/Y64/vJcxoeR8QEm9pa/PNfFY+Pbzozh97eA5BmX8qlFbT4Fq56z3tRMnF8rYveblqZvMv2mpWmsMq4uvPDCHX/meiwx3uDA8DUGBzIPvk3jO96qR12QvKolDhJ/yy8kS+H+vPdpR0rDaTq20Rus6oht0id2/vnnj/PgPn7Xos5pp502mNOyxcbHxmeelSduHjs5vngm/FVXXbVatro81DGPTcx1id15550DvV6HVhwdMTA8sWpXDXEjmqB52/uLUaOVQ6zWwF+KH2gt39HZyqnP/EDDfKsPb0SzjeuGx4kIJGFbtNooh91vo2UwsU6g183rjV3j+MnvNxxN50noV/qCDbrXthO3Bhu++uQyj5auFbMudr8fZvF+mPUBwE3EBh955JHmRiMeXJrYEP0r6/xAm770r6zrAwdjxOMJbgmt7Y/Jm/pIX+gb+6V97KD0Ow8ECBG1MBw8+oq87YgZogfhQfNwwf4Oxf4OxYwDJsaJEZtxg9+fWLU+SNAPI/Z2X6evaDTaWMSrjdGfXz9vLoMvuOufX7+9Q2W7ettWP+uSncjrFjsnxdAGb7755pUmMWutgYer2vjcu4AmmK/x+NGcc845s3nVOtY6Fj4+SMzo3NbjvC666KJZPnqQWvZt1/knBmcdPLEgE7EWmovNyfTYxPZz6f+6QSSQ1O+RnzZAa6OwcYjRN/iWbw67IvmuG01/R+N6x6EvYHrDibXTTz993GmIB7HpdQ7W3GgFZx361MVGB1a++tHVCY2x2nlJbV5K7NxoOACjTxzbGJuJGgfyjsYhZ2fiL3/5y/8Kz8yw8ZkBufD46I3Y5ILwwdZE7f7TYj9Pw1jwOPE46i/fWR983tRPi27uYXmzhA4grAvogwwDxrH+fsX5pwr9co/MLfHsmIn3+0ymD1D6ZYzNRN9AePT0nmsU0BmtRU+cevgb7zOhEEn2KVx/s6wadGCNU7u/p2AaBLVH/T0F6x2IvjB4q88Y61dlPncPvQnmvYz0xneDJsafQbWn5K94f41IYBbc/rRtccy0heZWMyl1XK9fXDP9DUvf2A4gPXTfsKsGrRENOY5h7y9GDfRBcojho8FfiqPbXy3OAVCPPPz6QeU4GubhZbFNDrqWj55YrX3fffcN1PpbFnXypiRz8OHqlJgv73eceYLUrEh9dD/60Y8GybRfx154r8I0EEkIUgguvo80xDdhv+98Ou/hPqZn9HgTH91bft/5UJNt5mVocXXZ+p9S6/2CvrEd7Ztb4t3rXfSn1DQwNq0EC4/Gvm0GT6sJ5KKpeZviB6rtnx7TQZyesS0q0m90B/rp0apDjRqLD4emInEw8ZZtjhpwxs9+9rPjwa7Wwo+eCQ6k1osvvvhX2InViXwjGjjXrBwxcsDoYvunaGIgGtckFqzx+JueVTDkTEkt2zNqFXeO4y0+XIv3PIhTq18Qsh4U9MOITc/orzEa64hV3hrbrg3fX2E27TPpycJX7SE033buZew/8ivMxvnfe++9W+edd97Kr8uEvxokcUZie2dloWss/kE5izksR39aznogZVuwParNz6reTrbRGxOPj263PS3Hy8dyw9ln+YP9uQU7v7F4G7tXttEMOA2yCPCDJLReDZ1PBeJB6yvP77vW1fnE5whJvmvaps4JJ5yw2kGoRR5xfOLgm3p//HafWA4wL7yk7pNPPvnfsfOMQOLEjCyfNZVj2VvoWq6R/sXPRSnUI9865xMHHSOHWvholnLQOa/mJPbBD35wtbz13JPrUuPll19+v2swj4r9Ttq0dH5QoIdL/HZ82uER1g2BT0Ewetv4cMbYnpiXcxy33R9lNm0j9yW2+0gvQeLG2P1RZvOx6P64n+GZzGOTF/9wf5TZakVZsWBdcVZ2E5+8fna7PWief/75v03vWp969Bt0r5e48I6xXSqiqXp84uS1eLhodtHZ7dX6e/m9nFlW/CUN8W9+85urWtddd93YU3KC3/jGN4ZyUz3sFoZjoj4ITx7z2GV/Yq93fhaOhWYlKrIy6PCj62fsp0FD3+hPxcThYvcz9vMPoT12xn41FhgPYB4v73ECH463RcW2Bh8uOQdyy8DqKEYSRZhhkKnG8JdyiVOr+ldfffUQWtcnVmuZx07OF77wha2TTz55bIDrxLb2QGLkWPud73xncKdaqYkftE0Mvsa8PFVLDB6/1rD/4x//eLbuzuVTLvo8HWip3rvf/e5mLHmeyDeyLJ4vOdY5jh1drqJEF/+UU04ZfXSOL9ksR8XoP/OZzwz0el38td31yXN9uMsvv3zMh7MO+73vfe9q2dEEbTM/83DUcMy2deZjk7ukgUd79NFHjz2Gm2kgQWYQf4mDRxPMrcn4fggnHHWNxILmsfcXR9evjpy2VX/02PxEGWNkaSwx9t5snPrBTbV2/bfl/rfrfAO2Nmy4Rx99dDzy5zZR66rNoIKvfvjKxUfPp3r/23X62pv+9JeprMdIHTuMG5CxhO5Afh5eDT4SKGQkRnHHYu8vjr5/avdPbcYLY6Li0lhi7L3ZuOezqdau/9Te3t/+GPc0ZE/eMbUaB+dGwoHE7LfqoyOWB4FiB/nEhUu92LUuPvFo+jUP86/G9C3Yr3mYxlBr7JjzmErvjvRrHob1nQbOueeeO6zz1KzY9q2FR2O/pQtXNfaxrXMdeOuIhzO/ZFPD2C+XnW+XI+JyWY1pxgLItsf3y2L5ibSOK7QgcTA8k7nY5Bi/9KUvZSdbTa08tLlqFF3w4YcfHkKb90/H652PxEAv32CvF5Zgv7Z/3Wj6YcSmZ8E6RWMd8cpbY9u14fvBar5D9YPVzoMBYwVk3IHhmcyN460mbvIpZKRQzWNmFdHVGuj6uxOmT4r+7oT54GXMMObAyjPGGFM1Dk8+Prqab10rRj54mL47YRp4rAgrCz744IPjJx8cSJPsw4GJOY4NMt/PfW7x5Quz+VOP/P6g1fk3E/pCX430rnLVdw3siq2caPqDVuef2OlT+pKJE5K77UGrs68LLKw3MHZirFA/6TRtaPpDb+hTi0/sSD/ptL8x9IfE6Wn/BWr6YH3LrhtpbZhwND1oH70RjXXOrza6WgNd//Ng+pbW/zzofx6wX1x22WXZMYfdZmdP0BDH974WbsO3+6lwTXbRTTNnZjUf3ljtN/EihqHE9O0k9iafZcqRs6WDQ8c6v/3tb181vfL4ySPXNvlLHHEjNUFyQf5kik9ey27l+6GozqV2uPo6OnTU423U+ROMPOb/zDPPvGb9pz/96ZWG3KqHdw61gmeeeeaY71w05BOL77PwrbrZgdBTB0RvHy7I5HjsOpFjHbktROc61h30D0P+ZmGBvDCxzfNcgaqxHz15wf5+v3U/6FHtD3wLre3v95v6SF/oWXxztqOpPnnEEmciRs4SknvllVeuDhbo4KkH1rr46MFap/I8s6Py9j//+c+vlilca1pYpulrqIt5gfpDK9eD0D2pzVzqnXk2SnL5zTo3N6FxvMUxT145x/KANT9+vzR6Pr5bPaKvxDY+/3/o6RH55Cw3AduY5sQ3VvtQvabJy8kyZtk8ofEy++GWxMnP0ZSrE+HIffXVV4835/kweKhHTvXh6yO4qQuiA+GNsfu7IqZPc/cmffOfRbljNZwn9PT4iSee+J+lONcuJKfmwRmPO+64reuvv36LR6gl9tBDD63mbx3zq1x8YmDVhF/S1Rz8pZxxpZiJE5ZsZk4OPvqD/vfNQkO80iwjy8zZe07GVS068lg3dPCg49iJUR9dsPUQF3JqfXjyibf4Vix5nshD6xjzoDfW2kbnXOqBjmE7hg0uaRK3Bhu++tQJWmNdK1a1h+m1AMOqzQ9Udb1rfOwFRhVQAB4dDYNHd+qpp642GH7VOw8N3BlnnDHI1xuOuiCaFjqHmuaoAboGHHrnO+Y4mlqnxbe4Wtc++nA5eDjW772YPsn78yanXniMxM4Y8kQczpoaG78RWEyCxdgg+qC52MRsv/DCC9e1eF/rnYd+Oid2nm3wta99bTCnA0We3ILvmuGYKh+/3nKNZgn7C1qmgdXqa/q2iU+89e3HOdibcGn7JIdlQGOOmsT6ua52v1Y9o1mgG2uuPzpq39bBfHTUauMMO5K3BwPaXNWxzUBrnY9NPo9Fr3p+OnQ9fvKNNg9CpQZYa1PTNazFvvvuu1frSz5IHjrztvNILjTkOE4sHDb4yCN7+23TQ0+mplS7nwTct9VPAm7tu/3228cdJ2OEiZ0I30gMdCx2eL/nj/hNN900HvyiYSIn2E8CrvuX3tA396dyB/jC2PmBgILMhDPo5r1xcjY2X9+JtxCOms6Hy9c266wJT8xonjrOwwbRU8M5xODi9z9n5gOOPoL0DHTv4ILmbROrXPj8GReeiXoPPPDA6gIieJBa6PATh8N2Djrjnvxzpjal1TQ3qdr96bvznaX/CdX/hOKAc1j9CfWxj31s9WnLDs5KgPCgebjg17/+9bFOfGL5KfGYY44Z0qafNVwDG/zEJz4x1nnPe94z1qEmde+5554hJeFpXsTAr371q2Mta+vVjok5Tr7RtrXYr732Wl79tOMTrOahN2Kjff3114/Gzpt7qAsXtE0+SNzoWLXjwxmX+AOZt+ugh6t+fwbGehzTHyM2PQvWKRrriFfeGtsr/Q5CM6LQEqZAYnlyCrZxNYP9DNrkk1PtPMQzXOVdd8l2Dho45hfk7ye4Z5999l/QG1u5LY465FrjWHhiYM1BUx+Z3dKZcz1qMG98NCBx6uATN8b21Mpx3HZ/a9V6n3FPsN1H+g9Ggw2Ge6veWjUOxhRnBscfnwvopo3tTyg0LJjzbrnlllXeBRdcsKplres5p1UHjhz01MNHxxlv622jN5KL7kCe9IrWudQkhh8Mt+lV1M5xz8g1VhufGkGuYkvsQKbkuA62c9EQq37VJm4NeaDjLR1xx774xS+O69OKw3lZbBNfQpZtj3+gTQcAGpKG0chNzUNDHki+MfZbdfRimZifEZt5cwGKc9AEsX1SNNxjjz32f9SoueQQxw9i5/JSfDjqGIktac1je75+eQdXdLbOxtf5+OQsdbnNtWq9vJ43tuPUqrElHl1rnrzNh/pLNZzbqmduSUttI3nMHx+NnwXgutjW33bbbavxcMMNN6z+VKZGNPfff/9srOTOV+dusvMrS+Joqs186jKhh18V2EHqE4XC1ozJg67GW7qqSX4/yq97l164n7b7ny1pzc7+0CPGmtFjDd41atz+nv6zJY3IddU0JE0755xzZkcoN7JuBMdSgzh8Rc/nhz/84Y75XHTRRYNkPgDIafHMr8aYL3ytAU8+evtojNXmzHB4YmefffZqvfBd0zY56Fo+y9WfpzCNrdqn/jyFaewxXhhTLd/9wx506yNu8E0kr3JqnmvaRhdkcpyvtuFyxv9Tn/rUeKAg1/pqV019m230zBctuFSLOHnckMPNRNQE0ZHnusTQOmY7OupTJ9j6fbvmoYe3v2RHW2PxPVEPrWPk0htrbaNzLvVAx7AdwwaXNIlbgw1ffeoErbGuFavaw/VmpdXGZmXdjLrSNVb9Pf21qgy62ps6WD1slycAABYPSURBVOgtOvoPhu/nU+YHIvfM/aSHxB2jn3D9fMr0rar2Zt9JJ52041O31VS4pcY///zzf5tYvbHHecz8QDg2nufXsqlZ9fjEyW3xcNH0B4ZM3w7SD/oH0kdi9K7G4aP78Ic/PI4xeLDWsR/bPpd7e17YwSPygSHlQ4a+sd70p/aKOHp0S7+wDbrpKxTJtShF0KLDr/Elv78KfT6wl/pI/4z9VejrA5R7UvvXX4U+79F+X4U+3/enTwAaS7OrH94T8WC18alldA1416hx+/1PkGljuy+1j/QfJG6M3f8EmY9p94cx6R4Sd4w43GH6J8h0IMhKsqKPP/74/7JiIDEjNs3od6pNA+twe1xVtiU/WbJdc0MZNtvY4+Gll166gDhIvKUPd8cdd4x/KiSHvE1onet7Hs5v6R0nz1zs55577h5zl1566fgh5z97o8nJbS+L8+DDMeU26xtvvHHMWdKT62VECwfCG7GpE98T/KwGAoIu4phtCoDkgLVWKxftG/z6MqSlj8u/dBCruk08DwO1hvxga4oWDXlw55133jh4yLUGmxhIPnEw8Vz6fKDPzaMOdTOYY5vHbqG53/zmN3+J7xpwIPOKz2S9bXKsq/nWO2Y+F33VGkt++NzTEKRG7Jy/iM908803j8tvLfEgPFx8OGx2eDTB3fwz/bDc8w3nBa92/1q+HkS1L/Hdx9hwaFtc/1o+7YCtPtFTYvQUHjR/mH4tH1Zh6kVrvRL/I19pOR+0WYjM1AtzpDy73euVp/96HRMjjg26J3BoXQMbPRpfvux84v2ZDv0RdYwdxgQ+aN52HWvog2/kmQ6rwZ/CLh67/+QzHQxpdr+pamdP+k1V0wcn+xH7EsjO6bhju+Ry+/WfBueff/7qEzILyPPX2QGMp5122iCZBkRsfGz8VgNcy3rsxH0zR/irrrpqtWytXM/DNsvguuTfeeedA71eh1YcHTHQ9atdNcSNaILmbe8vRo1WDrFaA38pfqC1/FasVk59VwMa5lt9eCOaYPiWj56YdbHvu+++Aabc2PlWZo764eqUmG/ccpx5gtSsSH10u/0BPsNyTucIsOtKLTViSZc65OzZs7DbPeiPeZ92yDq+7DNeKnos9ce8T/sVvQO5yxbffUtP7VsjezrjSUKCRx11VLJXExsnvjX4Sxx8kCln6LH90xQc8zQSC5rH3l8cXX+d9vTtrX/r2vkBmHGyNJYYe282zhhkHiD1iB/Cb13Tzs3KvvOd7xwPACwgMS843JKGx6BVnfWuF776aEHHbR9IrmtgB6+99tpxvqkZzsjPduQ4Zm216wsryW+9mpqYa8du3aFZtffee+9WfrKM3vl1eWoeWnT4ftcEl1w7tzUf4iAaajKPJfQbjcmtteLnEln4YB4mUudhPxr79U8EYqD14ZiYp3UtrsaX/F14le38U98rjh3sv0Wv+9R/i54+Sfst4zsPvDk4HI63jA/LPT9i+gi2209weFnr0ZlY0C89reuLHx0THEit/oTi/oRixgLPocgYyfUg8GB4xo/txNGA1h3Cl7xMR/gs0CWXXLJaARaer5z4rAhYn7XHSnkl4biKi1r56Yk6aG699daRqzXQkE/cNaoGHy0+NVp+jVG/VQOuInX7NRjTB02rj/Sp1fNw/RqMnQcU/+n2Vr0mcOj1/EDAgK58fGJg1YT3zy7E+9trdm5MeuNexrbvnqOH6/cE7NF7Arb3w7f616jZwPMg9KC0zUDsv8WvTyp6B8Wmj/QNP/FDeFZ49lWVZavLHD+x/lv89AHJ9gPpUe2d40uxaHbjn6rD8u78tKorZD92nagRrLH44ftjrPZtHa6PsWKb1u1ctzdxtjkI/7nPfW6g1uMBJAaG9xT+Xe961+oghgbMn13UqRgN3DPPPPMatnnqJLYUN4/+rrvumh1UN9Ws+fZtp0b9la3Gmf8Sz3LUeMs3t23PDwRVgO+/S/pPSssDp7Wx6GErxsYL7sKflIZFn9b1O9/5zspnPbzs1sUmBm9uUz46NPaxW9gf3DJ9CNN7Y+xND26ZHQnd/P43aP8b1OOBnQ8OhAfDn3HGGYO7fDAgt6JzEotvDh90Phx65zvmOJpap8W3uFrXPvpwh8UVkW5M7P6O+fUAZEPyvAQ2Mjx9C/rvfvjomJz78Y9/fHDXOwnxisTB+q7G6BMjbh9+KbY0L24yc16tSy4aY8tu6aPL5Ks8rSN+oPXIXULXqb9SJYc4N5TF//73v7/iidXaR+Iva8M6ToNqacXRgNFZ6x0hGiY0/WaUacDRQ3rUr9WYxl960q/VOETXarCzgnWg4ifO1N+xNx3s2KFbfaJfIJo9/o691QdFekLvlmz6BaIDa374TP2lses+cIk7/apI/1ZIEDJ+5RJ7Iw85IB9cqk08iB0tNth6sUdixLE3IctQ0TWImaMmsbwzsBVHB6Kvfvj+CPn5QYCTzzkZmf6kZ+5fi6OvPGaOHLDmx3/00UfH+medddbKRleR+vDVD1+5+OjzJu/Y11133ThPcoL15TvktpD5EGMe1CMOH58/9eCMtc62P62QBbYpYs524kt+PxM+HbA29ZH+GfuZ8GlseozRo3CbzoSjA91/uMsvv3ww19sIzjrs+i2DnMTJg8N3DJsYWuq3eLhNmlqXc1rwznU9bDBrsThRpBa1Tz7asfB2g/qFKdOfEfQGdB9tO177Siy4Gy9MyXIxHeg6+QGprC/o9cUmVusz301PTSKHWmBOEBIzxuZZgbFrzFxq5WR71bBc8MwTnxogcRAddUB48iqSz0tNqv673/2u12d9RDuiH9W8fVB6qy/L9AapGwGfjWGsNnXgnUusxRFr5aEPEgdbMbholiZqJX5Y/CRWdlz/zUwvWFevG7ETTjhhtaO0emM9cfAPfUgI8w/mFnnqPvnkk/8dO/cXBNERB81jg+TF9zQ6XPVFAiInMiNz0b3jHe8YYF24xsKH62+snfqTftAn7OrTTyMaeurclo2u1kDbXzo7bYe9/tLZYUxMzYjN4MHG71cWrg9orZ2KHtFLeodf40t+P5+y+WBJ31rYz6es991WbxiHm86nrL4RIGxhLRwNnG1z1IEz9r9rp/6lL0z979r5B9KB/F3LuDoCnw2w9cgjj4zfGllPxgr7HX5F9r/6Ldx1qBHcfurTvq3LLrts0EyD0iJsisSHw66+a2GjqXVcwzY68vHR9K+103bY619r6xjBZ8yBla9jqsYZa+Tjo6v51rVi5IO77Ca06ROq9Sw9rxANYEXqitc4uSB5nI9wPjGQWmD4fhfaeud3j7Arum/E6naoGuIVyQ+SE3zf+963deKJJ64+GBLzWeinnnrqP9Fec801szzquK7tfJLhp0ZsasFX7oorrph9QC3pyeNntqqL73lgw1sPR00wPFfbnn766eO6EHdNauSXE96lCGcduamLjQ6sfPWjqxOaVSAOZ1QJtIp//vOfn61UtJ6YCVz1+9uF0q6pZ+5PyzZHnrnY5rFfeOGF67Ct8Xmet+rJNq7vZfOvUCzLJvzKV76yYyxFT80WUi9Pw4790Y9+dKyBvlWDPDBabKN529HEr1z4w/XCu2HZ5wOTlaw8K+0GYIObcohRJ34fsPMBRR9Bega6d3BB87aJVS784Tpgsy6t9aEfxEB6ANb8fqXoeBCcHwhoVAv7S1CnHbf2h4EIJu7Bhw0m3l+CuuGravmAot/pX53odfj+EtRp3DHW6Bd9Amc8ZHDPvAt+GDBZ336B0fhpMO5cjAcPknCtiYGWWL/AaPqQoHfg4XCB0biBWWhvXDZ+K4au70x9Z2KcBBkX1cbfS1fr1b7U/Sh+zs0Fn3766f+gR+TRS+fBoSHHGmJw1tQYmgHXX7WqGD54iJ+lNizaNMC8XLETY+pnsaeDknsW+7A7i729bdnerE/87DS5ezAcU3g/Lt987MTB2EzoPvShD63i9ZsN8RZSw4guXOygr50hTiwn4HlkOxy5r7766vHmwjP9/ve/P6rWavnUqs8EoS446KbikKBjFOyPK58OnOmTe2Wb3pmrenqKFoyuPyquPyrO48HjCD4ID4Z7k4+Kmw4EnkHLZmZB29bCh7MOv2qrxjpiQfPUcBxNYrvkffOrozfLtQkdi5172YOVZ703oXPQwcXH5kAD9+yzz/4LeiN6dMYDta1LPWqCibc09dbfls6c69X54KMBPd9WLXTOx0ZPDfgW7vYT7bONkhWofwZ4ZesKE2PF8Ss6btv1ak71k2euv7h0vVPTF18jwIM+6Bc9RwsSB6suPNoW9heXzg9g9LFieveFL3xh6+STTx4PeOFqT+n3gcSci/2HPGV6mPfObwQsCDNY0rT4cEv51Huzcc9vUy3+HkZDHn79e8lxNHU9wnsiB13LR0+s1u7PapjGHr0Ba1/hQXpqHbGg/y63hrxoPFkDH26vPENxPCrRiDQhNpObYtvxanPDiPW20RsTj48uJ/7MOUYe2qpraeE23dxDvWjrOx2X5sGyUJ8awf5sx2kcbeqTe+Y+92c7rvcHekdvGGvw9umlOXTkoyl/eq1nduaZZw7x+c5IAoUojs5fDYkZ+81MO59NR3/cW/qZmCd4Y2zeGsXNRtQEo2FyPcexaxw/+dSPjb71/Ehy0KCHt79kk+ucaD0RQ+sYdemNtbbROZd6oGPYjmGDS5rErcGGrz51gtZY14pV7Zu8mWlaWE4gMbNcw43thcF+6aWXLiAOeqHMYd9xxx3jYA8Hvwmtc32Wo2JL36pvLvZzz/Uz1fS31UPH3PPYb/JM9TCb6SBDTXMsB8gyWIu+cuQ4jqbWafEtzjWrjT58/RmSh6WSgzaInRi+OX5eNPfOd75zkE8HSscqz7s0qA8yr5UPWRERMzBik9NPVE2DOT2hL/Qp6GlT3DHn94eWzPvq3timf8b+0JIMyal/7s04LiFHYhi0rSTHsaPrXx/bR+X0KP0Ba0+JuZdwoGO2XQs+SB7oWLXf5NfH1TxSPxOPEqd2/hRkOdDgo6l+dOb6rfDTDuu+VDt+prfqhaxDrfmnFT4bkg1lPvabjVOHGiD1iPcz/+sdhH7Qpxaai93fnjSNz/Rjr5z5Z1/1vgS336c0I6xYB1d8c+jDnX/++WPsoYceWtkt7WmnnTakTQM8Nj42vudHrNaEBxP/1re+NZv/VVddNfOp4flUG991ybvzzjsHer0OrTg6YmB4YtWuGuJGNEHztvcXo0Yrh1itgb8UP9Ba/cC+c7u5t+kjfrUPyoHdG5gF8WXEjnuje2HJAx2LfVBWZHtH8zKyPGBdLnhwU240/bfpabCmH0ybfpKl5/QY3O8nlLYnOXX7hD9c3yPAOu2W5y0Ovd231e8Im39a76I7wobxMn1rau0IifOTWX0qkHNjJ//ll19+P3XgWvirX/3qRevQhDvqqKNW325ihycGLuVZj5b8YM454PsXKzjqGokFzWPvL47Ob2cmhxi4aR7REAfNUcOcdYf6W/VqIx42z1VTs93Q2P2OtH1bf4Q70maDm4FrjJ1H0MGxXfCNsfGjY4Jz/PHHH/9f4qB14azHv/3221c8OSC5+EZioGOxw/tbMvGbbrpptQ6JeyIn6Hd+5DJjcsHk2X7iiSf+Bz/o+E9/+tPZ/NB53raPO+64reuvv36LC9sS409367brTJ+GB/m2x2FZ1k1gobzicH2QHRGDbLWt2abezgxmOGvgrKlc1dc4udH162SWr5MZ+rRvqz9UdDoqM5AycJbspcHnnOSSj92f0Tj/FKePIH0C6Sc+aN524vErF74/o3E9Hpee0Thr2lITaTBoXW26fewWwlEzWKdorCNeeWtsuzZ8rsgyb9t10XueaBPrd2m+f2jDdLCkT63rAIhZH/uHP/zhjm1etffee+/Weeedt5qX89kW6MGqQQffL36btll6Ql/2+QRTSJ6tfiCNjf7uu+/euvHGG8cNSmGQDUE9/MRbGvPEzVEHDoR3fez+OLX1xq89qj69rEgfwx92l84OHzA8qp/18vrYTjz+Xjx5vlrxW265ZejBesfMzzrYaUqdLrnkkhnH0RoduWC9iy86YuTA+VFT4fKzlLWxb7311pGL7xrUgSMexK4a/P3FqVmR2iBx6i0h873yyitX/UQHTz2w1sVHD9Y6lWenqLz9/v6KabzQz3yldo/qdiFmjI1PHedhg+hbOcSoE/+t/FNzqDdf2JzlNHfKKaeMfngvyCabWMXU2PQyxpae+RK7/PLLB3O9seC8zNjlNssxh3ogtchzTcdskwuSA9ZarVy0vHWHWs5F45g58+SBVbeJr5cLJ5d87IpL844uHxDEyWP+RmIgOdbA5SlKB3rmnBzq5gndsc1jt9Bc3kKE7xpwIPOKz2S9bXKsq/nWO2b+scce+79aY8kPf/HFF4/bBV0+gAd7vdC595sZhIttHw597ohyHBu0PhwT+da1uBpf8vvNOJu3E31rYb8ZZz7Oa48yLvfQh9a6Gey4NMM+HOhYbKbEN11lljg16p8M8CDzoDY+NYL8PmrNJpva1KCmc9AQq37VuhYxcojZR+P66Ij1Zy5OY5I+0Rt6yU+BxPszF+f7IX0yMs5AerpChDS0hU6gSLA/Pnz6RkUf6Q/X1veLtaYBythKj/rjw6eDHWOG/oDhD9Z1NKtP6NaCeOfHji42jyKLDRfbb8OF3y3XUrM8LHOuUYcLYhOvPnzwYL+7nmXJidrYTCwTfjAcfMWqQx/kPAUacq3h4GYN86t6HobheLVdO7ELL7xwtuy1pn2WgRo1Ft8Tuu2/hwd36tVSLhpjy2Y+NRbfly5blxiT548GzuhYtT3vepLdNRZ/GKBAv2tvPnBoNBuLPpmnwWiIwYOt+IFqvfO1cvqDWOcfRt5O/Wa3dW/oycbbsRGBDLb4Sxw8mmC/YWTddK7l5iBg7Ldht3daxhFjr4Vogq14uP3FqOF8cojho8FfiqPz/FvaXX9Aby00K+Um9Itydg5A+sNgcC+r7Z72i3LWO23tX3p0OLwwtG5b+4wFkHU8DO5onTYKK8RKGM8999whPO0Mm7To0Nh3Tfhw2C2Es8514K0jHs78kk0NY78ceb5d+A3fvXW/lnpbL2Iiv1+OvN6f6FvQTwaPT4w+4+c8HX0M/qE//w81ppNLrRlzcgWdkYWCs19rcYtstI6Rc+yxx6YrzRj1HT/xxBNnWjS1NvVB644/Pu+YnE7avP7660czD7CVxwkX/wTqOtieV6sOXNUzb+fH5iSt9bbRG+s8+vsi5jsfvaJP8WtPHXO8xbfiLR3zcOwQ/2y880DAQrJSwdbESjBAq77/ijANOnpakb6+7W1vG0LTQSm2+4nvXvdfEaad1r2jpy3Osdh80NFfx8k3Fxut47ZbeuK79VeErNWw3POGxt+LN17QCzYkfQkeBn/jDYs/HUj6U4vmX6vrNqVX5qvtnXZJH77mxYev6JjzWrqD+dSiYVmmT3sWxgvLJ1BixG07H7vq+tfR6WBLj9xjbPqGX7WtvpNDzP5SPprED/HX0TRmnFiuTehY7P7m6PV+We+roa/ulzn4cLH/P0YVK7YPOgCgAAAAAElFTkSuQmCC"></image>
        <linearGradient x1="25.9814136%" y1="84.6169023%" x2="74.2719445%" y2="50%" id="linearGradient-8">
            <stop stop-color="#FBD98A" offset="0%"></stop>
            <stop stop-color="#E5C067" offset="100%"></stop>
        </linearGradient>
        <path d="M0.869771014,25.2684654 L21.0747185,29.162661 C29.455691,22.3382464 30.6448862,14.5527796 24.6423354,5.80623042 C19.1177493,3.883734 12.8533487,2.21403499 5.84903981,0.796982652 L0.869771014,25.2684654 Z" id="path-9"></path>
        <linearGradient x1="50%" y1="100%" x2="50%" y2="3.061617e-15%" id="linearGradient-11">
            <stop stop-color="#70B8F9" stop-opacity="0" offset="0%"></stop>
            <stop stop-color="#5640A6" offset="100%"></stop>
        </linearGradient>
        <radialGradient cx="96.2349078%" cy="23.9417839%" fx="96.2349078%" fy="23.9417839%" r="88.5593871%" gradientTransform="translate(0.962349,0.239418),scale(0.541419,1.000000),rotate(163.533401),translate(-0.962349,-0.239418)" id="radialGradient-12">
            <stop stop-color="#5763AB" offset="0%"></stop>
            <stop stop-color="#1A2988" offset="100%"></stop>
        </radialGradient>
        <linearGradient x1="53.6441662%" y1="50%" x2="77.9455103%" y2="60.3770271%" id="linearGradient-13">
            <stop stop-color="#223762" stop-opacity="0" offset="0%"></stop>
            <stop stop-color="#000000" stop-opacity="0.5" offset="100%"></stop>
        </linearGradient>
        <path d="M65.7939778,26.1207869 C61.8665998,28.4856975 26.1646829,36.5100163 21.3288571,37.9530658 C16.4930313,39.3961566 2.37810758,37.6536975 0.706569547,26.7900069 C-0.965042121,15.926399 3.33405061,10.7085653 14.9560263,6.97146043 C26.5778547,3.23443814 57.5965933,-0.0489870115 61.0976923,0.231872201 C64.5987177,0.512772729 71.1308232,6.15243233 70.8600635,11.3955508 C70.5893774,16.6387519 69.7213558,23.7559177 65.7939778,26.1207869 Z" id="path-14"></path>
        <pattern id="pattern-16" width="258" height="258" x="-257.640806" y="-257.784922" patternUnits="userSpaceOnUse">
            <use xlink:href="#image-17"></use>
        </pattern>
        <image id="image-17" width="258" height="258" xlink:href="data:image/png;base64,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"></image>
        <linearGradient x1="25.9814136%" y1="84.6169023%" x2="74.2719445%" y2="50%" id="linearGradient-18">
            <stop stop-color="#F8D898" offset="0%"></stop>
            <stop stop-color="#FEE9BC" offset="100%"></stop>
        </linearGradient>
        <path d="M27.2971044,25.4608123 L6.96864922,28.6469351 C-1.16917601,21.5340404 -2.08625148,13.711744 4.21760689,5.18013488 C9.80584571,3.45181551 16.1247381,2.00188315 23.1741613,0.830337797 L27.2971044,25.4608123 Z" id="path-19"></path>
        <linearGradient x1="50%" y1="124.775825%" x2="50%" y2="30.0980132%" id="linearGradient-21">
            <stop stop-color="#5763AB" offset="0%"></stop>
            <stop stop-color="#4A559C" offset="100%"></stop>
        </linearGradient>
        <path d="M40.0550953,2.55438105 C40.0550953,3.56236487 38.3708383,19.4038837 31.8290574,27.4453186 C23.6032427,37.5564713 -2.58150879,31.5531534 1.11859048,39.4850829 C12.5442257,63.9790516 68.7501662,92.9766782 106.769791,92.9766782 C137.598298,92.9766782 178.733397,79.3124732 212.861915,42.9426641 C218.392204,37.0494243 180.290687,38.2353663 160.157479,23.9407656 C156.372364,21.2532543 152.686992,14.9128279 149.101586,4.91967743 C76.4038512,-0.203874358 40.0550953,-0.992370133 40.0550953,2.55438105 Z" id="path-22"></path>
        <linearGradient x1="50%" y1="0%" x2="56.2369778%" y2="113.86363%" id="linearGradient-24">
            <stop stop-color="#5E7FB1" offset="0%"></stop>
            <stop stop-color="#A1B8E3" stop-opacity="0.188688859" offset="100%"></stop>
        </linearGradient>
        <linearGradient x1="11.643007%" y1="74.9875265%" x2="38.103786%" y2="18.1779274%" id="linearGradient-25">
            <stop stop-color="#5E7FB1" offset="0%"></stop>
            <stop stop-color="#A1B8E3" stop-opacity="0.188688859" offset="100%"></stop>
        </linearGradient>
        <path d="M15.4178363,8.59619923 C15.4178363,14.583483 15.8666647,17.4626657 12.724866,22.7126838 C9.58306736,27.9626091 -6.49360402,59.5914493 4.46211613,73.7297136 C15.4178363,87.8679778 60.4416537,89.0003364 62.3490837,70.3503394 C64.2566587,51.7003423 52.2734704,26.7013332 48.7347679,19.624416 C45.1960654,12.5474988 46.1166386,4.19475507 47.4257032,1.12622809 C48.7347679,-1.94220621 15.4178363,2.60900809 15.4178363,8.59619923 Z" id="path-26"></path>
        <linearGradient x1="73.0294944%" y1="50%" x2="10.9350973%" y2="63.631316%" id="linearGradient-28">
            <stop stop-color="#7B6ABA" offset="0%"></stop>
            <stop stop-color="#3D82F0" stop-opacity="0" offset="100%"></stop>
        </linearGradient>
        <linearGradient x1="50%" y1="100%" x2="50%" y2="3.061617e-15%" id="linearGradient-29">
            <stop stop-color="#70B8F9" stop-opacity="0" offset="0%"></stop>
            <stop stop-color="#000000" stop-opacity="0.3" offset="100%"></stop>
        </linearGradient>
        <path d="M33.2187064,76.5041019 L27.288383,76.5041019 C16.6749845,76.5041019 4.40113079,65.7556869 3.3146266,52.4968175 L0.981315373,24.0229598 C-0.10518881,10.7640904 9.75359483,0.0155972302 23.0014949,0.0155972302 L38.0634081,0.0155972302 C51.3113082,0.0155972302 61.1701549,10.7640904 60.0835877,24.0229598 L57.7502765,52.4968175 C56.6652852,65.7370058 43.8682251,76.4738527 33.2187064,76.5041019 Z" id="path-30"></path>
        <linearGradient x1="50%" y1="100%" x2="50%" y2="3.061617e-15%" id="linearGradient-32">
            <stop stop-color="#04255E" offset="0%"></stop>
            <stop stop-color="#0C327B" offset="100%"></stop>
        </linearGradient>
        <path d="M28.2996594,25.3348463 L28.5153296,30.3743852 C28.7042973,34.7899672 32.4341708,38.3695037 36.8477589,38.3695037 L60.001871,38.3695037 C64.4147769,38.3695037 67.9921441,34.7945563 67.9921441,30.3595452 L67.9921441,24.7765134 C69.5289951,28.4480526 74.5742351,53.0031401 74.5742351,66.8939165 C74.5742351,80.7846928 77.1803985,102.761664 77.473562,108.232247 C77.7668342,113.702831 97.7237063,125.25562 101.182927,121.630438 C104.642364,118.005127 91.0518714,60.8477934 87.4106614,39.7101189 C83.7693427,18.5725728 70.9877417,-0.500374617 45.3954953,0.40723726 C19.8032489,1.31484914 10.1847676,28.341728 8.48626872,41.7159052 C6.78787864,55.0900824 -2.27832408,117.037547 0.806364808,121.630438 C3.89094491,126.223072 22.7116046,113.153872 22.7116046,108.232247 L22.7116046,66.8939165 C22.7116046,53.0031401 28.2996594,25.3348463 28.2996594,25.3348463 Z" id="path-33"></path>
        <filter x="-64.7%" y="-162.5%" width="229.5%" height="424.9%" filterUnits="objectBoundingBox" id="filter-35">
            <feGaussianBlur stdDeviation="13" in="SourceGraphic"></feGaussianBlur>
        </filter>
        <path d="M4.56129834,1.46275354 C4.56129834,14.0733798 14.9518591,22.1609372 31.2388116,22.1609372 C47.5256943,22.1609372 57.7064342,14.9752801 58.5388143,1.20995613 C63.7705292,15.0087452 65.2416461,58.1003777 62.9522348,130.484703 C53.5727749,135.328856 44.164028,137.671867 34.7259939,137.514039 C20.5689778,137.277069 5.24117652,131.544583 1.33037777,123.43155 C-2.58035125,115.318516 4.56129834,-11.1478727 4.56129834,1.46275354 Z" id="path-36"></path>
        <linearGradient x1="-9.80691215%" y1="43.1841834%" x2="75.7376749%" y2="90.5977277%" id="linearGradient-38">
            <stop stop-color="#EDE9F5" offset="0%"></stop>
            <stop stop-color="#B4AAD7" offset="100%"></stop>
        </linearGradient>
        <linearGradient x1="50%" y1="53.4708576%" x2="78.1875692%" y2="86.4498429%" id="linearGradient-39">
            <stop stop-color="#FFFFFF" stop-opacity="0" offset="0%"></stop>
            <stop stop-color="#5640A6" offset="100%"></stop>
        </linearGradient>
        <path d="M50.7434753,39.7325227 C46.4776264,55.477942 36.1235704,74.408619 25.8072261,81.5493546 C15.4908817,88.6900902 34.9748367,93.643594 32.0593995,97.5437454 C29.1439622,101.443897 18.0430705,113.212072 11.8339644,118.345777 C7.69456039,121.768247 7.69456039,128.846342 11.8339644,139.580061 C47.9350693,153.075711 66.9343276,153.075711 68.8317393,139.580061 C71.6778569,119.336585 55.0093242,23.9871035 50.7434753,39.7325227 Z" id="path-40"></path>
        <path d="M0.948552358,137.254985 C11.8052164,129.666487 23.383575,117.803177 25.2697744,116.038983 C27.2012108,114.232475 45.6245912,40.8630421 52.2268719,33.1373044 C58.829036,25.4117907 99.6013954,3.94929388 103.939374,0.123589555 C103.621549,3.97168213 92.8648026,17.8947115 114.931633,23.0612482 C96.332434,40.7085631 102.583544,56.0333209 103.939374,68.899401 C105.295087,81.765481 102.583544,102.124461 102.583544,121.461641 C102.583544,140.798821 102.583544,149.411805 103.939374,177.622792 C105.295087,205.83378 114.279893,211.933683 109.109575,217.08813 C103.939374,222.242577 71.3234453,210.325982 63.8749516,207.325061 C56.4263412,204.324364 54.6253695,185.261216 59.2501605,166.844193 C63.8749516,148.42717 65.6440942,132.521213 65.6440942,125.397719 C65.6440942,118.274226 67.5750642,94.9044739 63.8749516,104.621423 C60.1747223,114.338147 55.5739489,135.005413 49.1963379,143.85728 C42.8187269,152.708923 33.1525673,148.46814 20.3397497,148.46814 C15.2088397,132.858156 5.17343837,134.522723 0.948552358,137.254985 L0.182320305,137.812005 C0.409438388,137.624839 0.665587478,137.437673 0.948552358,137.254985 Z" id="path-41"></path>
        <filter x="-18.3%" y="-9.6%" width="136.6%" height="119.2%" filterUnits="objectBoundingBox" id="filter-43">
            <feGaussianBlur stdDeviation="14" in="SourceAlpha" result="shadowBlurInner1"></feGaussianBlur>
            <feOffset dx="9" dy="14" in="shadowBlurInner1" result="shadowOffsetInner1"></feOffset>
            <feComposite in="shadowOffsetInner1" in2="SourceAlpha" operator="arithmetic" k2="-1" k3="1" result="shadowInnerInner1"></feComposite>
            <feColorMatrix values="0 0 0 0 0   0 0 0 0 0   0 0 0 0 0  0 0 0 0.2 0" type="matrix" in="shadowInnerInner1"></feColorMatrix>
        </filter>
        <linearGradient x1="0%" y1="84.1728337%" x2="100%" y2="10.9955161%" id="linearGradient-44">
            <stop stop-color="#000000" stop-opacity="0.25" offset="0%"></stop>
            <stop stop-color="#EDE9F5" stop-opacity="0" offset="100%"></stop>
        </linearGradient>
        <path d="M11.3823908,0.867790381 C12.9850726,2.28127078 19.6110282,6.2026141 27.6626005,10.9753785 C41.4034809,19.120618 59.2964871,29.7456317 63.4594025,34.6170469 C70.0616096,42.3426852 90.0969041,121.134761 92.0281765,122.941213 C93.9594489,124.747665 124.799828,133.581354 132.992573,136.238482 C129.825688,136.238482 119.715594,140.058515 125.915614,153.711458 C132.505772,155.696515 76.2145029,162.563139 69.8369527,153.711458 C63.4594025,144.859777 55.5115304,115.817652 51.8112526,106.100813 C48.1111087,96.3841941 51.8112526,115.817652 51.8112526,122.941213 C51.8112526,130.064773 51.8112526,153.711458 56.4359973,168.323688 C61.060876,182.936137 59.2598724,205.804114 51.8112526,208.804847 C44.3627666,211.805581 26.4943799,218.755803 26.4943799,208.804847 C26.4943799,208.804847 19.4673598,184.954325 19.3863602,172.039498 C19.3238365,162.051461 16.1130375,122.676378 15.10168,110.435158 C12.4716686,78.5963563 10.1506607,77.8468311 10.8712228,71.0091695 C12.2269292,58.1430526 19.3538265,42.1879969 0.75456855,24.5408048 C22.8214144,19.3744351 12.1259809,4.66763711 11.3823908,0.867790381 Z" id="path-45"></path>
        <filter x="-15.9%" y="-9.9%" width="131.8%" height="119.7%" filterUnits="objectBoundingBox" id="filter-47">
            <feGaussianBlur stdDeviation="14" in="SourceAlpha" result="shadowBlurInner1"></feGaussianBlur>
            <feOffset dx="-2" dy="14" in="shadowBlurInner1" result="shadowOffsetInner1"></feOffset>
            <feComposite in="shadowOffsetInner1" in2="SourceAlpha" operator="arithmetic" k2="-1" k3="1" result="shadowInnerInner1"></feComposite>
            <feColorMatrix values="0 0 0 0 0   0 0 0 0 0   0 0 0 0 0  0 0 0 0.2 0" type="matrix" in="shadowInnerInner1"></feColorMatrix>
        </filter>
        <linearGradient x1="0%" y1="84.1728337%" x2="100%" y2="10.9955161%" id="linearGradient-48">
            <stop stop-color="#000000" stop-opacity="0.02" offset="0%"></stop>
            <stop stop-color="#EDE9F5" stop-opacity="0" offset="100%"></stop>
        </linearGradient>
        <linearGradient x1="50%" y1="0%" x2="50%" y2="100%" id="linearGradient-49">
            <stop stop-color="#FFFFFF" stop-opacity="0" offset="0%"></stop>
            <stop stop-color="#5763AB" offset="100%"></stop>
        </linearGradient>
        <linearGradient x1="100%" y1="30.4820695%" x2="68.2019901%" y2="33.8572399%" id="linearGradient-50">
            <stop stop-color="#FFFFFF" stop-opacity="0.5" offset="0%"></stop>
            <stop stop-color="#B2C7EE" stop-opacity="0" offset="100%"></stop>
        </linearGradient>
        <path d="M3.52803194,98.8252537 C12.2550771,89.6424083 102.178193,19.9371127 120.415072,11.0473602 C138.651759,2.15760767 165.692569,-6.63435563 174.67889,8.48657416 C183.665401,23.6076413 174.067617,37.1208177 153.641871,55.5135654 C133.216124,73.9064504 34.3435083,117.362213 19.7950625,123.399735 C5.24642592,129.437256 -5.19901324,108.008099 3.52803194,98.8252537 Z" id="path-51"></path>
        <linearGradient x1="14.2769207%" y1="72.494023%" x2="61.0613916%" y2="50%" id="linearGradient-53">
            <stop stop-color="#A1B8E3" stop-opacity="0.235082654" offset="0%"></stop>
            <stop stop-color="#002B6F" offset="100%"></stop>
        </linearGradient>
        <filter x="-47.6%" y="-65.3%" width="195.3%" height="230.5%" filterUnits="objectBoundingBox" id="filter-54">
            <feGaussianBlur stdDeviation="10" in="SourceGraphic"></feGaussianBlur>
        </filter>
        <linearGradient x1="50%" y1="0%" x2="50%" y2="100%" id="linearGradient-55">
            <stop stop-color="#FFFFFF" offset="0%"></stop>
            <stop stop-color="#5763AB" offset="100%"></stop>
        </linearGradient>
        <linearGradient x1="38.3607477%" y1="2.69793172%" x2="38.3607489%" y2="42.3945382%" id="linearGradient-56">
            <stop stop-color="#FFFFFF" stop-opacity="0.5" offset="0%"></stop>
            <stop stop-color="#B2C7EE" stop-opacity="0" offset="100%"></stop>
        </linearGradient>
        <linearGradient x1="80.948021%" y1="64.0385158%" x2="82.7262004%" y2="103.285332%" id="linearGradient-57">
            <stop stop-color="#A1B8E3" stop-opacity="0" offset="0%"></stop>
            <stop stop-color="#1C2F84" stop-opacity="0.5" offset="100%"></stop>
        </linearGradient>
        <linearGradient x1="63.1559489%" y1="35.22623%" x2="52.1718882%" y2="63.1255008%" id="linearGradient-58">
            <stop stop-color="#FFFFFF" stop-opacity="0.5" offset="0%"></stop>
            <stop stop-color="#A1B8E3" stop-opacity="0" offset="100%"></stop>
        </linearGradient>
        <path d="M188.09191,341.69032 C179.364864,332.507475 89.441748,262.802179 71.2048698,253.912427 C52.9681824,245.022674 25.9273729,236.230711 16.9410519,251.351641 C7.95454009,266.472708 17.5521339,279.985884 37.9780709,298.378632 C58.4038172,316.771517 157.276433,360.22728 171.824879,366.264801 C186.373325,372.302323 196.819145,350.873166 188.09191,341.69032 Z" id="path-59"></path>
        <linearGradient x1="50%" y1="38.7002263%" x2="0%" y2="50%" id="linearGradient-60">
            <stop stop-color="#EDE9F5" offset="0%"></stop>
            <stop stop-color="#FFFFFF" offset="100%"></stop>
        </linearGradient>
        <path d="M11.8847224,0.131122838 C20.0652175,6.56801298 21.3650721,18.8639168 20.5514831,24.6059979 C20.0090979,28.4339728 17.7636451,35.4011882 13.8151246,45.507454 C11.2570756,35.7091802 6.87747194,28.2681602 0.676469723,23.1844416 C7.90054426,20.4472044 15.9388772,15.2894538 11.8847224,0.131122838 Z" id="path-61"></path>
        <linearGradient x1="22.9331881%" y1="100%" x2="63.9950748%" y2="50%" id="linearGradient-63">
            <stop stop-color="#FFDA70" offset="0%"></stop>
            <stop stop-color="#F6D7A5" offset="100%"></stop>
        </linearGradient>
        <linearGradient x1="22.9331881%" y1="100%" x2="63.9950748%" y2="50%" id="linearGradient-64">
            <stop stop-color="#5763AB" offset="0%"></stop>
            <stop stop-color="#E1E3ED" offset="100%"></stop>
        </linearGradient>
        <linearGradient x1="22.9331881%" y1="100%" x2="63.9950748%" y2="50%" id="linearGradient-65">
            <stop stop-color="#5763AB" offset="0%"></stop>
            <stop stop-color="#D0D3E5" offset="100%"></stop>
        </linearGradient>
        <linearGradient x1="63.6307565%" y1="1.45747688%" x2="40.821231%" y2="62.6686759%" id="linearGradient-66">
            <stop stop-color="#F94A8A" offset="0%"></stop>
            <stop stop-color="#F78CB3" offset="100%"></stop>
        </linearGradient>
        <linearGradient x1="0%" y1="50%" x2="34.7360119%" y2="93.2092547%" id="linearGradient-67">
            <stop stop-color="#4E5790" offset="0%"></stop>
            <stop stop-color="#5763AB" offset="100%"></stop>
        </linearGradient>
        <linearGradient x1="100%" y1="0%" x2="10.5235111%" y2="100%" id="linearGradient-68">
            <stop stop-color="#D1D4E7" offset="0%"></stop>
            <stop stop-color="#5763AB" offset="100%"></stop>
        </linearGradient>
        <linearGradient x1="76.9888796%" y1="16.7734139%" x2="-11.6510841%" y2="73.2727713%" id="linearGradient-69">
            <stop stop-color="#72669D" offset="0%"></stop>
            <stop stop-color="#ADA7C7" offset="100%"></stop>
        </linearGradient>
        <linearGradient x1="76.9888796%" y1="16.7734139%" x2="-11.6510841%" y2="73.2727713%" id="linearGradient-70">
            <stop stop-color="#EAE9F1" offset="0%"></stop>
            <stop stop-color="#ECE7F9" offset="100%"></stop>
        </linearGradient>
        <linearGradient x1="15.4820432%" y1="76.2997855%" x2="100%" y2="25.92039%" id="linearGradient-71">
            <stop stop-color="#ADA7C7" offset="0%"></stop>
            <stop stop-color="#EAE9F1" offset="100%"></stop>
        </linearGradient>
    </defs>
    <g id="Illustration" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
        <g id="StartUp" transform="translate(-447.000000, -2911.000000)">
            <g id="Group-10" transform="translate(438.000000, 2911.000000)">
                <g id="coding-practice" transform="translate(9.000000, 0.000000)">
                    <g id="window" transform="translate(387.630662, 246.545455)" fill="url(#linearGradient-1)" opacity="0.300000012">
                        <g id="plant" transform="translate(19.692847, 21.068988) rotate(-1.000000) translate(-19.692847, -21.068988) translate(0.692847, 1.068988)">
                            <path d="M18.61901,40.5736941 C22.9738603,34.4487952 25.1512855,27.608623 25.1512855,20.0531774 C25.1512855,8.72000899 22.2266861,-0.467339268 18.61901,-0.467339268 C15.0113338,-0.467339268 12.0867345,8.72000899 12.0867345,20.0531774 C12.0867345,27.608623 14.2641596,34.4487952 18.61901,40.5736941 Z" id="leaf" transform="translate(18.619010, 20.053177) rotate(-41.000000) translate(-18.619010, -20.053177) "></path>
                        </g>
                    </g>
                    <g id="person" transform="translate(139.372822, 19.636364)">
                        <g id="shadow" transform="translate(51.169572, 293.027859)" fill="#5763AB">
                            <path d="M76.8553771,59.9453708 C79.6312067,60.6314875 91.2029052,54.0980461 94.0251583,54.4013096 C107.452876,55.844177 117.61149,51.3870851 129.588076,48.2586976 C150.534899,42.7872067 172.335447,29.4903194 172.335447,20.8331231 C172.335447,6.18576581 132.759369,0.0816987049 87.0861526,0.0816987049 C41.4129362,0.0816987049 0.56628346,3.66689058 0.56628346,18.3142479 C0.56628346,28.3971085 21.4957847,39.0122752 45.2323633,48.2586976 C55.9780084,52.4445905 64.6765602,56.9350672 76.8553771,59.9453708 Z" id="-copy" style="mix-blend-mode: multiply;"></path>
                        </g>
                        <g id="shoe" transform="translate(183.727432, 343.723916)">
                            <mask id="mask-5" fill="white">
                                <use xlink:href="#path-4"></use>
                            </mask>
                            <g id="">
                                <use fill="url(#radialGradient-2)" xlink:href="#path-4"></use>
                                <use fill="url(#linearGradient-3)" xlink:href="#path-4"></use>
                                <use fill-opacity="0.199999988" fill="url(#pattern-6)" style="mix-blend-mode: overlay;" xlink:href="#path-4"></use>
                            </g>
                            <path d="M7.8329899,33.3277457 C16.1808848,30.2870023 49.9589599,14.3944639 49.9589599,7.06978882 C49.9589599,-0.25488625 8.16574827,-10.1735016 4.64595007,-1.55185639 C1.12615187,7.06978882 -0.514904958,36.3684891 7.8329899,33.3277457 Z" id="Path-19" fill="#20355F" style="mix-blend-mode: multiply;" opacity="0.142410714" mask="url(#mask-5)"></path>
                        </g>
                        <g id="ankle" transform="translate(175.554890, 341.127714)">
                            <mask id="mask-10" fill="white">
                                <use xlink:href="#path-9"></use>
                            </mask>
                            <use id="" fill="url(#linearGradient-8)" xlink:href="#path-9"></use>
                            <path d="M15.4347026,6.09570261 C17.7136737,13.9630228 17.8662517,22.1806146 15.8924365,30.748478 C13.9186213,39.3163413 6.1320199,36.1638971 -7.46736768,21.2911454 L15.4347026,6.09570261 Z" id="Path-17" fill="url(#linearGradient-11)" style="mix-blend-mode: multiply;" mask="url(#mask-10)"></path>
                        </g>
                        <g id="shoe" transform="translate(29.008136, 343.723916)">
                            <mask id="mask-15" fill="white">
                                <use xlink:href="#path-14"></use>
                            </mask>
                            <g id="">
                                <use fill="url(#radialGradient-12)" xlink:href="#path-14"></use>
                                <use fill="url(#linearGradient-13)" xlink:href="#path-14"></use>
                                <use fill-opacity="0.199999988" fill="url(#pattern-16)" style="mix-blend-mode: overlay;" xlink:href="#path-14"></use>
                            </g>
                            <path d="M19.1582292,4.819225 C41.5240011,25.8313824 56.5263745,34.9591287 64.1653494,32.2024638 C75.6238116,28.0674665 72.9968806,-8.96340985 61.1064525,-8.96340985 C53.1795004,-8.96340985 39.1967593,-4.36919823 19.1582292,4.819225 Z" id="Path-18" fill="#20355F" style="mix-blend-mode: multiply;" opacity="0.142410714" mask="url(#mask-15)"></path>
                        </g>
                        <g id="ankle" transform="translate(79.577184, 341.686025)">
                            <mask id="mask-20" fill="white">
                                <use xlink:href="#path-19"></use>
                            </mask>
                            <use id="" fill="url(#linearGradient-18)" xlink:href="#path-19"></use>
                            <path d="M9.77268023,32.1656164 C9.77268023,21.1665373 9.77268023,13.8701322 9.77268023,10.276401 C9.77268023,6.68266984 18.3375914,10.2329618 35.4674138,20.927277 C28.2765827,27.2503441 23.0499338,30.9964572 19.7874672,32.1656164 C16.5250005,33.3347756 13.1867382,33.3347756 9.77268023,32.1656164 Z" id="Path-16" fill="url(#linearGradient-11)" style="mix-blend-mode: multiply;" mask="url(#mask-20)"></path>
                        </g>
                        <g id="hip" transform="translate(32.522698, 252.523954)">
                            <mask id="mask-23" fill="white">
                                <use xlink:href="#path-22"></use>
                            </mask>
                            <use id="" fill="url(#linearGradient-21)" xlink:href="#path-22"></use>
                            <path d="M77.3560847,25.7148914 C83.4720209,29.1583693 120.380598,38.2677116 128.985501,20.6573526 C134.722102,8.91711337 117.512297,6.80943552 77.3560847,14.3343191 C73.2787938,19.6257154 73.2787938,23.4192395 77.3560847,25.7148914 Z" id="Path-10" fill="url(#linearGradient-24)" style="mix-blend-mode: multiply;" mask="url(#mask-23)"></path>
                            <path d="M111.25334,53.0793669 C111.25334,43.9922263 114.997881,33.7440236 125.326426,22.3722895 C132.212123,14.7911335 138.606829,25.0268259 144.510545,53.0793669 C122.339075,59.1374606 111.25334,59.1374606 111.25334,53.0793669 Z" id="Path-11" fill="url(#linearGradient-24)" style="mix-blend-mode: multiply;" opacity="0.300000012" mask="url(#mask-23)"></path>
                            <path d="M64.9501168,53.0793669 C64.9501168,43.9922263 68.6946581,33.7440236 79.0232032,22.3722895 C85.9089,14.7911335 92.3036064,25.0268259 98.2073224,53.0793669 C76.035852,59.1374606 64.9501168,59.1374606 64.9501168,53.0793669 Z" id="Path-11-Copy" fill="url(#linearGradient-25)" style="mix-blend-mode: multiply;" opacity="0.300000012" mask="url(#mask-23)" transform="translate(81.578720, 38.787931) scale(-1, 1) translate(-81.578720, -38.787931) "></path>
                        </g>
                        <polygon id="hair-back" fill="#051D4E" points="159.869682 106.457565 96.832703 106.457565 96.832703 66.8174972 159.869682 66.8174972"></polygon>
                        <g id="neck" transform="translate(97.568095, 80.927280)">
                            <mask id="mask-27" fill="white">
                                <use xlink:href="#path-26"></use>
                            </mask>
                            <use id="" fill="#F2A384" xlink:href="#path-26"></use>
                            <path d="M34.1057817,80.7328541 C43.5336848,65.5846595 46.6127271,57.5076946 46.6127271,44.921572 C46.6127271,36.5308236 52.4107026,48.4679176 64.0066538,80.7328541 C37.7874703,90.8316504 27.8205129,90.8316504 34.1057817,80.7328541 Z" id="Path-6" fill="url(#linearGradient-28)" style="mix-blend-mode: multiply;" mask="url(#mask-27)"></path>
                            <path d="M15.1905971,9.90768682 C39.1133751,29.0981562 52.9672843,38.6933909 56.7523247,38.6933909 C60.5373651,38.6933909 57.7760906,26.8855155 48.4685013,3.26976468 L15.1905971,9.90768682 Z" id="Path-15" fill="url(#linearGradient-29)" style="mix-blend-mode: multiply;" mask="url(#mask-27)"></path>
                        </g>
                        <g id="face" transform="translate(96.145176, 18.228896)">
                            <mask id="mask-31" fill="white">
                                <use xlink:href="#path-30"></use>
                            </mask>
                            <use id="" fill="#FABFA8" xlink:href="#path-30"></use>
                            <path d="M12.4678905,38.1604647 C14.6992683,39.556241 18.325259,42.3477935 24.1826727,38.7187752" id="Shape-9" stroke="#1E3159" stroke-width="3" fill-opacity="0" fill="#000000" opacity="0.15" style="mix-blend-mode: multiply;" stroke-linecap="round" stroke-linejoin="round" mask="url(#mask-31)"></path>
                            <path d="M25.298382,63.8427459 C29.0481063,64.8417024 32.4154388,65.1837302 37.0131792,63.8427459" id="Shape-9-copy-2" stroke="#1E3159" stroke-width="3" fill-opacity="0" fill="#000000" opacity="0.300000012" style="mix-blend-mode: multiply;" stroke-linecap="round" stroke-linejoin="round" mask="url(#mask-31)"></path>
                            <path d="M37.013221,38.1604647 C39.2445988,39.556241 42.8706347,42.3477935 48.7280183,38.7187752" id="Shape-9-copy" stroke="#1E3159" stroke-width="3" fill-opacity="0" fill="#000000" opacity="0.15" style="mix-blend-mode: multiply;" stroke-linecap="round" stroke-linejoin="round" mask="url(#mask-31)"></path>
                            <path d="M24.7405259,55.4680784 C25.7583199,54.9925888 28.6454706,56.5847084 28.6454706,56.5847084 C28.6454706,56.5847084 30.9624084,55.5148207 30.8768489,53.7931575 C30.791333,52.0715184 31.8315937,39.6245229 31.9925599,38.1604586 C32.153584,36.6963943 34.2740787,52.0354113 34.2239382,52.6765276 C34.1738556,53.3176439 36.45536,56.0263934 36.45536,56.0263934 C36.45536,56.0263934 32.1073886,58.8230578 30.8768489,58.8179442 C29.6463238,58.8128306 23.7227755,55.943592 24.7405259,55.4680784 Z" id="Shape-10" fill="#233A67" opacity="0.1" style="mix-blend-mode: multiply;" mask="url(#mask-31)"></path>
                            <path d="M8.26647756,13.7901967 C7.31954783,39.0464052 8.72427892,54.7193064 12.4806708,60.8089 C16.2370627,66.8984937 17.7246594,71.7920591 16.9434609,75.4895961 L-0.48657057,60.8089 L8.26647756,13.7901967 Z" id="Path-14" fill-opacity="0.3" fill="#000000" style="mix-blend-mode: multiply;" opacity="0.300000012" mask="url(#mask-31)"></path>
                            <path d="M24.7405338,56.5847095 C25.9209328,56.979387 27.002066,56.8588924 28.087623,57.7013344 C29.1731654,58.5437713 30.3535645,58.8400684 31.4347122,58.8179543 C32.4331577,58.7975435 33.1867021,57.2989237 34.223946,57.1430194 C35.2612189,56.9871201 36.6442108,56.7638183 37.0132233,56.0263995" id="nose" stroke="#1E3159" fill-opacity="0" fill="#000000" opacity="0.2" mask="url(#mask-31)"></path>
                        </g>
                        <g id="hair" transform="translate(77.931357, 0.000000)">
                            <mask id="mask-34" fill="white">
                                <use xlink:href="#path-33"></use>
                            </mask>
                            <use id="" fill="url(#linearGradient-32)" xlink:href="#path-33"></use>
                            <ellipse id="Oval" fill="#B4AAD7" opacity="0.483816964" filter="url(#filter-35)" mask="url(#mask-34)" cx="48.5328423" cy="0.279155249" rx="30.1238332" ry="12.0036757"></ellipse>
                        </g>
                        <g id="under-shirt" transform="translate(99.464550, 137.038063)">
                            <mask id="mask-37" fill="white">
                                <use xlink:href="#path-36"></use>
                            </mask>
                            <use id="" fill="#FFFFFF" xlink:href="#path-36"></use>
                            <g id="Path-9" opacity="0.328292411" mask="url(#mask-37)">
                                <use fill="url(#linearGradient-38)" xlink:href="#path-40"></use>
                                <use fill="url(#linearGradient-39)" xlink:href="#path-40"></use>
                            </g>
                        </g>
                        <path d="M11.8970096,233.915188 C4.8204074,239.959338 2.1180753,241.869077 0.63669899,247.329259 C-0.844772717,252.789553 5.60716996,268.488069 14.1628591,275.504992 C22.7185163,282.521915 24.0905097,272.148979 24.0063102,272.148979 C23.9221108,272.148979 19.378297,256.754571 20.8464456,252.786734 C22.3144988,248.818896 26.9631803,245.959674 27.918151,243.315915 C28.8731535,240.6721 18.9737072,227.871095 11.8970096,233.915188 Z" id="hand" fill="#FABFA8"></path>
                        <path d="M268.100505,233.915188 C275.177133,239.959338 277.879415,241.869077 279.360887,247.329259 C280.842297,252.789553 274.390334,268.488069 265.83467,275.504992 C257.278944,282.521915 255.907029,272.148979 255.99125,272.148979 C256.075378,272.148979 260.619168,256.754571 259.151129,252.786734 C257.682996,248.818896 253.034273,245.959674 252.079311,243.315915 C251.124381,240.6721 261.023876,227.871095 268.100505,233.915188 Z" id="hand" fill="#FABFA8"></path>
                        <g id="shirt-left" transform="translate(8.562921, 98.067297)">
                            <mask id="mask-42" fill="white">
                                <use xlink:href="#path-41"></use>
                            </mask>
                            <g id="">
                                <use fill="#FAFAFD" fill-rule="evenodd" xlink:href="#path-41"></use>
                                <use fill="black" fill-opacity="1" filter="url(#filter-43)" xlink:href="#path-41"></use>
                            </g>
                            <g id="Group" mask="url(#mask-42)" fill="#5763AB">
                                <g transform="translate(5.773677, 22.527771)">
                                    <ellipse id="Oval-2" cx="35.144472" cy="89.8879901" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy" cx="46.8592961" cy="72.5803647" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-2" cx="54.11133" cy="44.6648398" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-3" cx="66.3840027" cy="54.7144288" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-4" cx="85.3508607" cy="55.2727393" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-12" cx="83.6773144" cy="34.6152509" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-13" cx="64.7104565" cy="22.8907304" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-14" cx="88.1401045" cy="15.0743834" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-15" cx="74.1938854" cy="2.79155249" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-16" cx="51.3220862" cy="5.58310498" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-17" cx="46.3014473" cy="25.1239724" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-18" cx="35.144472" cy="37.9651138" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-19" cx="35.144472" cy="57.5059813" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-20" cx="23.9874968" cy="76.4885382" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-21" cx="20.6404042" cy="107.195616" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-24" cx="2.78924381" cy="108.312237" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-22" cx="21.7561017" cy="120.036757" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-23" cx="41.2808084" cy="111.103789" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-5" cx="85.3508607" cy="77.6051592" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-6" cx="65.826154" cy="73.6969857" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-7" cx="73.0781879" cy="101.0542" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-8" cx="90.9293483" cy="98.8209581" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-9" cx="90.9293483" cy="128.411414" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-25" cx="66.9418515" cy="131.761277" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-10" cx="77.540978" cy="116.686894" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-11" cx="86.4665582" cy="148.510592" rx="2.78924381" ry="2.79155249"></ellipse>
                                </g>
                            </g>
                            <path d="M76.372958,171.368589 C69.2765199,143.453064 72.9434196,110.536033 67.0293514,102.980807 C63.0866393,97.9439901 62.0713836,106.62632 63.9835841,129.027798 L56.7939761,163.307165 C74.5775895,187.291798 81.1039168,189.978939 76.372958,171.368589 Z" id="Path-5" fill="url(#linearGradient-44)" mask="url(#mask-42)"></path>
                            <path d="M63.6774546,105.15435 C54.4092712,113.801898 50.3319804,129.522895 45.2386944,133.947687 C41.8431704,136.897547 33.7780614,141.687926 21.0433674,148.318823 L53.1958446,154.546389 C66.3623735,115.853331 69.8562435,99.3893183 63.6774546,105.15435 Z" id="Path-12" fill="url(#linearGradient-44)" opacity="0.5" mask="url(#mask-42)"></path>
                        </g>
                        <g id="shirt-right" transform="translate(133.716233, 96.587716)">
                            <mask id="mask-46" fill="white">
                                <use xlink:href="#path-45"></use>
                            </mask>
                            <g id="">
                                <use fill="#FAFAFD" fill-rule="evenodd" xlink:href="#path-45"></use>
                                <use fill="black" fill-opacity="1" filter="url(#filter-47)" xlink:href="#path-45"></use>
                            </g>
                            <g id="Group-3" mask="url(#mask-46)" fill="#5763AB">
                                <g transform="translate(16.177614, 25.682283)">
                                    <ellipse id="Oval-2-Copy-3" cx="16.1776141" cy="4.46648398" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-26" cx="39.6072621" cy="2.79155249" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-27" cx="45.7435985" cy="24.0073514" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-28" cx="27.3345894" cy="24.0073514" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-29" cx="2.78924381" cy="17.8659359" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-30" cx="9.48342896" cy="37.4068034" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-31" cx="39.0494134" cy="44.6648398" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-32" cx="59.1319688" cy="35.7318719" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-33" cx="58.5741201" cy="56.3893603" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-34" cx="27.3345894" cy="55.8310498" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-35" cx="8.36773144" cy="57.5059813" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-36" cx="11.1569753" cy="80.3967117" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-45" cx="7.25203391" cy="101.612511" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-46" cx="23.9874968" cy="101.612511" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-47" cx="21.7561017" cy="117.803515" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-48" cx="10.0412777" cy="130.644656" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-49" cx="15.0619166" cy="151.302145" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-50" cx="34.5866233" cy="146.27735" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-51" cx="35.7023208" cy="129.528035" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-37" cx="29.0081357" cy="74.2552962" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-38" cx="47.9749936" cy="72.5803647" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-39" cx="68.057549" cy="70.9054332" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-40" cx="60.8055151" cy="88.2130586" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-41" cx="56.342725" cy="109.987168" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-42" cx="76.9831292" cy="103.845753" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-43" cx="77.540978" cy="117.245205" rx="2.78924381" ry="2.79155249"></ellipse>
                                    <ellipse id="Oval-2-Copy-44" cx="99.8549285" cy="112.778721" rx="2.78924381" ry="2.79155249"></ellipse>
                                </g>
                            </g>
                            <path d="M31.0817497,190.926984 C31.0817497,174.819677 46.9322829,128.926544 47.7181779,123.26378 C48.2421079,119.488604 49.1718558,113.083156 50.5074217,104.047437 L63.2719385,160.011168 L63.2719385,175.951962 C41.8118126,196.673514 31.0817497,201.665188 31.0817497,190.926984 Z" id="Path-4" fill="url(#linearGradient-48)" mask="url(#mask-46)"></path>
                            <path d="M50.7738664,104.75789 C55.487818,112.974726 72.7353349,139.838738 78.4297884,143.652983 C82.2260907,146.195814 89.2123518,148.793408 99.3885717,151.445767 L70.3129184,161.23226 L63.161022,148.131059 C51.7602839,113.737723 47.631232,99.2799999 50.7738664,104.75789 Z" id="Path-13" fill="url(#linearGradient-44)" mask="url(#mask-46)"></path>
                        </g>
                        <g id="leg" transform="translate(89.088332, 242.865067)">
                            <mask id="mask-52" fill="white">
                                <use xlink:href="#path-51"></use>
                            </mask>
                            <g id="">
                                <use fill="#5763AB" xlink:href="#path-51"></use>
                                <use fill="url(#linearGradient-49)" xlink:href="#path-51"></use>
                                <use fill="url(#linearGradient-50)" xlink:href="#path-51"></use>
                            </g>
                            <path d="M51.142492,111.900498 C37.3739319,110.62611 20.4515438,104.575903 0.375327724,93.7498784 L19.645041,80.6975937 L55.0767439,105.596543 C66.2224694,111.073568 64.911052,113.174887 51.142492,111.900498 Z" id="Path-2" fill="url(#linearGradient-53)" style="mix-blend-mode: multiply;" opacity="0.300000012" mask="url(#mask-52)"></path>
                            <path d="M44.5740019,60.4675595 C51.5909258,62.4157939 91.1902533,85.5637304 101.047401,88.9094167 C110.904548,92.2551031 94.6229874,102.950087 87.7275146,105.842335 C80.8320417,108.734583 39.7179979,74.2945693 41.7951526,68.9724245 C43.8723074,63.6502797 37.5570779,58.5193251 44.5740019,60.4675595 Z" id="Path-3" fill="#7B6ABA" filter="url(#filter-54)" mask="url(#mask-52)"></path>
                        </g>
                        <g id="leg">
                            <use fill="#5763AB" xlink:href="#path-59"></use>
                            <use fill="url(#linearGradient-55)" xlink:href="#path-59"></use>
                            <use fill="url(#linearGradient-56)" xlink:href="#path-59"></use>
                            <use fill="url(#linearGradient-57)" xlink:href="#path-59"></use>
                            <use fill="url(#linearGradient-58)" xlink:href="#path-59"></use>
                        </g>
                        <path d="M112.584654,98.1984196 C104.404159,104.63531 103.10426,116.931213 103.917849,122.673295 C104.460189,126.501317 106.705642,133.468485 110.654207,143.574751 C113.212323,133.776477 117.59186,126.335504 123.792817,121.251738 C116.568788,118.514501 108.530477,113.356751 112.584654,98.1984196 Z" id="colar" fill="url(#linearGradient-60)"></path>
                        <g id="colar" transform="translate(133.158384, 97.508986)">
                            <mask id="mask-62" fill="white">
                                <use xlink:href="#path-61"></use>
                            </mask>
                            <use id="" fill="url(#linearGradient-60)" xlink:href="#path-61"></use>
                            <path d="M4.72016205,33.7481909 C10.6919068,27.9979602 25.0356296,4.86960437 8.11642551,-0.699909108 C-3.16304386,-4.41291809 -7.61597192,4.46848707 -5.24235866,25.9443064 C-2.58184137,34.9803831 0.73899887,37.581678 4.72016205,33.7481909 Z" id="Path-8" fill="#B4AAD7" opacity="0.225390625" mask="url(#mask-62)"></path>
                        </g>
                    </g>
                    <g id="paper" transform="translate(0.000000, 127.636364)">
                        <path d="M46.4021399,30.2214255 C82.6746294,40.3481578 109.108834,41.855389 125.704915,34.7431477 C108.209742,49.8926416 94.2736871,56.6310039 83.896832,54.9582628 C68.3315493,52.4491512 52.3806425,34.7431477 46.4021399,30.2214255 Z" id="" fill="#FFF3D5"></path>
                        <path d="M0.561960755,0.187705411 L65.8665273,0.187705411 C65.8665273,34.1513385 84.4023039,46.4251482 104.174184,50.5702115 C81.0731854,63.5242257 37.7742667,56.1919687 25.5130183,45.4845229 C13.2516648,34.7770772 5.95468322,30.5450768 0.561960755,0.187705411 Z" id="" fill="url(#linearGradient-63)"></path>
                    </g>
                    <g id="paper" transform="translate(503.048780, 194.181818)">
                        <path d="M57.3237782,4.42634765 C59.4683528,6.55738356 61.2966902,8.62370164 62.8082067,10.6255298 C65.9551072,14.7926517 66.8949519,20.5526147 66.6760063,20.6980399 C65.4823934,21.4916879 58.6573382,16.91349 57.3237782,13.1951581 C56.5243427,10.965963 56.5243427,8.04306419 57.3237782,4.42634765 Z" id="" fill="#B4AAD7"></path>
                        <path d="M0.128552339,40.986338 C15.8165704,30.1658429 24.0403957,16.684648 24.8011341,0.542753278 C28.9205104,-0.0779976994 36.8773033,0.696530738 56.8422634,4.20362709 C58.701539,4.53024906 58.8657391,7.50989888 57.3354165,13.1426894 C64.0665139,15.636355 67.1503793,18.0118388 66.5881184,20.2689151 C61.7091094,39.8380276 55.254996,48.7600537 45.5146696,52.9526613 C34.3407715,54.3857928 19.21225,50.3969995 0.128552339,40.986338 Z" id="" fill="url(#linearGradient-64)"></path>
                    </g>
                    <g id="paper" transform="translate(126.306620, 0.000000)">
                        <path d="M49.898948,18.1338763 C50.0337992,20.3288516 50.0263164,22.3342915 49.8766603,24.1502109 C49.5651302,27.9304119 47.2614207,31.4873493 47.0700319,31.4585745 C46.0257863,31.3014014 44.5180891,25.5009753 45.6061428,22.8492358 C46.2584328,21.259537 47.6894165,19.6878055 49.898948,18.1338763 Z" id="" fill="#B4AAD7"></path>
                        <path d="M0.583903718,9.8167292 C14.4984053,11.6717806 25.6156922,8.44518549 33.9358677,0.136986744 C36.5024894,1.81806954 40.4940409,6.12687425 49.7434151,17.7784462 C50.6047648,18.8635239 49.2363585,20.5462334 45.6380925,22.8266174 C48.1145248,27.4600722 48.6456802,30.2461381 47.2317137,31.184601 C34.9715973,39.3214852 27.0586186,40.9622008 19.6554889,38.4521131 C12.8164565,33.75723 6.4592959,24.2121163 0.583903718,9.8167292 Z" id="" fill="url(#linearGradient-65)"></path>
                    </g>
                    <g id="yellow-paper" transform="translate(384.364111, 62.181818)">
                        <path d="M43.7051242,0.122811333 C37.9971761,16.0445604 19.4140743,25.2344371 0.652334322,28.721576 C8.23028925,40.5891219 23.3557732,59.661255 36.4958325,73.4330466 C37.1209293,74.088251 39.6531087,75.1144019 40.3191074,75.6527581 C44.3449785,78.9074103 48.6540653,77.067677 50.8910956,77.0362272 C61.9570031,73.5657003 71.7793671,72.0761888 80.9887499,63.7025557 C85.7105901,59.4093339 89.2181282,55.4682694 90.331952,53.5581369 C87.5802325,45.1425707 73.9575497,37.7712188 43.7051242,0.122811333 Z" id="" fill="url(#linearGradient-66)"></path>
                        <path d="M48.1335812,68.1057364 C48.3435025,72.7693822 40.1548221,77.0400151 35.4762696,72.4595411 C40.4934959,77.2755544 44.9560309,77.9861991 48.6574531,77.9744077 C52.3590446,77.9625373 69.6454059,78.0049128 90.2611563,53.5699451 C72.021259,73.4683935 58.1946197,78.5826933 48.1335812,68.1057364 Z" id="" fill="#F94A8A"></path>
                    </g>
                    <g id="laptop" transform="translate(435.540070, 304.363636)">
                        <path d="M56.9700348,114.275375 L2.08128685,89.9853574 C0.672639479,89.3621035 0.0340061638,87.7099713 0.65453518,86.2952635 C0.998350775,85.5115531 1.68033475,84.9290538 2.50582437,84.7142772 L107.587995,57.3681905 L164.215088,83.2702844 L56.9700348,114.275375 Z" id="" fill="url(#linearGradient-67)"></path>
                        <path d="M185.230284,0.184304995 L85.71468,19.4259369 C82.500056,20.047386 79.9429567,22.4956879 79.1707383,25.6903808 L57.6920893,114.536518 L159.832863,88.9816528 C162.30684,88.3627655 164.274618,86.4837467 165.015132,84.0335817 L189.062869,4.45829545 C189.59904,2.68302618 188.601164,0.807267777 186.834,0.268608743 C186.31448,0.110131669 185.76379,0.0811377004 185.230284,0.184304995 Z" id="" fill="url(#linearGradient-68)"></path>
                        <path d="M130.579518,64.2123873 C125.823812,67.3584781 120.470918,68.0488415 117.677404,63.7884098 C114.883363,59.5279551 118.203837,53.8636145 122.96017,50.7175696 C127.715926,47.5715018 132.516102,46.9529106 135.309541,51.2133194 C138.103582,55.473797 135.335851,61.0663653 130.579518,64.2123873 Z" id="" fill="#EDE9F5"></path>
                    </g>
                    <g id="Group-26" transform="translate(26.000000, 252.000000)">
                        <g id="Group-13">
                            <g id="Group-12" transform="translate(0.787255, 0.000000)">
                                <path d="M7.69665335,105.062982 C20.0112987,97.852777 31.8128339,94.2476747 43.1012588,94.2476747 C54.3896837,94.2476747 67.7305495,97.852777 83.1238562,105.062982 C75.9403131,123.603508 69.2698802,134.418815 63.1125575,137.508902 C53.8765735,142.144034 43.9700032,146.11022 27.7079521,135.963859 C16.8665846,129.199618 10.1961517,118.899325 7.69665335,105.062982 Z" id="Path-33" fill="url(#linearGradient-69)"></path>
                                <path d="M19.2104037,81.6111704 L28.8450791,70.3918959 L28.4229047,70.0753124 L19.3794467,80.6061329 C22.7195437,60.8459804 26.008687,47.2133974 29.239904,39.7223509 L39.6413974,29.9790637 L39.2583884,29.6194619 L29.8041377,38.4754528 C30.083512,37.8884232 30.3624484,37.347504 30.6409424,36.8527041 L41.0809065,18.3040348 L40.59636,18.0606475 L30.1563959,36.6093168 C25.7228728,44.486351 21.2130876,63.7931155 16.6092516,94.5652418 L17.1526341,94.637793 C17.840646,90.0391083 18.5265891,85.6968609 19.2104037,81.6111704 Z M11.0429481,98.3762648 C-1.03301231,86.6098073 -3.88110538,65.7442578 5.88190588,54.0499774 C14.1383268,44.1603133 21.2714395,25.8193703 27.8223466,13.138951 C28.6820535,11.4748389 29.3879705,19.332485 30.2288463,17.895246 C34.3454675,10.859047 38.394842,-2.50043682 42.2329449,0.407789073 C44.7292604,2.2993093 46.7462862,5.48060893 48.2840224,9.95168796 C48.7661065,11.3533821 45.8514665,16.7947559 46.2454681,19.1271275 C46.6268791,21.384966 50.3197014,20.5045368 50.6185695,23.6345218 C51.0143629,27.7795853 51.4451946,35.7179385 51.9110647,47.4495815 L42.1185028,62.147786 L52.4407244,49.8581558 C52.787896,51.7143254 52.5565508,54.1920228 51.7466888,57.2912481 C50.9368269,60.3904734 49.4882056,63.7655283 47.4008251,67.4164128 L36.4230745,84.0926608 L47.4774316,69.7178431 C45.152322,78.4387029 42.1045165,84.9329417 38.3340151,89.2005595 C34.5635137,93.4681773 21.42193,98.2939051 15.6009623,101.02243 L2.21797866,146.541183 L11.0429481,98.3762648 Z" id="Combined-Shape-Copy" fill="#3BC2CA" transform="translate(26.298490, 73.270591) scale(-1, 1) translate(-26.298490, -73.270591) "></path>
                                <path d="M53.4807776,93.8958355 L59.4584888,86.93498 L59.1965561,86.7385598 L53.5856582,93.2722728 C55.6579786,81.0123387 57.6986856,72.5541768 59.7034529,67.9064528 L66.1569265,61.8613547 L65.9192935,61.6382444 L60.0535245,67.1328308 C60.2268587,66.7686158 60.3999212,66.4330093 60.5727092,66.1260171 L67.0500516,54.6177322 L66.7494209,54.4667257 L60.2720786,65.9750105 C57.5213558,70.8622157 54.7233172,82.840851 51.866926,101.933024 L52.2040607,101.978037 C52.6309289,99.1248419 53.0565136,96.4307499 53.4807776,93.8958355 Z M48.4133841,104.297524 C40.9210088,96.9971759 39.1539459,84.0514124 45.2112814,76.7958455 C50.3338723,70.6599298 54.7595209,59.2805261 58.8239475,51.413122 C59.3573417,50.3806449 59.7953189,55.255821 60.3170295,54.3641044 C62.8711345,49.9985847 65.3835172,41.7098637 67.7648191,43.5142353 C69.3136261,44.6878048 70.565064,46.6616015 71.5191328,49.4356254 C71.8182357,50.3052886 70.0098846,53.6813194 70.2543378,55.1284096 C70.4909794,56.5292566 72.7821438,55.9830056 72.9675727,57.9249648 C73.2131376,60.4967164 73.4804417,65.4219662 73.7694848,72.7007142 L67.693815,81.8200274 L74.0981054,74.1950834 C74.3135036,75.3467201 74.1699684,76.8839757 73.6674999,78.8068505 C73.1650314,80.7297252 72.2662529,82.8237349 70.9711643,85.0888795 L64.1601592,95.4354445 L71.0186938,86.5167726 C69.5761093,91.9275186 67.6851373,95.9567861 65.3457779,98.604575 C63.0064185,101.252364 54.8528908,104.246425 51.2413458,105.939304 L42.9380446,134.180832 L48.4133841,104.297524 Z" id="Combined-Shape-Copy" fill="#6CD5DB"></path>
                                <path d="M10.7753147,114.161535 C21.0375192,110.155891 31.8128339,108.153069 43.1012588,108.153069 C54.3896837,108.153069 66.1912188,110.155891 78.5058642,114.161535 C74.4009824,128.365322 69.2698802,136.559781 63.1125575,138.744913 C53.8765735,142.022611 43.9700032,144.827268 27.7079521,137.652347 C16.8665846,132.869067 11.2223722,125.038796 10.7753147,114.161535 Z" id="Path-33" fill="url(#linearGradient-70)" opacity="0.650701993"></path>
                                <path d="M7.69665335,105.062982 C24.1161805,119.483391 40.5357077,123.603508 56.9552348,117.423332 C73.374762,111.243157 82.0976358,107.12304 83.1238562,105.062982 C76.9665335,131.843742 72.3485415,147.29418 69.2698802,151.414297 C64.6518882,157.594472 60.0338962,165.319692 41.5619281,162.229604 C23.0899601,159.139516 18.4756744,150.043904 15.3933067,143.689078 C13.3383949,139.452527 10.7728438,126.577162 7.69665335,105.062982 Z" id="Path-32" fill="url(#linearGradient-71)"></path>
                            </g>
                            <path d="M39.4828431,103.915493 C40.756772,109.023474 41.3937364,111.577465 41.3937364,111.577465 C41.3937364,111.577465 41.3937364,113.492958 43.3046296,113.492958 C44.5785585,113.492958 45.2155229,112.85446 45.2155229,111.577465 L43.3046296,102 L39.4828431,103.915493 Z" id="Path-34" fill="#7CCBC7"></path>
                            <path d="M48.0818627,106.645324 C48.0818627,107.750162 48.0818627,108.855 48.0818627,109.959839 C48.0818627,111.617096 50.5230482,112.777818 50.5230482,111.534875 C50.5230482,110.706246 50.6647664,108.964574 50.9482026,106.309859 L48.0818627,106.645324 Z" id="Path-35" fill="#8FD7D4" transform="translate(49.515033, 109.183099) rotate(11.000000) translate(-49.515033, -109.183099) "></path>
                        </g>
                    </g>
                </g>
            </g>
        </g>
    </g>
</svg>