@keyframes rwdcur109731 {
0%,29.097080291971%,100% {cursor:url(data:image/png;base64,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) 0 10, auto;}
29.197080291971%,30.556934306569% {cursor:url(data:image/png;base64,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) 0 10, auto;}
30.656934306569%,34.936496350365% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB+UlEQVRYhe1WW47jIBCsHuU++XCk5Dzz0T5T87HnwRK+0Uq1HxgMfg3OelZaaUpC7tDQXfSDAPzgB/8jTEFTcCm/A2lxluTeQUxB7QA3xjk1wPX1nt59bfcUTEEynrSUSZA2yVb/vp6ArR1X3zedN6VArcGSm9NSoiUdu4xTyKsQb5z6byJxQ4xCWlyxLdiznxbl4gMAVyzW+fdWJPaQHezMJ9A0CvdPj9evG+AeszLtntKgXU3kKA2lgtEYISJrnQb4z994Pp8AgGEYIhEAcA/QkKNQRuBMSzINkkkGAKh2nEjQe0+SNDMmeO9pZrlWznTCRyFXTCOH2RBNwc7h9XpB+hH3+x3DMFTG+un0vUO19whb4cmpAAARgWoH6zqgmwphdJBR5x1FPQAANJTzhynYU26ScFNyGcJ6xxiPLb1b6w5I3A6IUURyc4vI3AoA5PEATbPDUtfqvAW5KFNhMoT8NZ2/U+HRzKoCvgIrEiWRWPlKAPTeZ/1l3tPJliQYQnacdN9GgFbfD2UkqqEhjhMEWgtkZbC4MYs5oJhqsv3x9RLANA4WNFKHJDJxLq5rdd68cPkMK1s9t2gdke95kqX/eixyv1MbTWhhyny1JiyvXmxG4roaoALs0msjO68cbKShCe92wd5D5nQEriiWvXz/MwJbJJrt/gE4Bs70eCYQLQAAAABJRU5ErkJggg==) 0 10, auto;}
35.036496350365%,36.396350364964% {cursor:url(data:image/png;base64,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) 0 10, auto;}
36.496350364964%,37.856204379562% {cursor:url(data:image/png;base64,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) 0 10, auto;}
37.956204379562%,39.316058394161% {cursor:url(data:image/png;base64,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) 0 10, auto;}
39.416058394161%,40.04598540146% {cursor:url(data:image/png;base64,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) 0 10, auto;}
40.14598540146%,47.345255474453% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4ElEQVRYhe2WXY7DIAyEx6veKDmTORM+UziT98EQDAktVN2n7UhVyk/wx9jQAl999d9FM5MiQ307yNx7M3rMBOcNAOcOAdABfRqqCa4RqmrPpq21v4z1Ts1oSN3sXABJAG/2BOw7kPtjnQOsuUEA9A4kMpRjDhJq8NLn+70KxCzIw0EUoLr7buF+p8UhCXWedw0MfQXx07X1hPFF14NsDN7YQKS60hQrY0oF4KRUVQQXVBKQUBKeOzcGPMRAvF2P8AjgFBFBVUGEdvdbBAXb/UjFkUrwLPQVoMmVqoJCLSTmbrUkkGTRfDFeIF6ov4gIgBYXzAlSkYS4ZT7nAEc1x44DIntzTGd1SUGGAJEFVLUUUgD0OOqsLhWlHoKAVly4AxhCiOw2mq1HSgaV0xEWrH+pXL1q8U2lbVcyqx6Hv4KbqziyZfGd69kD4A5CI58wpa3HoRr5DDgLMErBWf0xp9qng4Igch3r6+HUJ1JS7EZ2oXk6J8r3Pg1vp2AEAZcS33YQzXuv1h6moJckqZaj3piAP6oyFXRZkWFFlj+4caJzZFrTDhSJ7LdOeEdWIabkz747bs+cmNLSH0mfX84/ybTv53hx4p21l+RrYuTE7FrLNTBQ3Tb93cYbDS6Z5VPwC0CsnUfyp9cGAAAAAElFTkSuQmCC) 0 10, auto;}
47.445255474453%,54.644525547445% {cursor:url(data:image/png;base64,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) 0 10, auto;}
54.744525547445%,57.564233576642% {cursor:url(data:image/png;base64,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) 0 10, auto;}
57.664233576642%,59.024087591241% {cursor:url(data:image/png;base64,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) 0 10, auto;}
59.124087591241%,60.483941605839% {cursor:url(data:image/png;base64,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) 0 10, auto;}
60.583941605839%,61.943795620438% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACYElEQVRYhe2XwY3bMBBFnxKX4R724APZQtrwgW7DbVAItgojSAkkIB+2CMNNGJg9SKQoipJow7dkAEMwl5r5/PPn0wv/41+P5pWXrEEAPo5usq61finfZrHwCd/FIs45ycM5F/e9HYTICKRU/FUQP6pRtGBs3dZTW9/a3dYGa5C0sLHg/fY7tWB+1iS6XuBwBw79+v7Pb/zjF7fbjf1+H/d771FKc7jD9V7HxA4Qkmlwzs36p/VfToBwpr32a8ZoaMEznQRa4p6aCIVlKI5SarbJD5x/fWo+jg79uYP2Ev8ucp4UNwNTAcgaExMAY8K5iAOIANB73wMBaC+IPYNhxsAzgpS+tsRnacTCCFprZ+vOORHLU2OYoosviQhN08yY8N6jtQbT4Y6PuJ62Le4Z8qeaKjll9AHnpmIKIEqRFs9DKdXnMh3OOVFKET4lgY9JB2pJWhG+p86Xu+CSJS+5ZQ4iMqC1brz3kfZwehFJKV2dkldiYsUBRGhHCmKpHTmoTAObQGdWrLVuBgrRWkcxpsIsJZqsmQ4o6+SZK1uk64qaWOtzWC/dmiURrl9G15Y1JoDZuCql8N5jLLQnDblVPxPpCchMKn2SGVfKAqybUmRgyzBSIYZTp8JMmRhF6aAdBblYY6lXpR6HE9cwsZYrrK/+IgpjGSL1iZwJyfyjNmYizEcsjCWA+tJ43GI7wrN0j4TcuZEVf4hkGpB+rod9x0dMkp42BxHMLM21pbOlEOk6EWsE0wmcJZ8OMk0w3B81yWtR5MnyazZBG9vz/n9SFkLgPGGCjdlP410oZwzVvvgNploC1T9t7IEAAAAASUVORK5CYII=) 0 10, auto;}
62.043795620438%,63.403649635036% {cursor:url(data:image/png;base64,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) 0 10, auto;}
63.503649635036%,92.600729927007% {cursor:url(data:image/png;base64,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) 0 10, auto;}
92.700729927007%,94.060583941606% {cursor:url(data:image/png;base64,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) 0 10, auto;}
94.160583941606%,98.440145985401% {cursor:url(data:image/png;base64,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) 0 10, auto;}
98.540145985401%,99.9% {cursor:url(data:image/png;base64,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) 0 10, auto;}
}
div.testarea{
animation:rwdcur109731 6.85s linear infinite forwards;
}
