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0%,64.416129032258%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
64.516129032258%,65.491397849462% {cursor:url(data:image/png;base64,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) 31 31, auto;}
65.591397849462%,66.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
66.666666666667%,67.641935483871% {cursor:url(data:image/png;base64,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) 31 31, auto;}
67.741935483871%,68.717204301075% {cursor:url(data:image/png;base64,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) 31 31, auto;}
68.817204301075%,69.79247311828% {cursor:url(data:image/png;base64,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) 31 31, auto;}
69.89247311828%,70.867741935484% {cursor:url(data:image/png;base64,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) 31 31, auto;}
70.967741935484%,71.943010752688% {cursor:url(data:image/png;base64,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) 31 31, auto;}
72.043010752688%,73.018279569892% {cursor:url(data:image/png;base64,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) 31 31, auto;}
73.118279569892%,74.093548387097% {cursor:url(data:image/png;base64,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) 31 31, auto;}
74.193548387097%,75.168817204301% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4ElEQVR4nO2aPUoDURRGT0IIY0jpAqzFRrDwp5cUoitwA+liGWwESZsFWIpLsLGxEsVOEDsbtxDNZFRyLWYmTv4jvpk7gXvgwcwj7/HdwxQpPjAMwzAMwwEye9UD8D9AzhJHzsK9ejD/fG6RIkiZ+QMINAR8AbkIlx/tLXJWVkE8kFLOfMQCZAvkFiQAkeGVHDSWMGlv9Jx8gbyCnIBU0xBQcnYTvABH0Z0esAZsA3vg1aBVCX/WThxpAw2gBXhd4Aa4Ax6BN6AL9IHvxKGiw8wU/n+FFAmHnrWqQA26x3C68SuhAZw/Q+WKcPh3wmGTqz/h/dNJdLITkFi9J1iJzvqAt8lgqLFhUxfg9HNaDG/Ksw4KAvKFCdAOoI0J0A6gjQnQDqCNCdAOoI0J0A6gjQnQDqCNCdAOoI0J0A6gjQnQDqBNngVkki3PAjLBBGgH0MYEOLij7+AONewL0A6gjQnQDqCNCdAOoI0J0A6gjYKA3pTnP+Esd1YCPOAQupfQTGw3Cfc4ACoZZRnCRUkKoMxwGSquye0CO8A+9KrhwHE1DqbU5O6BB8ZrciOlqUJe/oILKRYlA5BrkPVEUbIcNdPyQiwg9apsXgUMWKQs3ZlQlu4seVnaMAzDMAzDMJaRH/k+H2kG6DOoAAAAAElFTkSuQmCC) 31 31, auto;}
75.268817204301%,76.244086021505% {cursor:url(data:image/png;base64,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) 31 31, auto;}
76.344086021505%,77.31935483871% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACA0lEQVR4nO2avU4bQRRGT6yVtdmCgjJFHiBFahCtKyipeAU6NylQGqSIlgegouQJaBASFYIHQHRIKG9A4h8ScVPMgofBmDX2+nOse6TRrsY78nePtrCsDxzHcRzHmQI2em33ofsbbDc6shv2tvtvn5fylKORrAysCVbw9gAGbYOugR2G1S33qpy1T2BL4bssG5KFGj1VEWArYGdgfTB7vuJBHyUM20vP2R+wG7BvYMt1CMimaOka2ASaQA58BlaAVchbsFeEx/ajI/tAG9gD8g5wAlwAl8At0AP+lqsWPlR77MlsI/mgUa6MMHh8jdcS0ILOFnz/MpDQBn5cQXFEGP4Xg4FHrXvgIcnyMNZIjPX0xAKivd45fCyPd4F8rQx/T7XhpyogHWgG5K/caxAImC9cgDqAGhegDqDGBagDqHEB6gBq6hCQ/kSda/wNUAdQ4wLUAdS4AHUANS5AHUDNJAIWQt5CDDEJLkAdQI0LUAdQ4wLUAdS4AHUANS5AHUDNrATM7R+l/gaoA5TI3hCBgN4r92MxtdyzEpAD69A5gJ1oe4ewxwaivswkJalGdE3LUQXPanK0oFeEgR+rcTCkJncKnBNqcj+BDqPLUjHvKklVZGhRMptBUbIPdgz2NSlKNuehKZoIqL0qqxRQiSpl6TtelqXv/oOytOM4juM4juMsGv8AXehbGgFC/8AAAAAASUVORK5CYII=) 31 31, auto;}
77.41935483871%,78.394623655914% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACMklEQVR4nO2asUrkUBSGvw3DkA0iyxaWPsCWIopgo1ttb7OvYDfdIjaC2FqJDyC2thaCaCksWy7bLfgKspkZV+ZYJME7o2PuaOaeTDgfHHKT3Jv858+FND8YhmEYhlEB8npt96H7D2TPWbKXXdvul69XQwCJ8mqBtJ2KQeZAPr0i3KmOQFdATkFOsnHHYx0CsgjyGWQeJHE0tJwqdGoYIOsg1yB9EBkut9HChJeuja6T/yB/QX6ALEzDgFaFTv0BvufPTIBFYBlYg3gTDpJs2qGz5BDoAAdAnAKXwA3wC7gFUuAhr6nwoXyKAET5SeSMi/OWU+0x43ngK6RbsPvlyYQOsP8bkjPggqzhe2CQHx9KinwuI+OBV2uEM8AZ967hY768C8QbI00FNSAqn1I18ZixDgoG1IsqDZhJM2dSdJWYAdoCtDEDKpozszS6OR/MAG0B2pgB2gK0MQO0BWhjBmgL0KZKAwblU+pHk3bAmz7AewxohHmhm5jkfUG0NeIrvgczIPD7avensB1QwTNq91UnwXaAtgBt6mhAUE11NCAoZkCg99T2T2E7QFuANgoG9MaMdQhlQAx8g/QYdpzLO0B6lN2jHUjLED4hKTcgNe5YhKCKYxGTWwFWgU3oJVnDRTQOXojJXZHF5H7yPCZXFpIaCUv5haQ8GApJukHJOK9kikHJPsg5yJJHUDJiSklRTwMmisqevCEqq2WANz5h6Tueh6Xvah6WNgzDMAzDMIwm8gjwcnA7tHPS4AAAAABJRU5ErkJggg==) 31 31, auto;}
78.494623655914%,79.469892473118% {cursor:url(data:image/png;base64,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) 31 31, auto;}
79.569892473118%,80.545161290323% {cursor:url(data:image/png;base64,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) 31 31, auto;}
80.645161290323%,81.620430107527% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACRElEQVR4nO2avWrcQBSFv10WIQsTTDAuTNgiBjep8lOamJDGhZuA38CdO7XGjcEYUvlNkiZdqkCSKskDhDQGkxdwvKtNlr0pNPLK8v7I7EjXa98PBmkkjebM0Z1ilwOGYRiGYXhAJre9HnQvQA5zQw7Ta3u96eOroTH5tgC0gKZr+fOs71rjdPp0MXAMhO+AASQ7sA+clJAqT4A/QB/4m46/bP1CfwCNQYmXTp0UkBZIABKCLII8AFkCeQiyArIK0gbZAvkC0gORq60rELsvGbv+qGvFcfIP5DStFHns5lkFWXbzLzk9kdMXOL3NsitseXAp4xewCwRACLSBp8ALCDfgOEofy3/tE3JV0QE+Az+A78AZkJB+3b5HnVfwuAUIJhwXgU3obMPB+tCEGDj6CdEH4BPDEs/KvD+m720L1GVA7pi8hwX3/i4Qvim54OI9LwaU3iv+CMec66BgwO3CDNAWoI0ZoC1AGzNAW4A2ZoC2AG2qMMDHz9DasArQFqCNGaAtQBszQFuANmaAtgBtZjHgTph3JxYxC2aAtgBtzABtAdqYAdoCtDEDtAVoYwbMeH/uqWKBc2XaXImtgttigNpf6QoGJGPOb4Q33XUZEACvoPM2zQVm7JNe4zVKeZlpIal8IKoYkmrljsUwVAQ8Ap4Dz4ANSKJhKDJ2778Wk/sKfCONyf0GOowOSWWt8qBkc0JQcrmGoGQP5CPIy0JQcsVXUNJjBVQelV2j/gq4EWXC0ucjwtLnmmFpwzAMwzAMw7in/Af6YkLOXiCDAwAAAABJRU5ErkJggg==) 31 31, auto;}
81.720430107527%,82.695698924731% {cursor:url(data:image/png;base64,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) 31 31, auto;}
82.795698924731%,83.770967741935% {cursor:url(data:image/png;base64,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) 31 31, auto;}
83.870967741935%,84.84623655914% {cursor:url(data:image/png;base64,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) 31 31, auto;}
84.94623655914%,85.921505376344% {cursor:url(data:image/png;base64,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) 31 31, auto;}
86.021505376344%,86.996774193548% {cursor:url(data:image/png;base64,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) 31 31, auto;}
87.096774193548%,88.072043010753% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACSklEQVR4nO2awWrUQBjHfyvLstMnKB7KntWDCFIoKFLfwRfwVhHZY6mXQnPqodS38C1aPbWCCLaeeyqevFSTVkKnh8myWXe3me3OZDLr94OQSSYz833/mQwJ/EEQBEEQBAfo24+NK0j/gN4uNdk29zauqtv7oXV7tW4DneIolydctz5XD9cHEkAdANeQrcMWsGcRqn4JpEAO/C2dB+UJ163rql7vWYxs2V6/Bv0NdD4+eSkm+T1MwtmL0eT7xTNjE5+DPgf9oUjMOW2HfZ0Bm0WfS8B94CHwANQTSLrmsfJsD5JPAHUJfAVOgFPgHLhkOLNecClAmRz4CfwCjoCPoJ7CznNgZShCH9g5A/UJ+AL8ZnSJe2fePaA75X5nwlHcz3bNAgGz7FWf0Xfa4t1uzh5wB9SUchgCCFAblbMPiy2AFSJA6ABCE6MAVu+2LTEK4BQRILJ+nRNNoL5okgBONzdbmiRAEEQAz883noVLaFZEgNABhEYECB2AQ+70HTGPAAshXt1JNE60xgVUNzEI4PUfIQYBvCICNKyf2ok2cFeIAKEDCI0IEDqA0PgQICpRowrWByJA/UNmU8oz4+QfoS4B2sAqpG+MNW7AFpC+M3V0aoplLDBbZhGrDSxjbHKPgMeQdeE9Q2scRZkeJD1QrzA2uR/Ad4xNzrtTzKVNrge8xST8T78Zo6bIpFQ3sMwlXVBrwFqpMgeOgX2MIM6ZxSZXYZdrHVYPN5dV9hnjFrmKc0V6jrExS19MMEtfhDRLC4IgCIIgCMJ/yg2U5Ml/Ua6nXQAAAABJRU5ErkJggg==) 31 31, auto;}
88.172043010753%,89.147311827957% {cursor:url(data:image/png;base64,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) 31 31, auto;}
89.247311827957%,90.222580645161% {cursor:url(data:image/png;base64,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) 31 31, auto;}
90.322580645161%,91.297849462366% {cursor:url(data:image/png;base64,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) 31 31, auto;}
91.397849462366%,92.37311827957% {cursor:url(data:image/png;base64,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) 31 31, auto;}
92.47311827957%,93.448387096774% {cursor:url(data:image/png;base64,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) 31 31, auto;}
93.548387096774%,94.523655913979% {cursor:url(data:image/png;base64,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) 31 31, auto;}
94.623655913978%,95.598924731183% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACJ0lEQVR4nO2aP4sTQRyGnwshrIscEsRKrr/mCgtBBMvDyl78Btelk8PmQK69SvwAFuIHEMTOQgRLQbCz8RscbhIU3ytml9v8uWTX29lfNvweGJjMzmTfeYo0ecFxHMdxnAbQ6nE0hfFv0EnpyElYO5quP2+CAPVAfdAAlIBS0E3QLugWaAi6XeECgpFgLNBr0KswH1U4h0B74T0a5u/dzXOkea5BnrMXRjsChpcC9Aj0CTQFaXaUL1pIWLY2f05/QD9Bz0F3YgjoN2QK4AfwNJ8nwF3gPvAQkkM4TcOjs9KRM2AEnAJJBnwAvgBfgV/AJN/4r8GcM+ysfiyA3opRCJz/3J/blwKPIXsGLw4uJYyAl98gfUO4fEa4bHmwZG3dAHYqSWtLQGlMvsONfNsYSPbXX4a/NUVUFtDUj0UNkivmNhgI2CyaFNBJmZ0M3SQuwDqANS7AOoA1LsA6gDUuwDqANS4g8v6NZ+suVBcXYB3AGhdgHcCa6wjYCnlbcYnr4AKsA1Qg2p8i0A0BUXEBG/Y9rdPZ4E3hAqwDWOMCrANYE0NAp6R2KmwMXED7r5xcMbehLQEJ8ASyt3BcWj4GsnfhmU1fpm5JqlyKKopQsFiKGgB7hJrcA+AQJmm4cFGNgyU1uY/AZ2Zrcv/TFqNqSWoNC0XJtFSULFqiw7zEGKMoOQW9B92LVZRsUED0qqyFgFpUKUufs1iWPt/gsrTjOI7jOI7jbCsXk/V4rTOaPToAAAAASUVORK5CYII=) 31 31, auto;}
95.698924731183%,96.674193548387% {cursor:url(data:image/png;base64,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) 31 31, auto;}
96.774193548387%,97.749462365591% {cursor:url(data:image/png;base64,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) 31 31, auto;}
97.849462365591%,98.824731182796% {cursor:url(data:image/png;base64,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) 31 31, auto;}
98.924731182796%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur249228 3.1s linear infinite forwards;
}