@keyframes rwdcur229306 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEI0lEQVRYhb2XXWhTZxjHf2lTNUlL06SErml6MJnNJCC4NQta6lY7W6axWhehu+jcrGUXG70YjMkQbPFibiAMNxmbVKQgbLCVCY6Nzg0UP9Y1UActrtGYncZE26VJFG1xtj276HJI0iQ9aZ3/m3PO8z7nPL/3eb+eo6otrpYqXthNus5dOK5aZPwfpAbw6O24nOUAvP/z5acWXAZIlkdv55zClwVBkNJtoijmBS8DDA5FcDnLcTnLOc0J6c2z72T9kCAIUmGRlpISPQBlBhMAsegkgJQPhKq2uFruxbuNH8hDMTgUIR0iW+BkxaKTxKNhxZkoAPA+GFd5H4yrPv/lYwaHIgALmdh1QoazPrte0hsqFwVvde/kvaYY3x0y0+reSZnBRGGRVmkCWERZW1wtZcpEovcA7lfd2Kx2AE719cpAsegk+9/o4FRfL38MX1WUgYxOmSC+8n5GSD0j++gNlXIWnqm0yPY74SAAgZvXFA1DVod0iI4vDuNa62AwMEr7yy0cvfTNkr1TAlCYrSH8z72e26GRbvPq56kya5mY+psawYZGpabV1YhFZ8QkaTi2twuLzsiH29o5M3yePZZaju3tYiYS57fx6z1LARTkakyfmAmVOQR8op/+oJftvQep21bKXPUt3Ca73K5UOQFSIAKjsi02KlIj2Ojr68NtsuNoaMbR0AxAjWAjNiqm+K8IIAEB4BP9KR92uVwpfm+1HVAUNFmLtuJsOjt8kV0btwBwcWwYn+inaGIkJehGjxXNwzk6v+zhSuhPRcsw6yRM1/z06u62zg6uDAygUakZDIzisurYsMMp+7S1ejhz4bLi4JBjGSar/+sfJLvvvtzz/qAXgBeNKpy2CgCG/Hf5fWph48znLFA0B/a07VAlz3y9oRJdgY1HZS2c9mr5/vp6HpW15B0c8hmCcLw70XN3427uz8UJ3rrNvVmRopIZIndiVNkE/gqMLbn2k6UoA5vNz0kHmjzyc139JgBM1hIAXtncKN9nqhFWDHDy7cNs7z0IgMfdTv1WJ4Gb17jhG6Gt5XXq6jdxwzeSqAdSTtEnApCsfU4NR3uOy8+/XhrgyEepWU8/ylcM0HTyEKvWlALgaGhmn1Mjt0XjE5z/tHbRO0ohFM3YdfYNklarIx4Ny7bZeTUmg5FodArDf9dZoLzcRDwa5qfOT4DMlVWycmbAbLFJieCP4xp0BTZgoRYAqDRXYDAY5WvytpqtssoLIBT0q6anH/I4vpByvU7AXLKVSGQSk8Eo+4VDd+UMRCKTiKKYs7xL1rLqf7PFJv14ZD+OhmasW16T7bPzakJBv/zNbOXdigEEQZBWrSnFXLV2ydIrF4T7pS5p2X9AiQ1HydabCeLb+BiwzAwsR+kQsPAbmPdGtFxlK+8UFyRPUskQT3UIMtn/Be8wv7I/hlXBAAAAAElFTkSuQmCC) 15 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEWElEQVRYhb2Xf0yUdRzHXwdHyq/58MBOvON4kmuwxlbDuF2tMgHNRacEYuMfWkouNxtTp6OVS5lryqazVaa2YUZzqwVsMPIPIzZFIISGbrCS3UEH3hV0HNcSqIY8/XHj6X7Cc5S+/7n7fr+f7/N5fT/fz/f5fh5NflKmnP7UKwSr7dqHmpDOByAtQLmQg8WcBsDhb7semnMFwF/lQg5tKidLkiQH9zkcjqjgFYDePjcWcxoWcxqXOCu/3rIv4oMkSZJj4xJIThYASBF1AEx7JgHkaCA0+UmZyireKqpRtqK3z00wRCTH/pr2TOL1uFRHIgag/96Ypv/emObj7+ro7XMD+CJRclaBy3rscVkQ9SHOS63bOPjiNE1HDJRat5Ei6oiNS1AbAEIo85My5XCRWFw9gPUlK6asHAAuNtQrQNOeSXa/VsXFhnpuD/SoikBYo3AQn/Z/hFM7p9gIol6Jwjq9Uen/xTUOwKjtlqptiGgQDFF17iiW9bn0jg5RuWk7J298tezq1ADERhpw/f177V3n4DHDqg1kGBKYmPqNbMlEvEZLqaUIY2IqOjme0zurMSam8s6WSi4PtFNmzOf0zmrm3F6+H/uxdjmAmKUGgxNzUSm5EsMOO83j/RTXv82zW9ZwP3MEqy5HGVerJQECIEaHlL7pIQfZkomGhgasuhxyC7aSW7AVgGzJxPSQI8D+PwEsQgAMO+wBD7ZYLAF2uyreUOXUXyGv4khqGbhOSd5GAK7fGWDYYSduYjDAaV55FvEz99lzoZZu50+qjmHEJAzWwuyqYxV7qui+epV4jZbe0SEsWYk88bJZsakoLefytS7VzmGJY+iv5i+/kffX7Avpt6SC2ZQOQJ/9V25OyVFfRqqMM6VH5Y2bCrDbbDjvjlN26ooP7FAxGckFpK1NxjYySJwwF9U9ACqT0FReQ5r1MJb9FzBkGMnb/jW9H7xJ2akrOP/o4LathThhjqM1R9T6VaQ6CRe1t2Mz5wvb2duxmYFWOFP3Cc8Xmuns6KOrs+fBANgb6zC4b2K32Wg+NM7x4V2cL2xn9dM6Yv90AtDV2UNj2xcIop75Ba3sHLev/DIK1oHndshN4z8obVN5jQKmIbAoEkQ9bvck7284GFJPhJOqHDhzo0kz5vhZo0EmRVzHSONJzDFOBi4V8xdxzC9oEUR9wJzgeiKSVGfrk3nPyF6PS2mLwlo8nilEMRWPZwpi5hFEPV6PC0HUMzs7Q2vlu2ErK3+pioC/DMmFsKBFb0hHFFOVXxb+TacUUUdCQiKwfCRUA8zOzvjNmgfA452g9dx7fH6gBGLm8XpcJMaYFLNI5d2KAMBXYHQPfqYBOPGq7yIq2n2cHSd8xYkhuRDwFaZu9yRL1ZiLivoDRJIk+ZHVazBkrGfUdisAbvG/wWhSjmGkGhPA+kK1vCIA/7aa1244iEbvHWAFEVipgiHA9xkY9SlYqSKVd1HfBf+H/CEe6haE6/8HUwPIh8UqCN8AAAAASUVORK5CYII=) 15 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQklEQVRYheWXbUxbVRjHf2XdHDBCKaTBFrgWCGXBGIZgE4bTscDiRJEByfwwM5F9MFMSNJtkMUZITMYM0ezFtwSDqMlMWI3KPmyyLYo4CTVMQ7OsGbC2FANjBdx4CcKOH7BX7qUtrXMfjP+kybnPec79/8/znPucp/B/h8Y/yN+UJpIffmaVQ+d3xzSrjP8itCsfqnQWrAVJABz8tidsckmShNrmcrnCWqsNNlGls9AZBvG69THExekASNAbAJj0jQOIcEREqQ29fRMAWAuSaCs/uWpnfuL0zM1CpzcSF6cjQW+Qyf1CdHpjwMiooTgD/vFLO16TU9HbN8G+rw7IfumZm4V/x34ygIqypzAvtLP1kQf57HIeX3Z+g9vlZOjalZBRUKTAftutAThxvlnAsghrQRJtnBR+EUt/zHLr1rJ/2RNlZKRbAPi4vXVZ0Dkvk75+ap57QbaFFQE18jeliUCRKDRlC692TvbT6Y1yFO43psr230Y9AAxfuxzyQIYMTyARH9mPYzXn0DvsYO/jT3Pkhy/W3GUoAetCLRxdmG4c8Q68abovjxRTDCmmGMZu3iBLyiBao6XCuoPU2EQMIpqW6jpSYxM5XLKXz/u72J2aT0t1HXMTU/zkvtIYjGPVV6CG/bZbc+J8s/x1rERCjoTTNYjNY2dXawNbS+JZShuizGCR59fCmgLUInqHHbJ90uEiS8qgvb2dMoOFnO07ydm+E4AsKYNJh0vh/48FrBQB4HQNKl5stVoVvs/vqQ33tcErYTARN4bGRfmWbQB8f7Ufp2uQ9WMDCtItVelEzyyx/8NGvNo5RUEKt0QHxasHXhe2U2dEoSlb1BdVikJTtvi17S2x5LLLv+q8B4QkSUKSJMVcoMoYkRrbqTPC4vxd3nnvsAOrOQebx77K953m9+jpvsTRQ8s3bPq2yoC7jygFu/c8qRk9/aNwnuvA5rFjzs7lgm+UxTtajr99jEeLCwDovtCnWOe4eDboOyPOR31RpbB57Jgzczl96CgP1e6Syf3EPd2X6Oj8VLEuWO4jikB9UaWoLa3C1roc8uKGfTKhmtiYkoZ3xIPbdT3kJiOKgP8QmTNzaaqo4dnmVzDoE+V539QYTc4aPijuCoscIqgDkiSJDRvj0emNALzcegSAktJSut7Nl8nbDhvwjng4u785aD+xEmG3XBs2xhMTE0uC3sCkb5yJiXEM+kTGfTcx6BPxTY2RXtXAYEczTbkHg/YTaoQdgYX5aWZnZ2RybdQiRlMyBn0iRlMyi3e0XGx5UeN2XVfcHaE6q4gEmDNzWZifZso3ijZqEYABxy98Ul/O1++/Idtg9QWmFlH2WJ08jqjrVX9K/tSYUsx4R4ZZmJ9W+ATqJzqmrgJ/t/t33fOry6tapFoEKFv+iOpAIKx1ufyVDrnHVOOuBUSCQE3NPf3bBcp23w8hBD/PeO45938DfwLH2PVG8PCDBgAAAABJRU5ErkJggg==) 15 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur229306 3.3333333333333s linear infinite forwards;
}
