@keyframes rwdcur6807 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADb0lEQVRYhe2VTWicVRSGn3Pv9zOZmWYmNhmwpukwSCi2DUlbIvbHNlAXbsRNbSmioAUXViouXeiqCwURQdGdKO5cdiNVXETrQik2JVSIEDUEk2LIpJPp/Hzzffe4SELTmKSNcec8cFf3nvO+nHvPubB9gu0Em+0In4ZiCgpAarOD+hGFbeisTwiXDov91MCvHXAYyP5D+Bz7r1/x73wx1aFjX3uLmqb4X2ibfXD2nAmvfuLtSD4PcjNvif9lCvqAztUHb71pZi6Uc3qhnNfXyjn966Ip65qab/UKTBFOnbHpo8/adOnFzI65Q2GqMBikB44jnwGDq01IhTy6KrpM51qTdiviO+GNx03wwlnfP3LIhl2eavywMbKothBpHGbVFSfQ74A6EL87r3ZX0Y14OXj62yalS8n7knB5dVJ5QHEPKL0q4dtF65983svkxWjNitSM0JnDVq4ljd5ZF0+MRs2b72nzY+BHoKI+/fRzil/4Xhw31iZ+EAOpEF66aDueOBNmnuzP+n1ad9UYjZ2jUocgg0QZbHRNoke/adSmL8e18Z/gHeAHINos+f2uIPBh3zETvnLAeEMDXlgMIl0wqlFTiRFiC9ICDGp249/uCezuolpz0rNdXyXxJLAAxP/GQCcw/IHNnB/xvIMnrL/nkcAuGKHZRCKE1uokTRALSY9SQbxiQ5L87UQHfsdlFX4G3FYMpCycGBF5/bjNDD/WkSr1EcxKYsyiKqFoywNaYAw4i2gMUseZNDbpNFLNONsXgz8kNrmq8fhpKN/knp7Y0IABWs9hPjzqpwbPd+R686rzgkYtE6MqLYuIQbTmnEXEhGJcQ9S2BN8Xoy1jXeCSZChIdR0wJhcnOnSFeG8VRlljwlvHQPAQlMZwpWfCTPdEq96oqwZp4wV1lXjaRW6vZ7weCeJxjcxOgWHjNyadUnbO7LLiUNxv6qJe1WrW8wvgsgVIz9ydO24zA9l56DOQerk6Z56yfvWOajzmku5uMVFWtTLVdGmg5oEpAwEytYimFQpdIhMCjXnVI2lkqt/a0RsaH1M4COwHpoG5FbH12nDFZffymmTpFQ8AVWCCpYmXB66z9Af0A1PAbBpKNagBfwLpPRD/sRSfXxa/h43mgGHpm3XcbaGVasXL+44NXvYGBNxnJrRp06ZNmzZt/p/8DaFoRTXrnpJIAAAAAElFTkSuQmCC) 15 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADd0lEQVRYhe2VTWicVRSGn3Pv9zOZmebHJgPVNB2HEqq1IWlCpE1rW6lbUaS2iD+oERcuFHfd6EYXXYgULIqCYrZuBDcighKtC6XV1tBFhKgxtAFDkiaT+fnm++5xkYSmIUkT48554K7uued9Oefec2H7BNs5bLYjfAryKcgBqY0C9QK5beisTQhv94n9xMBvDdAHZFfHDJ1/4uFnfn2rdmh8SM9efql6/d7c3v9C2+yHM0+Z8OIH3o5kKGi68Yb4n6WgA2hcGfj8N+cW2v+6rMvrw48eX9BVNd9qC0weTp626YHHbLrwXGbHVG+YynUH6a6jyKdA90oTc17jba2ZpSm12qTdivhOeP1BEzx7xvcP99qwxVONdxkj82pzkcZhVl1+FP0OKAPxu25h11hva99M2MLA399ydvDjC9n58ucrk8omxT2g8IqEb+atf/xpL9MsRktWpGSExibs3KWk0j7p4tHhqHrtHa2+D/wIzKlPZ+0+e9IfSb4Xx9XViTdjIBXCC6/ahkOnw8xDnVm/Q8uuGKOxc8yVIcggUQYbXZJo79eV0sQXcWnkJzgH/ABEGyW/UwsCH/YfMeHLB4zX0+WF+SDSWaMaVZUYIbYgNcCgZjf+zbbA7s6rNcc92/JlEo8Bs0D8bww0Av3nbWbwhOcdPGb9PfcEdtYI1SoSIdRWJqmCWEjalDnEy1ckab6ZaNcfuKzCz4DbioGUhWMnRF47ajP99zekCh0Ek5IYM69KKFrzgBoYA84iGoOUcSaNTRqNFDPOdsTg94hNLmo8cgpmroFuxoABak9i3hvwU92DDU3tzarTgkY1E6MqNYuIQbTknEXEhGJcRdTWBN8XozVjXeCSpCdItRwwpilOtOcr4n1FGGaVCW8NA8FdULiCKzwaZlpHa+VKWTVIGy8oq8QTLnL7POO1SRCPaGR2CvQbvzLmlBnnzN1WHIr7XV3UrlrMen4OXDYH6Ru35o7byEB2GjoMpF4sTplHrF9cUI2vuKS1VUyUVZ0br7o0UPLAzAABMj6PphVyLSKjApVp1cNpZLzT2uGrGh9ROAg8AEwAU8tiaz3DZZetS2uMxVvcBRSBURYnXjPwC4t/QCcwDkymoVCCEnAdSO+B+M/F881L4rex3hwwLH6zjltPaLla8dK+Y52bvQ4Bd5gJderUqVOnTp3/J/8AX0tKdccA0T4AAAAASUVORK5CYII=) 15 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgElEQVRYhe2VTWxUVRTHf+fe9968zgylhTKLUtpaSK0iTYuxiRaoJbozhMQgxI0ESYxxoZEYFiaycaEbEqImLBXdsTQxxBA0JODCiMU0Grug2BCo0hQo43y8j3tcTAljQ0tL3Tm/5CUv9517/v93c865sHqC1Ww2qxHeB90hFIBwqUD9jMJ/biADxybFHovguyZ4CsgvjDl14uXdBy9+FL85ee7Po98cqV5/rLDlUfXqMVvhwKsmc+GktyY9Fay98YH4p0PoBJrrA49++Un5Zm5Mq8GYzoZjevr9t8q64JdXegKmG17Yb7PDe22257XcmpmnM2FhIMj270S+AAbqTQyd2Rw0x7X3nIOOs7vDhSZXYsCsh3cHTPDeiGf37PL85iRJTZ+YSrsJtwzbTO9LmCNAG/M18cTvl87VJ9j626XvxTFXv2aXKe4Bmw9J5kC/DZ4Ztbl1Yig5kVIV9XqMvZkz0v649djoGPyB9C9g5vjM8c/Rq2HJ1y6bTn/lp8MHP0xPxvWJZRniYQYOvW2bnt2fye3qzfudWnbFBE2cY64MQQ6JctjoJ4m2nK2Urn2dlMZ/hI+Bi0C0VPKHnUDgw9YdJvPGNuMN9nuZ7iDS20Y1qioJQmJBYsCgZhP+nQ2B3dSt1jzv2dYzaXIFuA0kj2KgGRg6YXOHRz1v+4j1uzYG9rYRqlUkQojrk1RBLKQblDnE665I2nIn1f6ruLzCz4BbiYHQwsioyDs7bW7oyaawp5NgWlJj7qqSEY09IAZjwFlEE5AyzmSxabORYs7ZzgT8QbHpBU3G98GtX0GXY8AA8SuYT4f9cOBw09qOFtVZQaPYJKhKbBExiJacs4iYjBhXEbWx4PtiNDbWBS5NB4OwdZsxa5NUB78l6SvCeRaY8B5gIFgHPZdxPXsyubaJuFwpqwZZ4wVlleSai1yfZ7wNEiTjGpn1AkPGr1xxyi3nTLsVh+Im1UUdqsW85xfA5QuQvXG/7d1SBvKz0GkgfL04Y160fvFv1eSyS9vaxER51bmpqssCJQ/MLSBApu6iWYVCq8iEQGVW9bksMtVr7flfNNmhsJ3ayL4GzNwTe1Ab3nPZNv9coVbF/UARmKA28VqAMWp3QC8wBUxnoacEJeA6kO2C5I/a/pZ58X+x2Bww1K5Zx/0Wundayfx3xyKVvQgBD5kJDRo0aNCgQYP/J/8AYDo/WSkpjj4AAAAASUVORK5CYII=) 15 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
}
div.testarea{
animation:rwdcur6807 1.3333333333333s linear infinite forwards;
}
