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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADC0lEQVRYhe2WT0vjQBjGn6QqFWustRosC4toiXRLaavS7ElhT/sBvPkNFhF6Knj26gcQqXjeq1726MWLYKlaq6hB0GIwohgL5s/k3YPbUP802rKHhe0PXpIwyTzPvJN3ZoA2bf53fC1+lwDwTRTF79Vq9TMADoDaSkdcE+/6JUlaEgQhm0qlkEwmUalUEIlEUCgUsLu7i/v7++Wjo6NFAI+tmGnskuNisixTLpcjXdepRrlcdu91XadcLkeyLBPHcbG/Kp7JZEhRFFIUhUzTpLcwDIMURaGzszPKZDJ/zYRflmVSFOVN0RqO4zyLmgkA/vcEeK9GSZKWZmZm3mwjIjiOA8bYq7BtG9PT05AkaamlYdeYmpoiXdfJMAx3pIwxsm2bLMsi0zTJMAx6fHx8Frquk6ZpNDExQe9peGUgkUqlEAgE0NXVBcdxGo74ZfA8j+7ubiQSCeCpZBvS4dEWTyaTAOCK14KIcHBwgI2NDQQCAUQiEYiiiFAohFAohGAwCJ7nEY/HASAOoNi0AVEUP11eXqJUKiEajbrCjDGsra1hfn6+ofOxsTHMzs7CsiyEw+GIpmnNZ0BV1Yvh4WFXvD7m5uYwOTmJzc1NNwODg4MYGBhAf38/BEGAz+dDPp+HpmmVhupeBgDsFwqFZ8KMMTcT0WgUCwsL7nM9RATbtlEsFgFgv1UDxT/LKzo7O8Hz/Jv/Qu1ab8KyLJimib29PcBj/oF3NqPe3l7h+vr668jICARBcDPwMiP1hogIFxcXWF1dxeHh4fLt7e0vLw3Phej4+Hhxa2vLHenLUnxZlrZtw7ZtMMawvb2N09PTRa/+gQ/shhzHxdLp9MHKygoYYxgaGoLP53s1HaZpQlVVEBGy2SyKxeIXIiq91/9HzgPXV1dXP3d2dn7c3NwgnU6jo6MDjDGcnJygr68PjuOgWq1ifX0d+Xz+w+IfykAd/tHR0aWenp5sLBbD+Pg4VFVFOBxGqVRCuVzGw8PD8vn5eVPngWYM1JMAEA8Gg5G7u7sKnkrN829v06bNP8tvnnNsWHkTX5kAAAAASUVORK5CYII=) 1 1, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLUlEQVRYhe1WPUsjURQ9k2hQNNEiJBiFRYOMZEPMB5rZRoWtFsTS0spC2C5YDKSysLWyUhBstPAHCNuZJhaCMbhxHNRBWKOD0YhjwBkzc7eQCUbNqMFiYXPgwsB7886557173wMaaOB/h73O/0IAvnu93h+lUukLAAaAXM9CzAfmtrAsO+9yuRKRSAThcBj5fB4+nw+ZTAa7u7u4vb1dODw8TAK4r0dMbZUME+A4jnieJ0VRyIQgCJVvRVGI53niOI4Yhgl8Knk8HidJkkiSJNI0jV6DqqokSRKdnJxQPB7/NBEtHMeRJEmvkpowDKMqTBEAWt4isFkNsiw7PzY29uoYEcEwDOi6/iLK5TJGR0fBsux8XWmbGBoaIkVRSFXVSqa6rlO5XKaHhwfSNI1UVaX7+/uqUBSFCoUCxWIxeovDyoFQJBJBe3s7HA4HDMOomfHzsNlsaG1tRSgUAh5LtiaaLMaC4XAYACrkZqTTaWxtbcHpdGJ4eBjmPKLHhBnmsbqDwSAABAFkP+yA1+vtOTs7Qy6Xq2RmChgcHIQoipidncXIyAjW1tagqmqVC4Ig4Pz8HG6322flQE0Bsiz/6erqQn9//wv77XY7eJ7HxMQEAGBmZgZzc3O4vr6uHMK+vj54PB4UCoV8XQIA7GcymSrrnzrR3d2N5eVlpFIpJJNJLC4uYnp6GqIoVkRks1kA2LcSYNmKY7EYbW5uorm5GTab7cVZMEuRiFAsFrG9vY319XVMTU2B4zhMTk5ib2/PksPyMnI6na7Ly8tvvb29cLlcVefAdMT8djgc8Pv9GB8fRz6fx8bGBg4ODhaKxeIvKw7LRiSKYjKVSlUyfW0rnjcgIkJPTw/S6TSOj4+TVusD77gNGYYJRKPR30tLS9B1HR6PB3a7/cV2aJoGWZZBREgkEshms1+JKPfW+u95D1xeXFxs7Ozs/Ly6ukI0GkVTUxN0XcfR0RE6OjpgGAZKpRJWV1exsrLybvJ3OfAELX6/f76trS0RCAQwMDAAWZbhdruRy+UgCALu7u4WTk9PP/Qe+IiApwgBCHZ2dvpubm7yeCy1mt2ugQYa+KfxFyuOe5sTQsozAAAAAElFTkSuQmCC) 1 1, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur59605 1.4s linear infinite forwards;
}
