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21.739130434783%,25.986956521739% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHmElEQVRYhcWWeWxU1xWHvztvFs944nXwgj2OsYwNjjdwABezBNKWAE1CoBGh0FQoqtKkbaKGUkAJBSQQUhQQ6UKKoK2ohChKWAJFDSBSosTI2AYDYxxvGO+DwXidmTfru/3jOWkKBlOppUd60lvue+e79/zu7x0AabMqMmu8RQKSRxwGQPjUCG/8vIyaXfDG0tj/G4zcuWGmlMeRDX8ukHs2OmVZse2Rg8i3Xy+R8jiy6S/z5e1PiuXRD4rkM2WORwYiAbn+1VIpjyMv7/+hbDk8Tw6cL5DH3kuXMwr/96WR760tlIBc88qTUlYI6drznGzYXSx7T0yW/Z9myz0bnf9VjRi+eWGzKswab2HXmsns+GM16/YWkF90ApXx9DTH4+81suI5J2cPLeSZMgcjEPc7HirEXdfy1y86KXFG0+j3s3Z3K2+/XsLWdSnUnRYIGeG0q4tz9QP0dnUwqwim5wvysgXONMAGHX1Q54bKWgPnPpNUVIRHy3NfAFY8HS9L/D4KZqRSecfHxv23+NUrhbz62rfZuP4k7p5Gls+GohxBfRNcbZRcuiFpuqN/KjcdiouhqNRI7tQErlyJ5sABlc8/d4+a754b4+OF3LEklq5GlTnfcXK2c4gN+26Rl2XnqSwvy2ZCbQMcOy9pvgnxJgOegAZAhgU8EvqC4EVQPEWwfGUmjxd+nyOHh/n97g/uyWm8G6C7X9JvM2EwBblQfpOppenkZfl4fpKH+YWCg39TOOUKY9LgyVjoUDUSzBBvAFWDGJN++COSphrJ1poW5q/uY+/evcTExrF9+3b5TQhllLJsCWqGzSvnx3Cmqp+j1UNMz1BZVCTYd0JyqUHDIiDRBF4NcmwwzgwOM4QNEJEQYwSLoo/JjYazFy5R6apn3fp1hENBqqqqNwNb4K5d8FWcuehBSVLQLArCGGTZFMGHn0B9IEMvkwlmxkKCGYQGDhP4JcQrMNECGSYwG/VJejRwmqH82CG2bdvG0mXTmD079etcowIA4jfHvbRHzKwoFrjqJR/XQ2rSON767R60cSn0RMUxToEg0BqAkC4DPBJ6QpCMxG6GkIQMK2RGwan9+2i7upWVK60wslVHKwEAtTf8m1NMIV4uFfzuFBAE+x03trQM1rz7Pk39HjKTElG728kyaWRFgScMyRYISxiUYAasBj2JOwCKhI5bg7y02sS1awE6O7Ut9wUANq8oAOkXHK2FdBMk2aCtporE/BIWPPsC3uh4EtPSqa91kWQIMyEaGn1gM0CaVVd4v4QUEwxEICsKKlqhqDjEY/HwRbm2+X4lAKA0WeBqlZg0GAxDQINoBc5v/Akd7TfIzS8krXQei362lj6znfIBsBvBaYUbPn1Fss367BONMBQBhyJxVQSZnq89UAMA5NkkNTfBqkCmHewGXYCDwTCn3nqZ/t7bxCQ4ME8sInPlmyQmO3giGlr9MD0GhkcMOT8aVAlBCWoELl+GPCdjAzgfg5YBHaBD1Ze0PQRlcWBShzj55gr63N34gmEsj+eQ8eyPqLc4SDHB1WHIsoBRgRYv+CIwolMaOsEZ8xAAX0WMCSZYIaLpEOUD+pIGhoe4uOnHdLW3MTTsIRSXTNKC5QSTMhCOZLxhcKswDKSZIcmsTwaA0EMAdIQEWXEwFIKugF5/VUKOHbr8ugEpQQ9Vu97hxvXrDAz7GLImYitbTMzTz9OhCVJN4FD0fM1evQQ5DklH60MA1AVgSop+nmCG3ggU2uC2CoGIrna3CqkiiPnY+zQ1fok67KEjDAXFRbR7JPUhSIuCtpHksQpMyRTUNcsxAUTVHUnhE4KesP6DiVOgYlg3m1gL1Kq61RokDAcjaOcOce3CZzgS4qisrOZbT83BF4YKD1hNkBwF3RFBQa6gsnZsAP7RDJPzBNkpoIag1jPSRo+oyQScG4T2IOTadJCY9mv09g1gNZto6vMyZ/VP6SMKfwRavZCdKpk8Ac5dlADigQAVjeDqlCyZKRgwCoxG8IZ0+23w6fY7ToE5cbrq4wUoedPw9/Zw+k/7mDF3LjVXrhJtCAMQMsCyWQJXg6SicWSZHwQAMCtPyC0/EHz4scbJy1BkB03T/3Y9Ab0HuBXWVd4fgT6iiNP8+Ec8YMmmd4nICDs3bGBxMby4ULDpI/iiTl+BB1kxAO232Wy3wnu/ULh0UVLdA/4wGA1gsRjpVjXizbrnGw0wyRLGLnSYwRC4XC662zuZaHOzapHgyAUYCkfT4g4CbLmnIRklxO6TUsZaNf76peS16YKTl0H1glUJk2DRB3UFIckItUNgt+im0xcEb1cPhY5eli8WfHpV0qI6+OVcO9fdIVq6A/d2RPeD2P6RlIPfM7DjHYWcgxonyvWWTPWBaoZIBIYUfaupfr0lm5QgeaFEUpAT4XC15O9VgiOHJ5MRNvHd+gH+0B0YWwN3hZyVJ1g1X1A0AVwNkuZrkqp2aLyjD8iOhqkJBvKdGnkTBFf64eAlidTMLE0XtN0OsfNAHIfOJPHShvr/GOBrkNIcmFcomOaEvESB0yjBCx1uqOuRVPRBeRuUd/7rpRmFFhY4o5gYF8WqVT2IhQ+xC8YCGeP5aN//t3f+CVnhOcwRnWErAAAAAElFTkSuQmCC) 3 2, auto;}
26.086956521739%,30.334782608696% {cursor:url(data:image/png;base64,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) 3 2, auto;}
30.434782608696%,34.682608695652% {cursor:url(data:image/png;base64,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) 3 2, auto;}
34.782608695652%,39.030434782609% {cursor:url(data:image/png;base64,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) 3 2, auto;}
39.130434782609%,43.378260869565% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHwklEQVRYhcWWeXCV1RmHn3P35N7sgWDMBYIhkJDlQjRQSB0JlALDoBUqoHYbqxa6zdRxQaENM50ydsRihyIoaqUyijaigCJBQNmMECKQBZIggSQmhOw3d8tdvrd/fAgtEkNnWn1nvj++7zvn/J5zfu95zwGQGLtZxqRaBRC+pZC1q4vls7XIb+6O+9Zg5NnlU0W2I3Wv5MrGlU6Z5or+xkHkqWUFItuRhs3F0vGBS7Y9ny+zpyV/YyACyBMPTxHZjpx49UdyrnS69B7JlXeeSZPJef9/a+SZR/MEkEceuFWkXEnVxvlSt94lnTuypGdfhmxc6fyf5ojh319i7GaKUq2sfSSLNS9V8PiLueTk78BPKu1nEwh0mlgy38nerXOYPS2ZyxCDPTcU6pp3+f0PnRQ47dQHAjy6/jxPLSvgj4+PoLZMoSRCWdUXfHSml4tNzdwxCQpzFNkZCufNQDQ0d0NtGxytNvDRx0J5efh6OoMCsGRGghQEfORPTqO8q5+Vr17isQfyeHjpTFY+8R5t7fUs+i7kZyrONMCpeqGyUWjo0ocalwYuF+RNMTN+UgInT9rZssXPwYNt19X7yofUBCXPzbdx4azG7d9zsrfFzfJNl8ge4+COcV4W3AbVdfDOEeFsGyQYwRPW+460gkegPQRBUbgmKhbdN5pReQspLfWwfv36r2garwXoD1AyvSiBSFeYti+85GSlUNkS4M7xHuZOULyx28irh8HTKxTEgScCUUZIsUJIgxgzOEwQb1I0NQsHynrwmrLYsGEDkWCIA4cOlgCrBgUAVgU1Q8l9xbF8WNHD2xVuCkf5mZunePl94dgZDasmLHr0Sc63tpEW7CbFAsPN4DeACCSYwWqAJDOMs8Pe8ko+qa7lsceeIBQOcezYsSsQ1wPgXFuw5MGF8Ryv9tEdCrH0dsVbe+BAI8QZIMUEhs4WVvxjG+1BCNUdx6+B3QA3mSDRDB4F4QiIAqNS1FbX0Obxcs89k2lsPEpTk2dwAGCVL2QsueiFeyaEaW0VNn2qyDCB3Qw2M8T6ejl1oYVfr3oa301jqD64D6uECQL9YRhmgJARghoMt4BBwfGKSibmVzFhkpmdO3tKgFWDAVDdGChJsYT48RTFut1gDEGsBZIt4HJArQ/Gd9VT2eFlwU8exFkwmeq9uxhtChLSwC1gAWwGvdi0DYBFwYX2Phb/zExNzQAtLdrgAEDJklyQgGJbFdxsBkdaGsF+N10aJBqhLQSmuuM0ahamz51PiquQQ7t3ES9BRljABPSIbllvBNJt8Ml5cLmCxCTAocNaieFrAJgyTFH9OZhF32o2YPbv/kBSXBJWoyI7GpIsEN7yNG/8dQ2OhOHc+ecXMScmcyEA3gikm6E1CMlm6ItAokE4VR6iMEcDrinF10a2Q6jsEBwmGOkAY2cLTVWV3L16PUlZLmwG3YomPzRt/RvbX1qHxzdAYcnzDE9LwyPg1hSZ0eAXCAkMaHDiBGQ7GRrAGQPnesBi0EUcCmr37OD84T3Me6SEyK2zKIqFkVFgRugve5OD27Zw+nQ9U578C4708VC8gJNe8IYhIPr2rGsBZ6yuYfo6AADNbCDWpJFshmAEohR8sHkTYrUz9f5fcAQYKC9jpA0CGnCqjJquTjq7pnPbT39Fd2cb9Tv0QmUCOgOXBw7dAEBzSJHh0HB7IBABlx26w5Bvh4qXn6Pf52XczLuoMEfTd/AdrAZ9C7paKtnvduOwzaNo6nc4fFnltFe3IDNZaD5/AxZUhWxMGqaX7iQrdEZ08e4BiESgd9sm9u55n5uzJhI3515O+cEdnUSNH2ydLcTHJPDKy39nVPE8Gi7b4DDBxNGK2rMyJICq7PCTm6cfLl0hRZwRjvRBv+g14fMApBzbyfH9u/BEJZI+ZzHRk2dgUhBITqNu3y4u7t+FbyDIzJ8vZWRmBu1hRe44xdHqoQHY/7kiK1uRcRN4QkKNF4wKDNrVNkf7oedkOa2ffIg1Lo7UxFjijJDVdRZrdTkxBjizr4ygFmbCHdO5JVXISoePKvVJDnpRuBzywkMKjxvWvSuMuNx6lE3f03FGsBnh1hj4uBdGz1uMz+vhUs0JwpdaCAmMMOnZX6NF4TZFsay4B0csPPSCAKivXQFAvXYI8nMUs3KgOajnQl9EF74Q0JOztAPctliaGuqp27OTtIKp2CcVEYhAjRcq+qDD7WfmqG7yM+G1Q1cFhgLgQK1QelhYs8JI0Vg40Q+NPugNQYwVGvxgN0FC0I1qqGRCNHTsfpNbcnPpMkUB+iWlaCwsmKEoPSBYo+xXZzgUwJdWLF+o+NNbGksLFe99ppdnqwGSbRBv0jM8xawnbLwZLgYVF/2CF8VdWbBwNuyrFT7rS+a3hVH8cuslzrUOqCEL0Zegq/8p0jfXwJoVRjJf13j3qHCuCQZ84LcAEXCH9eP3vA+8wPhE+EGBkJupKK0QPvgUSt/OYmTYzKy6fja0DtzwClxZiduzFfcWK/LToapOOFsjHGuC+k7dzQyHxqRhipxUITtdcbIHXq8URLNwd5riQneQZzcnsHXPcBYvP/NfA1wBmTJOMT0XbnNCdpLCaRLwQnMb1HZCeYdwqAmONF/tNDnPyvedNsbG27j//nbUnBvPgUFBhvh/vfH/o8+/AENkX3tUDc2JAAAAAElFTkSuQmCC) 3 2, auto;}
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91.304347826087%,95.552173913043% {cursor:url(data:image/png;base64,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) 3 2, auto;}
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}
div.testarea{
animation:rwdcur239410 0.76666666666667s linear infinite forwards;
}
