@keyframes rwdcur83793 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACpUlEQVRYhe2WQUiaYRjH/00XliHiDo1ZUKMGETEVQe0zKg+mEzx3qMsIPlgXERaOHdelJGyMCBW6rIHSaRA4gjEiZqePhE7jC2SXERh66TQ+vv9uoVabfjnboN/xeZ//8/x53vf73he4ZXQadXq73Z7weDwfu7q6Hpyenn4GoLbS2G8JBoPfs9ksz8/PmclkGAwGi21rDsA8Pz/Paubm5gjArKXYPQ0aRVGU+gAAVAdNY2NjH8bHxzk1NXWs0+mcTXUwGAyWcDicE0WRLpdrqX7d5/N9XV9fpyzLTCQSnJ6ePqiWe71eptNpVioV5vN52u12NmUiHA7nZFmmqqqMx+M0Go22+hyr1brg9/sPrVbrQt3Ss2g0WrNF+Xyek5OTxw0bEEWRqqqSJAuFAj0ez0qjWrPZHEulUjUGyuUyBUFgwwZcLtdSPB5noVDg7OwsAVgaFgO2QCBARVEuDKRSKY6Ojr5vogZgNBptbrd7pcnmAICRkZF0IBBgMplkJBLhxMQEAZiarXNTbBaLZQmAH4Ch3c2vwgQN02wFT7xeL/v6+jgwMECHw0EAjuuSTWjtuEyDg4PMZrMXB3Jvb4/9/f0E8LAmc2Zm5vnGxgZXV1fpdDp9reje0dHxYnFxkfUsLy+zt7f3bU1yLBYrkqSqqhRF8bAVBoaHh3e2trYuGcjlcnS73d+Aqrvg6OjozebmJtbW1iBJ0utWGDg5OfkiSdKluCRJKBaLn67S3N4Z+Itc9RVculvawa39B/5trn2UhkIhZygUenV2dnZQLpd/ttMUAGB7e7ukKAojkcg7rTWSyeTjP+VcO4GhoaH7pVLp6f7+/ktZln9oMbC7u1vRovs/EAShJ5PJ7AiC0HOTOlqe5QAAvV7f2d3d/Uiv13fexMAdd/wCx45pJRGvUuYAAAAASUVORK5CYII=) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACtUlEQVRYhe2WQUjbYBTH/zU1jOHWEOklFglSCIMiE1qsihoqgsgueuouHp2MXjoGohfZbmOXefNmh+QmeFHiJgwvHspOVp3opBTsqWEmA6mY1rwdnGJdrKbWgrLfMd/73v+fvO/lfcA9p+G2CVyVCo+Njf3meb7u4ODAmpmZ8QA4vK2ZG9PT0/Nxa2uLiIg2Nzepu7v7Q6W56irZdHx8rB8dHQEA8vk8TNP8dUXuAIDH5XKVK4GbZdkW0zR3bdYejYyMbHMcJ+q6np6bm3sGwDxP6nL5+/v7f3Z0dCCVSmFvby++sbHx6do3uyg+OTlJS0tLFIvFVCcbASAajVIulyMiIsuyaGhoiHDFl7AtAcuyLV1dXRgcHITf7x9waqBQKMDr9QIAXC4XAoEAAIg3NmCa5q6qql+np6extrb2yqkBwzC+raysAAA0TUMymQSAH3axlbbhdbgjkcgXjuMibre7OD8/L1mWlb4jrXsOUyMdURCE142NjQOGYWQB2P037gaGYcKhUIgSiQQpikKdnZ3E8/wL2+Dx8fF38Xg8Vk0DsizT/v4+naHrOoVCIbKLbVhdXaXFxUXbxUppa2ujy/T29hL+TlL3hdjD5eXl94VCoar18Xg8yGaz8Pl8AADDMJDP54FaTc+zMzA7O2t7Bu7qR3QZsampKVpfX/8kk8l8BmA34B4WLcFgcF2SJOrr6yOGYYZrKt7c3EyKopCmaZRMJikcDpPX631bE/VgMLiuKEpJ2+VyORIEgVDadeUZHR19rqrqtlMDkiSRpmn/9L4sy4TTK1oJV94Jd3Z2UgsLCy+dGvD5fEinSyfvyckJMpkMAGSd5nMMwzDD7e3t51eyYrFIExMT1Nra+r3qYlNTU7bPeZ5/IwgCybJMoiieiT+tuoFEIsGWWWZxWnOu6sL/eVD8AT8sSENQ1tDBAAAAAElFTkSuQmCC) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/klEQVRYhe2XPUgbYRjH/xpJLCkUQw8MOWuEoN7lQ7iANkJQXDyDVO3gBzqUFuxQunVxyuTQqbhlEBpItCDYci5R0ybioFgIIjokxBCQYkGo0lJNPNGnU2zVnOXSmKHtb3zf533+f3g+uAP+dTSFPuzt7X05NDS0UFVVdSsej38opqnfotfrzX6/n4iI/H4/6fX6e4XmKi/kUTabzR4dHQEADg8PcXx8nC3UQEElIKLvmUzm8+bmpjMSibxIpVLLl2M6Ojqm2traZjmOe5xOp9+enJx8VSUyNjb2OhgMUn9//wO1Buvq6h4GAgEiItrb26PBwcG0UqxiCWw226Ph4WE0NDQ8UWugsbHxaXt7OwCAYRhUVlaalWIVS1BRUbG+tbWlD4VCz3Z3d7+pMZBKpT4eHBw8FwQBkiRheXk5mE6n36nJ8ceUlZXVi6IYqq2t7S2p8H+uwQyg/vJhWQmEtV1dXV9qampu63Q6JJNJzM/P3wFwtbEHBgYaPR5PwWs1Hw6H49X09DTliEQi5Ha7w3mDFxcX03Nzc6vFNNDT05PZ398/N3B6ekqdnZ2Uu7+wB2RZXlhZWXmTTCbVrc1r0Ol0d6urq+/b7XYAwNLSEsLh8PudnZ0AUOIe0Gq12N7eVu6BG8aMPFPw11IOoNtqtU5ptdpRAAalwJvogXJBEFZ5nm/u6+tDPB7HzMwMNjY2agB8ugG9K3SPjIzQ2dnZ+ehJkkQul2tddabJycluhSuWYZiJ5ubmJMMwEwDY3IXVap2anZ2lX5FlmTiOI4Vcqmk1Go3k9XpJkiTyer1kNBoJQCsAaDSa0fHx8QsGEokEiaJYHAMWi4Wi0egFgWg0ShaLJSdgaGpqIkmSSJZlSiQS1NLSQgaDQfWnXT7qHQ4H5cNutxN+zjnrcrnWOY4jURSLJg4ANqfTmdeAIAgEgC+WkBLlLMtSLBa7IB6LxYhlWUKB/xlq8ZhMJvL5fLS2tkY+n49MJhMB8JRCPIeN5/mw2+0mnufDAGylFC8qPwD0fJY9Cj8m3AAAAABJRU5ErkJggg==) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC90lEQVRYhe2XT0jbcBTHX5YKc5YuhEHEBqybmX8KEnVgXYJFQQ2KB2WCOzlGT152WrfBjr0MD9NDL623ClrGdhAxQsUdbDcQ4v6cYlfmHNVLJZYVnUr17VQ3JXUmq91h+xzf7/3e+/7e++WX3w/gX4c0O7G7u/v+4ODgK6vVmkkkEu8KKeo82Px+PyIi+v1+BACr2UCXTM472N3dBUSEnZ0dAICsWQFmW5Dd3t5eWllZqVlYWBje3Nz8dNqhpaXF29vbG7Xb7a719XU5m81+N5TB6/U+nZycTEmSdMuoutLS0qbR0VE8OjrCeDyOfX19cj7fvC1oaGh4MDQ0dK22tnbYqACe5+92dnYCQRBQXV0NFRUVUj7fvC3Y399/rSjKwezs7BNN0w6MCEgmk0o6nX7EcRyEQiFYXFx8uLGx8cZIjEJAt7a2PisrK+OLnfg/+bACAHXaSBQjc0dHR4xhmNsWiwVSqdTX+fn5G6B3eLndbloQBNPHqh52u90zNjaGOaanp5Hn+ee6zjMzM7GpqamXhRTQ1dX1NpFIHAvIZDLY39+vfyq63W66vr7+SiEF/K4CRdkD7e3tSwzDiCUlJbC1tfVFlmUO/uAHZhbdr+CvY/pGdA54iqLu7e3tWQEgCXlKfiF7oK6uLlhZWekZGBgAVVVheXkZotHoVQD4dhH5TsNLkoSHh4fHOz8YDKLT6QwZjjQxMXE9z5CNIIgRjuNeEAQxAgC23ABFUY8DgQD+iqZpKAgC6gWynCXA4/F81jHfrKqqWu3p6YHm5mZQFOXO3Nycf21trQYA4ul0+r2qqicmqKoKJEl+PHO150UURQyHwydWGA6HURTF3Aovi6KIgUAANU3DWCyGjY2NSJKk4audHjaWZVEPlmURfrbC5nQ6Q4IgYFtb24dCJQcAoB0Oh64Ah8OBAEAbDWj0XaDRNA2RSOSEMRKJAE3TAACaUQFmaGJZFn0+H8qyjD6fL1f+ot79yhmGGXe5XKsMw4wDQHkxkxeUH+9ccrpkZB/tAAAAAElFTkSuQmCC) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADN0lEQVRYhe2Xz0sbaRzGn8mGmMQw9DAZhRRM1pUMRJ1cjLHgRce160FKVxRRFi1lPXjx2P9APSxkWfawhx6EsoMk7KKXxnrKURDEgAEVlsgqMm3RErr+mDR9ethtN7Fj7aRu9tLP6Z3v+53v87zvO+87M0AVOByO+6qq0uPxUFVVOhyO+9XUqYqGhoafo9EoM5kMj4+PmclkGI1G2djY+FMt9L/y+/00DIPlGIZBv99PAF/aLei4ov/GhetbmqZBluWKoCzL6OnpAYBbdg04rYLhcPjh2dnZPY/HA6fTia2trW9IpgG8KhaLloX+ib+ya8BSfHR0lKenpyTJnZ0dKopCADEANyVJ4t7eXsUS5PN5SpJEADc/2UBTU9M78bckk0m2t7c/BgCfz/cgFApR13Xmcjnqus5gMEifz/fgYq2+vj7Jrv4NRVF4kc3NTWqaxrK8gc7OTqO5uZmxWMwAcNuq2PLy8pJtE21tbdzd3a0wMDs7y0Ag8IPd0VSFIAi3FUVhKpViNpvl3NwcVVUlANvT+SnEVFV9rGna25HXVLymfFHWltxu9xDJMMk/AZzXwoAAAIIgRDs6OjbGx8dhmiaSySTW1tZCAPK1MIHe3l7u7+9XbLv+/n7jOjWmp6fvzMzMfGfZGY/H39v7XV1dtEyuknQ6XVxdXX2vphMA6uvrcXBwgEAgAADIZrMQRfHpdRpYWlr6tq6u7uLL7d9nIBaLbYyNjZU/A80A/rhOE1YIZW3J7XYPFIvFs1Kp9ATAi/9a/DNA5UFUjtTd3f1LPB7/7fz8/PDo6GgDwLXuig8yMjLy1/r6Ok3T5Pz8PFtaWr63W2NwcHAgkUg8m5qa+tHuveLk5OS788A0TQ4PD9sefSKReEaSuq4TgHhZntVHaaFQKKBUKgH4+0w4PDx8ZNdALpf7Vdd1bG9vFwAULssTrIKtra13wuHw76Io4uTk5OXi4mIIwPPynKGhoZVgMPh1Pp9/kkql+i+pL35I/GOwnLpIJHJ3ZWWFJJlOpxmJRO5WK3DVf4Gle5fLJXq9XgCA1+uFy+W6dI2vwnIJPgLHxMTElizLimEYuYWFhTYAr6s18Zn/lTc5jaQjTMjIFgAAAABJRU5ErkJggg==) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACvklEQVRYhe2WwUvbYBjGnywyShWRKghToYYiXuqWEik2LRUPpSIevPkHbATsJTDwL8hl5FCHJ7UIA2WpOwheOioowhbZLXQUD6UH2UF0QxnUg2vad4d1xY44TKzx4u+W73vzPk/evPnysnDGs/7+fmVsbGy5Wq0GLi8vDQAVh7lsExoaGiJFUSiXy5GiKDQ4OEgAXriizvM87e7u0nXy+TyFQiFyQ983PDxMVvj9fgLgs5vwidUiy7JCPB4vRiIRCgaDmwC6G1umaZqWiRrr1pt2YFlW4HmedF2n8/NzWl1dpVgsRgA8ABCNRmlra6vl6bPZLImiWLuzOABMTk5+1XW9RUCWZQKQaISMcBxHqVSK1tfXKZVKEcdxBGCkLQYikQhdXFy0GFhZWSGfz7d4LaybYZiFQCCQZRhmAUCXVa5MJsPZNhAMBjfX1taa4qZpUjKZvLfPjLFY645Goz/Hx8cxOjqK7e1tHB8fZ46Ojl7dh4Gb8ABINsruzgHzULD/XPcA6ADwyy0Df3ugY3p6utTb2+s3TRNnZ2f63t6e6JYJ8Dyf1jSt2fnpdJoGBgZetlNDFMWueDxufVTPzc1dVSqVpoFSqUSJROKwnQY0Tfuws7Pz2XKT5/m32Wy2aWBpacm1CrT0QF9fn79areL09PTT/v5+rJ0GbksPbjhWH3Gdzs7O0MTExBs4mHLuTDgcXlRVlQzDoPn5eUejViAQ6JJleXlmZkawbUCSJKrX60REZBgGNSphC1mWl03TpI2Nje//i7OcCU9OTj6Wy2UQEfL5PAqFwnu7Bkql0jtN034UCoW03Xvh8Xh8s7OzOUmSKBwOL1rFCIIwJUnSoSAIU7YF2oBHVVWq1+ukqmpzYHWC5Su4BU+9Xi8YhoHX6wX+/MId8e88cFuuarXat2Kx+Pzg4OB1uVz+4tTAIw/Ob7d+dE7Ak3WMAAAAAElFTkSuQmCC) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur83793 0.66666666666667s linear infinite forwards;
}
