@keyframes rwdcur252644 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEiElEQVRYhe2XTWwUZRjHf7MzS4PbgigSQ+QAFw4mHIjeSIyJgeJHjdLqyZIGORlqiYaEbJuSGGKCEk4NBlSWj0bj9lYOpERTRQs9Gc9IVz4s3bbsB/M9szOPh+0ubHd226YYL/6TPezM+z7///M+7/yf91UGBgaERfB9H13XGRoaUha/Wymi4gMYhsGpU6cUBgYGpALDMKRYLEo2m5WpqanIiStFJXYQBFUeXdelp6dHALTKQEVRVp1tFKLiZjIZcRwHgBiAaZqRkz+42P1EVmExNE1DVdVHAoIgiBxoic2L3+6oEbHz3EurFpVIJIjFYmUBvu9TWY7FWEOc7W9vZ+e5lwWg++J++d3/Y0mCdDrdVKTv+/i+Xxag63rDEmxUn2OTuomtHVt558I+Kbz+EMmHTcmWIodyySsCajbI7vPt8rSyno2xjbTF1lEMC9hvuNwqTREQcN25AWdC+CyozqsQdnV1Kel0Wjo7O0mlUvT09CxrU2uP/xnbf0VhSJUX9m1hR3wHLazhL/82fwfTzJZm4b6AVx+ks7OTCjlAS0vLcrjrBQDwUaDcC+7Kg84c65X1WGJhigkO5V9YN6MqooJ4PF5TCtu26e7ujlyRegEAvYGyOfG8ZPfOYZgG+IBLOftlfAMdHR3Yto1hGKTTaQ4fPtywHJECXkm9Kvf2TmPMG5CVsoBgeQJc12Vubo7Z2VkuX77M4OBg071QJyBxdp38nPsFzgDW8kgBHMfBtm08z0PXdcbGxpYkjxRgHny4YkvO5XLMzMzgui5BEBCGIe3t7bS2tsqhQ4eaxlu1/58+fVoKhQKe5xGG5R2qKAqaphGPx1EUhSNHjvwrfeZ/PBHU1Wb3+XbZoGzg2dgztMZaiRFDEDzx+DO4xY/uT1gH9bp5S/WARmZU9xWM7b+ibP56i+x6dxdr1QQlSvjiMx/Oc82dwPrGakjyuBtWMD8/z6VLlxqaUaQRTX94V5nR7ovxlsnt0m100ZkJs3jTLujN8qxFoVBgeHh45U748XCftLy5lmver9wJ7qKLXjYli4a94HGICK7rUiqV6Orqoq2tTQ4cOBApIrb4wXsX3pc77ff4zv6e6+4NdEcHc4HcZ0lXDMMQ0zQpFovk83kMw2DPnj2kUqnImTUrkDi7Tn54MAJfLWS6BnhNKXdBe0FEEwGO45DNZimVSliWxejoKGEYoqoqqqpy4sQJqTOlyrE8MuJJVfhNE0Y14VNVGNGET9TIsel0Wm7evCnHjx+XyclJmZiYkGPHjkWOFRFJJpMCESWowVOUm9G4wJeBwmTj9G3bZmRkhGQyqVy9ehURodlJv1gsUhVQ8fA6eMCYwMmFI9gXQcOIuVyOo0ePKgD9/f3K+Ph4Q3LP87Bt+5GAyhG5DgXg80WkJ6NF9PX11TxPJpMNxVY6ZlVAQww2zng5aHQeyOfz1buIBuWLYiaTEU3TSCQS+L6PaZps27Zt1W20ssE9zyMIAvL5PJlMBssqO6pmGAa9vb04joOqqsRisZqLw2rR399PsVjEtm3CMCQIAizLqgr4z/EPIliFaeQCH4IAAAAASUVORK5CYII=) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuUlEQVRYhcWXTUvrTBTH/2lSQeqn8Iu4EXQhrpKNYEHcquBGkLZWwZWbCiW4KnRjF6YrdWPdiB/EIhS0VvtiMp28dHKehU9ybU3T+lzvff6bluTMnN85M3PmRMrlcoQReZ4H0zSh67o0+u67ipofACzLQqFQkJDL5SiQZVnU6/Wo2WzSw8ND5MDvKphbCBH6MU2TNjY2CACUwFCSpN+ONkpR89brdbJtGwCQAADGWORgwzB+JAujUhQFsiz/AhBCjDUehfgJqFQqhUQi8QHgeR6CdERJVdXQ6bTOJ9l5ngfP8z4ATNMcuwSjEKqq4u3tLdbZNJCMsRBA0XVd0nV94mBVVeH7PkzT/PLOMAzSNE0KIMvlcizA/Pz8+A1fqVQoSkIIenx8pOPj4y8RExEFv0RElUpl6n2ijD5YW1uTBoMBra+vDz3nnINzDt/3IydSVTX8n0wmh7LJOUc6nY6M+gsAAKTTaWl2dpZUVQVjDK7rwrZtOI4DosnBra6ugnMOy7JgGAZ2d3fHpjwSIFjLdruNp6cnuK4LIQQcxxmbgUCO46DVauHl5QXX19fI5/OxBe4LgGEYZJomisViGP0kpwBg2zY453BdF6ZpolarTXQeCaBp2rdLcrvdxvPzMxzHgRACvu9jeXkZc3NztL29HTvfb9f/s7Mz6na7Q5mSJAmKoiCZTEKSJOzt7f2Re+ZHNJZsmooWFJ84m7gjOFGfi8uoisUixdm0Wi0qFAoTg0jEvdQ0TapWq1+eNxoNvL+/jx3X7XZxfn4ee/6nAgjqwWcxxsAYi7zCiQi2bWMwGEDTNJRKpf+egc/Og4ktywpvstGK6Ps+GGPo9XrodDqwLAtLS0sol8uxEGMroWVZ0HUdvu9jZmYGKysr4Jyj3++DMTYEYNs2ms0mBoMB+v0+rq6u4Ps+ZFmGLMs4OTmhcUcxEmC0GJVKJeKc4/X1FbVaDQsLC0MAjUYDFxcXWFxchBACnufh8PBwqp0fuwcCpVIpuK6Lm5sb5PN56f7+PmypOOeoVqvIZDLS7e0tiAjf6W8TQVseZ+Q4Di4vL8OoDg4OQg/tdhv7+/sSAGSzWenu7m6iUyKiTCbz4XMagNPT0281okdHR7H2RERbW1u/AIQQf6T9HifHcWhzc5OAf/dAsJ5/S8GNGQL8bXU6nbCQKcDHh2K9XidFUZBKpeB5Hhhj8d3rlAr2V9BVdTod1Ot19Pv9DwDLsrCzswPbtiHLMhKJxNCHw+8qm82i1+uFDa0QAv1+PwT43/UP0KXh7Dm80T4AAAAASUVORK5CYII=) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGElEQVRYhcWXPU/rMBSG33wAQ34FjPwJRhbGsCBA4g8wstDSgtjLwlgJFpYuCFgoC0JsSEwMTERIMEAIaRQ7TmKccweUQLm9pSkf91mi2LH9+j3Osa1Vq1XCB6SUCMMQ29vb2se6svTqHwAYY2g0Ghqq1SrlMMYoCAJ6eHigm5ubng3LkvetlCrGCcOQlpaWCADM/ENN074821706tdxHIrjGACgAwDn/CfG/iemacIwjDcBSqlfFWBZFnRdfxUgpURux28hpYSU8lVAGIa/HgLOeSGgFK1Wq++f8Vl9L/RhRfzr+eMCbNvuObht22CM/byAXET+9DyveB8bGyvdl9mvsp+ttm0jyzKEYViUjYyMdLURQmBxcfFrCW5vb496oZSi29tb2tzcLMqSJKFOp0N3d3fUaDQGWhN9HQCAubk57eXlhRYWFrrKhRAQQiDLMgBAkiRwXRePj484OjpCrVYbaOaffvTeUtu2wTlHmqaI4xiu62J/fx+Tk5N/tfsW+9+LICLyPI+urq7o8vKSLi4u6Pz8nGq1WldoXNcd2H5gQAfCMARjrJh9bntOvV4HAHQ6Hezu7iJJEmiahpWVle914D2MMbq+vqaNjQ3KsoyEEOS6Lt3f31Oz2RzYgU/zQJ5kAICIEMdx4YaUEkQEzjmCIIDv+2CMYXp6Gjs7OwOJ6GtRq9WifLAsyzA6OoqZmRkIIRBFETjnaLfbmJ+fRxRFODw8RJZlMAwDhmEMFIa+v+Hs7GxX42azSUIIPD09od1uY2pqCkQEz/OglIKUEvV6vVTcS6Viy7KQpimOj48xPj6Os7Mz6LqOk5MTEBGGOdWVEpAkCQ4ODlCv17Xn52esra1pAFCpVLTT09PSg5dma2ur78JaX18vvyXnx/KhVQ0BEdHq6ioBQ27H30EQBCgEfMxsP02aphBCvAnIj8i/hVKqmPR/CYHv+8VdxAReL4qO45BpmrAsC1JKcM4xMTHx5c0kX+BpmkIpBd/34TgOoih6FcAYw/LyMuI4hmEY0HW96+LwVSqVCoIgKA4vSilEUVQI+O/8Aed0Yy/4sSfpAAAAAElFTkSuQmCC) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur252644 1.8666666666667s linear infinite forwards;
}
