@keyframes rwdcur1436 {
0%,5.7823529411765%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5.8823529411765%,11.664705882353% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.764705882353%,17.547058823529% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.647058823529%,23.429411764706% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.529411764706%,29.311764705882% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.411764705882%,35.194117647059% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYElEQVRYhbXXTYgcVRAH8N8bliGs22FZJDSLLLIGEQMx0ioacoi5iKCoAfHr4kENYi6KopclBAMi4sUoGIKIAdGIIgTUgBHUk4itoh4C6oISQishxHQYliFMe3hv3HWM2RndKRiY6Vfz6l9V//roYIxS5hm8h/PYgXY66uG+oqqPTowTAJ7ARsyglQz38FhR1UchjMtymWfb8D5OYzoBgIWiql/t640FQJlnG/BNMj6DfqT3F1W9b6VuyxpLmWcTOIyz/u7529g3oLtlHBx4Vsw7y6Q7hseLqu4bXoc9eGhNU1Dm2W14E0uWPf8SdxRVfT7pbMdrOIe5NQNQ5tnl+F4sub4cx81FVS+VeTaNF7AzgetgeuQUpBzPpc9ketzB6+nivucncEsyfqfoddtyKa7HqZEiUObZXPLgVmwWGd5DN4Hph/4Urk/fD+PGdMVZrEtAfsWBoQGUebZRDOGOhP5C0ksgCjyAZxKIMwlgC0ewt6jqHxiyD3yVT00G4SNNs1UIF09b03SbQKBNWBJ7wBJewp4+GfuyKgfKPGvhSWwTwup9I4R28uqM6PECXi6qeulC6sOQcB53Gb1pncTtRVUvXkxpGAA3YHZE43A1fk4T8f8AaOYwPfrYaHoai0KoRHK24z1/ObOIxSEAhEuGA/qP//UEb+B3XCGmsr1CYRKzw1z8h1jn60ZE0MPXRVV/OHiQuuI85leNa5lnO/EK8hEBECvhYbzbH0SDMgyzvxC71qhyWgzzfnxW5tnm/wSgqOqTjeaA2ExWlwaarqbpicBzkXiflHl2sMyzmZEAQBAO4R1x6Kym3CN0hLAgtt2OuB9M4H78UubZ7jTUhq+tMs9m8RTu9e98OIHLxFnfxSZswFu4SiRmhSmxOnaNOg1nsFXsjNsTkB5+EreeD7AXW5Kh74qqvntFO39uBdBL0R15ISnzqZbGlGASE5oAXaE5R+iII/o3sQK6eLSo6iPJgTlxaVkvcqoa11b8InaLe0EPm4qqPpvOWijFKHXWfCtO8rTl5aTC8/2Doqp7uBaH0B7ni8mDOChWQQf3FFX9+YDO3nECaOFHkWzHxUF0zeBeMK4U9EO9K9m4Uiy7hUG9sQFIcgzfioNsHo8MtuSxpaAvZZ5dh4/Tz0/FRnVTfzf8E7xUAX5d+QvcAAAAAElFTkSuQmCC) 15 15, auto;}
35.294117647059%,41.076470588235% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.176470588235%,46.958823529412% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.058823529412%,52.841176470588% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.941176470588%,58.723529411765% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.823529411765%,64.605882352941% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEqElEQVRYhbXXXYhcZxkH8N87LENYekIMJRxKCWWNRbAtldPSUopoLqxCNVG8ES2iba0fFI0VYi/CIilK8S4qNLRFLEqttUQrai96JRGq9KTajyBFFlljOS5hWXOWZRnWOV68z+lM1pjuQvaB4czM+87z/z/fzyQ7KHVZwHPYwEEM42iMT1dN+8LMThLAN3AAezEI4DG+WjXtC5B2CrkuiztxCsvYEwTgWNW0j/X3doRAXRb78EqA70Xv6e9XTfvI9N2BKyx1WczgGVxwseU/wyOb7t68EzlwXI47k6R7EUeqpu2Bd2Ee913RENRlcTd+inUTy/+EQ1XTbsSdD+JJrGL/FSNQl8V1eE0uuV7+ig9VTbtel8UefA+fDHJr2LPtEESM98drNr5ew49CcW/5OdwV4Idlq4cmpbgb57flgbos9ocFH8VNcoaPMQoyvevP49Z4/wxuDxUXsCuILOLklgnUZXFAduHBYH8pGQeJCp/Bt4LEShAc4Hl8u2ra19liH3i5vGo2Sb/TdXdI6fJh67pRl0gMSetyD1jHCcz3ydjLO+ZAXRYDfBN3Sumd+0ZKw7BqRbb4GH5QNe36pa5vJQnn8Anbb1pv4WNV0y5c7tJlQxDT7LjsgV3bJLAlSXVZdDuhmG6ssyClRk7Oodyar4kLC1iYMZlWfQkN47kx9d2sbUsaS36MJbxbDuVw6sIsrpkJ8JGcDyO8jF/h70FgHrdsn4AxzlRN+9vNB9EV5zCX6rL4t1ybJ3G6ato+87+C78qxn+5w25EV3I9f9INos6S6LPZWTbs8xe5uPI59cotdlKfb8JIa/r8s46p4vokHq6Z99X8ITAHfIk+yA3LcxvLEWul0p5P0dVvxQofUjXQuSGkl9P1NDvUvcXTa4FSXxRyeluP8VrBelPv8Ufxc3m5u2KLlY7nnP4z34Etywq2YDKOH8VjVtBupLov/BLCwuJTb5qNV067VZfGsPIBGckiGQfJScg7Xhp4R3ieH8mm8N8Cb+P0SHhjIC8NQTrYzuLFq2vkAP45PhUVj3BZPUyDkkj2De/D7uHNe3gFfxY1h9UDuAxeC6KlUl8U/gtWDVdO+1JtSl8V9cjL2k+xQZt39UWdGcgIndekvWJS6ZdKtcuj+Fb8b4ctV0z4fOvfLS8tuucSbQTC7bRP4x+WyXAvPPBF7/L2kgZTWSH+omtWzkiXJBukGzESCnTAZ2T+sy2I3VE27iHfhz6F336Bq2p9UTTueAj9o8m+G3JCOxCL52XDjKs7G+dmwetlk8Thq0kUbPNrrD6z34ykMLyqrWBh/EzFcCxKHqqYd4XAoJZfUm/H+THw+J29KYuZ/DVfjehyuy+IDUyRUTfs5fOdtAgH+62C9HGAPVU3bA91v0rYXghT8U473DD4yZc9TcjmL5+Phxbelatr5wRT4KbkazofCl/BEnF+Hm+N8wcT9guyyXL4H6rK4OpSP8UAYdL1cdsdskkGAPxcWrMZrN+6d6t+fN+mOS3h9E4FVud5P48NTZy+aJNwcvliXxU0XEcCzJuvTKMDv6dtlDKYvyGv4aih7YxOBYZwt4a7+IAw4IodzNgg+Gas9+C9XM6NfUXdtZAAAAABJRU5ErkJggg==) 15 15, auto;}
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70.588235294118%,76.370588235294% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.470588235294%,82.252941176471% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.352941176471%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur1436 2.8333333333333s linear infinite forwards;
}
