@keyframes rwdcur230902 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
8%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB5UlEQVRYhe1XQY6CMBR9mtmYQEIjC116JrcuSDwCHMAD4BFMWLjVI3gFj8BSF5g2gcQlszC/0xYqVXFmMb6ESGn57/X3v1KBD/4Ygz6DZdm2LoqzbCdJ0hn/6xXC3W5XA0BZXht9VVU5xXDOAJGpMIlp9kReliXW6/VdDmsGsmyrEbbNso38Z3x5d3xDQJqmGmFRnBGGE6cgKrlr6hsCugKbYswZq+Sus9cEqARtwduevUJMkAVirnkXeZIk8n61WrWSCyEAAJvNxlqIQ7qJooUc5Psj+P5IDgrDibz6hlYDKqnZJheE4QRRtHiPABXj8RiXy6UhxrRjmqYAAM/zUFUVeV/2x3HsLqAsr5JIJVdhZqkrI77vuwu4FZu+zibhfD7X2iY5ZcQVWnXGcVwDwHQ6BdD0fhspEaobkOd5jffVIrcKAFAvl0sEQQDglj4KZgOtuwp6z0WAWYQDznnNOQdjDEIIKeYeyO8AEASBIqh7O7e6gHOu/bqCc47ZbOY8ftg95Dm4bstvE2Daz7bVNwTs9/tejmm/mgEhhLwAIM9zAMDpdLr7FQWePBOqVW/ry/McjDEAN6va7PywABu56hayMD1njFnt/NKp2CQGgOPx+FANtQqg1Nn2gMPh0Ov/iQ/+N74BatLtZCUCJdcAAAAASUVORK5CYII=) 15 16, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
14%,15.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACH0lEQVRYhe2WMYrjMBSG/w3TLMQgoSn2Gs4JjMqUdj/FuswlfIBcwZBi2qRMaXKC+AIDKVJkigQLYpjSWwRpJUWy5cwUA7s/mCi29N6n956eDfzr+vEVRna7XSfHSZKMsvn0Gcfr9boDgMvlou7FcdzVdR0M8VAEVqtXteMo+nn3PMuyYLujIqA7lrpeP+7mcc67qqqCIAYBXE5DFArhBZD57ZNr9wAwn8+x3W6HlrsBQhxL2fmXQM/Pv0JN3ADGOA0B0iLTYaDQJwDAGANjLNgRYwxZlql19noJwjkftDUBbudYP8tDSpLE+NXBpBaLRZCtie/B9frhvWwYfQOOSPam9wm4NY7lcqkmtm3rXVAUhfF/tXpV4zFRNAAA4HQ6QQgxanFRFDif33E+/618vRBfXn6jaRrUdT0MIIRA0zS9DjebjfH/eDyCEIIoitC2b8az6XSqR9J7GoybaZr25ksHyPO8F1Zqv98DAHwvKKMIh1KQpqkal2UZBDCbzeTQuTmDinOuJhFCvEb1SOhQPh0OB1kHd1EwIqC/PIQQ6rKlO7Xrwqc4jp33vX1Alw0jhDC6XB+EEAKUUlBKHwewDUrZEDqoL3pBAISQoMuGqKpq7H7cZzPP81Fvx6ZpjDToUHpvcR3F0SlwiVKq+kLIqdD1qa9iW3pzEkIg5JPMO8FOg8y5r7DKsnzoC9sbAbsR2Y4fdRgMYDv9Kof/9e30B/cJDRHKknRXAAAAAElFTkSuQmCC) 15 16, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
30%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpUlEQVRYhe2XTZGEMBCF306tACIFC0jAQiSggxtXLCABC0hAAnHAnpptQifdAS5bte8yAwl53/RPwgD/MmgYhr1pmr1pmv3ttb8tk9Z1Pb5rEPM8f5UAqJO99/u2bQCAEAI3IiAAQFVVx9g0TWaI7MS2bffYmIsg2ra9jFkhPrnBEELSnBtP03QZs9ZLkjK3AA83iSAIisC1mhAjoNHHUXHOwXt/AiHVdZ1dK5uCEgjgnBKqD02X8JT2upQOgiDVdY1lWcRUnG7e2WhSADFICuIxgAYRpyouyuPi6TarRYIDcYjPG+a0sCTnHJxzx3UMeuqCeZ7V6rXMIVNuzK+998cPPgHQvi6ZWIxzuyYH4UrWgGZGsMA1rLFJrHEcD9/kcZzb5+PDRzNMmQNCG0rVXGJAz8fpGMfx4ifeoCO4xJQbcxFEyhwQUvCGMR/r+z57GoqDvE3umgNQzQHlnbCqKoQQTp8W9X0PGF73spO6rjNFgRebJeRmAA1CqPIiY9KtF5K3zAFDnigK0jb7xNgMAMhd8YY5YPxnBPy2XGmRvSZrV/w5/QAIx87njfOfzwAAAABJRU5ErkJggg==) 15 16, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
76%,77.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACIklEQVRYheWVP4rjMBjF324XkMEGFW4MCqRJk97FFJsrpE1h8BGSA+gAvoLBRe6SPvUWA2qmCNjgQEptszKSLWmscabZfeDG/qT30/fHAv53/Vi6AedcAoAQAgBQ13XQnl8FkJxz44UCCIWYHahOyjmHzzwU4meIuU02cwAoy9K5JhhAA5mc3qc5EJ8CNM1FEkKs5rfbbTHErAxQmjq/tW27CMLbKE1zkQBQFEdUVYXH4zF8c9XeJ1tjOjOgmzfNJdjMJlsmnADv779xv384N8uyDFmWIY5jxHFsjWnbdlKiMYS1BL6ZZ2wzgOklUer7Hl3XGRAAkCSJEafKMclAWZZSCOEdN0pTUJqCsQ0Y20BNCQBEUWRd48rEBEAPLMsSQggIIdD3PRjbWDc/n88AYIVOkmR4bDIA9vu97LoOdV1PAvW0+sQ5d/aELlUCowfyPJer1QoAsF6vjQVvb7+cm93vH0MWdJ1OJwD2snDOzR7I81wCwPP5BGCWYrvd+g4DSlNUVTV5H0XRYE4IGR5lbgCMNU65byRdEJxzEELA2GZo3PFfdQC4Xq+TkWzbFlmWWcfNB6GDjA2L4mj4GBlQEKoMSoQQ730whqA0Hf6eRXH0xk9KoGdit9sFmY81hhifHvBcRnmey8PhAMB/G86RloX5AErqUlqqvxDhAK8CsaU/CGAJjMv8ywChIN8GMAfEZ/4yAB/IZwDfoqa5yFdNz7+vP+kF+H0Sv2ZDAAAAAElFTkSuQmCC) 15 16, auto;}
78%,79.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur230902 2.5s linear infinite forwards;
}
