@keyframes rwdcur183338 {
0%,4.5511627906977%,100% {cursor:url(data:image/png;base64,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) 3 21, auto;}
4.6511627906977%,9.2023255813953% {cursor:url(data:image/png;base64,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) 3 21, auto;}
9.3023255813953%,13.853488372093% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABh0lEQVRoge2Za46DMAyExxVnai+SnDIn6V7K+2OhyiYUbCcEkPxJlXgleJJxDBRwHOfWEAAWXndJJgBg/q6B6LKxAwAehjYM2awN6aeyEDOvjfpyoLxhy/TkfZn7ecyNl19OeZwBIKWElJL1fgsMAPz+v29BZaE88HnbfOMl+EyECUsOlGhFVNfPIkyDIRXAa7axWql11HMmS6MYY3moeTXhN0AvMJQJLRFQBScZ+RAC8HN8DRFZqMOqI8KSCz2S+FT2BJi8HUL423jqm2tnYXcGtPb5BD+IrhZaDd4wCxpMy2hJjHHzifYjYl6V6NWvFjQLCCFUD4BrYqrzG0uspiY0CWjye2mtXNBTXs/MAsrgNy0kOG/NFZWA0SuMhHKeOPMzLftnkMWwyaGVeMT79KECRsze7Z+F9pKYiEiVB1u2kfYj9T/QqRLnjE56iYVo5MctzegD8hw4XAQRqYMHdBYiIjrSH6YRmvD95WHty9nlPpTuVlvLtI7k9nXg9v8POI7jOI5zJr+Gv4UhwnAKIwAAAABJRU5ErkJggg==) 3 21, auto;}
13.953488372093%,18.504651162791% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABgklEQVRoge2Za7LCIAyFT5yuSTcCq2Ql3k3FH7YOlyJNAqWtwzfjjH1Ac+CEVAQGg8GlIQAsvO+UTADA/F0D0WljBwDcDG0Yslnr0s/KQsycG/XlRPrAmumJ+zL3c5sbL5+Y9DwDQAgBIQTr8xYYAPj5/9iCykJx4PN384OX4CMRJiw5kKIVsbp/FmEaDKkAztnGaqXaUY+ZLI289+mp6tWEnwA9wFAmtETAKjjJyDvngL/9a4jIQg1WHRGWXGiRxIeyJcDkbefc+8td31w7C5szoLXPJ/hONLVQNnjDLGgwLaMp3vviG+1HxLwq0aNdLagW4JxbvQDmxKyuF5ZYTU2oEhBbpjgDueuptWJBd3k9MwtonqzGXFEJ6L3CSEjniSM/03J8BFEMRX6+Ep+eywvYSmIiIlUelLZhpP1I/Q80qsQxvZNeYiHqubmlGX1AngO7iyAidfCAzkJERHv6wzRCE77/eMjtnJ1uo3Sz2lqmtSeXrwOX/39gMBgMBoPBkbwAnoCCIVEFnzgAAAAASUVORK5CYII=) 3 21, auto;}
18.604651162791%,23.155813953488% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABg0lEQVRoge2ZbY6EIAyG304808xF4JScZPZS3R8rs6yitAVRNzzJJGr4aOlbqgwwGAxuDQFgYbtLMgEA87YPRJe1HQDwMPRhyKLWZZyVhJg5t+rxwXLCmvCkY5nHecyd4y9l+ZwBIISAEIJ1vggDAL//3ltQSSg1fL42TxyNT5wwYcmBJVonVu1nJ0yLIXWAc7KxSql21VMmSyfv/fJR9W7Cb4BeYCgTWuLAyjjJyjvngK/ja4hIQg12HRGWXGiRxKdScsCkbefcz8VT310bhWIEtPL5GN+JphLKGm+IggbTNprivd99mwXw60SyK9GrTT2odiD38pdzaNVmx3hNTahyIEqmGAFJm7RmPOX1zOxA82Q15orKgd47jIRlnDjRNMX7M0hs2OXfV+LLU72N5sidZBwlxVIESHusstVeM45U/8ABEeid9JIcUEehBs3qA/IkPtwJIlIbD+gkRER0pD5MKzRh++Mhd3J2uYPSYrW1hLUnty9kt/9/YDAYDAaDwZl8AzMZefo2NQWWAAAAAElFTkSuQmCC) 3 21, auto;}
23.255813953488%,27.806976744186% {cursor:url(data:image/png;base64,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) 3 21, auto;}
27.906976744186%,32.458139534884% {cursor:url(data:image/png;base64,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) 3 21, auto;}
32.558139534884%,37.109302325581% {cursor:url(data:image/png;base64,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) 3 21, auto;}
37.209302325581%,41.760465116279% {cursor:url(data:image/png;base64,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) 3 21, auto;}
41.860465116279%,46.411627906977% {cursor:url(data:image/png;base64,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) 3 21, auto;}
46.511627906977%,51.062790697674% {cursor:url(data:image/png;base64,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) 3 21, auto;}
51.162790697674%,55.713953488372% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsUlEQVRoge2ZXbKCMAyFTxzWpLvQl/LiFnmSXeimch+klwqVJmlFcPrNOELtTw5J2lKBSqWyawgAC+ttkgYAmN9rINqs7QCAg6ENQ+a1VfqZhRAzx566L5gOmOOesC9zP4ehsf+ETMsZALquQ9d11vE8DAB8f723oAqh0PDh2jywNz4QYcKSA1O0Imb1BxGmhyEVwLGwsYZS7lMPaSyN2radFmXPJnwH6ASGMqElAmbGSZ68cw54fH4NEYVQgVlHhCUXSiTxV0kJMMW2c+55cdQ313oh6QFt+PwbvxJFQyhqvMELGkzTaEjbtou7WQCjiGBWolOZ9SBbQGzzFxM0q7NgvGZNyBLgQybpAUmdcM04ytczs4DiyWrMFZUAqdFLb3ESb2mYjsRBTJO/V3VINBp5uYw/3G7z3xP9ROyb15vcZwkgIvD5nK7X90kRUgG730pkT6Mqrtfnd98X6zLlASp2rOKNFyANH+AHQiiVxC/log4FHhMcpIndLs0BIiKRCOs8Hwgv/koZjEGf3Fqakq3B+5eH2MnZ5g5Kk4uVNibX5idmoV3/P1CpVCqVSuWb/AGSAqGvNPzFSQAAAABJRU5ErkJggg==) 3 21, auto;}
55.813953488372%,60.36511627907% {cursor:url(data:image/png;base64,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) 3 21, auto;}
60.46511627907%,65.016279069767% {cursor:url(data:image/png;base64,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) 3 21, auto;}
65.116279069767%,69.667441860465% {cursor:url(data:image/png;base64,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) 3 21, auto;}
69.767441860465%,74.318604651163% {cursor:url(data:image/png;base64,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) 3 21, auto;}
74.418604651163%,78.96976744186% {cursor:url(data:image/png;base64,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) 3 21, auto;}
79.06976744186%,83.620930232558% {cursor:url(data:image/png;base64,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) 3 21, auto;}
83.720930232558%,88.272093023256% {cursor:url(data:image/png;base64,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) 3 21, auto;}
88.372093023256%,92.923255813953% {cursor:url(data:image/png;base64,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) 3 21, auto;}
93.023255813953%,95.248837209302% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABkklEQVRoge2Zba6DIBBF7zSuyW4EV8lK2k3N+/HEUFSYGQU14SRNEAHnG7RAp9N5NASAheNuyQAAzPs6EN1WdgDAyzCHIfNak3VWIcTMW1YPHekDj7gnXsu8zmueHH4xaT8DgPce3nvr8wIMAPz5vbagCqFY8LltfnAQPlLChCUHUrRKrMbPSpiMIVWAt8LGGkpHrR4zWCZN05R2Ha4m/AHoDYYyoSUKrISTWN45B3zr7yGiEDqh6oiw5MIZSXwpJQVMse2c+2+M+ulaLxQ9oA2fRfhGnBpCm8IbvKDBVEZTilYPSlSoSoc94JyTH7lHBkYGvfPDNHlwyAPB8lsn2PgdI3dvIfbOKN/PzAqkYZN7KcrdWzDmikqB1hVGQuonjsKBwvUVRDJkOaUKZQQAIAwhI9WOEkHo2h6sehZqEX4lBUj7WSUev9cWriGacHoOxHtC2q5BqQr99LdAY31AngPqUNJCRGrhAV0IERHVdIPJQgP2D01bX85u96G0uNta3NqSx78TP/7/gU6n0+l0OlfyB22SkIZ9g4UpAAAAAElFTkSuQmCC) 3 21, auto;}
95.348837209302%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABj0lEQVRoge2ZWa7DIAxFr6usqd0IrJKVtJvy+3ihomSyzZBE4kiVKA3EFw+QFBgMBreGALDwuksyAQDztgaiy9oOAHgYxjBkXusyzyKEmHlt1WNHfsMS96Rzmed5zIPjJyXvZwAIISCEYL1fhAGA37/fLahCKDV8bptvHI1PRJiw5ECOVsTi+lmEaTGkAngtbKyhVLrqKZNlkPc+7yquJvwG6AWGMqElAhbGSVbeOQd82u8hohCqUHVEWHKhRhKfypEAU2w75/4bT/1wrRcOPaANn6/xnagaQqvGG7ygwVRGc7z3uyfar4i5KtGr3l5QLMA5tzgArolZ/L5TYjV7QpGAonjPQysV9JTvZ2YB1ZPVmCsqAb0rjITcT5zEM8XvZ5DYsEuVKrRjAID9Z+5Smh0lotGtPdj0LNQj/I4EkPa1Snr9Vls4h2hA9RxIN7W83YKjKvTT3wPN6gPyHFCHkhYiUhsP6EKIiKilG0wrNGH74WHtzdnlXpQe7rYWt/bk9s/Et/9/YDAYDAaDwZn8ASGvjyIxFVstAAAAAElFTkSuQmCC) 3 21, auto;}
}
div.testarea{
animation:rwdcur183338 3.5833333333333s linear infinite forwards;
}