@keyframes rwdcur136927 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADv0lEQVRYhe2VT0ibdxjHP2+avMYkja/6JkYNNqZUxVmnYEFcR5GuMMQWGd2gLdRTD3G00oPQY3sY7FQPYw0lo/TQMkppD2PFm4O2B+uCKETrxkzNSE3ULItvjDHxNe8OvhbntBsUdtjygffwPr/393yfP7/f80KRIkX+b/g0zbDzXfiXxT1ABaACUSBp/JsNMmAHwn7h3WL1aRq6uAS0AuPAL28NAPgYsADfAwv7OLUBeaBON88DBqBGty/4BQG/IODTtDjQArwHHAEeGHY73Uno1q1PgTiQ2OeTBv05zlal7IAMuAA3cF7PNgDgF4QFIAj8BMQA9W11DQC9evaXfJom6k5r2OphUM9G1kUqgTQwBqzrax8CI35BGN7hx6av2YDZ/VoQ6L5z5+ziixfSzO3bvVRXBxKTkx25VGrVaLGIm9msuhaPr6YjkVW5vV12dXW1SVarfSWbXU2GQrOL4+NR57FjNVJjo/fne/fsgKv16tW+2u5uL3DBLwhj20J7BRAAekVJkkqrqmi/ds0oNTScPXjokC2vKOu5ZBKT1Uo+nVZXIxG1oKoGsywbCx6PmgyFWJ6Y8G7m8961hQWjaLeLa/H4cQD3qVNyIZfrmBoe/tqnaYNAExDe3YLtsrtaBgZ4f2iITDRKXlHIRKMc9HgobGyQjkTQCgWstbWsxWJUdXby29QUsadPMVqtpCMRSmUZU1kZcns7AKmXL8krCivh8NIHN28uVTQ3u4FvDHuJbxtyySQbmQyizYbBZGJzfZ18KkUmFqNUlikpL8cgimiqilhWhqW2FrG8HEtVFbN375JPpWjp76elv5+6nh6m/X5s1dVOZW6ubjOXE4H8zhZcAgJWt7s3E426Qg8fAmB2OBAlCYvLRSYWY2l8nMaLF1kKBjGIIq9HR3k9Ooqay1F/+jQHzGaWs1kApKYmLMAG8PvMDFavF09fn2IwmSYOlJRMAst/uQU9T578EH70qDmbSDjrz5xBlCRFCYfVssOHjaUOh6HU6TT+eOOGEnv2rGCvr+fIuXNiYmqqUNHcbFBzOVydneKvIyPrZofD4OzoEJeCwbzJbq9Iz88DJOYeP/7u/PT0V/r5y+95DY9euXJfefXqI/fJk87WwcEvgftsTbE1QATG/IJQ2LlHn/FdwBfA50AK8PgF4XnLwIBmdjgS5srK50cvX77A1qCSgeRe+m/OxCdjYxmfpq34NK1t909kP/Tp+CeqT5xY7Lh+/YFP02r+iY83tA0NfevTtM/0IfQuBN5xf5EiRYr8h/kDFrBtsJnYztgAAAAASUVORK5CYII=) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADv0lEQVRYhe2UTUjbdxjHP/+YRk3SJIbgkigaGnXS2lF2aG1ogzgKjirYTlZatg6hl/9gp516kOFBdmihBWlTlR1LpYfSF1g7a4XR0nbO4ay6wpqotfGlmQY15qVJzLNDUxaEzcJ62vKB3+Xheb7P83t4+EKePHny/N9RtkpQRcqBsE9RYm8jqIoAVAFWYOJNnSqi8ylKcnO+dgu9PmAJ+Am4nhXSADVAyKco4U3NTYAFaAA0QIUqEvulq6sduAxcV0WMQDng9ylKWpNTrFVF7KqIJad582RPz05gXhWxZ+MuwAs05tTdVkXagC+Br7O/BygFyu0eT9NQe/sn2Zg3+2o3b8AJ2ADKDx36Knj3btPeri57bHHR8+zKlc712dl1YOX75mZtzcmTzsj09FrV8eMtS2NjH5TU1tZE5+Z2RGZmQjqzWV9cWmpZ9fvnx86f9zsOHDCtBQLGnadOtVYePvwD8E3OgH/dgCpSAdjGu7s7nl2+XF+6b5/d2dCA0+tNbzMaNZOXLq382t2djAYCr6dtbNTsOHJEm0mnqWhq0ofHx5PWujqdsaJCt/L0aWLx0aNEMhJBZzKx6vdb3UePkorF1jOp1LCrpeUJsAP4IncDwYmLF7utu3Y1puJxo7utje2VlRQUFWkTS0voLBYrrw8MgKq2Nkrr60murFBktWKuri5KLC8zc/Mmi48f6/8YGdF/fOMGydVVEMHkdqOzWIyZVMqbjsf3aouLjwClBW8ERzo7ewut1o8MDkdJZHqa9KtXhEZGMLlc6O120vE4y2NjFNlseM6cYXZggODgIGa3GzIZrHV1KCJotFp+7uigoaeHaDBIeGIC+/79bKRSKBoN0RcvNL/19q6Fx8ft79XXXy3I2cCt8JMn709du+YsstmM210uAFb9fmILCwTv3UNvs6Ezm6k5cYLQ8DD+/n4MZWVEnj9nbnAQg9OJsawMRDBXV2PdvZvl0VE2Egm2GQxM+nzM378fmrxw4Ubz7duf+xQlmjsAwC2gNhoMOnUlJcaKpiYy6XT4x9OnV0NDQ+ues2fRFhfHxs6dWwtcvRoB1kNTU+sFGxux3+/ciRCPxwoKC1OFJSWJbQZDcvHhw2g6Ho+uBQJ6u8fDwoMHIY1WO/Dp6Oi3QGakszPO39Dnam19eai/X1SRz7Lmgiqiz/rAP6KKmFSROlVElw2J4+DBBRyOPlVkjyryoSqyZyudPvexYy+zxvFvWeC1r6CK1GYHqHqbwr530ByH1/td1qhQRVBF9O9CN0+ePHn+G/wJ+CqgXGE9lTIAAAAASUVORK5CYII=) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur136927 2.6666666666667s linear infinite forwards;
}
