@keyframes rwdcur44450 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHmUlEQVRYhXXXW4xV1RkH8N/e5zA3zowDDhdBQFFRrAUxpGLq7UV9qLE2Gh5K1Icmxpe2D5o0GmObShosaZs0mlQbQ0y1trZJow81JtKm1kti6h1UpiMIDKgM4GFmz33OXn1Y68w5iF3Jzjl777W/y//7f5eVTewQTNJ4kWwJlZuQo6SxGzV0UrmSfDUqlAcphzCOBuUfa0BPobods5iL+8Lb5tctgSNH2DdYmX+WQ5jAvpowQuN1ygOEgvx68ksxTbmHMEp5lPAl+Vqy5nV1EYVti0ZWLkUPxk5Xvnv3tA0buP22xvzzajhI+Sa+WajcRPiccJj8G1FY1sNsQThEY2+8z9eSnUU4TqiTXYbFhWwVYZysRrYQ4XTllK6/nhCo1xte3l1Rzc4nK8iWkQ2gi/Ax+RJkqJItjwaEw+RXky+P4bKEuffJujGQFHdQjlDuj89+NMvuJ6fnAa/XWbOGK6/k4osbqvnqqCQcjgrLtwj/qWl8WMjXEkbwZYx9dnYUE2bJu+Jv1oUV5JfEgJbDEZVfjEcAnnzyWCsOqgYHmZiId/39VMGpSJz8Iiyg7C00fk95VSTj3YHVq1m8mCU5AxPcdAITkT/5uZEzush62X6Q7ds/SxCGuBF06+932qo29qAemR5GIoTZBWRHCS/UrO8t3HsvHR0MDlKtUq9zw1xLSPgycWE5f55h+/ajETIVTKJJunF9fVQqzM1FLuTqTSnpyqInSnpHJ23YwIoVDAxQFDGNpqcJw5GE5X7mnuOnB/nlXu68c7hNYYf5nDaDOWXJ+DidnTEUMQRZit8xqptQ4+ovooiPP2ZoiJkZJiej8q4unEO2IO75fuD5R9pyTkjKKyjQgmt6mrdTbWg0qIaPcH7cFz6l0cMfAkuXcvG6hoULeeCBkx5+eLH16znrLC68MPr17DGO9fH880dOD6wFyasS3ZjGF+gyNNTaValQDdNkB1oPb/sbZRljft11PP74GA7ZuJFlyzhwIPLgX7jrrncjXCbF8nd2m/Lm6sBZiNlQlqebmmedrZtbAlNTcdO55/L448fFeDaMjUXFXV0xhjfc8GqCd/IrUGfOXN1YhrMVRVKcx9+qHrLV/CSjb5jR0QjzY48dbxPQb2aGzz6Lyrdtex8HsAS9CYXeZOycJrWSqmTUcsTwrV4dDRgZoZpv5rednCu+ePVVnntuLMWtKWCRV15h166jOJE8vhALk3fta+YrBixI34yjx9q1rTcDA+S/To1pwwa2bGkSKv+K9ezaNZqEL0rXwjaFre423wBMpf8zYiFq4HM9PTGUCxfGjMibMa9Wueaa59PGUYyIFaqZ02USmCd0iiS8TB5X07tKMnpMJGaTE1XMOeecyK8rrqCvj+zpp4Xh4ZiTWcb99x9L1k+L8dyThCwRCbcqwVkkhcuwsk1RTxuCzTUq1vtpO3ZcZOnSmIJvvEH1tjoPjvDOO3zwASdPLrVz52tJSR0vYJODB2+3Zs1DyevvpRDMJmVFQmfZ1yiHPpELXyoK85lw4gR5uYef/Z1//LPiqqu47DLefPPb6cNxXIzFqlU+//znKSQdYs6vEFvlcPKw4swV2kIxp1aLZbjRYP9+8vLZGrMUP2jYupXeXpYv57XXbsRiXIsRK1fGDw8d2unRRzelmBbp6k7QN/6P8iZ3Bhw/HlP9ww95+51KxCu7OrbR2yuxQ733Xqz/Dz/8XZHxFUURLX7jjcjeRx45L8HakQyoJCWn8GkyrJ7ux5MRVcPDMf2uuy6OZrn+Io5Ps5SHuHk6FpvxcY4fZ8eODfiOF19k3z727o0d8YcF9923HpencCzTYv8oDqbwnBLT8BSCdesiyp2dbNxINnaOkN96eviyVTzRab5xVCqxN3R2Ru8//ZRdE4R99H5SEcq24cBJfCAWn9o8gixFt6eeGrBiRSTiW2+Rm6gJJ5qa0+8Md4/GkalJmMlJTp7ko4/4y18rwqs1RmrG+rpleXvlm9XKkFPpWSOF4biRkcj+VavinBHH8pdq1Mg3k18WJ2PdPLg+FoxaLXper3PqVEtVtrmQ/7gw8VDDPfdkVq3KEhk70o5FbYbFHlFJSE9NReei6f2FrJfwWQuBrB9d3N7PbZ3xXFD+lzCEvm7ZtYXKzSIP8ZtF/GqGLF8klBPJkN24RFSzGtN6emLlHRqKXIoG1GvCVCIjwsk431cuiQrCSBrbC0I/zitkF7SUQ9ZHtlIKSY9QTuHW5PlCEewF6vUY0nqdY8fa2lb5EvkmwgnCIC6PB5EwmWQ04lierWtDdBpt80SzDIz1ddu6dUHqqu2rw+Ag3d1xrliypL1u7qsp/1QT9lLZRuVbZIuj0Oo1Wo3xbPNTdjmUxvGZZPieJGtFYVcH27b1+uqamuLwYTZvZtOm0xt3hPJysa40eXCEuX+LTa/EaEJoTZr6B1MDnk38aFtPZC0jnnlmDJO2bInxHxyMc+cZnSMcidCWJwnNpthAIBwVa0u9JryWzpHjhGOUr+NoOiUfjeW9acQTGXfc0Yt31Wox/fbtY+fOr0HAezXlgkJ2EWEunfuqhFP4Ih7bmkrC0TO+bjnySeJLcvF3GS+/fKPR0dae/Qcq/geDZge/iWhqBAAAAABJRU5ErkJggg==) 0 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 15, auto;}
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68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 15, auto;}
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81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 15, auto;}
}
div.testarea{
animation:rwdcur44450 2.6666666666667s linear infinite forwards;
}
