@keyframes rwdcur101076 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC8UlEQVRYhdWWTUiUURSGn+86MyaNDpWZmZmNaIP2S4Rofy5TQ4MSJVMrjBSqhQW1iIgIISLTTUpKtQlqU4to06pVLoOoVRAhBdEvM6M2k/Pd0yJn0Cl17jQTdFb3Hg7vec97z73nwn9qMnPTPzIg8b6U2/qaTQLI9eF+WbfDJ4BcOdsVTSoVlRvs6Pr6cH/KCUUBpWL3RjlZWy6+ygoZ6iwUQHr2lYqvstwGpLTaZ6c6eYxEb9NaAaSvtVTO7C37pUKzN0buXKNP6mp8RtUrEwbvvkwy0FFCz93XbC38zunaleS5pwC4fGAV/uBn6taMm0BiGcTKYHORzl6i1Sd/CATyPIqIVoyH4NukjXeZQiMcuvkxYWwTBazu+2NKa4hoB2tys8hyOlFK8XXCpjzfxSKX0yg5gMOAAABZmRrvckFbU4CQoSzKCxTaimB4okmZPDpfL4CM+/3y4ESu3OvKi+2fXD1ufP2MKY+HfwDg9ngABzItotvj4YM/rE3xTJoQQO53FxIMKRa7IixyRghHLJSlCIScuDNtWobeG+EaK/A1nEnn7TFEwaTtIKQzsLHovD3Gu8DiWWQTwTNuQpfjO/1tXg4Ovpnlv9BURkFOMD5cWEAN0yMAkIEjxdoSCwdaRWyFZGhtYXHqzls1jSn1W4p5/Pzt3+T5PXHcWtr3rLOP1ZZE3/7YYOrctUKO1uQldCMS7YH45HTsLsKdEaB6ZWAmhvS0bNWupV5uPTV7kBYkcLYxXwDZs61YLjYUxgbQydrl9qWmEgGktyFbGrbnp28anm9eLb37V82Se6AjN9y+M+ZL+8ckPoGMtBbZfYc3p/9H9CcyQy1F9o22xJptLjN+B2ZaUKbUizf2woHzmPFTHF10121hIhQmGNJ4V7i49vBFUrjGBEZHn80bUFVVnV4CgUBg3oCcnJz0Ekg1blKzYC4VTKuHJP9Qr169TMiXiCWlAEC8CtPVG2Mmo4AFsyuesTYuKNlpNVczpmz6/TP7Cc2oMCeTII5qAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur101076 1.6s linear infinite forwards;
}
