@keyframes rwdcur171149 {
0%,1.5666666666667%,100% {cursor:url(data:image/png;base64,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) 3 4, auto;}
1.6666666666667%,3.2333333333333% {cursor:url(data:image/png;base64,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) 3 4, auto;}
3.3333333333333%,4.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
5%,6.5666666666667% {cursor:url(data:image/png;base64,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) 3 4, auto;}
6.6666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 3 4, auto;}
8.3333333333333%,9.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
10%,11.566666666667% {cursor:url(data:image/png;base64,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) 3 4, auto;}
11.666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 3 4, auto;}
13.333333333333%,14.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
15%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 4, auto;}
16.666666666667%,18.233333333333% {cursor:url(data:image/png;base64,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) 3 4, auto;}
18.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
20%,21.566666666667% {cursor:url(data:image/png;base64,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) 3 4, auto;}
21.666666666667%,23.233333333333% {cursor:url(data:image/png;base64,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) 3 4, auto;}
23.333333333333%,24.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
25%,26.566666666667% {cursor:url(data:image/png;base64,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) 3 4, auto;}
26.666666666667%,28.233333333333% {cursor:url(data:image/png;base64,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) 3 4, auto;}
28.333333333333%,29.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
30%,31.566666666667% {cursor:url(data:image/png;base64,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) 3 4, auto;}
31.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD40lEQVRYheWXW4iVVRTHf/v7jjOjkVAPWkgPQTAW0oVAifKpFynLGkWKTEWCjHqJHnpSISr0oehCiJfKMEnoIiIj+BAFRdCjRppGBoL1UJJzOXPO9+291r+HM44evzlnvMz00nrabNblt9bee+294f8uYaYcv73qB5mPUXoDcIRjamI+RmHn2Xb4lQBQmykAFDFFwJASFiJSianAfGxCrQ3g6aUPq5O/z777etJq7V8bVXqDpg1hXqf0Oq4mD947B7cap87+hQBXwAQL5vXRtF6Onlmt0obaAeYvvIOBZ9Zy+uTfE3NHPn2vY3CAEAKQEUKGEChhKsF7SBQkNXFFwEnewN0xHyN5g6hm9yWYLPgbTx7S7Gwus/KbmVObxwP3BGA2J87UKdXDgnk3krzG7sFfKVUn2tAEhHmD5GMU9g/f/HKo+x7omLmEYwjDVFycxhEJGw8UKXG1KhBtBB9f/1YVygm7SQEmzfyJgyLk9C9+lBAgO/szvXlg9+CfhJDRsHM00zlKO0dpo3z847o2+40rP5Epsuur59rmKwDbN23usOYBZBeKQFKdXL0kQY0+JBvPMmJqVKyjjyFSZb4CMGnmQP+SxwBYeFcL4CSLoQZvvhu69pKNA3tUapQPD7wwqV4bwDu7dnRwdvF0moGPj5N1C90Sx9rsL5eO9G+t/FZNG6F/yXIA+u9sZX7suJGsYP3mG7pm/uKq/Uoq2PHluq56HU9BIEMkBCQ5ybPW2Aqk2M1nSxTRFXT6KVpxoPH7ASTjWHoEyVi/ZW5Xry+vPqKkOu9/PnBF98wUAEJyEpGgEqm6iy8Xx7maO64CsG3giPLQw9L75lKmxI7BE5gX7Nt1U1evW9b+psLOs3Xf/Vd1w1YATJFAhivhJMwLEs0pHUmJ/Bou14qFZEQ1Of3HMIWNYCqIGu3oYOPKvZpdu4XX9vZf09uiWgGaBHJMs5AiSU2SdQYQzsXOMA0A8iYCbpvfR2FO9GGij1QMn338dWVZ35Tn/KoBSm8gnGg9JBslep3SqxVQmAXk1xO7HWDT8p0SxkN39+KKbB88jqvg8E872zJcs2KrAoG9B1+dlvfkBECpOlIieiKpQbIRRLXZBwK1rGc6YrcDpDSCK3Lq7DCmkqQxsktKvGbFVjGNmVcASh/CMZLnGCXmBWR9l6gG8nD9a94RINowCiLRS5AQTiDj+YE9ihrlowMvzcgfIrswSGrg473eQ4CQEcioZX3koXcmYgOXVMBVkiFuv3UOAfj+aB1CxgdfPDVjv6c2ACFCyMnJIdQIZMzgz62zLFu0QcsWbej8hppmqXTCEML4b+e/kX8BOPJBxMHetL8AAAAASUVORK5CYII=) 3 4, auto;}
33.333333333333%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEAklEQVRYheWXTWhdVRDHf+fc9/LSNrjRokawIqLSLqoU6UKkflEXQktSsmgjIkrVRZUudWGhUIsLBS0NoU1b8AMrtjGItiIoIi4VgjZCU0GwHyi2SpvkvXfvPWdmXLz49OV9JK3Jyv9bPDh3zsx/zsyZmQP/d7ilUry374SJVQlyhaAV1AJqGVEq5DrF0BdvOYDCUhFQy2sGLUO0jGiGaEqwCmJpXa6BwNYHHrF2Co9+82XL0zq87Tcr+h4yuUwaL5Hpn2QyxYa1JXKFyQtXyEWJGhEzVt28ArSL0+cft9ymGwncePcd9A8+yc+Tl+prn7+3r61xgKhVvO/GEJRAtByxKpkKUctEmSZoGdEUJWLaBYBzBbwVOoeglfFXN4+aOiNxyyj5Hu6/p8Ty4jImz5WpxITelT1kkjF84keCzhBkmiBTRBdrhr8Hb46vTn/cOQfaeS5EzAJgBEuIWiZIT+0ELCdalaAVolYQraKWYSjODHOORB34Yl1fSwItPd/0oeEct6/vJ5Mczn1K4o0DJ07TXbgIOMr5earxd1L5g9HxPQ37n+7bZ+A4MvZCw3oTgeFXdrX0PLiAwwgSQXOipoAjlwyPx/vSrNcVVNO524Ei3iVNq00E5hrfvfmogbBqXR+YcNfqLsS6mNCHEFfi8MGVHWvJc1veMUM5OPpUS7kGAm+OHGghZJjV4m5EgoAY5DqDd608nWuggBA7fG+DN7Z8bZlMceu6jQStcufq6wA4NfELUSrs2LO6o+c7BsbMiAwdG+go59t9MAsoglhELCUqBIFcpsl1upNOABKK+AUU2rYSueWYBfKzxwlymR/io4hW2Ln3vo4evTw4bkGmeP2DDQvqM20JmGUYEdW01kx0mmjVeRUmvoTMVruFoInl7k3vGiY8eO8NiOXs/+Q70niRkxMjHT16adu3trzYy663b7mqDtt0AtFSxAK5zmAWEC0TrLwAVQq07WULJyCaEi3lzIUAJkTL2xSWGrb3H7Lu5Hpee3/9Nc0WTQRymUK0QpASDl+r5db+HhuGWrgW2x0IkNF7UxcJrvZzzblaq+1w6KPt/2mqapEDFVQzTLsRX8K5BO+KrfYuCuoEnn/4WTNnbFi7DChx+LOzFPwKTp4aadHV4MjYi4syT9YJRKvgSKhlsgM8rmWhVMyuPtvnJSCWkViBn34t412Cn43/33imb7+ZZRwZ27mok3SdgKHgErwrkFAAV2RunQomi2m7kUBCLdE8hX9lvbJj4JiJZgyPPrEkb4h6kB0OXDL7X5g1L7Pz39Lhn2voSzgct/WWcK4bxkFNGDq+bcleTw0EalYMTDBysIiy+DGfFxvXbLXH1gwu3j2bB82VUDK8X7InYxP+AuAZMJ2zE/uLAAAAAElFTkSuQmCC) 3 4, auto;}
35%,36.566666666667% {cursor:url(data:image/png;base64,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) 3 4, auto;}
36.666666666667%,38.233333333333% {cursor:url(data:image/png;base64,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) 3 4, auto;}
38.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
40%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 4, auto;}
41.666666666667%,43.233333333333% {cursor:url(data:image/png;base64,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) 3 4, auto;}
43.333333333333%,44.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
45%,46.566666666667% {cursor:url(data:image/png;base64,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) 3 4, auto;}
46.666666666667%,48.233333333333% {cursor:url(data:image/png;base64,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) 3 4, auto;}
48.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
50%,51.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyElEQVRYheWXTWhcVRTHf/feNzOZBAsN1LZuhJiFINGIkLrwI6ErNUqVhLaERIpxqSC2Lgp2I0hRsKUgIgppUdRFFgZixw8UrEsXBa1KQCNSiR8oEtQ2M+/d+3cxH2bmvZnENLPy/3b3nXfO/3/ufeecC/93mG45nh2bVsHtpBhdTzG3hx63iziscjX5lUqyyqkPnzMAtlsEjHEgEUIZH9bwWiMoQSEmKG7YRes/Onz3frVz+PZnH2dm68johAIBR4QlwtgCBhi7fSfW9LDyi6UQiWIkpAJ7dvVTDoaln47Iq9xMYPfNgzwyNcPy0m+NtQ/ePNM2OIA1BZxCTXaEAYSIFeMUiJXDhb+IQx+RybNeoUHNBFqRFXx29LCs7SVvdyDEXbdFxCrzw8oVAG68oReAufPfI0TOXkch+pu+yJNzOygnv1P2f/D+pbnOZ6CtcpvHYjHG4mwBawvYJjcBFBNUxqtMUJkQKnit1WS7JneZGcgK/tjoIVnbw8DIFM5EuB8/wZkCZ0vLVPwqUkLAo4sJwnNh6aOm75+YfFd9ub2cfGtf03qKwCvPnshUbnBYIiIsYKqPqSqXPJ4KCjHVExBSooLKBCWp9RSB1uCPjj4sg+OmkSki18vQLbdigG9ML5g8pXPDHWvJofHjKkT9vDx/MNOuicDp115NGTlyWBwY01Ce4EmoEGnjMhJIkHzb923Zz9z7kCJTZHBkGoChoWEi08Olr74GxRw7ub+j8snxpyV55t873dGurQSDw5qoWtEAEIkqSDGJyp181qzFZip92zpQDxwuLxLCGl/W1o+/MN7R68T4U0KB+cWXNtVn2hJwOKq1ylNVfxW7md7lY7Ad61sTUh5nRw/LEzM23A/Gcra0glfMp0ulDfb8qKRkwz1vRSbVQCChAjK1Lpb+r1thsMj89+6eIhDwSAnLK38iRKIks7DUMXPgRRnBuYVjW5otUgS8ynhVSAiggIjpdJolYc3m93xDAkExImZgd5FA4MLFGDICHHzwhAyGNxaeuaapKp0BYhRiYqrVK+CxGWOKQVva87SfGqbveUAiMDrcR0UV5kqXQZ7Pv/uiKcrk+FE58ryz+Py2zJONDARihJBCtYopgYzTL9rX9WsiIBLA8u3PV6pttSX4xP1PCmOZXzy1rZN0oxcEHyMloLZzKdDp3dbQdAgVfC3IvyIP3Pe4HHnmz5/pyh0isxvWJx2od7XtV15H6jcc2FskaWRBLJRe79rtCdZloF5uqzMPYLp2aeqMOwdHtG/wju7lvAUZMg2u831lW/EP57GnW07jGoIAAAAASUVORK5CYII=) 3 4, auto;}
51.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 3 4, auto;}
53.333333333333%,54.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
55%,56.566666666667% {cursor:url(data:image/png;base64,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) 3 4, auto;}
56.666666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 4, auto;}
58.333333333333%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADdElEQVRYheWWTWhcZRSGn/fcb3764yZCgxQRMRahWZRgFfKjwW4TtKLTxBZdKAjdS0BJFVqECop0oYhUpLa0XakkWK0I0kBxqWCRShWiYopYxEWgTTL3uLgzdzIzd26nxunGFy5z753vnvOe93znfAf+71CvDD8z9qijAASkCICIQNn6KIdtHPvyDQFYrwigAiAMI/IkTseJqRL7arosrP9memyPd7J3euGrTLWeG9/ruFPQZlBgNf6bVV/msV13ArB4NW5av2P7HZTCVpauveJbwvZmAv0PDPDk/mf5+fKf6bsvTh7r6BzA4xVQhONECpiKmN8AGUmGGwTqCrjHuFcBbybQiizn06OPuANmZQJFxof6EMZvSyIKW7l722ZW4jLHzy2m30QYVRxwFr5bphSWOX/pZP4eyI3cHYhxHBAigIQQpoC1mE2c11Wo4utUyVQgy3llZNgjFRjYXQFg7ffzBC9x4vMlnIiIEoVohdjXuFH9i4s/Xmj6fmriZQc4M/960/s2Au/OHuoQudeuBHKBICaQ5Dr5X0RkVreyxW4j0Or8qdGHHODeBysEFRgc3IVjXLJNBBW5cPZAbi/ZNzHjInBm7kjmuiYCb7//Xq4xIVz1iLtDokjH6u5saWpkzAHu2f0EYAzu3ElBZb7/4QrgHHnz+VwW05Oz7l5ty3krcssQwGsdDQWQESlCXSgghVqV5KMjAbMC7jH6dR6AyxhS4PBbL+Z6f2HvO+7A8Y8PdpWnzgrIUNrNPInZq93YxFTsah1k7IF9I6NuCuwZ6gfEB58tAs7FK9/kRnTg8aNuMk588tItnbBtxSlUi7zGTz07sYGMFEgCGT9dvY6RnONOZ+n3T77mZpv46NOZf8U0oz0p/XH3GoG83WxdVUUntCngnmy4+/rLAHz9bTbPem8/NXdoQznKqALHfa3xqAjzuG2VqYR1Uec3Q8r+6dGHPfICY0N9FDA+PPcHWGg71SoTM24qdOztt4pU22RaWUvv89K6kZy3Yl0KYlzil6XrJN6b816ZmHEBZ+eP/qd12SDgNKKWahNOg4Td/NjYIAFZMmRAOlQIY2py1gWcnjvck46UEjA3UtktuTeMiPYZrycEREDAwF1bkIossIxknJp7tae9eB2Buh+rPdVmgNuN4ftHfHjH+MY7TJdoT66i9BC6HfgH1XoLVwuJ3ukAAAAASUVORK5CYII=) 3 4, auto;}
60%,61.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADg0lEQVRYheWXS4gcVRSGv3PurUpMXDggRJJFwMQHjKKCEczYI0zcCMmIomHyxMfCle4kYjBZ+IAEQnwsjIrjIg2CC82oGF1EGSYE3PmKmDCIhpAoBDQRg6an7nFR1a+px/QwPW48TdFdt07f8//n3nv+U/B/N1msibcN328OJYghloYJYnhilugAb335rgDoYgFABCNglmBiWDZsJBhJy813/mdLbYNRYu9NHSvM1s57R03E4/B4XY7gaYQ/WH9bDJYw/dtlvMVIluzVK5dylV7DuQtP2vJoVTeAFTev5aFtO/np1IXW2Of110qDp0R99z0KOMCyi+xbsucCFjAMs9ANYLYVBd9aGzFEAcERM3L7tQjw8/l/UF3CDasGuBIiDn3yPUZoBXV4QJj8+ncivcSxH49U74FS5tIckuzTJBk6AmqWibYnCCLpZR2zFmagKPjmobtNibh+3RZAsDOfoqK889kZLEu5J+b4t3+RWIPjp7/oztymveZwHP54T9d4LgNvPL+nkLniUwYoTtLfKXPLWBpGIFiC4nKkFIdpnBvPZWB28LGhmgGsvmszMY7BwVsAOGkJgjL5/qOVtWRs43MmElGfxbwNrMNeefvNnJNI6hKjdO7sjG9V7DSAxPiCjLTmL3uwdXiDgbDmzkfAZhgcvBXDOPnDKRDHiweeqGT++IOv25XkEvWPdlf6VVTC9PCY+BbORAzpgTWkzFXyaz7bKusAKDNnJ7DQ4DsCDYz9B5+ak3ksV3Pog8d60plKLVA0427MUFql8ya9S0wO5dhQzdSlFQ6E8aNnwRqcmP5qDuavGgjjHz49L4UthGrWVCvLKl8vc/bq122Fe8BCwvSvl9vBK1K6Y9MLprp03sybVrFYAWkuu5TvVdMIlfJzPpeVzrzmumUIjikuFm6/7aMvG+KoT+xaUFdVACDVbkFABMEXp0m0rQf9APDwPesMoHbHABGO8aPnQBwnTk92a8PG3eYkpj7xbF/6yRYANYeJZdwdiBaqmpe4S+v7BwBPsIRfzv+NaCBtK9qBdoy+ZFiS0/O+AUgDZreigLaUEMg0of9NdAuAqMfCDIhDLG2qEMf2B/aZiHL4yDOL8g7RBiAOURCNcOZRafd1rkLP+wcAj4mwdsUy0Iipb/5ETBd8znsG4PCE7OyDpufcFu/FqdTW3zRiwzfeNw/tXZjlKLr/mPW/1+oUr8qgj/8AAAAASUVORK5CYII=) 3 4, auto;}
61.666666666667%,63.233333333333% {cursor:url(data:image/png;base64,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) 3 4, auto;}
63.333333333333%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADo0lEQVRYheWX34tVVRTHP9+9z7mO01DRS+lLTlgUJST2g3J0JqqHQKsJqRnHCTKhB1+iHnqICsmCAiOEkqicrNBSoglFHSQYsX+gNBkfDCSlQSISpHTuOXv1cM7c5sw9986MzfWldblw2Kyzv9/1XWuvvQ78302t2njTQwN2OVwAM4QAIVfJnxxDo/sEELWKgCPCExOoAiB5PB6HL/gVCPSvetgabbjn2Pelag12rzGnmEkxY7UTuQ56ll/HpbSN0+f+AHk8EV4Vbl58DQBnzvdZm7+hSODG25fy1MCz/HLq99rayJfbG4IDYAGwWoTkVKQYT4wUIXmceaZmXBgBa56CMvD+rh6Ti5FisITu5dfj1cbZ8cytc3EHsWtn1+FxJpILVO0iznLpXYQ7fhEMjpz8unkNNIrcLEV5pI4IcHmRTTEpqwG3gJBWQWA4HAJFhdIvJVAG3rdylQEsue8ZIlXQ2RHAMXToHJEW4NUGOEZ//JPIdzByYlfh/cEn3rVYFXYOv1hYryOw47XXm+d8Uok8bpcrIDmcfLkiQAVhJbvWEZgOvn71owaBzhW9BGDZnctwqjDmFiLEsb0bmpLd1LvDzP7i0+GXS/0KBN7/+KMSJyNrHcJBLbrJ+Gc0eULDw92kCPu7uk0u5pZ7+wG4647bAOP4yTFQxNZtG5tGvnndHkMxH+xb19SvIQEzq2VSOMxVsjMvP6v+bRaQwox+DQlIOcyvBwHHz4AR2Lrt+ab4L/R+YmB8+M3ArO6Zxo1IWY6V5zlSTGDmiAKBQDob7Axm+sLTKx8wR8QjK24CIj47fB4vx9FTR5pGtLF3uxmeoW83z+mGrVNAuFr0yOfdy5e8Os0sQXOCbkgg+50ev0REQPKoSaaee/I9q1qVncMvXdFsUXKQBXK4/NRnKjQmULVqfiNemdUrIIfk6VzUjlOFH376u5TnhrVvmuT44rtX/tNUVU/ARYDPI/e1UzDdEisnNlersR9Y/ZgJ6Ln7WlDM54fGca7C6NjB4t2wdosFu8xXB96el3mypsDkrYY8SHkjqscIJPOBW0JA2eOZ36qQD5I2pfEMPv6WpZawe/8b8zpJF5IoRaB/lzSlo6U2UZtw59MKRZgNkcIskFiKDPrWvGpg7N6/pSXfEAUFjICZkZJgJIT830qrKWAYgcCSRQuxEBgNE4DYe+Cdln09wRQFzFKCTWCWECwhpUo2DV1le/DWLrt/6T1XDbm0lZVNta2yfwBdbySkPnm1TAAAAABJRU5ErkJggg==) 3 4, auto;}
65%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 4, auto;}
66.666666666667%,68.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyUlEQVRYheWXS2icVRTHf+fc787kWUXBR1eSKooNIoEsnRS06qLNqKi0iUkRxUUrFDciWruLaHUhbny0MYgRu2qsSOoTCYILF6K0ioVW6qvtQiou1CQz9x4X39dJJjP5TNLMyj8MA/e795z//9x7zzkX/u+QVhnec8deS7SLaHPMhz8JVMCqYAYiHPp8UgCSVhGAVJ2SICKpYwsYETOrzakjsPO2222pkYt494vPmkbr4S0PGIDD41wHagmIY0vflXhp58y5WWbDHJUQMIPrri0CcPr83YaFegJX33Q99w2P8uPJ32tjH02+sqxzAEVTraJggqgH0UxpwKxKtCrRKgSpUEUwcQgRRPK3oJnzodJdpjgEwWk7A31XAfDTuTkSbadnYzegTBz7BYdHUGbDH8yHC5gFAESEmZOfSCpgFc4BnHgUQUQz9aDiUuU1BGKsEGweIyLZaVjAgtmmEWjmfNfAPWZENvU/mLr4dRpPkbeOnU0PGaBSYOabC0SMj7+brFs/PDhmIf7N4Q/G6sYbCLz67P6mykUccPEXcaYgaSQEIVogUsGk+Tl2koAUGsYbCCx1PlraZqIFbugfRhBu7N0MwPcUceL59HA5N5c8eu9rJuI5eOSRpvPqCLx88PWmyh0JIp7FeyeAWSXPdzZRcTlnfdkvQ6Wt5ijQ078DL21s7u1FUY6f+BaL8+x76f5c5aPlF8yJ59CRx3LnLUtASZDstCMu1S4KZlSlmmczNaxt5Fyy/yYgaHrwfp4mSMKJzNjTL+bv+UODz5nXdt6c2ruiOpNDgFRxDRGWTdSL1omisvIS08By10DZzAKlvitIKDDx4W+AMPPDdK6ikcExM3FMHn1qVRW2gapIkmUviIS0hK4E4tO7vko0rFAcEThz9h8AglVzm4Yd2/dZop28ffTJNfUWDQQs2+gq8yCWRiEHDk8ixbX4bk4gEohWpeeaTgBmYgXqCk2Koe37TaTIO+8/c0ldVWME4hyRKsEqWegNLDYu1G6cNub2NRMYLt1pRqR06wYg8Mb0acD46tTXdQpHygcsEc/Ee0+sSz9ZIxCtminNmgak6bX32omXjvXwXU+ArIU6df4vRBxKwuLMM1o+YF67GJ/ava6ddNOLK6Zph2MLNyDRdrx2rafvpQSk9u9IUDyiBUbKz1tBuxmf2tOSN0SNgEgCElASVDxeOwBHQbso6OWt8F1PQPFEhU0buynoZXx5PG02x6ceb9nrqY6A0zbUPF468bqBggute7flYevNO23bLbtXUHjXBw0tS6IduEvI7avFv/kJOeOd/Ra7AAAAAElFTkSuQmCC) 3 4, auto;}
68.333333333333%,69.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
70%,71.566666666667% {cursor:url(data:image/png;base64,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) 3 4, auto;}
71.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEA0lEQVRYheWXXYhVVRTHf2vtfc49d7ozGpGFVCT2YEyBCfliDuVQFD3YTEyp0zeSREFQQSIUFEFo0ScRGZrGhIUxaj1oRWD0EvSQQSi+FCiSRlg95My99+y9erjXK9f7MTp6n/o/7rP2Wv//XmvtvQ783yG9crz2tgdNxKEoXvtJ3RwEIVgFJeHNr18WAN8rAiKCikMtwUmBRPsQSfHkmMWGXROB1cuHrZPDHd9/2/a0xofuMMGj4hHxgOEpMHzTPEQzjh43Uh0g85fjtMDV84xgZY6ceMUisZnAFYuuY3T8IX49/Gdj7auJdzoGBzAiEBEEQVEUkQTVjERLZOrwrkSiJZxmOK0SQ5VgVaKVu6egXfCHbx0xizmRnEiVFYsvA3EcPW54KXLt/BKJZny87ySpD3jpIxElcQ6VAuX4F+XwN5//9FL3Guik3GIF6mprNaxQV66akWoJp0USJ6Q6gJMCKgkQwXLMcrBqw19bAu2Cjw/dZYqycOlqAPIje4A+tu/7AxWP1xKpKj/8onjN2XVgU9P+9Wt+NBHHq58saVpvIfD+Cy92yHnA5PSygChgqNSq3GsfiRvAaxGRrHW3lcFa3bYQODv4qmXLTdWz4Ob7UDyDgzcgknJQMgTlu89Gut4lz63ab7lVeG3HLW3tmgi89eEHbY1qvVnra8GDOJxk9dx2RyX8ixA7fu9YhGuGhi2GCguW3o/HMTh4I14yDh08jNcSGzbd3VX502NfGhhv7+xu16UNBRFFEUwTXL23vfaTuFI3nwDkTHP67GZFQFBQTzi2F0/GIand5+s33tlV0ZNjO82syns7x87pnelCwCN4PAW8FkndAP4clIc4RTwH5WfinIVVy4bMuQLDS65CcWzb9zuJ9vPNwU+7Klo3us0MY/Pko+f1wracgLoEweMkw0uhdptpcUZHuU0RCecTuz0BL32oFDh2wpNoRuL6UUk7Olg3utWqdootu56Y1WzRQiCREiopqevH6yWodq/mYBWYhfLOBNwAgmfh/EtJpMj+AycJsdyy8fHRjwwCmyfXXtBU1YbAXMRire/xgNTf/GbkTGPnUe0zEnjq9mcsc3MZWjyHSM6WvUdwOHb//HqTwsdG3jUwtk7OLucdCXgpIlLAkdaGDcuJ0prbWs4vXHkLAScpCPx2fIpK+Idgp8C0YfjAyo0GsH33sxd1km4QMCLEKtFqQ2MeT9WnnjpiuSczfINAsIBZIFhCsJwQywjCI/e8YXmcZuKLDT35h2gQiDZNIJJbgWgVolURhNyqtTmuRzhzAnEas8A1VxbJY0K0Kogxsef5nv09NRGIVIlSgVjBrIKRQ+w8yfQMw9ffaysWrbx4fTYD9OwFs3ARu3xm/AdiEW6rCvRljwAAAABJRU5ErkJggg==) 3 4, auto;}
73.333333333333%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+0lEQVRYheWXXYjUVRTAf+fc/8fs7MyqD7KSiJBlQrBkpA+Ra7hYVIooRS272Af1UEtFRPQQK31QVE8lgWiQtErZh2SoVGIQ+F5QYOlDUZYWRFCk7H/mf+/pYcZlx5n/uNpuL53Hy7nn/M7HPfde+L+LzJXhh4fGLHHzSLQX5yqk2kesVer2N5n/k5cPPy4A0VwBxNpL4qpEWkYkRoBccswMMz+l1wIwvGbIigy+e+zzjtkaHbzdFCXSHmLtw2mZSMrccsNSEjefn371gCES4yRiSX+FyTzj258fM29ZK0D/iqvYMrKV70/8PrX22d7thc4BFEU1wUkJp2US7SPSEk5SFAfkAFjIyKWOD45gNbxleKt1L0En51sH7zCRCMQhCOtWLsRJiVO/KSW3gOWLFyIS8/anZzBNUROMHDOPiBLMU/N/cPibnd17oDByUVQSHA2IRCuoq5A6JdYKTnsIzRpbqOEJeHLMcsQcIq64B7o5Hxlcb0rCslUjxFLCfjlCJCUmjvxFJDUiLYHkHPv6LAHj/S/HW/aP3fWhCcobH2xpWW8D2DG+raDmDqcpsfTgXAXnFuAkJXGKNrMBUG9Ge6GEkCFNna4AFzofvmmtiSZcvXqESHoZGFhN4vo4GS9GNOHAxJVdZ8kjd75jZp4d+0c66rUAvPbmzjYl0QRHgpMeIq2QaC+x9qCSMJM5llu9q15hE44O3mYqMctW3Y1KiZUDN5K6Kt8d/wHVMmPPL+vq/cHNOy0Q2LX/3q56hQBOGmc7liqqKbFWibUXJykm2s0mAIEaUDjXLg4QSZlYq+jpL1CJORH147TM2AvLu0b0wObtBvDWR4/O6J4pBIhdlUQXkGoJQabm+cUkt4xI4pn47gzw0Lr7TFCGrr+C1M1n9yenyK3OwT3XdvU/uulVA2PiwFOXdMO2ASQ6DzAiLeNIUIk4P8+7S0A6nP9LBkh1Hp46P56pEclZPB4LWaGB+ze/bvUwyd6Pn76st0VbOztNESIg4KnjrU5uk8UWLGcm3V4k7U2oCRImWbIoAhFCmOw4Wkc3vWIC7D7w5L96VbUDhBo5Gbl5MPBhEm+dS3D5cXcAeOLWZ00w1lxXIQueXYeOYxhHj7/XeitufM4UYc9l1rwQwKxRbx/OEaxGsDpmoW2DtwwkmQ3frQDeauThHCdPQ7CsATDt+N2z4RkDY9+hl2b1JT0tAzmBjGBRM/qcYLVpqobNStWLAPCNElgGZhiBQM7wxnFzxOw9uG1O/hDTMuAh1LFwfqkRsVkgyOxH3gYQmhEvXRSBRPBV45jtO/TinP2eYNokFGjW2IBm9097vf5nsvaa9Xbzig1zl/MLpO0uCGZYS/fPrfwDipSVhmkm1PsAAAAASUVORK5CYII=) 3 4, auto;}
75%,76.566666666667% {cursor:url(data:image/png;base64,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) 3 4, auto;}
76.666666666667%,78.233333333333% {cursor:url(data:image/png;base64,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) 3 4, auto;}
78.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
80%,81.566666666667% {cursor:url(data:image/png;base64,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) 3 4, auto;}
81.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 4, auto;}
83.333333333333%,84.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
85%,86.566666666667% {cursor:url(data:image/png;base64,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) 3 4, auto;}
86.666666666667%,88.233333333333% {cursor:url(data:image/png;base64,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) 3 4, auto;}
88.333333333333%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjklEQVRYheWXTWgdZRSGn/d83+TW0kUXokYXFtKF1VKMoqC0tRIKghEkjSFtUasLQVzpQrCgi1Zc+YdQRCwiEmkxuLEB24Bgq7gTIpRiRbQFW+oPKBaiTe/McTGTmzuZuTeJ5q58Z3PncO533vP/DfzfoV4d/Oj2Bz2TA+BAdGF2DZGEJnO8//nHAoi9IiAFgqd4m8zJKnolAru3DXlFo8CRLz6rjdbovYNuWkNQH2YNjARTwtDgdcxxhfMXZ1u6poSB/nUA/HjpAQ/eKBO4/paNjOx9jB/O/taSnZh4q6Px/NSIeUAWEQEhUK5uWEnV2+IhMpysewrqjO+6Z4ubNQisAWDb4HoigXO/ONETNty4loQGh49fQD6He5OmAM8IJJz85g/AOfnttHKSKzCeUzdERBaQjIARFJGL+ZrOPfXiXeD5e0YGnpaOq41AnfHdW7d75ikb7hrBlOAXphHGB5/+nBuxBMOwmYiZcarwcB7jwy84iKNTr5TkFQJvv/hSredSxGSgBGGIpMi3FR4u5Ni9WstN5ggkFXmFwGLj41vvczxj4O49gLh100YAzthahPHVR/u6zpLx4f0OVDyfR6kG3nz3nYpSsAaSIQJBeYtZkWupYwm1ofus69gFTw094e4ZN92xk2Y2y+bbthAUmTn9NWR/cfCNZ5b0XAocOXawq15HF0Qk0EdQAxRbUmEsa4LLiDU5X4yOETDPW42fTkD6O2eUF92B17rnfGz4eTciR4+9vKw90zkCFkGhyHkoKnzpM4UhheXYLvQX4ckdY94X1nP/nf0I4/DUd/yd/sqps9NdrY8OP+siMDn16oo2bE0EhDstL2QBLXNp2r9YrjX/cCDl3MVZKMJpXUK6VJ+vmIAXzzzEwoyvw0ryvSwCOYWMm/sbSBFmVGtkdPg5D/Qt2edLoVIDDrin+dYqZrqoEgg0auUrRYv94ztGHGDo9muREiam/0RKOH76vZKHex864FJk4pP9q3KfbIuAt/1KcW+WZC3Gim2T8b+jdZJ7ijC+v3QZIyEjay0dgH0Pv+5X08ur5nmFAJ7lnmcJLgGOtGArqEFTV1bTdpmAFHG/ml+5FIAmRuDpXR+6WcKhybGefEMspIB0Yfa7tfrfrK/YgL1BWwocWcLADevAIl+ebgJwaPKRnn09lQhIgUDML5eKxb2vd553xNCmUd+5eU/HL6TVRsVFycB7GvUS/gGYiRdXvs5yOAAAAABJRU5ErkJggg==) 3 4, auto;}
90%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 4, auto;}
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93.333333333333%,94.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
95%,96.566666666667% {cursor:url(data:image/png;base64,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) 3 4, auto;}
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98.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
}
div.testarea{
animation:rwdcur171149 3s linear infinite forwards;
}
