@keyframes rwdcur74904 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 4 27, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
3%,3.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACeElEQVRYhe2Wv2sUURDHP7N7u2dxhIDZFTERCxsxp42VQe1VEMV/wE4QBCWFP0ipVomFaGMaFdKonVYWYiVWUSOmSCEiBLMroknu9i63b8ciuZB4693tJRebDGyzM28+3zcz7+3Ctv1nky1kaRrX2ir4ntOP2HV+osGR2wr4gaP3WSpVqcWmwWl3Gz50aAxRxTKGmTcX4a+2d02Aqur0RAEbsBLl3eSVBjhsrAX1oWpIqqp6bd8oOy0hr8rL6eHUOOh8CDXwbqU7VPVh/xh9BnwDj2f+DYfOKqCBfwM0TvW92n2XPhF2CAx/u4qIND3qWQVo6F0CKmhjWv3sj1JWJY9wdrY1HDpogUoF1SpCZd3rOf8OPST0qnLie3twyFYBDf1zQISKorp6sWngj4DWcEnoD29Chhs2WwskAlUEBUkACP3Ly6Iw+OHtTPAswRrsHUJiF2/2NaF/BsgDeZQ84OIHDzLDIUsF3Aq6smusCBIDGIQYLxhfFZqysqmodhTrjyNFtGLhffoAQDBwDDEOGBfUBeqPg+ICOURzeOG9loy2KmD3gLHXfEjcCI0NYsVgYkhqoEuAg+AADl74pK0NtgrQ6EIRMw+F51Nr49eVOuw/DsYBdSDJ4QUv2oJDGxVwPLDcdF948DDUbDSOwNTwv76tu9oexmaBasYH4ZdgD6/uXgF+nxwkKUNSgaQqeJNTmcF1a14BT5ZP24qg+HqRZB7MIpgSFJ51Dm61UM37IpTAHprCPC3CgsI8sCDYIxsHtxbwpQgRaBkogSyCfWrzwM0SaXmuiJuAxEAV7P2bD65b6gz8xKYgCb0DH7sGbpY49f9927atW/YH3fruovMcQ64AAAAASUVORK5CYII=) 4 27, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
8%,8.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACeElEQVRYhe2WO2gUURSGv7OTnRUMIUV2IiTRRgsxq42VQe1VEILY21mIoCaIhJRqoUmhaCFpRLBRK7GxESuxihrRQkEEUbMTRDf7NHvnt4gJiZnsIy+b/DDVOfd8/z333JmBTf1n2QayFMdNbBS869hdOk/cXxJo2Qj47gO3+F2oMFN1S4LeesP79o5iEgnn+PD8NPxz7OtpQCd3XcMDEpF4OX5uCRxWdwRzQxU3yLq44zq5KqQknrwfWC5vZUMoSdn05WXDd7pG6HAQOLj3cXBZOKygA5IUdg4Bqdjw022j5CPYYjD45UJNeNMGJGkqOINZCi0tq3fBCEWJFEb/t/pwaPIIzAxZGamCUV4Enwyu0kZEu8Th7+cbgkNzHVAY9AMlZEKaf7EpGwyDZvCJ6A6HGoY3awCsBBKGwCIAwuDsrCkcQXilKXgzycpu78OqPumvzwiD48wOYQqRAnyC7O2m4dBMB/wy+rtrEiWIHOAwqqSzY/NGY1bWNNWIY03tz6BygvTb1wBkew5iLgnOB/nA3JNE+EALphbS4c26jIZugdcGtnXBh8QvoWQZkkXwimAFIA/kMaYx8nRkbzS0wXoJKp3K4HLQ+mhiYf6iVofdh8AlQUmIWuiYfIyZrc01TKYh4cfHwj37YMZD1RK4GYLPL5DUMBxqd0BurBd+Gt7A/O4F8OtIL1ERojJEFSM9PtFIvVjV7kDaFr7yVb2UIcqBy4MrQOvDlYPrLZR7lYECeH0TuAcZmBbkgGnDG149uL6BTxkogYpAASwP3tG1A9cqpOJkBj8CqwIV8HauPXhOsTPwA49Wi2jvebNu4FqFY//fN7Wp9dIfEmvvrAKc7BQAAAAASUVORK5CYII=) 4 27, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
26%,26.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACdElEQVRYhe2WsWsUURCHv7d7u2cRxMJdhSTaaCFmtUll0D9ABSGIvZ0gCGKCqKRUC00a0ULSSMBG7bSxESuxihrRQkEEUbIropfc7V1u3xuL5MLFu9ztXnJnkx9sNbPz/WbeLG9hS/9Zqocsaca1egXvP/mAXacfNgRyvYAfOHKXpWKFaqIbgna34SOHplAiWFrz6eU5+OfYu2lAzuy/hQ1YRng9e7EBDhs7gtpSNVtkubz3NoUE8iI8+zi2Xl7HSyihd33d2P3+SXZq8DXMfB5fFw6dTUBC/ypIgoig1Jra8nz3FIsGtikY/3apJbwTAxJ554Ey0lhWPviTlETIoxj90R7eiQFElUFgbePIvH+TKgZXFMPz6eBZDUjkjwIxoqR+/BL6EyBVXAwD0bXU8KwGQMUggkJAGQAi/8KyKTR+dCMTPEuyhHtGUImL9/0FkX8KyAN5hDzg4of3MsMhywTcMrLSNVYMRgMaRYIXTi+7FFm9cOq+jpam0jiWn8MBUrbw3r8FIBw8itIOaBfEBWqPg+ACOZTk8KI7bRmpJmBvB23XXSRujCQaZSWgEzBVkCXAQeEADl40k6rBdgkSnw3QBeh7MlefX3+3Ew0cA+2AOGByeOHTVHBIMQHHA8ttHosOHoaqjSQx6Cr+11e1UOplbJUoenoIfivssdXuBeDP8SFMCUwZTEXhzc5lBtfUegKeWv7aVgwlVwJMAfQi6CL0Pe4c3O5F0W8CKII9Mod+FMCCQAFYUNgTGwe3N/AlgBikBBRBLYJ9YvPArQpJaT7ANaASoAL2vs0H19R0B35h06cMOwbfdQ3cqnDT//ctbalb+gsj4OvFSzmK+wAAAABJRU5ErkJggg==) 4 27, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
28%,28.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACeElEQVRYhe2WO2gUURSGv7OTnRUMIUV2IiTRRgsxq42VQe1VEILY21mIoCaIhJRqoUmhaCFpRLBRK7GxESuxihrRQkEEUbMTRDf7NHvnt4gJiZnsIy+b/DDVOfd8/z333JmBTf1n2QayFMdNbBS869hdOk/cXxJo2Qj47gO3+F2oMFN1S4LeesP79o5iEgnn+PD8NPxz7OtpQCd3XcMDEpF4OX5uCRxWdwRzQxU3yLq44zq5KqQknrwfWC5vZUMoSdn05WXDd7pG6HAQOLj3cXBZOKygA5IUdg4Bqdjw022j5CPYYjD45UJNeNMGJGkqOINZCi0tq3fBCEWJFEb/t/pwaPIIzAxZGamCUV4Enwyu0kZEu8Th7+cbgkNzHVAY9AMlZEKaf7EpGwyDZvCJ6A6HGoY3awCsBBKGwCIAwuDsrCkcQXilKXgzycpu78OqPumvzwiD48wOYQqRAnyC7O2m4dBMB/wy+rtrEiWIHOAwqqSzY/NGY1bWNNWIY03tz6BygvTb1wBkew5iLgnOB/nA3JNE+EALphbS4c26jIZugdcGtnXBh8QvoWQZkkXwimAFIA/kMaYx8nRkbzS0wXoJKp3K4HLQ+mhiYf6iVofdh8AlQUmIWuiYfIyZrc01TKYh4cfHwj37YMZD1RK4GYLPL5DUMBxqd0BurBd+Gt7A/O4F8OtIL1ERojJEFSM9PtFIvVjV7kDaFr7yVb2UIcqBy4MrQOvDlYPrLZR7lYECeH0TuAcZmBbkgGnDG149uL6BTxkogYpAASwP3tG1A9cqpOJkBj8CqwIV8HauPXhOsTPwA49Wi2jvebNu4FqFY//fN7Wp9dIfEmvvrAKc7BQAAAAASUVORK5CYII=) 4 27, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
31%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACeklEQVRYhe2WPWsUURSGnzOzOysYxMIZhSTaaCFmY5PKoD8gCEIQf4CVIAhigvhVqoXGRrSQNCLYqJ02NmIlVtFEtFAQQZTMiOhmPybu3DkWmw2JO/sxu2xs8sKtzrn3ee+5Z+5c2NR/lmwgS5O41kbBB4/eZ+fxhw2BzEbA9x+6w5/SMtXINATtfsPHR28hqljG8PHlKfjn2PtpQE/su4ENWLHyeu5sAxx6O4J6UyU1sp7fc5NCBDlVnn2YapbXdROq715tGrs3OMMOA56BB5+mm8Khuwqo710EjRJjz3fdohjDFoHpr+dawrsxoIF7GgjRxmX1vTdDWZUcwuT39vBuDKASgoKsX1oXvetUiXFUGFvsDJ7WgAbeJFBBRVFdvdjU966AVnGIGQoudQxPawCkAqoIChIDEHhnaqYweMG1VPA0yervHkciB/fbCwLvGJADcig5wMHz76aGQ5oKOCG6smusCsQGMAgRrj+7ajRhZktTnTjWH2N5NLRw370FwB8+jJgsGAfUAeoji+IAGUQzuMHttoy2F5GqYm8D2brmR+JU0GwI2TLYZZASUASKCEsIxY7gbRNUVcOTo5gCDDxZWJu/rtTB0BEwWdAsxBlc/2lHcOigB7IuWE5yLDhwEKo2GlXAVPG+vKqHOm7GVolqZkfgl2BPre5eAX5PjBCXIQ4hXhbcuYXU4LpaV8CV2te2Yii6kCcugCmCKcHA4+7B7SaqeZOHEtjjC5hHeVhSKABLgnV5HqndxT2/KZsb+JyHCmgZKIEUwZqYr00S6RncyoCWF/M4MUgELIO9t/dSN1NiD/zEZkBitg/P9w3cauHE9/umNtUv/QWgYul+yWKMhQAAAABJRU5ErkJggg==) 4 27, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
40%,40.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACbUlEQVRYhe2WsWsUQRSHv9m93bMIYuGuQhJttBCz2qTy0D9ABSGIvZ0gCGKCqKRUC00a0ULSSMBG7bSxESuxihrRQkEEUbIropfc7SW3M88iuZB4m7vdSy42+cFW7837fvPm7e7Alv6z1CayJI1rbRa89+QDdp1+2BQobAb8wJG7LFTmqSe6KWh3G146NI4SwdKaTy/PwT/H3k0Dcmb/LWzAMsLrqYtNcFjfETSGKm2Q5fLe25QTKIrw7OPwWnkdD6GE3vU1Y/d7x9ipwdcw+XlkTTh01gEJ/asgSWrs+e5x5gxsUzDy7VJLeCcGJPLOAzWkuax88MeoilBEMfSjPbwTA4iqgYBaXVpm/JvUMbiiGJzJBs9rQCJ/CIgRJYgsf9gk9EdB6rgY+qJrmeF5DYCKQQSFgDIARP6FRVNo/OhGLnieZAn3lFCJi/f9BZF/CigCRYQi4OKH93LDIU8H3BqytGusGIwGNIoEL5xYNpqysqWpLI7l52CA1Cy8928BCPuPorQD2gVxgcbjILhAASUFvOhOW0amDtjbQdsrfiRujCQaZSWgEzB1kAXAQeEADl40mWmD7RIkPhugy9DzZHpl/qpWR33HQDsgDpgCXvg0ExwydMDxwHLTY9HBw1C3kSQGXcf/+qoRyjyMrRJFTwzAb4U9vLx7AfhzfABTBVMDM6/wpqZzgxtq3QFPLb5tS4aSKwGmDHoOdAV6HncObrdQ9JsAKmCXptGPApgVKAOzCnt0/eD2Br4EEINUgQqoObBPbBy4VSGpzgS4BlQCzIO9b+PBDaXOwC9sepRhR/+7roFbFU69v29pS93SXzbJ5cItAnlDAAAAAElFTkSuQmCC) 4 27, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
65%,65.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACcUlEQVRYhe2WsWsUURCHv9m93bMIYpHdCEm00ULMaZPKoH+ACkIQezvBQsQEUdFOLTRpQhq1kYCN2mljI1ZiFTWihYIIotxtEL3kbi+5fTsWyYXE29ztXXKxyQ9eNfPm+715s7yFbf1nyRayNIlrbRW89+RDek4/qgtktgJ+4Mgki6UFqpGpC9qdhg8dGkdUsYzh86tz8M+1d9KAntl/BxuwYuXN9MU6OGzsCmpDlTTIennvXYoRZFV5/mlkvby2h1AL3s11Y/d6x+g24BuY+jK6Lhza64AW/KugUWLsxe5x5mPYITD6/VJDeDsGNPDOAxW0vqx+9Mcoq5JFGP7ZHN6OAVQqoCBrS2vev02VGFeFwXw6eKsGNPCHgRAVRXVpARr03ACt4hLTF1xLDW/VAEgIqggKEgMw23MBwUUx+MGtluCtJGthzxASuXg/XhL4p4AskEXJAi5efhIRafltSd8Bt4IunxorhNgABiGiO39/xWjCzoam0jjW2cEcWrHwPrwDoNB/FDEOGBfUBWrLQXGBDKIZvGCiKSNVB+ydYOxVD4kbopFBrAhMBHEVdBFwEBzAwQumUh2wWYKGZ3OYInQ9nVmdv6bVQd8xMA6oA3EGr/AsFRxSdMDxwHKTY8HBw1C10SgEU8X/9roWSj2MjRLVPBiA34I9snJ6BfhzfIC4DHEF4gXBm55pGVxT4w54svS1LRuKruSIi2DmwZSg60n74GYb1bzNQQnsoRnM4xzMKRSBOcG+vnFwcwNfcxCCloESyDzYJzYP3KiQlvM53BgkAhbA3rf54JoSZ+AXNl0Ss6v/fcfAjQon/r9va1ud0l/7hufSYUU1xQAAAABJRU5ErkJggg==) 4 27, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
73%,73.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACeklEQVRYhe2WsWsUQRSHv9m93bMI2rirkKiNFmIuNqkM+geoIASxtxMEQUwQlZRqoUkjWkgaCdionTY2YiVWMUS00EJBlOyK6OUue8ntzLNINiTe3t3uJReb/GCr9/Z9v3nzdmdgW/9ZagtZksa1tgree/oRe84+bggUtgJ++Nh9lqqL1GPdELS7DR8amECJYGnNp9cX4J9t76YBOXfoDjZgGeHt9OUGOGxsC5KhShtkuXrgLuUYiiK8+DjSLK/jIZTAu9k09rB3nN0afA1Tn0ebwqGzDkjgXweJU2Mv905QMbBDwei3Ky3hnRiQ0LsI1JDGsvLBH2dBhCKK4R/t4Z0YQFQNBNT60jLn36aOwRXF4Fw2eF4DEvrDQIQoQWT1xyaBPwZSx8XQF97IDM9rAFQEIigElAEg9C8tm0Ljh7dywfMkS7B/CBW7eN9fEfpngCJQRCgCLn7wIDcc8nTArSErq8aKwGhAo4jxgslVoylvtjSVxbH8HCwhNQvv/QwAwb7jKO2AdkFcIHkcBBcooKSAF95ry8jUAXsnaHvNQeJGSKxRVgw6BlMHWQIcFA7g4IVTmRbYLkGi8yV0GXqeza7NX9fqsO8EaAfEAVPAC55ngkOGDjgeWG56LDxyFOo2Ekeg6/hf3yShzMPYKlH0ZD/8Vtgjq6sXgD8n+zELYGpgFhXe9GxucKLWHfDU8te2Yii+VsKUQVdAV6Hnaefgdi+KfleCKthDs+gnJZgXKAPzCnts4+CWBUREzJcBiEAWgCqoCtinNg/ctJCISBQM4BpQMbAI9sHNBydKnYFf2PQow66+GdTysde163vqdSo56ZRSXQNva1uJ/gK6QO7CUBHeBgAAAABJRU5ErkJggg==) 4 27, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
92%,92.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACeElEQVRYhe2Vv2sUURDHP2/3ds8iiIW7Ckm0EAvRjU0qg/4BKghB7O0EQRATRCWlWmjSSCxECwnYqJ02NmIlViGJaKEggijZFdFL7vaS2/fGIrmQeHt3u5cfNvnCVjNvPt+ZN7sL2/rPUlvIkjSutVXw7tOP2XP2SUOgsBXwQ8fGWSwvUEt0Q9DebPhA3xhKBEtrPr25AP9c+2YakHMH72ADlhHeTV5ugMP6rqC+VGmLLFf336WUQFGElx+HmuV1vIQSejebxh50j7Jbg69h4vNwUzh0NgEJ/esgSWrs1d4x5g3sUDD87UpLeCcGJPIuAlWksax88EepiFBEMfijPbwTA4iqgoBaW1pm/dvUMLii6J/NBs9rQCJ/EIgRJYisfNgk9EdAargYeqIbmeF5DYCKQQSFgDIARP6lJVNo/OhWLnieZAn3DaASF+/7ayL/DFAEighFwMUP7+eGQ54JuFVkuWusGIwGNIoEL3y4YjTlZEtTWRzLz/4AqVp476cACHuPo7QD2gVxgfrjILhAASUFvOheW0amCdg7QdurfiRujCQaZSWgEzA1kEXAQeEADl40kanBdgkSnw/QJeh6PrM6f82oo54ToB0QB0wBL3yRCQ4ZJuB4YLnpsejwUajZSBKDruF/fVsPZV7GpokiIuZRAL8V9tBK9wLw5+QRTAVMFcyCwpucyQ2uq/UEPLX0ti17Sq4FmBLoedBl6HrWObjlQRERM9UHZbAHZtBPA5gTKAFzCntk/eB2BUR/CSAGqQBlUPNgn9o4cKtCUpkNcA2oBFgA68D0UrJSGwauK3UHfmHTpQy7eqcRkU0B15U6gTbxbW1rQ/UXkMfuws1R2GoAAAAASUVORK5CYII=) 4 27, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
95%,95.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
96%,96.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACdklEQVRYhe2WsWsTcRTHPy+XXASLKPROoa0uOgg9cehk0T9ABaGIu5sgCGKLqHRUB22XooN0EcFFR10cFCdxajGig4IIovSuiKZJLjX3u+eQpqi5Jpe0qUu/cNN7v/f53vu93+8OtvSfJZvI0iRuZrPgAyfvs/v0w6ZAdjPgB4/c4Vd5mVpkmoJWr+Gjh6YRVTLG8OHlOfhn23tpQM8cuIUFZGLl9dzFJjisbwsaQ5U0yHp5322KEeRVefp+fK28rodQfef6mrF7A1P0G3ANPPg4sSYcuuuA+u5V0Cgx9mzPNKUYtglMfLnUEt6NAQ2c80AVbS6r79wpKqrkEca+tYd3YwCVKijI36V1wb1JjRhbhZGFdPBODWjgjgEhKorq6sWmvjsJWsMmZjC4lhreqQGQEFQRFCQGIHAv1E1hcIMbHcE7SVZ/7ygS2ThfXxC4p4A8kEfJAzauf7djOHTSAbuKrrw1mRBiAxiECMefXTWasLKlqTSOdXHEQ6sZ+gvziAj+0FHE5MDYoDbQeHIoNpBFNIsTzLRlpLqIrB0g2+sfElUFO0RzVchVwKqAlIESUEJYQiilgkP7LdDwrIcpwq7nb0Hqh09VVf44h8HgMTA50BzEWRz/SSp4GgPkHMjYCc5UWRw+DDULjUIwNdzPrxrh1MPYKlHN7DD8EKzxQiNXAX4eHyauQFyFeFlw5godgxtq3QFH6qdtxVB0xSMugimBKUPf4+7B7RaqmfegDNZoAfPIgyWFIrAkWJPrB7c38MmDELQClEFKYJ3YOHCrQlpZ8LBjkAhYBmv/xoMbSpyB71j0SczOoTc9A7cqnPj/vqUt9Uq/AVL57JozVveCAAAAAElFTkSuQmCC) 4 27, auto;}
97%,97.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACcElEQVRYhe2WsWsUQRSHv9m93RMMYuGuQhJttBDd2KTy0H8gghDE3k4QBDFBiKRUC00a0ULSSMDGlNrYiJVYRRPRQkEEUbIrIpfc7SW3M88iuWC8zd3uJReb/GCr9+Z9v3nzZndhV/9ZagdZksa1dgree+4xBy88aQoUdgJ+/PQDVirL1BPdFLS7DS8NTKJEsLTm06vL8M+xd9OAXDx2FxuwjPBm9loTHLZ2BI2hShtkuXHkHuUEiiI8/ziyWV7HQyihd2vT2KPeCQ5o8DVMfx7dFA6ddUBCfwwkSY29ODTJkoE9Cka/XW8J78SARN4VoIY0l5UP/gRVEYoohn+0h3diAFE1EFAbS8uCf4c6BlcUgwvZ4HkNSOQPAzGiBJH1F5uE/jhIHRdDX3QzMzyvAVAxiKAQUAaAyL+6agqNH93OBc+TLOHhEipx8b6/JPLPA0WgiFAEXPzwYW445OmAW0PWdo0Vg9GARpHghVPrRlNWtjSVxbH8HAyQmoX3/h0AYf8ZlHZAuyAu0HgcBBcooKSAF91vy8jUAXsfaPuvD4kbI4lGWQnoBEwdZAVwUDiAgxdNZ9pguwSJLwXoMuydmUOp9cu3odVR31nQDogDpoAXPssEhwwdcDyw3PRYdOIU1G0kiUHX8b++boQyD2OrRNFTJ+G3wh6ZB1CydvnLQwGmCqYGZlnhzc7nBjfUugOeWr1tDUNjA5gyuJ5CV6BnpnNwu4Wi3wZQAbs0j34awKJAGVhU2ONbB7c38CWAGKQKVEAtgT20feBWhaS6EOAaUAmwDPbR7Qc3lDoDv7DpUYb9/XNdA7cqnPr/vqtddUt/AING5vDFw4qwAAAAAElFTkSuQmCC) 4 27, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
99%,99.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
}
div.testarea{
animation:rwdcur74904 3.3333333333333s linear infinite forwards;
}
