@keyframes rwdcur27560 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF9ElEQVRYhb2XX0xT/RnHv+d3+ueUc/qHljZt+NNKasG2QUOVAQPTSWZ4u5kxZkfsvHLZ1Uy8ML43u2G7WaKJu17MEpd3MW59NcocvBdDG2i0TMRRqaC8tYRaaqEp1lIOpz2n7GKBbdlelzbB5+735Pd88jnn95znnEOhxhgaGrJxHHdMqVRymUwm8uDBg69r4dC1FF2+fHm4v7//S47jfkYIGW5qajrb0tKyEo1GFw9cYGBgwNTa2vqFVqs9pNfrIZfLYbFY1GazuYfn+T8lEolCNTxZtQIdHR3DGo2mXafTgaIoGAwGGAwGHDp0qOX9+/ddDx8+vFcNj1QroFKpCADQNA1BEEDTNIrFIuLxONbX13XV8qoWyGQyj41Go+h2u6FUKsGyLBiGwfr6+vba2trjAxeQJGmpp6cnYrfbUalUQFEUKpUKBEF4XalUVg5c4ObNmzvhcPjO3loUReRyOQiC8CAYDJaq5VXdhAAQiUT+xnFcRaFQkHK5jGw2W5mZmXlUC6vqOwAAmUwmWigUvpbL5aAoCqurq39/+vTp1CcTGBsb26qrq7vrdruh1+uRSqWmnj17Jn4yAQAIh8N/ZhimIgjCTjwe/2OtnP0eGBgYMB05cqTTaDQ2PH/+/PG9e/fefKzw5cuX0XQ6vZBMJsm7d+/mPrbX4/HI2tra3Hq9/jQhRIzFYn+YnJxc3xe4ePHiWYvF8uve3l47z/Mwm825QCAQTafTk8vLyw8XFhZeh0Kh7L9DQ6HQ1uLi4hfJZLI+Fov9V/dfuHCBGx4e7ujq6vpsfHzcu729fTybzTKEENTV1f2U47gr9+/fH5ddvXr12NGjR3/ncDg0NpsNr169giiKeqVS6TUYDF6n0/nLvr6+Na/Xe2tmZuY+z/NzoVBoBwBmZ2fHCoV/jX6PxyNzu91dNpvthydOnPDZ7fZ2vV5PDh8+jHw+D7VaDbVaDZfL5bx79+5vy+Xyt2WNjY1uQRA0s7OzEAQBMpkMTqcTKpUKKpUKLMsShULRBODzXC73eTqdnp2fn/9qamrq99evX389OjpKAoHAMY/H8xOFQnGSYZjjLMuShoYG8DyPubk5FAoFEEKg0WhACIHdbkdTU1MTx3G9smg0itbWVlitVuTzeezu7kIulyObzUIURbAsC0IItra2IEmS+OHDh8r29jYhhNQBwOjoaGVkZESkaVrs7OysWCyWEk3TTCaTwcbGBkqlEkTxnw+IJEmQJAmTk5N48uQJaJouUT6fr6Wvr2/a5XK1WCwWFAoFqNVqFAoFKBQKKJVKJJPJN7FY7Mvl5eW/7OzshIPBYAUAAoGAvVwui8FgcGXvGK5du9bd39//PY1G82OWZR1v376FIAhYW1uDJEmQy+XY2NhAKpX6EI/HvyUbHx9fdblcPy8Wi9eWlpbak8kkbDbbe4ZhXmYymYmlpaXw8vLywsTExH80IQA0NzcPUxTFAPjVXu7KlSsRABG/3/+b8+fPd6hUqgG73X4ql8t18DzPmc1mJBKJN8lk8hd37txZovYKz507Z3I6nWdLpVLlxYsXX8nl8tW9K/1f4fV6maGhoWmKoiqXLl3qAfCNewGQM2fOOMxmcx9FUdnFxcXI9PT0OwCgPlL00RgZGen0+XwzAMSJiYnv3r59O1wLp+ZJqNfrf0AIkalUKqa9vX2kVk5NAqdPn64zGo3DNE2D4zhYLJY+j8dT05u1JoHm5maHyWRyKJVK9Pb2wmq1tg8ODnZ/MgGr1fp9k8mkkMlk0Gq1OHXqFNPW1vajTyLg9/uJWq3+zu7uLliWBQDI5XIQQrr8fn/VvKoL6uvrjzkcjpM6nQ42m20/zzBMR0NDg/3ABbq7u4/7fD6Z3W6HWq3ez+fzeU6n0/UeuIBKpRIBIJ1Oo76+fj+v1WohSRJ34AI3btz46+bm5opSqcTW1hZWVlbw6NEjbG5uriYSibFqeVX/GyYSiXyxWEw1NjaejEQi3PT0NFKp1Or8/PylW7duzVTLq3kUDw4O2oxGY7coijs8z0f/3yfcN8U/AFT0XXfd2OJcAAAAAElFTkSuQmCC) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFyUlEQVRYhb2XXWwT2RXH/zOeGX9gQxgnlmPDGEchhMRCVdiQiI9UXbG1MBBtsmsWI9SXPvDAO1Uft9I+reApSFTwsioyol4aFJeqrUA42ZVAIS4W+aQJQ5w4mdgYe/wdezzX+7C7qK0qkC0l5/mc3/3de8+9V5dCg+F2u9sdDscRVVUhy/K/7t27t9AIh2mkyOv1Dtrt9j8KgmBVFAWEkCTP85du3rz5l3pZmnoLfD5fc39//y1BEPZbLBawLAuNRmNwu929sizfn5+fz9TDo+sVaG5uHiyXyz0GgwEcx8FqtUKn0yEcDreZTKaj9fLqFmhqatqs1WqgKAoajQZ6vR4AMDs7i1qtVt1yAUmSHu7evXu9VCpBURSwLAuGYWCxWFLZbHZqywVu3bqVqFQqk6qqghACmv4RcfTo0Zn79+8vb7kAAJTL5XGz2QxCCAgh2LVrFwqFQqgRVkMCGxsbU2azGRzHgWVZmEwmMj4+Pr5tAqIozsXj8RWWZcFxHJaWliJPnjyZ2DaB0dHRVDQa/WtLSwtsNhtEUfw+HA7XfQIaFgCASCRyp1arEVmWyfT0dLBRzrur2OPxWK1W669zuZxYrVbnRkdHU+8rjMViEUmSZorFIpaXlz+4/B6Px6rX63sMBoNBluW/BYPB4juBkZGRT3fu3PllNBo9FI/HYbfbY263e0qW5e9WVlYmV1dXF4LBYPI/gaFQKD88PPwnvV6/e3Z2tvK/A164cKGpr6+v69y5c8dfvHjxydTU1KFkMmnR6XRwOp0ThJCvHjx48E/qypUrnUNDQ+PRaNTCMAwIIeB5HsViEYQQcByHZDIZSyQSf56bm/uHKIoToVBoEwAuX77codVqce3atX8DwOHDh5kTJ04c6ejo+MzpdA53d3cLRqORfvz4MarVKjY3N0HTNARBgN/vj62urh6jbty48ZsDBw58o9frYbPZQNM07HY73r59izdv3iCfz0NRFDgcDkSjUUiSNPXq1au/RyKRb/x+/xIAXLp06aPe3t4vaJo+brVaj7AsS+/btw/t7e0AgJcvXyIej6NSqaBcLuP06dOYnJzE1atXfUwulyMmkwmEECiKAo3mxweyWq0in88jm81CURQsLS0hlUpVs9ksqdVqdK1WM7xrJIahKYpCW1vbTq1Wi83NTXAc9247CoUCFEUBRVEghECWZSwuLoJl2Srz/PnziYGBgRVFUYSnT58CANbW1pBOp5HJZMBxHDKZjDg/P/+tKIoPGIb5PhAIkJ9m3l4sFqvXr1+fBDDp9Xq/7O7u7nc4HKfy+fwZQRA6ACCVSiEcDsNkMkGWZUiShIWFhUQ2m51i/H7/ysGDBy/39vZ+vba21ilJEjKZzAbLspF0Oj0ei8WeSpI0EwgE/qsJAWDv3r2/1Wq1JQB/AIBAIJAPBAIPATx0u91fVSqVQ8PDwwMnT548tri4+JEoinwikUClUhFlWf59MBhcpn6G+Xw+S3Nz88fJZDJRKBRmxsbGEu87VmfPnjUMDg6GjUaj7PP5jgEg78t3uVx7Ojs7f1Eul40URU2MjY2tvy//gzE0NHT8zp076qNHj0oXL1483iin4ZtQEIQhhmHolpYWXV9f3xfbKuB2u/m2trbPNRoNdDodenp6PvV4PNZtE+jo6HDZbDYBADQaDfbv37+nq6ura9sEbDZbTzqdBsdxoGkapVIJLpfrl9smYLfbP+F5Hq2trdBqtUilUgDw8bYIeL1enhByiOd5qKoKVVXBsixev37deebMGduWCxiNRpeqqntaW1thNBqh1+vBMAxomm7u7+8/suUCOp1OMBgMuHv3LhRFAcMwUFUVp06dAs/zTfXy6v4bUhQVGhgYWDAajZ25XA7T09NIJpNwuVyhmZmZb+vl1f03fPbsWdZgMKw6nc5fRaNR48bGBkql0kYwGPzdyMjIbL086sMp/z/Onz+/b8eOHf1ms7m6vr4euX379lIjnB8A7yyI8x5cEWkAAAAASUVORK5CYII=) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFsElEQVRYhb2XTUwTaRjH/9PO9LswlA1MQjUU6tgoECKraxpc0UQW5GOFTWUxJmtizB42HtY9mb2QPXjx5FUPS9wYE5pVNySwCmpjCHGBKLRKKOAIA6W0Yj+YaW2ZYWYvC8lGg2kTfY5v3uf3/N7nzTyTl0Ce0dHR4TIajezGxgZSqdSLwcFBLh8OmU9Sd3d3p8PhuCGKok2v1wPAAkmSP/T39z/JlaXNNeHYsWNsa2vrreLiYqa+vh7nz59HbW0tnclkjmSz2b9ev36dzIWnyVXA7XY3NTc377bZbKioqABBECgpKcHp06edR48ePZMrL2eBVColx+NxVFdXIxaLba9PTExAUZScrzRnAUEQRqenp+VYLAZRFLfXbTZbenFx8d4nF3j16tXM6urq0+npafA8D1EUEYlEMDU19SyVSk1/cgGfz5cJhUJ/ZrNZaLVahMNhpNNp7NmzZ8jr9Sq58vL6DHmeHysrK1NIktQEg0Fks9kMz/N/58PKSyAajfqz2ewkQRAHIpEIAoHA9PDw8GQ+rJyvAAB8Pp8Yi8VuKYqCgoICaLXagZcvX27kw8qrAwCgqupTq9WqSJIkp9Pp/nw52wInT57c7XK5mhRFMYVCoQGv1zu7U+L4+PizlpaWsUQiYXn79u2O7a+rqyMrKysPmUymw0ajcT0YDD569OgRBwAEALS1tbV2dHRcY1m2Ym5uDlqtNpbJZPw8zz/keb7v5s2bH5Tp6+u7lEwmiy9cuPDrh4qeO3fukM1maw6Hww1Wq9VNkqTG4XBgcnJyYWRk5Kc7d+4MEBcvXqxpamp62NDQ8IXJZMLa2hoEQYBer8fIyAgWFhZiHMf5BUF4OD8/3zc2NrYtc+nSJVYQBNy4cWN2q6jL5TrEMEyzw+FoaGpqcieTSc3U1BTKy8uxtrYGVVWhKAqeP38e9fv9R4grV66cvXz58h+JRAIAYDabEYlEYLfb/3eijY0NzM7OJtbX118kk8knjx8//v3q1avzPT09moWFhZra2tr2qqqqb/bv33+YYRgNAMTjcfh8PkiSBIqiIIoiCIJAIpFAMBhELBbr1lAUBQCgaRo0TYOiKKiq+l67CYIAAMvm5qZOURSoqmoCgJ6eHgWATBCEMZvNkuvr6xubm5sAAKPRiNLSUhQUFADA9ukLCwtRWFgISZJkcm5ubmJ8fHz14MGDzFYxQRAwMzMDv9+PlZUVeX5+fiwUCg2KougrKioa3Zp4Z86ccUqSJPf29r7o7e29DAAej+ewy+VqoWm6oa6u7kuWZQ3v3r2DKIoIBAJQVRVmsxlms5mPx+Nj5PXr12d4nv+xq6vrmsPhKBcEAYIgyNFodCydTg9GIhFfNBodvXfv3ntjdu/evacAmLxe729ba16v9ymApwDQ399/WKfTtUxOTh5fXl6uWVpastA0DUVRuEAg8Mvw8DBPbCU2Njba6+vrv6coilxaWhp58+bN6E6z3ePxaE6cOPEYgGloaOirj/wHNGfPnq0qLS1tTyQS68vLy333799f3WH/x6Orq+vA3bt3pYGBAcHj8bD5cvIaxQBgt9u/pSiK1Ol0FqPR2PlZBRobG02qqnZKkgSNRgOGYdo8Hk9erLySKioq2JKSEpaiKNA0jcrKylpZlqs+m4DT6Wy12+06i8WC4uJiuN1uU2dn56nPIvBfq4+VlZVBFEVQFAW73Y5MJvNNPteQc0J5eXktwzBfa7VaSJIEvV4PmqbBMEwNAOcnF9i3b5+7qKiIzGQyMBgMkGUZALBr1y5LdXX1yU8uwHEcLBYLDAYDDAYDrFYrAIBlWRiNxrVceTk/zXQ63SpFUd9pNJpCWZaxuLgIjuMwOjrKP3jwoGd2djanp1nOAhzHJVVVnU+lUsctFoslGAwiHA5zMzMzP9++ffufXHnEx7d8ONrb21mn08mmUikLx3FPhoaGVvLh/AuvT5VboI3YnAAAAABJRU5ErkJggg==) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFyUlEQVRYhb2XXWwTVxbH/zOeGX9gQxgnlmPDGEchhMRCVWhIxEdWW9FaGIiatKYYob70gQfeWe1jK/WpgqcgsYKXapER67JB8bJqKxBOWgkU4sUin2zCECdOJjbGHn/Fscdz3Ye2aHe1AtlScp7P+d3fvffce3Up1Blut7vV4XAcUlUVsiz/686dO3P1cJh6irxeb7/dbv+LIAhWRVFACEnyPH/h+vXrf6+Vpam1wOfzNfb29t4QBGGvxWIBy7LQaDQGt9vdLcvy3dnZ2UwtPLpWgcbGxv5SqdRlMBjAcRysVit0Oh3C4XCLyWQ6XCuvZoGGhoaNarUKiqKg0Wig1+sBANPT06hWq5VNF5Ak6f7OnTtXi8UiFEUBy7JgGAYWiyWVzWYnNl3gxo0biXK5PK6qKgghoOlfEYcPH566e/fu4qYLAECpVBo1m80ghIAQgh07dqBQKITqYdUlsLa2NmE2m8FxHFiWhclkIqOjo6NbJiCK4kw8Hl9iWRYcx2FhYSHy6NGjsS0TGB4eTkWj0X80NTXBZrNBFMWfw+FwzSegbgEAiEQit6rVKpFlmUxOTgbr5by5ij0ej9VqtX6Uy+XESqUyMzw8nHpbYSwWi0iSNLW+vo7FxcV3Lr/H47Hq9foug8FgkGX5n8FgcP2NwNDQ0Mfbt2//MhqNHojH47Db7TG32z0hy/JPS0tL48vLy3PBYDD5n8BQKJQfHBz8q16v3zk9PV3+3wHPnTvX0NPT03HmzJmjz549+3BiYuJAMpm06HQ6OJ3OMULI1/fu3fuRunTpUvvAwMBoNBq1MAwDQgh4nkexWISqquA4DslkMpZIJP42MzPzgyiKY6FQaAMALl682KbVanHlypV/A8DBgweZY8eOHWpra/vE6XQOdnZ2CkajkX748CEqlQo2NjZA0zQEQYDf748tLy8foa5du/b5vn37vtXr9bDZbKBpGna7Ha9fv8arV6+Qz+ehKAocDgei0SgkSZp48eLF95FI5Fu/378AABcuXHi/u7v7M5qmj1qt1kMsy9J79uxBa2srAOD58+eIx+Mol8solUo4efIkxsfHcfnyZR+Ty+WIyWQCIQSKokCj+fWBrFQqyOfzyGazUBQFCwsLSKVSlWw2S6rVKl2tVg1vGolhaIqi0NLSsl2r1WJjYwMcx73ZjkKhAEVRQFEUCCGQZRnz8/NgWbbCPH36dKyvr29JURTh8ePHAICVlRWk02lkMhlwHIdMJiPOzs5+J4riPYZhfg4EAuS3mbeur69Xrl69Og5g3Ov1ftnZ2dnrcDhO5PP5U4IgtAFAKpVCOByGyWSCLMuQJAlzc3OJbDY7wfj9/qX9+/df7O7u/mZlZaVdkiRkMpk1lmUj6XR6NBaLPZYkaSoQCPxXEwLA7t27v9BqtUUAXwFAIBDIBwKB+wDuu93ur8vl8oHBwcG+48ePH5mfn39fFEU+kUigXC6Lsiz/ORgMLlK/w3w+n6WxsfGDZDKZKBQKUyMjI4m3HavTp08b+vv7w0ajUfb5fEcAkLflu1yuXe3t7e+VSiUjRVFjIyMjq2/Lf2cMDAwcvXXrlvrgwYPi+fPnj9bLqfsmFARhgGEYuqmpSdfT0/PZlgq43W6+paXlU41GA51Oh66uro89Ho91ywTa2tpcNptNAACNRoO9e/fu6ujo6NgyAZvN1pVOp8FxHGiaRrFYhMvl+sOWCdjt9g95nkdzczO0Wi1SqRQAfLAlAl6vlyeEHOB5HqqqQlVVsCyLly9ftp86dcq26QJGo9Glququ5uZmGI1G6PV6MAwDmqYbe3t7D226gE6nEwwGA27fvg1FUcAwDFRVxYkTJ8DzfEOtvJr/hhRFhfr6+uaMRmN7LpfD5OQkkskkXC5XaGpq6rtaeTX/DZ88eZI1GAzLTqfzj9Fo1Li2toZisbgWDAb/NDQ0NF0rj3p3yv+Ps2fP7tm2bVuv2WyurK6uRm7evLlQD+cX7ziI8z9NJnMAAAAASUVORK5CYII=) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFyUlEQVRYhb2XXWwT2RXH/zOeGX9gQxgnlmPDGEchhMRCVdiQiI9UXbG1MBBtsmsWI9SXPvDAO1Uft9I+reApSFTwsioyol4aFJeqrUA42ZVAIS4W+aQJQ5w4mdgYe2zHn+O53ofdRW1VgWwpOc/n/O7v3nvuvboUGgy3293ucDiOqKoKWZb/de/evYVGOEwjRV6vd9But/9REASroigghCR5nr908+bNv9TL0tRb4PP5mvv7+28JgrDfYrGAZVloNBqD2+3ulWX5/vz8fKYeHl2vQHNz82C5XO4xGAzgOA5WqxU6nQ7hcLjNZDIdrZdXt0BTU1OpVquBoihoNBro9XoAwOzsLGq1WnXLBSRJerh79+71YrEIRVHAsiwYhoHFYklls9mpLRe4detWolKpTKqqCkIIaPpHxNGjR2fu37+/vOUCAFAul8fNZjMIISCEYNeuXcjn86FGWA0JbGxsTJnNZnAcB5ZlYTKZyPj4+Pi2CYiiOBePx1dYlgXHcVhaWoo8efJkYtsERkdHU9Fo9K8tLS2w2WwQRfH7cDhc9wloWAAAIpHInVqtRmRZJtPT08FGOe+uYo/HY7Varb/O5XJitVqdGx0dTb2vMBaLRSRJmikUClheXv7g8ns8Hqter+8xGAwGWZb/FgwGC+8ERkZGPt25c+eX0Wj0UDweh91uj7nd7ilZlr9bWVmZXF1dXQgGg8n/BIZCoc3h4eE/6fX63bOzs5X/HfDChQtNfX19XefOnTv+4sWLT6ampg4lk0mLTqeD0+mcIIR89eDBg39SV65c6RwaGhqPRqMWhmFACAHP8ygUCiCEgOM4JJPJWCKR+PPc3Nw/RFGcCIVCJQC4fPlyh1arxbVr1/4NAIcPH2ZOnDhxpKOj4zOn0znc3d0tGI1G+vHjx6hWqyiVSqBpGoIgwO/3x1ZXV49RN27c+M2BAwe+0ev1sNlsoGkadrsdb9++xZs3b7C5uQlFUeBwOBCNRiFJ0tSrV6/+HolEvvH7/UsAcOnSpY96e3u/oGn6uNVqPcKyLL1v3z60t7cDAF6+fIl4PI5KpYJyuYzTp09jcnISV69e9TG5XI6YTCYQQqAoCjSaHx/IarWKzc1NZLNZKIqCpaUlpFKpajabJbVaja7VaoZ3jcQwNEVRaGtr26nValEqlcBx3LvtyOfzUBQFFEWBEAJZlrG4uAiWZavM8+fPJwYGBlYURRGePn0KAFhbW0M6nUYmkwHHcchkMuL8/Py3oig+YBjm+0AgQH6aeXuhUKhev359EsCk1+v9sru7u9/hcJwqFApnBEHoAIBUKoVwOAyTyQRZliFJEhYWFhLZbHaK8fv9KwcPHrzc29v79draWqckSchkMhssy0bS6fR4LBZ7KknSTCAQ+K8mBIC9e/f+VqvVFgH8AQACgcBmIBB4COCh2+3+qlQqHRoeHh44efLkscXFxY9EUeQTiQQqlYooy/Lvg8HgMvUzzOfzWZqbmz9OJpOJfD4/MzY2lnjfsTp79qxhcHAwbDQaZZ/PdwwAeV++y+Xa09nZ+YtyuWykKGpibGxs/X35H4yhoaHjd+7cUR89elS8ePHi8UY5Dd+EgiAMMQxDt7S06Pr6+r7YVgG32823tbV9rtFooNPp0NPT86nH47Fum0BHR4fLZrMJAKDRaLB///49XV1dXdsmYLPZetLpNDiOA03TKBaLcLlcv9w2Abvd/gnP82htbYVWq0UqlQKAj7dFwOv18oSQQzzPQ1VVqKoKlmXx+vXrzjNnzti2XMBoNLpUVd3T2toKo9EIvV4PhmFA03Rzf3//kS0X0Ol0gsFgwN27d6EoChiGgaqqOHXqFHieb6qXV/ffkKKo0MDAwILRaOzM5XKYnp5GMpmEy+UKzczMfFsvr+6/4bNnz7IGg2HV6XT+KhqNGjc2NlAsFjeCweDvRkZGZuvlUR9O+f9x/vz5fTt27Og3m83V9fX1yO3bt5ca4fwA8kqI890dkrAAAAAASUVORK5CYII=) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27560 5.3333333333333s linear infinite forwards;
}
