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0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 7 6, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrElEQVRYhe2WT0ikdRjHP/OO2TIu4gw6u8S6mEuGBoL9WzA2Nlk67CE7bQfxoBBoSAeJPcQeHFgPK+5pb9oGkVraRcSgoWbyDzkUsom5GOxY4mzlmKYZjumr77fDO687WjozWafdL7zw8vD7PZ/v8/sPj/Swy3XM/qVAYfL/PvDz/23AAC6Duxkqq+G5AjgNbAM/cO7ct0tzc3Nh4BYwka2ZdHoRTs1Ch2BXoL99Ozs7ikQiqqurU25u7jj2CP0naoUr+2B5eVJVlVRRIfn9ksslSZJpmorH4xocHFRZWdkm8Ppx4e9A6x64oUHyeHYF3wh6Bd2CjwTjisVisixLpmkqFotpbGxMlZWVu8cxcQka9uDXr0vwlezRIOUrVH19vbq7uxWJRLS+vi7TNBWNRjU0NKTi4uJNDpkO9xFwDzz5BYTzAa5dg7a2fuAycBfsldcP9EAiPD09vT0zM/OUx+OhqKgIn89HQUEBiUQCr9ebMzIy8oKk97Opvgk+Fkg3bkjweWrVH/Bg+6WqxOVyhdra2jQ/Py9JWlxc1MDAgKqqqgS8nAW/8O6DRfe74LwDv52m4wnDMEK9vb3a2tqSJAWDQTU2Ngr45GBj45AkfrhUAXDhAthb+muA34DmNAb+tCyroaury5JkJ/P78Xq9GIZRk6mBZ+E8ACdPAsw48S7suU+nhdHR0eGFhQUAfD4fbrcby7J8QEkmBs467e7cAVh34uMZwB2NRqNRAPLy8jBN04mfycQAsANAIgFQsD+YmSy3295kkojH4//IPMzAsn23gGEAnAWeB6jIwsAz5eXlAKytrdHX15eSO71K4I2Uo3dK0C7IuZchPL+6unpDSQ0PDzs7aJMjR32fzvwCq0kDfwg+E7wq4K0MOt8KBoMOXy0tLY6BLzOEAxCA95JngAT3BSHBSwKaDuljADc7Ozv34BMTE6kH2JVsDJyG8g34XrCWNLEk+E7QKMifBVqAi0AN8G5paelPPT09e/Dl5WXV1NQ48B+BnGwMYFfaIJhOwi3BtmBdsCi4LQioo6NDoVBIqVpdXVVzc3Nq9RezhTvqh7cFo4JZwYbc7v0PkYOamppSbW1tKjzwb+Fgz2s/vCb4UPCpYDK5JjYFkmVZWllZUSQSUSAQOHBV035U8mzehE1w6ia84oGngRPYU2px9eoKk5OThMPh1PZLwJvAUBaMtHoCaIfHfgWf4PGD1TqLrRXIzyThcZ7lZdjHYyFgYT/JJ4GFY+R8pIdQfwExERyeZPowMwAAAABJRU5ErkJggg==) 7 6, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 7 6, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 7 6, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADeUlEQVRYhe2WT2gcVRzHP5mNpmRLaJawLdKUNIdKIhRWxUKkUpfiwYPxVA/iYQNCVoKHIEWkiAvdQ9P01Fu0BzEbbbxISMFFNrKGZtGsNfiHCEYNm1STmDWxkqzbNPP1MDPpJDTdma6e2i88GN689/t837/fe/BA97tqquzfCjTZ3/PAb/+3AQN4HgJxONoBT+yDA8BN4BfgmyX4eQy4CEz4NVNJT8H+aegTbAp0h3JLkBO8LHh4HGuG/hP1wqltsGBQikSk9nYpHJZqapx/G4JFwSeCIyXgxWrhb0DvFjgWk+rrNwVfCVKCdwUfCsYFcwLTNjEn+EJwdLMaEychtgU/e1aCq7JmA1dpErxim8kJbtgmZjQyMqLm5uYS97Ac9XB4zoGfOSPBR25wGUgBp4E3gStwWPC24GvBusrlsiYnJ5VMJmUYxlW/BrotoHTunASfueHvc/v4udUCNRl4R7Ozs5KkhYUFDQ8PKxKJCHjGB7/ph9ub7i/BMQd+qULHPYZhZFKplMrlsiQpnU6rq6tLwMc7Gxu7BAnDyXaA48fBOtJfAvwJxCsY+Mc0zdjAwIApyQoWDtPY2IhhGFGvBh6HYwDs3QvwvVM/gJV1KqmQzWZHC4UCAKFQiEAggGmaIaDFi4FDTrtr1wBuOPXjHuCOsjMzMwAEg0E2Njac+oNeDAC3AFhfB9i3vdKbzEAgAIAkFhcX78jczcCydbeAYQAcAp4EaPdh4LG2tjYAVldXGRoacsWurBZ4yZV6pwRJQe1PHuENHR0da7I1OjrqnKASd531bTr4O6zYBv4WfCp4TsBrHjpfTKfTDl89PT2Ogc89wgFIwHt2DpBgXpARPC2ge5c+BnChv79/Cz4xMeFOYKf8GDgAbWvwo2DVNrEk+E7QJWiYBnqAE0AUeKu1tfX64ODgFnx5eVnRaNSB/wrU+jGANdKY4Fsbbgpu2pfNguCSEomE+vr6lMlk5NbKyori8bh79Cf8wh1dhtcFWcG0YE2BgLU5d9PU1JQ6Ozvd8MS9wsFa18vwguADwRVBXjCvUqkkSTJNU8ViUblcTolEYsdVTfJuwf28Cbth/wV4th4eBfZw/nwtpmlSLBbJ5/OMjY252y8BrwIjvoZbQY8ASXjoDwiprq5u52idzdYLNHgJWM2z/AhWemwCTKwneR4oVBHzge5D/QtoUA7lvHt/VAAAAABJRU5ErkJggg==) 7 6, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcklEQVRYhe2WT2gcVRzHPzuzmpItoVnCtkgtaQ6VRCisioVIbV2KBw/GUz2Ihw0IWQkegohIERcaSkN66q2ag5hEGy9SUnCRjayhWdS1Bv8QwVRlEzWJWRMrybpNM18PM5NOQpOd6eqp/cKD4c17v8/3/fu9B/d0tytUY/8WoMn5ngV++78NGMAzYKbgcDs8ugf2ATeAn4CvF+DaGHAemAhqppoeh71T0CdYF+g25aYgL3hBcP849gz9J+qBk5tgkYgUj0ttbVIsJoVC7r81wbzgI8GhMvBcrfBXoWcDnExK9fXrgi8EQ4K3Be8LxgUzAssxMSP4THB4vRYTJyC5AT99WoIrsmcDT2kSvOiYyQuuOyamBZcED5a5g+Woh4MzLvzUKQk+8IIrwBDwGvA6cBkOCt4UfCVYFVQEXwp6ZRjGlaAGumygdPasBJ944e9y6/h51QyhLLwl+EWhkDQ3N6eRkRHF43EBTwbgN31/a9P9JTjiwgeqdNwFRhaGVKlUJEmZTEadnZ0CPtza2NgmSAxOtAEcPQr2kf4c4E8gVcXAP2Aljx27YEmyg8ViNDY2YhhGwq+BR+AIALt3A3zn1l/AzjrVVMzlcqPFYhGAaDSKaZpYlhUFmv0YOOC2u3oV4LpbP+4D7io3PT0NQCQSYW1tza3f78cAcBOA1VWAPZsr/ckyTRMASczPz9+WuZ2BRftuAcMAOAA8BtAWwMDDra2tACwvLzM8POyJXV3N8Lwn9U4KegXhH33CG9rb21fkaHR01D1BZXac9U3a/zssOQb+FnwseFrAyz46n89kMi5f3d3droFPfcIBSMM7Tg6QYFaQFTwhoGubPgZwrr+/fwM+MTHhTWAngxjYB60r8INg2TGxIPhW0ClomAK6geNAAnijpaXl18HBwQ344uKiEomEC/8ZCAcxgD3SpOAbB24JbjiXzZwGBgaUTqfV19enbDYrr5aWlpRKpbyjPx4U7uoivCLICaYEKzJNe3Nup8nJSXV0dHjh6TuFg72uF+FZwXuCy4KCYFblclmSZFmWSqWS8vm80un0lqua3p2CB3kTdsHec/BUPTzEmTO7CIfDWJZFqVSiUCgwNjbmbb8AvARcCjbenfUA0Av3/RGNRlVXV7d1tO5m6wEa/ASs5Vl+CDs9NgEW9pO8ABRriHlPd6H+BddaAldaSF3tAAAAAElFTkSuQmCC) 7 6, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 7 6, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 7 6, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADc0lEQVRYhe2WTWgcZRjHf5lsmmxSlrIsSZEa0hwaEqGQRixEqmYRDx6MpyoVDykIUYJglFJCEReaQyU99RDw4yCm8esiJYsukmgMzYKubUAlgvWDZP1okqVrJLtdm8zfw8y7nYQmO9vVU/uHgeWZ93l//3n2mWdeuKs7XVUV5rcCEfd3Gvj9/zZgAY9D9fNwsBu69sBe4B/gZ+DyEvw0BZwDZss1U0oPQNM8vC7YEOgW17ogKXhGsGsGp0L/iQbh6CZYQ4PU2Sl1dEiNjVJVlbl3Q3BV8LHgQB54slL4KzBYBPf1SfX1G4KvBOcFbwreE8wIFgW2a2JR8KXg4EYlJh6FviL89GkJLsqpBp4rInjWNZMUrLomrgguCO7Ncxt/Rz3sXzTwU6ckeN8LLgDngRPASSAO+wWvCr4R5AQFwdeCYYF1sVwD/Q5QOnNGgs+88He4+fp51QJVk/Ca4Fe3L/4UfCjoFPBQGfzI9zeb7i/BYQN/u0RiHViTTn8U3PyE4LiAj/zSG+FpgXTkiASfGHgG2OUjvxke3oDrCgYluCx4WWBlti60ttngEBwGYPdugO9M/A2cqVNKCzA9AQsUCgBhoBqww0CLHwPNZt2lSwCrJj7jA240DVeQABqAGya+z48BYB2AXA5gz+agP9mJRDW2DcvL4tixq7dkbmdgxfm2gGUBNAP3A3SUYeC+9vZ2ALLZLOPj4569S6sFnvKM3jn3XQ786BMe6u7uXpOriYkJ08R5dqz6Ju37A665Bv4WfCp4TMALPpLPJRIJw9fAwIAx8LlPOAAxeMudARKkBZOCBwX0b5NjAWdHRkaK8NnZWe8AO1qOgb3QvgY/CLKuiSXBt4LjCoVC88AA8AgQBYZaW1t/GxsbK8JXVlYUjUYN/BcgsBVS6kDSD32j8JLjhwiwzurqdXK5HPF4nHQ6TTAYpKuri2g0WkzMZrMMDQ0xOjpqQj3AF+VUwOgDeFEwLZjX2lqxt7bV3Nycent7vaWP3Q7YyHJMPCF4V/F4XKlUSul0Wvl8XpJk27YymYySyaRisdiWTzXDO21ezpmwv6mp6WxPT099W1sbdXV1BAIBbNsmk8mQSqWYmpryrl8CngMulPe8O+seYLimpmY5HA6rtrZ269OaZhsEQn42rORYfgBnPEYAG+dIngIWKtjzru5A/Qtc6fCm7K7Y2wAAAABJRU5ErkJggg==) 7 6, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADfElEQVRYhe3WX2jVdRjH8dfOzuY2ZdgYTsJEd6GoINgiZWG1EV10Y1c2iC42CFaMIIuIYZGggaFXXgz6IwTaX4iQjRrhysRJtXJSsUT7w1x/Zq6txeambk8X55x5FNfOaXWlH/jBj+/v+zzvD8/v+T2/Lzd1o6tgnvHVqEzfD+CX/9tAAg9Q+Bjra6lZzFJcxA84cY7vu7AP3fmamUt3UtXHS8FUENe5LgfHg4eD4qNSFfpPtI2tV8EWLozYsCFi7dqIJUsiCgoyzy4Fg8H7waoLeHC+8KfZNgNubIwoK5sKPg8OBq8EbwZHg7PBdNrE2eDTYP3UfEzcR+MMfOfOCI5FqhqyrsrgkbSZ48Fo2sSZ4FBw2wX/4nWUsfJsBr59ewRvZYMncRDP4Fl0sDJ4PvgyGA8mgy+CXUHiWL4GmlPAiN27I/goG/66K59ftlZQcJgXgp/SffFb8E6wIXB3HvzKb6803Z/Bxgz8tTkCS0gcTvXHZDq+M2gKvJsrfQkNQcTmzRF8kIEPoTiH+OXcM8VElJZGcCJ4KkgMXbsxMUuC29kIFi2CbzLrL0tNnbnUz5F2+k1OQgUKMV2BFbkYWJ7Z99VXMJpZP5oDPKMjnBEBC3Eps74sFwO4DMbHYfHVi7lpmkJFRaTe3uB1mbMZOJ/6t5BIwHLcAWvzMLCuv3+NyUlOnx7BG1m559YKHsoavb3pbzl5Okd4eW1t7Vik1d7enmniC/6x6ldp2a8Mpw38FXwY3B94PIfgfZ2dnRl+tLS0ZAx8nCMc7ODV9AyIYCA4HNwVaJ4lJoG9e/bsmYF3d3dnD7Ct+RhYypoxvgtG0ibOBV9HU1NTlJeX96EF96IerdXV1T8fOHBgBn7+/Pmor6/PwH9E8lrIXAeSZhrbeDLlR6WLFy+bmJgwPj6uo6PDwMCA0tJSNTU16uvrZwJHRka0trZqa2vLLNXhk3wqkNHbPBEcib6+vhgbm+mtWdXb2xtbtmzJLv2O2ZIX5mDgPT5bwx/rNm26xeDgoNHRURGhuLhYMpkUEYaHh508edL+/fs1NDQ4depUJv5FPDdb8nzOhM1VVVV76+rqylavXq2kpEQymTQ9PW1oaEhPT4+urq7s/efwKA7lwZhTt2JXUVHR7xUVFbFgwYJrDiYzzbYN5bkknM+xfJXUeKzEtNSRvAf988h5Uzeg/gb7duTxPp3XwgAAAABJRU5ErkJggg==) 7 6, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 7 6, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 7 6, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 7 6, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 7 6, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 7 6, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 7 6, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 7 6, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 7 6, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 7 6, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 7 6, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 7 6, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 7 6, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 7 6, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 7 6, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 7 6, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 7 6, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 7 6, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 7 6, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 7 6, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 7 6, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 7 6, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 7 6, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 7 6, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 7 6, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 7 6, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 7 6, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 7 6, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 7 6, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 7 6, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 7 6, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 7 6, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 7 6, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 7 6, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 7 6, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 7 6, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 7 6, auto;}
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}
div.testarea{
animation:rwdcur257492 0.8s linear infinite forwards;
}
