@keyframes rwdcur146825 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/UlEQVRYhe2WzUscZxzHP5vWXNRlS8lCMYgZDaYkICSstwbroV0oKRJYTCE0vSRQSC56SfbQf6IoHst6SC4KpRQGhV70UrbIUoqSEiKshh42gixWZ+aZ7TeHGVnXHTfrTkKg5AsP8/J7+/J7eZ4HYqJWqymuj87wKWIITUxOaGtrq2MSiY6sLMQt4BPgH+AJ8LwzX2c6IjAcBid8DnfkJQaB2rFvH9bX1xvLMIz4CNFHy/J8eKJkFPEf4AB/HUvvc+ApMAQ8AzZhcHCwLk8jvgIGgH+BnxBPo0sUnYFRxCRwB/isWbzz+w73P7gPs8DPAYm1tTWMMSKJGAcuEHRYD/AdcD46E9EEasDZ8P0CMNJonEwmqXk1+BvYCv7Nz88DkO5LQ/qYv26CTEQgunOvIK4TpNAGfmvUK5fL6u/vbzIrl8vYts29x/fg5hHBJvArnFSGkzHSnDbHcTQzMyOgac3Ozmpvb09YiM8RDxCTiHTrRjwV9vf3ZVlWJAHLsnRwcFAPZiG632Bw13Vl23Zk8MNl27Zc130727Pv+8rlci0J5HI5+b7fSKAXcRFxCdETIyMbGxstgx+uUC9AEvEQ8WO4fkB8XCdRH8NriLuIO4jLzSxd19XCwkJbRBcXF3FdN2i+L4G+I8JzwAQwEMSoj8UXiBvh+y/AUuPI7O7uKpVKtUUg1Cd1NQVfA4PHhBWCTewliXoGdoA/gT+AF436rutqaWmp7eAAy8vLPPrmUZMvCP33nMKZMUZjY2NNtc5ms5qbm1M2m22SjY+Pa3t7W6/rgdfC930Vi8UG5/l8XqVSScYYOY4j3/dVKpWUz+cb9IrFYjC2vcHlheEOpsAYo6mpKWUyGRUKBVUqFXmeF+nE8zxVKhUVCgVlMhlNT0/LGBNvT6hWq1pdXZXneXIcpy1njuPI8zytrKyoWq22tGl5OBhjlEgkkERXV9epr1xx7RmZHHlHN16A22HX3oixdX4b5yDKIm6/wZPs/4nv42eos2v5IU6+U7/He7SNV+5onyr5OcgLAAAAAElFTkSuQmCC) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+klEQVRYhe2WP2hTURTGf9HGRdSCsVqxBVMtWtBBCQ6ClIIQpTgocfDvIDg6tOCQ1cVJBGnpnLq2ugihVQcbEImBh6IdpGijVCFaarDt+1c+h5fYpnnG9KVO+sGF996955zvnfOdey80iKWlJTVi3xTYsgMRhjt37zQSn1Agq4OIk8A+4B3wBHgbzNeGQAR2APvx6HcCkUBeGiCwtOrdhZmZmUot7EW0IA5QUyO/18BRRBMwC7yrTG/rj1Y+v/wMXcBb2Px9M5HIijTsLpWoC/gGpBDT/iXyz8BRxDngEnCsenrq+RS3u27DfeARzL+ZJ5fL4TiO97dHgEPARqAFuIKnm7oJNAFbSs+d1cbhcJjpD9PwGvjqfRseHgago6tD7FzlbzteJn3gr9xOxDE8oT0CXlSuy+fzam9vrzLL5/MYhsGZW2fg8grvr4DHwPu1dopP2kzT1MDAgICqMTg4qMXFRdGGiCGuIXoRu2sLcU1YWFhQNBr1JRCNRj0CZexax8AAlmUpnU77Bi+PdDoty7LWN3AZrusqkUjUJJBIJOS6biWBSKkMbYjmBrIyOTlZM3h5lNZ52Iq4gbhXGjcR25ZJLLfhYcQlxHl/hpZlaWRkpC6io6OjWJYlNiGO43VTGW1AnF/6WG6L04hTpecHwNPKlpmbm1Nzc3NdBErr6T3bS2ZfxtuUVuID8BCYIrScgU/AC+BZdXDLsjQ2NlZ3cIDx8XGuXrgKH30mPwHza3DmOI66u7urah2PxzU0NKR4PF4119PTo9nZWf1JA3+E67rKZrMVzpPJpAzDkOM4Mk1TruvKMAwlk8mKddlsVrlcTkQQrYg9AbrAcRz19fUpFosplUqpUCjItm1fJ7Ztq1AoKJVKKRaLqb+/X78OqKAoFovKZDKybVumadblzDRN2batiYkJFYvFmjY1DwfHcRQKhZBEOBxe85WrUXtOXDzxd7bUunClpNr4Oh8oq/D7O+EX4CWQDnhz/jdwvfHyBLuWlxFuNPx//Af8BL2zmtN/k08VAAAAAElFTkSuQmCC) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADHUlEQVRYhb2Xz2tUVxTHP1NNFooyYjCCIPFVFxalgkyblcaAMgoWEWYhpbsWLNoukt38Ce6KJM1SJkJASHAjDMlGSAjiIzBZBWlBCIokQ+mQaSfvvfvit4v3xsxk3jznRydfuMyc+84753vOuffc+6BL7OzsqFsbXUFSVwQOdvriodQhVY5VuP/rfTzPU39/f6IbIu3jJ8RjxI9odXW14yx80TEBL/w1sLy8jOM4+7sWns0+EzcQZ9Dw8LA8z6sncAFxGfENscSar4E0YgB4SkNtjTGybRvmA/nV21esrKxgjFFfX1+gfwU4TzVT4nWjHYgrwQDwLXA7OoLp6enm8iXEmfB/P/CxqZfPoInz9fV1AQ0jnA8winiE+BlxIb4MbcFxHE1MTEQSmJycVN1i/Pp/dFxFpVKRZVmRBCzL0vb2du92g+u6yufzkc6rI5/Py3Xd3pDwfV+ZTCaWQCaTke/7vSGwtrYW67w6Qr1dnCXoGTeDvlH7qOVO6LquZmdnW9Kdm5vjUxksRBq4DdwC7gFf7ZKobw6/IHzg98amUSqVlEwmW+VLqVQimUwmOId4SH2ovwF/Bj7qM/CYRJRz13U1Pz/fsnOAhYWF4HzYAf6oefCBoDm1A2OMRkZGGmqdTqc1NTWldDrd8Gx0dFTGmCDVZxHXo9fAZ+H7vmzbrjOezWZVKBRkjJHjOPJ9X4VCQdlstk7Ptu3ud4QxRmNjY0qlUsrlcioWi40nXwjP81QsFpXL5ZRKpTQ+Pr6bhU6xtbWlpaUleZ6nVs/8crmsxcVFZe5lNDMzE/tO7DXKGKNEIoEkPh2zreBLxGngIrABvAQ2on315h53DXG3Rn4LvADeNPqLb0Q/xKzYEwgLcWKPjoW4uEd3CNiMNhNPYLpJho4irgLfAVdDuYpNgrTX4h/gcLSL9ktwBPEAOFUz9x6YAMqhvUHE9wSR/ws8ITL90Ml3wck9zgnlQaAcyhskeIHYJIj8XfNA2ydwoMX5asR/x5tr/7vgHVDcM1ckKEMH6GwbHkfcIUj9e+A58FePtnRTDCEGEEM9uHjuJ/4DBGGs06utoFMAAAAASUVORK5CYII=) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGUlEQVRYhdWXy2sbVxTGf5PEcmhIK4wXzouAIIF6YUgTEZNAcbwoKl1rk9c/0J29iggUssjGy2LHZClDl4bshAX2xo+FFtXC1CVpMXESSFACittaM3PH/bqYUayRRoo0igP94DKPe+/5vnvPmXvOQJ/Y399Xvzb6gqS+BByLO3Ho0pCOnz3O/Z/u47quEomE1Y+Q3nEb8TPiNtre3o69C0diC3CDqwMrKyvYtv15Y2FtfU3DN4bFKTQ+Pi7XdcMCLiKuIi4TU9h3iLvRk40xWl9fF/ChbWxsyBhzMP5O4KKHiG/ai2jvglNAGshET15YWGj/PIq4ENyfBAbasnwE30eT7+zshFZfb8F7H1cRD/wg5WJcN0TAtm3Nzs5GCpibm1MoGL/+hMR17O3tKZVKRQpIpVKq1WqH9zU4jqNCoRBJXm+FQkGO4xyOCM/zlM1mOwrIZrPyPO9wBGxtbXUkr7dg3AFGEdcQ36LmuOg6FziOo5mZma7GLi4u4jiOBgcHLU4j0sCVoPMp4CL+xAIIJ5AfEQZ4TEtiqVarSiaT3eqlWq2STCYtxhC3gC+Cjn+BR8DvPkf4IJrFiiJ3HEdLS0tdkwMUi0U/P7wFfmvo+AMwPZnyj96JiYkWX2cyGc3PzyuTybT0TU5OHhzNHWLgo/A8T6VSKWQ8l8upXC7LGCPbtuV5nsrlsnK5XGhcqVTq/4swxmhqakrpdFr5fF6VSqU18wVwXVeVSkX5fF7pdFrT09PhBBUHu7u7Wl1dleu66jbn12o1bW5u6l7unpaXlzvO6VhGGWNkWRaSGBgY6L7kOocYAcaAN8CvwKtoro7nQE+kjRgB7nCwvNNAEbHdKiJ+SZZAnEckmqJ6BDFGeG9Hgb1oM/Gq4i8R14FzwAtgDbEbUL7G4k2TqHfAEL47mtD7Fg8jbsKHigfgGfAL8DawdwbxA/7K3wF54HmMGIhEoomc4Lmx7HqFRRHxBH/lbcjjCTja5ft6wEVseyN6D8K/8P3eiBfA3z1bAuLEAMBXiAxwFngJFID38WzF/58bQZwA/sGP/P8r/gP8+7MKGoYDuAAAAABJRU5ErkJggg==) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC1UlEQVRYhe2XP2hTURTGf7WCOCitYAertIRSCoqCkJpB2lJQA44SJ3FxEQcLDYJk6ejg6FLEKcWxWdrh0YJDC60Qh+BSR4m0grE2tCV9775XP4e82ibvJeYP7eQHZ3jnnnvOd8+55977oE3s7++rXR9tQVJbBE61M3l3d1eZTAZjzMlnYer1lHiOuIk2NzdbJtByBoavD4MDGLAsC9u2TzYLxhjFYjEBisViOtEyuK6rlZUVAX9ldXVVrusekhhBPEXcpS6x+iV4VnvyzMxM3W8uAleBSN0IrSGfz1es/kB8/SEeIEbayUAIbNvW3Nxc6Nj8/HzlZpylgyU6mo1RF6VSSZFIJDQDkUhEe3t7x7cZHceRZVmhwQ/Esiw5jnM8JDzPUyKRqEsgkUjI87zjIbC2tlY3+IH4dkEMBDdkw5vQcRzNzs42ZJvJZKgowzDiBeIhcLt+V9REsVhsaPUH4tuXMYp440vVwdRQBhzH0cLCQlOEFxcXD1tyD8gD34FSU27KcF1XY2NjgVXG43FNT08rHo8HxsbHxyuPZgjdA/+E53nKZrMVzlOplHK5nFzXlW3b8jxPuVxOqVSqwi6bzbbfEa7ranJyUtFoVOl0WoVCoebNZ4xRoVBQOp1WNBpVMpkMZqFhDCJ60MTkhCzLkjFGjd75tm3LGKPl5WVtb2+3QKAPkUS8QjxGdDdfu9F7o+IG6o31an19veb84EVxHvESOHdE9wn4AHxr8GIZRNwBhoAdIA18CZ8bbMOequD4jpyGQpdx1p+D76u/tmmQwBbwu0r3E+iu0g0gLqPQ1uqkvHIo98NGbQLBtFxCXAPu+/R2gLfA1yO2fYgnPqkt4B2Qr/I1hOj3g3+uXbrwgUsIG7gA/AC2q+weIW4d+f4IvG/t4XE6VLvhO/sVMtaF6Azx0oUoNk+i+f+CIh0scXiml4AlX98CWn+vXUGcAQzB+v9HE/gDR5Oy27mpmm4AAAAASUVORK5CYII=) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGUlEQVRYheWWz2sbRxTHPwoJNTm0a5JD4ja0VWkhgeRktSInY3ARtJce1EMI7SEhN+dgQQO65k/IxWf5GguMRbJF0IvAPgiMcMGGmh7iFrdFcWPcIO/OrvPtQWvH+0OytCLpoV8YdnZ25r3vfN+bfQMj4vDwUKPaGAmSRiJwZpTFxhhVq1WMMf+NCrce3hIX0e7ubmoCqRXY+WNH7ksXHLBtG8dx3q4Kxhjl83kByufzeqth8DxPKysrAo7b6uqqPM8Lk/ge8SV9iaUOwcLCQt93CohJ4HJaD32wvb0d2v1RC8bDJE7B0Ao4jqPl5eXEb7VaLZyMNplh7Z+KTqejbDabqEA2m9XBwcGbS0bXdWXbdqLzo2bbtlzXTUHCQlxBTCAuJsfO930Vi8W+BIrFonzfH5LAe4gfEI+CNot4N05ic3Ozr/OjFswbCGe4hCgAV06MfgbcBM69JuG6rhYXFwcyWq1WiYXhW8RtxI3wxjJkEd8AH0Ws/Az8CDzrZvLe3p4syxqIQDAfy7K6p2A68AHwFHjy+nScpQP8nkDgN2Cn23VdV0tLSwM7B6jX6ziOo7GxsQw/keEC4p3AVwzRHLgfzgHP8zQ1NRWLdaFQ0Pz8vAqFQuzb9PR0/NfcFxbiA8Tl8CnwfV/NZjNkvFwuq9VqyfM8OY4j3/fVarVULpdD85rNZooTEYHneZqbm1Mul1OlUlG73e5Z+YwxarfbqlQqyuVyKpVKQ6oQwez9Wa2tranRaMgYo0FrvuM4Msao0Whof38/BYH3EV8j7iBy6O69u6l2UXpQ0vr6el8V4sXiY8QMcD14F7AANIcsLF8gvgK2YObFDPVaPXF9vBp2gGsRijeAS6eX1mNcDZyPA59DvV3vOTVOYBzYjYz9BfwZUWAi+KtNJBDbJMNW0P8H8HpzTZb1Q8R3wAVgA6gBOyfmXkPk6Cq1ATSBjYitTxHjgA+s9Q7f2cTRZ2R4jPgbOB9xDmABk0F/Eo53exJbg+VMMgHoyjjoqt5WTkW6S+lz4BfgVfBspyeQ/s72CeIc3QT79Q3c/f43+Bchw8pEQnQ0gQAAAABJRU5ErkJggg==) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEklEQVRYhe2XTUjTYRzHP8ugshdWdFAiy6l0DLFFQqXZZZ3aYQukQ+Cla+ht5w6dKgjNk+UQhEALPLQ06KDRYSXrjdFKhpAYDUKGzf/L434dprn/9t+7duoLz+H5Pb+X7/N72fMf1ACv1yuxWExq8eGoysqFcBBoBuLQnG4m/jFela/KjRoR2oErWbLnUP++ntRSqmJ/uyomsA505cguQkql8nX3U7I8u4uetiAs5GSpboNELqm6rP1RhAagFfiF8BZI2WfbPgMuhOsIXqALoSnrJgp4AX8lAkzD6J3RzL4J4TxwE7gM+IFbQL19NuwJdALngJOADziQdZbA4WvwwX1gErgHfIO21jYWFxeFFeBSjr9G4IxtJBsCLQiNObIG63Z8bJy+7j54BcSBJRgbG0MpBYcLXOsIsC8/C/mqCzgIZ+3XgJhVZXl5mZGREYtsaGiIdDoNP4DfNgS+Amv5fWBfgjjwEHgKPAC+bxlqmiZTU1O2ZjMzMwzeHYTHWSTSwEvgp61J5UilUuJyuYRM+1mWy+WS1dVV6e3tFfYgnEA4hHC89DiWBV3XJRQK2QbfXKFQSHRd356AuVBKid/vL0rA7/eLUqpKAqcR2gunKxqNFg2+uTb0ysJWE15A6ANuAO58Erquy8TERFlOJycnKbcMme4+huAj89MJMA88so7MysqKOJ3Osghs6ON0Oks+TpkMLOFgnszIrAOfrEq6rsv09HTZwSEzkpqmVdgLBXrANE3p7u7Oq7XH45Hh4WHxeDx5Zz09PWKaZu3ToJSScDhscR4IBCQSiYhpmqJpmiilJBKJSCAQsOiFw+EaJmIDpmlKf3+/uN1uCQaDkkgkxDAMW6eGYUgikZBgMChut1sGBgZqz0IymZS5uTkxDEPKrammaWIYhszOzkoymayeQDQaFaVU1bcwTbOkfeEx6UJoAb4Ar6v8eC0D9q9hB8JVoB04VYP32wjXij9E9gTe4eAzYAILNRD4ADypJXsd2/SMFkH17LwIncAb4Fn1fir/X5BtuRfr5/g/x9mdL9F/7Dj+AMOxl5NcT7vrAAAAAElFTkSuQmCC) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+0lEQVRYhe2XzWtTQRTFf5GKFEWCFlJREKJuVBCVdCNoKRSCWNFFUBBFQdzbgIsouPQPEEqp4CJ1o9IKtmBooZt2ZRCCCEV04cokpEp9YPu+9Lh4qelLX+PLi+48MCSTuXPumTt35k6gQ1QqFXXK0T72IQ4iBhEH0JWrVyKLiLU9YwfiOJCpzxbwHHo+9rBUXmqbb0vbAhLAAA3pMa+/tH2pbSqArpajvYhKU5S6gB9Ndm4T037EFuAQ8AX4ABjB0Q6OwGHEecQF4CSil8YevyfGK+Bnvf8TeAVzI3NeP4E4ANwGhoDrwA1gJ4F5EizgIDAIHAGuATv8w/eH7sMDYBzv8xN0d3djGIb4Vncca+I7FOgpQMAexN4mi91+k3t373Hr/C14DVSArzA+Po5pmp7YoI3dFVZAmRivaYTYAKpNJuUyY2Njvt9GRkY8Ad89QT4ILw9CCQD4DDwEngCPgE+NgJqmqampqcBp09PTvHz6Eh6vE+EAL9YtqFOsrKwomUwKb12+lkwmtbq6qmw2K7oRPYhtiERwArYNy7JUKBQCna+1QqEgy7L+zfXsuq4ymUxLAZlMRq7rRhTQh0htHq7FxcWWztda3S4UGknYh7gMXAJObBRhWZYmJiZCkU5OThJ2GxrXxU3Esfr3eeCZ/+pcXl5WPB4PJaBuTzwe/2NxakTgLd6RsYCPfiPLsjQzMxPaOcDs7CymabaZC5vkgOM46u/v37DX6XRao6OjSqfTG8YGBgbkOE7np8F1XRWLRR95LpdTqVSS4zgyTVOu66pUKimXy/nsisViByeiDsdxNDw8rFQqpXw+r1qtJtu2A0lt21atVlM+n1cqlVI2m+08CoZhaGFhQbZtK+yemqYp27Y1Pz8vwzCiC6hWq3JdN/IqHMfpYP5pxGWUOJP4p6/e4Gp4FHEWOAXV3mqgSSjcQVxsXYiCBbwjxhu82l6O7p8PwIsIL+/fOPqXymgLRFd3DnESeANMR+dp/3/BGrbivf+2Rmb4j/8A4Bf6c5P0Grk34QAAAABJRU5ErkJggg==) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur146825 2s linear infinite forwards;
}
