@keyframes rwdcur43131 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
8%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG/0lEQVRYhb2WfWxeVRnAf+c55973s2+7rrD1Xemg2wrINiYigqJEImHg3F+TQAIGSjTGr5EYJYKQwCIxUcRgCAmGIpkE/AdNQByyiKBIGAOWObBsfIxS33ZN6d517dv73ns+/IN2rqxAlwC/5CY3N889z+8+55znHrVSre1ISVb6YAZKLLKv8swknyCqW516vgvpNYI2JSk+q1BvFGgZfNH/c+AzXGxe4HE7GzxU7TddtT773kGGqv0CfMlDVeCvXbW+sQULLOfUSsDdEWHOiYktEtq10i8CrxVC218syWAxtIze3XnVvVapTQDl4C7qrV29fSY5BzGvHxbd00DoDCktwZ3eXesbWIiAKdNqrUw/J16dlaNYNF4IOl0fFBJUY2MU4vGvtpyyc0L0pgEpIiFwpp96AlAzY6xriPS8IkUADgXNKpfcB5y3IIGX2dE4nTP3K/FtsTfkKSbayagytl2UOVmUrMSas5sIAB4QAhdyybl5crtDCG3pERdIETx0LyQ5gAEo0LI/U5O7nEkuNbZcy1FqxDZK4th4USq/e6pRvrhiO3qZpoBjz/RbjRZVudfitt8w/MSb1y+7hE6f0lDCKj9NK+5agKFqfwycDywFtnfV+kbfK3BEfbVe94tYme+12jY2tK4dH7PZ6HBD7c3r3FNeuQ4yOteUWk7779RUZdz4Nh/ciT5YkwU7tjioiUtP6I1bTUUONEfuun/85f6+9jPyywsnDU8roYlwYsjIB39Bd63v6WMqcB7nGRuiRzzJhhs7N53W1G3VCq76uhmsP3tofHlJtW0NQvzqdFbUqmJzvrkWQocKsjiQrbbKtz88NoQl6c2CvSJH/NmyLi19R0XskwIAbwfHOj/51NEfDaABhhjyS1SnNt58bWPbF5a9IQXqGHp1VHlp8sBohlpuYQSU9cFOqqAGVYj2adSrGvNUhHk+wuyMyP0jT+5wTFz9XGv3F4d13iRKA5ApoSc0WSOr73qk+XRjTgUACqFY92L/Vs/qZ3dHWso4mnb6ekV+RYY7LQvZWR47rqEmiI/QscbUI+SgRkYMhgiZFNTzBfyDqU3sEp3beFBFAFSCJUPx0qHksu/w4x15KmO/4qf755TjXHXBZS1Svv38/KqlfqpwT10Kv01DVjkckh86fK8gGLSJiWyEtgadN0hDkEmNMhEmr1E1gSSPMus729cHEdNUwqJgeb4+9dibU24PaC/kYjCPm6MFInK7HG7gP82JpWVDb95HbR6fBNykRvsiZVOg5HPEJkK8gFeEsoAXVKrAC76swAZobBue+FNPq2m0ap2+OO7/PYFM5ogHDYW6Jq541MgcgRD8KF6/5sV9XhTtJujEBZ8K1DUmLlD0LZQahmivwjcUbh84qwGB3RBEkERgT3hXzL51iJGLlkh3T2e0OUFvKuH6Helvtg6H0Vu4ys8RKCITDvWkDXYTSJsjXamR3YIQYWyOnBj07iLmLocfDFAPADQYo5bczu0A3MRNbGHL6Ewv6Goo2TeiIg4qw+KQ3dAe7A3frGYn3FJj7IjAjq6td0yhr1N+etuvh7e/FpRbjQrdJpjdETIZodMIiRXEAbf/J1x7TFOZZQtbjtw3UTeOqIi9M636gIpZ7acohPRbwG0yGziFvu51KRCksD4L2Q4bMiOo5Ur5WGPe0UisCEbh3lA0k/dL/l4a6KvHZ3bCLO9gmEJfwbtT9y4l/J0r/DRF/O+9cvtssGMh2B4CxiCJQXsBAu5wILdggSLud+0hm/NsMZYS7kE4qg+cM3TlZmDzBjaIItdjVXqNw5cjKEZIXaPqCsoGJixNYYHkCD9bGrJvi2/MrgHagkXDPXMqMMujPOoVoWGDHXBk7QG7UqMTjUajvELGQKULFeiq9Q0Vgz9pmU9/eYpLalWf3lYOfsnsocXM91KO3JjDPZmRXu4oVCLUpEGMIhhwyY183y9UYFYC+NHMNYd5S/kwD6bAXhvsLnArDCQGqQtqVMPE8ST/MI4RGKr2yzNdD9y/ufqVT6U0BzLSLgh1AavwDY0auJmbPz6Bw8iFgyr3jSkp3R3wz1myNOBPFpQXsB5fvpVbjyvJtq6H5p3qeQVa8H9fFprbFvlss8PtzMiqAd8hqAlBRoEFb8FZ1g9dfsxJepZjzGaO3ZcAfJ0reyzuX55QV6g0ECYiopHjFfggPnA/B/SQJXvbkq0BGsBhi81/YgINWlNPGLC4hoeJM6od3/10tf0H88U+0/VA9c9df9j0kQo8xp0E2Jli4wAdPrg9EWHXfLEF78cLuFeOV+B9V+f/DaNUIS8o9Jf3DSd3w6Ft88WdVbsqAY5b4EN7+kP0TwhmRGHOicjXU0oL/g98JAIARVoGBPNAILJ7WPe+W+pj5edsXXcHf+z6qMf9H+wPHCieWqaKAAAAAElFTkSuQmCC) 1 1, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12%,13.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHiUlEQVRYhb2Xe4xdVRWHv7XPPuc+5s6j09vXzdAZ2qEPhbbhUV4loqAIohKjKK+CY4gxPDT6h1EDBhqN0ZAGiImaMAr1QYwBjDxiAlQeokAp0IcObZkM43Adhun0MnPn9sw5++zlHzOFtpR2NI2/5CQnOStrfee391o7W7plVTkh7vZq+5qY417jr3X+jzIJUysyTa8XkjvFTFy90qz+xKlm3QqA07jIzjbRUKW3bajS+6H/FkA6Wd6iZBtD7NqIyGG0PZBgK7CnoG2POeLBojaP/GLR1T37xWz0QmO+T0/pqvb0H0iys3LvnanIzbEY8uopqyt0VHvi2QDYEq3Omf3PGy+n5igWrTdokHxSBaPS+Eyo0dgyX3qyboLvbpciObRotPEEcOLMnxf3ity8xZRAhMU+pqTZdcDPZgWwkxcaK1k9IMa3Rd6SpxgHmRkR69qN2C4jpruQFU9PERAhVfCBdH2Mi8/Kk9vmNCtlEoIIAFNiSJHls10CC1CgeSCV+iuZjS+xrlTN0dSIXBhHkfVGJD8WBaXJtNb+4VBNqMpf6q+ON0vLPY7s8a8NP7r7hwsvG1gmja5JAjp1imb8Dw4UGKr0LgbmA1s7qj3+cAA58HJysOYnkdgbW6WN1Wnn8ARmNJNCfz7IPeUlKwOLymm4eIyp+d6adq/ZfK/OpupGnU6Nnd+6aKw7mje2ubHr3n9OvvN0d1OzW99y7hPeyNpYhJJmNKvv7Kj2DL7PgbM52zoN/+SJL/3qnAuWlXNdXU1kXc/se636+mTc2SRtm1SIxk1azGmT835qFWhZ1MxV0pNVfPvL41PzX2TPulT94hzRnnNyJ7h6EKzdLkUQYa6mLM3il4G5BwMEAEMM+QWyKLBiP/2Ftgs79pgCdQKWBsHUzsm9cYp0OhgGcV5dXVQGRcPdAfJagH0qxL4YYreE5J7Jk5uIiCqnlhaeWbMtLXUz3cn7MSwhLoxNzNu4na1ThwAALGGZAJWTgvZzumyzzCPl7cY76/un0vaUbEVMen5MfEpKujQlW+3JzshgMVAGkwQExhJmIbnBPLkHO/O5wjybO2N4ZoMuICWfJbWd9YnRtazT87g4+htP1uRgO86Sj1zebEp3nJR1LBSa77KmZVOiacuExt/K8MsMBktgI0IXEjhLkLeYhsHUA8SG2HyAVA3EAubCBa2nz7FhZQohRHnqzYk/jOH7IfCGXAT2z4dMupDcKxlZ35hNF5Zwq8S7No+PlaweEPgiJVugyeeIbIjxBrygJQPeIImAN/iSgDPQePqtxnOtyHBbk60PTeobniDJkRu0FGoBUYtHhg8BUPUj+GCPN9k5Rmi3GsSZ+sRALcBGBYq+maaGJdwl+IaQ7YbMBYCBbaDGYGIDO3QazE0SDC/PmZa1LfZzGeaCAvrIv13y7CNva3Ib1/hDAIqY8QzZ7NR9HkxbRtIdYLYZDCHW5cgZS7CtiP1phh9UqCkADUapxndwBwC3cAsb2DAyMweKNYI39xkTjWEpq7uyFPqB6yvp8tuqJO8CvFTZtH6fsfek2dhdPx9+do9KdjKii63abSGmHhIkISYSiJRs4Dt8ZeTwoXJAG9jwnqtw5X5jolelCUQYVOU0X+9CuQR4yBwIrBl794DJWxu0fzMlfcFpag3SKeKjALs3wESCWiHrF6ZmddBMe2M+O8p7oxoR9kpIinyU6aWbVpt3N3X52LXhvu7Jdjt1o6puCYq1mNgSeAMo2YSSmzVAEf/HMimozliizNWUEN0MM5MQ4LTqNfcB913KpUbILXGSfDnDl0IohphagNQEShbGHVPmiNWOIIHfFrz/6RozGY2ppayOnOoA8OghDhzQwzzsBW04dX0ZabviugOCOCAgQLxgRkGS2QJ0VHsabWRzFvj02hN9fN98Ta9oIVveUe1JDnHgYOXIjWZkm1OSL2UUWkKkbjFWUAtZ/D1uet+pdiS9Uen9xjjBxklRAtXfF9AbOqo9owfHHNHKB/hdAuxy6l6BbKmF2GJqBhkJYHw2xfsrv7w7FrNxIMizwxTZa8LLJ8S8PVTpbTsmwN87fn3jDQvOixKm+lKSDtCaASf4RoD03cqtRy0+VOktWdEbXzTNvCUR+yRkuxRJpstddlSAgUpvuSrR3XHQfq/in3ekieK7DOINOI8v3c7txzJg1X4MsRyUXoQxsSTIx48K0FXtGV2g6e1lkmszsi0paUXxZYOMG8wIMJsW3FHAE+lBW0WVNnVEM+33gQAA5w5d9f0zq+sfBzPsyJ7zaE2QRNFxSzh8rOod1Z7xROX+032ddk0pacZK3U8THuChYwK8C00w5Ej/5UhPARrAhMPljwUAkEevyKv/8UrfYK2foOzT54rqTzi8C4568WjQmjSzr8+RLfLgVyyac1GzsIMqDxwe21f5lX3dFFZ9auiLW2dcAPj2zPOBOqoDj3IXClsSXKRQznzWF6G7jhS7onqda8X1H+nb/wwwHRAmgnlJCMzgW+ljW6oj//ig2HVDV9WOO8D99I4b7LBg14bkawlNsz4HjgsAQJHmPoP9jRK6HaxxxxNg1voRm9Zs5MGO4533PwrMWk8/P36nAAAAAElFTkSuQmCC) 1 1, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
34%,35.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHeUlEQVRYhb2WbYxdRRnHf8/MnHPuvfu+Xbbt9bJbt0ttY6EVKuFFRLFUgUoCgiKKkiVBCYZE8QsQSKQqGNNAGv3ih7WRaP2ixVhfkERCEAzQQC2g23Ypy+ZyW7ZL2e7L3XvvmTOPH7atXdraJUH/yUnO5Dkz/9/Mc56ZkX45r6tBrT+oG2qiw+/h2Wn+j7LN0n5+pultBr0mNtp5lizp7JFzogM6On4Bn3UHeD38LwGkl4+0KtkjEe7CmNhjtNOKfQkYzmv7nzy10YK2jD2rT06Wi4OtwHSpMnAS1J7i1g11zGWd+IdKlYHqQgFcM23em9nnTZDzEwoFFwxqG59TwahUr400Puyp/2Frx/1tr5rCdxMC13Gd3c724xDDxZ9f9IZJnhiXiA9rbSPwsQUDvMYL1VWsGRET2uPgyFGo2cyMifOdRtwyI6YfNetqaPWIWLpUMYQbruCq0RzJ7kO8VW2o9E2JpYrBI30LNQewAD1yjlXx5xobzi+EpmqOptlCaJluds2HC6YwU5DmMDo93dIhs7xc3Tt7OMs2RMTrVaQvLy39L069+cz6pp7eLg35Reo//ZOpxw8tFECOvay2a38ci/tWm7TT4jvLeW06nJeWkZxNng6SdQFLVSlCVhRsZ9CsO6h3qfpxT/2w12wowz8JOiLITgE/i6luKa7f0MCsbSHbcqp/wwFczMXOa/T7QG2jMWbF+o6V3TN1Rl+fmfHq6W2S9sdUiD1pwWrkg9TPA+0SNYuUdLUSOr1kqz2161P1u1Lqw4Hw8n2LL12z3+RunhLL2Vp/6MQJz0tBmXJYLEutE/f5Lt9SurzrymRx3B7tm3r7RUWXpkivh4MgPqifFpVR0WifRfZY3NMR7sUItzMieSZHMhUTFyNcz7qOvi/slTyzYulUzzVu7TY325++wkv1eQAAfawQoGhcctGiYKqHZo/8atYngx7pSclW1kg/VaN2bkq6PCVbE8g+nkEP0AWmYbHGEWURyWiOZHuO/EQpiXJd1i2PUFrJ2P72yLsJueUX8gm9jKviv/PXiXlLcpFc/sUW07y5yy1e0hI6tuSztscamrZOae3ujLDCYHBYFxP5COsdNucwVYOZtoiLcDmLVAzUBIzB0NcU0ZlE7pXD9ZcasEyhAjYYkhjcE+5EgIhkV0Y2pBlLAtl5Gb49EGpKNm2xoUCzy9MUEmIXYYKBIGizgWCQhkAwhGYBb6AKmPJMGCnPpAcEV3XIGwY36shPWOLWgBycB6Aaxgh2OJjsEiN0OrW1TEPDwITFxXkKoYWmqiPaK4SqkO2DzFvAwG5QYzA1A6/qHJgHezAjc0JwKXa6wBSTGALK97glzAMoYCYz5Cmv/gYw7RmNfovZbTBEOJ+QGIfdXcD9NCOMKkwoAFXGqdQ2sxmA+7mfTWwaOzZuuTgYT2E3NUTuSjT/w2bCplLlltrxMjymweJNfP3Ab0aChmGVbDWiPU7d7ggzHWEbESYWiJVs5B5uG+M02sSmee0j2M1lk9z+lsQs09q9HwqNKeBh5lbuPxoy+ezG1tV7U9IXvKbOIL0iIba4dywmFtQJ2X6hXjud+amUidxelpggwpuSoyrmoWOxeQArw6z95pEfTQSyfV79uKrvQ3EOU3PYYAAlm1KS9wVgVX9W0gZGlV6tUdBwzykBSpWBsJGNRtT82dMYywjNBgoRZsIiEwJVB5OeujnZ5vRqI7u7J9QevSBMUwyN7zcRHj0Wc+/9eAc7wjVcX/XqhzJJ1ym+3xJPWCwWCYIZV6TxfgBKlYFp4NtHn3k65UwSkvGM7KmURn9GaBXEOYwT1EFWu487FnxLKhcH43JxsPN08VMC/JZtDWCvV78LsuUOag4zYZAxC5MLNd9T3Lp5Skz9XbHv/KP4i/TojerMAHOSVxvUh1IaJdAJA14IVYsMPcADZzQvFwcvmRXznedMK8/bViomdkewv1sQwF9K21YKWlPC8560oYRlBgkGfCA0P8iDZwRoIFcclBiVuePmgMSI8KkFAWwof3mohq1lZDtT0qISupY1RebSzlz3tYsLG06V06O57j7WjtG/naUp6Nxe2U1KUHa+t99JF4QTdSNf7cuR3Hnn4gtWdrv81YckItFACxmJ6kdLlYF/louDzGC2OdGbMoQUoU2z3lJlYPRfxa2/DCI3NxAcSodmZ5UqA+MnepxUhidKseUr25aaLpe/+jnTSk3mFuzsUKeX2muANJB7Z8Te9LJpQkVYEhr0M/smIKsqt36lXBy8A+gqVQb2n8rjv24oVdoaq3NLigclPm4OUJaYHIFycbA4LfYHwyZ3PNcHTUxAKBcH+wFKlYHJ05mfEeCPbKHZRK9E6EmdjuZuGmVsXlwVN9deULmecUudDPUd3ZqySFMARJVVWqWqZqRUGZhsw39jVajSpp6cBlbpLKnK/lJl4LSn5fsCWPf2XbuGGxP3rA0zfDI7wmfCBK0hG28hrAHorQw8nmj40oowy7owRVdIf91Gtmoh5nCGKjimu9lU6mbJ1y7szI/3JX5H74FbKws1+MD0MI+tfYTtpQ963H8Dt9haJGTPph4AAAAASUVORK5CYII=) 1 1, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
68%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG80lEQVRYhb2Wf2ydZRXHP+c8z/ve29u7/rh07dY00K2lhl9jVESWgCGAETX+IRp1RkCHfwhKMCqQBZkZMxFikPiDSARHVH6YGAPRgBog8sdwOnCDZmCFUcdabre2dHfdbXv73vd9jn8MZzfo1hrw+997nvOe83nOc86TR3plTVtCrTeYH2ykNf0nz1b5P8oVpaU/s/q1in08VistlxWlU+X0aNT2Tbyfj/hRXgvvKUALbRWBK2L8+d5cP2KfNUnPatcV58cS1TtkhevhjHSYobn3AkDO4oJCqrNf0CDX5SgUPJo3l7SboIruVYsnxfRxjL05Gv5q2FibNVYf5dFjKvO3rgcL02j3pSOff3kpAP4ldsycwbl7RUNLHDx5CjWX6Zj4tKTiu1W0F9PzM8JElOruRLI9h6T29KX20ZE8uYFx3piJWKUp0jKLOxNYEoAA9OtFfXWp3tmc5T/21dJl1b7cqqaZMJvsqr0+8WztQBBzRRFtIRMyS5PU6jOZZWMp2VOB7FUx/aNgSUS+/BgPp0sGAFhL//d/0nHNN4q+VYc1R2xGj83yyuzk/Y8dfmMYWGlGJ2SdgisFy9qDpb5u6UTK3GRq2WBG+iTYXkGeF0hn0ZnHeeiETewB1rHO31i65B/LfbNu0yImAgJVU85skC83Hpw+x4Q4pV5wFqVB5taAtYnpKUb9bCOUUsnOTqldWbf0hTpzewJhV4F02z3Nt6bnFXrz3x19etsTPPg2GA+wne3pvdH6tkPijyR/SxU8jQSC1a+qIU8qUguWzKjJX4RIFcsL7jeKtcWElkC+ZGSr6iR9KcnFdeqfaC90t4/7Ql8z+qn1fHGbENUe5r6pYwAAZqlvK1mKMyN7C6JEShXHFPW+uoW1gXTSQVnREOFih69E6EGH7vd4IrSqyHMNhEeMsMYIpZdHR9Jlje4Dy1mxLiU715AD13PzjjxNEz/g23v/u11g58p7/x5rQ/+w5MgROM3m2Jccvunn48MXZ4Q+RfE4HxOlES71uLxHZxStOsRH+LxDygo1AVUURSYFGQOpBVhtUAYXlFwM/k9uPsDr1fDM8shd1k60nHS6PJrMfuu3k+PPJSTnKa6jkaJbRosVaXKNNIYGGiRHLp8jDjlymcerR3G4xONmFQ1HgNx+hzsouNcicrvyFHflKezzxOWjRzDSuXX1tM1d9MjUzoHfT452t/jW/YWsdUBNEoWKw8cNFMIyGmc80StCmBGyVyFLHaAwAKaK1hR2G1ZUSMHtz8i8EHwdVy1wmCmUgLGZq4IH2NP5wOaqyKYJbeIzLRcxVDhQ+934/pZMkl6HDihKhE9z5NTjBgr4ezLCPoOKATDDBOXaXdwFwG3cxha2jM0rbrLgGI50bu2aFtm0XZvIRBAzLozJr2o8uKI8a6d68wMRWo1wSYTGArGR7d3ItWMLBd3ClrfZXuj8ZX9F/Z2lkN6wpnz14H/sCvRPij/a+SbCm+Lp8vlYkdNEQuzwbzo0FswL2ZAwV1so+UI6qP6He7Th8oq6O+fbFdjZ+tb4AYgZp1jK6+nUhFm6GsN7tOZxQQEjO2zklgzQGtIbe8PsUy0hu2W+3XeVN4zs6Xzg9nVhatOERJQsJQ3Jr1+afrOvJMuLERQitOKQikDRw1TKnC4VYG356p3Ah4+3K0Bv+UvfKVro6Q5z65sse9/G0T98MyUdzKiXjLTX4WoOh0OCoBMgCzbVUnV0DLvKG4aAIYArWR9nZH+uk3wuo6EpQqoe9YJ5yGq3csO79kry8z9GOrdqBfe4CFcYsKM6NPTiodkeD0MerShSddjUArH+Jx1zljPo5gmNrtjumnhOl3FBcfXqNqQXrKKQCmHGIYOb2LSo4COdW/XZrodGn+l62HZ3/uKSkwJMo19/Q2IAMhHGJaKnubFohG5FgkIaCMXbuX1RAHXkwjGJVuyRPFPqfnxSgALhZx1WP7JgRpvVGTw0GRuhTZEpRceARY9ghO1os3raYzWWhWzjO/kc0wONhFvaQ/3yDkvWKDCTTt/6Lw6f0kGxIkiyulnz5+QbkpsPLA6gq7whBaIT+cg7GUc6t8Zd5Q3Jp7kmjrDrO1jZc9XKs79WdY4CGYUQNp5VvuaOef7twxoPA3ExhOvOKV997+IQjzuCeeQJwAzNScAGP9jc3FZxnle1gRelkUTke/P9x/H3vSYN8UvaSFX1pyOdWxd9UZ3Q8Ql+hMHzE2ktyRGO/hCOK5zHXi6Q4cyQIxtY9D3hT+agRMnu6eqTa4vJh/p96AYoWnbMldpKtrknq5USlUtLIf3kYpPDAj1wvK7j5su7WHV3G8WbJpl+aiNfWdLb/0Q6aQUACiwbVPxDNeLabk5/15IvSXfwq7V382jXux333zJ5/rIj+ciRAAAAAElFTkSuQmCC) 1 1, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
76%,77.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG40lEQVRYha2We4zU1RXHP+fc+/vNY2eWYdwGGAfKY3lUEBFXLdCYtiGpqQk21Zq0Ta1s07S0iYnGtKFVm0pMTYw1aWqa9LH1BTbWxqRRWjT2JQ3BIhBEsktxiziMy7gsw7DMzv7m97u3f1DJIoJs4fvnuefe87kn595zpFuWdkW0up23/R1MjQf45yjnUKXUNxsYLld7z+kzWcksWfipxEdrFWM7NLtNkMEM+UM73db+a/icfZ0tcaXUt7wp+rrFo3haXnfkcKvK1d7oYgGsePYYDAF2uTiWoq4YyejOJWbZAfXjf/pN/q5mJLJtv2YYIsAAV7qTPeLZAnzmYgE0x5Q4o5ntIWGcIpvtcHlS2BtDsXd6bf7CGH1qBMuQhCBCIsKbmiUl7tOVUp+9aIA3ea2p6EFRXwixYZZcqzPpqhUoRAUpzjYEc2ORMzYlCALsaVeL13ItK7lNAV4qP1OcLIABmCXzjZf4SjVu+crM7GhNfnFqkZ0+1mxqra0+WpWelj8iAW1RAGb7cYxL3E9qr6Yzku/OwNEFfCK3szE43M8bbjIAp6+2xCx7+I7c9Xeuya0IqxKSxjHFx7xQH/z+0uyUVQvC4pqjWFI4UniePPxms6pNbft4OGZ8JPZJf0L8MviDguwQiMfQ5otsPC+QAKxghY0JVm66fO3ft2uelhgA5rgW6XZ973O19758fWeuPDdMrWrhj2x5r+YaGhfE62We9hKPK8Yk2ZjWgraPd7cZP+BwuxLirSA1jz3UxMWbefosmNMZ+G3x7utWZJZu32qmnF7s9DEL3RiPHR54SMS8otAS7xoKTrBq8GkBVXyXxxUcruhJ5rSJFsRErk27sGRKaWhmtjz3+Xf/8SDoViFobeJXjbMAVvLZ4hOX3350h+Y4+b8MdLsxgvbx3b8+8vbBNi7riEcMVBV1ASY02HqAHjPokEWsoqEiLcEd8LilHld0+GZCe3GCH41Jmh45IuhraTqHf8q9B88o72eL9z54dab7BzUJSHlHBseWeuWmnSfr30pwCxTFYmxIEAeY2GLSFm0qOmoQG2DTBqkqtE5lRlFkRJAaSMvBXA9VME5JhWC3mIkAQ6105a3G4asCSWYORY1d2947fvvbcet4RHS1YqZ1kDN5Cj5Hp+mgw2XISIpUOkXoUqQSi1WLYjCRxYwp6k4BmSGDOSaYtwJSu9LkdqXJHrKE1TM+ku9Ovab5y2O79x0drfQUZCpZmTqqXiKFusGGGbIuT0fTEuwXXFNI/g1JbACFPeBV0ZbCXo/PKcRghhISKzjbxoxmOUEDxeH5MV9zFqBS6ltwXMyAQ/h5ZhG/r++oH25pISHqNugeRQmwcYqUWsyeLPaxBHfIQ90D0GSYausRHgHgPu5jAxtqE+52zp5hAepiBt7QDk6KIeMTvlToKTx6eKdF/Szr7Z4AHQ0wUYCGAqEnObieb9TOdegGNpxlGyg9Hp7A3Dqd9u/K1d7Tz1Erpb60wOnKHxNDhDAVsYp8XMSFBnvUoKHgrZAMCuOtcwU/l+pqe/tNZuMw9saJdi1Xe1se6PAJABmfEOJ5l+aw9/FcPNaiLYtxCniSE57UpAEKLu5blIx9tYv4zxPtFqDgk4VL3ckBh2DwHI7evTmW6EcJLhdANkDrBqkL5Cw0YsZ1sgALq3dEwKYP2i1Audq7H5BKqa+zXO1t3MQXS1my/Ym0ezxxtyGsGwwGcYIOe+SiB5H3dcZNytXeBkCK1HBC8tc2UXeC6xTEWtQK3kLS+iHrJtXxzqezBopDpb6eo9hnxpOxfc8d2bu3TTLPwqBF64qMGnzjww76f3VGBiqlvuIxsf/aZ7LdQ+HUNbfN6LmiTVQGX1eIBdc0SP/93H/BAbaXn77n1fLGlyulvvRHArSRL1QlZEwMwxIQqFhLEnvcbEWcQuxwuQd44IIBjmEfPijp1SPYr3wkQIB/YbqPCPypYSRBOMH4dI/rUqShaA2Y1BPsJH5oph/fnSN59sPW5YOG/5T6Vo8QvBjg/zLQGtzwx5F3bpnGjIEiXSssZthi19/NungyEOfTWQATdStfDwP8d6YxY97nPzb/k52pdI8AM1w0b1a1d3Ci767Skw+Pq97Q5dq3dFfXVi4U4LwfSpMpkcP3p6CVT6V79moH/ZKhRvCHiX77S4/f8I5J3bNPstfVNHzlQoN/JMBmfoaHHQ3GrQHUezI4Avy+iX4BrpL3CTkSLO7AJQM45RBEDn198MTo5iuSZjQ/HnvpMuJ1E33mVHsHZ7rxqxYnzW+WXPvmyQCctwbe1zq+t7rMnEfz5O86yejf1vPtS1aEF9RUsuT7FbvRE8R7WXbJgk9KD/HUskd5vnypz/0vEIri3mCUinwAAAAASUVORK5CYII=) 1 1, auto;}
78%,79.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
92%,93.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG9ElEQVRYhb2XbYxcVRnHf+c55965c2d2dll2AcfpdhcWWqT0hZfaEiQYpSUYCYFgNIYQhwhCTDQBMUYhkSa+ESABq5EPW6QqJH7A9INCYgtGbXkptW5XXNqyrMs6LNvtdtjuTu/cOfccPyClLW3YNtX/13Pv//97znnuOfeofrW0KyXpd94MFzjDvs5fZ/k/SvWoRVdmPv2KoE1B4m0KNZKnbWyH+8vwpaw1r/KcBRgrD1w1i747xA1F+McqterE+yZvlDd8M1XySIgj9fJiG9naSq06My+AhSwqebJHAszKkNAivlMrvQPYm/cdf7AkYxvPrq7xklv/pkRE3rHAp7T5rLtSq06NlDfclShZ/3cp0ETR55uc6Vosqd2q5gNgirRbK4deEqcuyRHHxglep9d6hXjVuD7w4bSS3KodUiRVAgqM8+R99gXgZ3NK1g9LzJzSAOxRec7yKePlgQsqterujwT4By83LmTZqBLXETpDRJzoTCaVsZ2iTK8o6dd4LB8U1ELYlzUuv44bYnPMGIBFANcxrxkAyNM22lKzOzOTXGdssZaj0AhtkIShcaJUNJLuP2dxLoj2EBHh6PEJv5odulIp88MD9uDW8wJzxSAxKEWXbxGRAWwfKW94MFXqnhBPy6sXC7ibK7Xq+JEAh9GX6OUPhpn5+jc615oV+UUmdd691BjZsmuu8Qw267q5u++mc8LS0qbDbZ15c2JncqDkvDXeZVO3n72s8ywTxSkKDczY+uqSlL5lRd84LHlShAW+SbdvEXvXXalVp44CWM1qYyW44tp87y8/f8aa3iEVE+JY5hr89N+7fhKrto1eEVpasfaBdaq5FHyX8nKmp7XE4zoLXhULBdf/xtzMzg4Yu/vjq258Qdrf6xsA77nUzdLt7R2VWvXxo5ZgG9vsClaNr44vLtZUiFOKBM0hJZxfiBbvnmt+WaE3CypxPm2IV1sVgQg+UujfCr6rheuYnnOdHZzRd3F7vPIQ8kE4gFLUlaHg7DXA0QAAeR/Xh9K9mz4TnlOtiybCE3nH7jn3Wotsccu3LnHYaQ01QVyADjWmHiAHNDJhMATIrKBeSax5Jo/7U+QdyREz0Okt4/bd5C7uvSyiNPUw3xs9DLDVb5l2M9lzHbTfsLK4pLPp7PR48+BXtZKphk8/keF6BN0j6MtCAhugrUFHBmkIMqtRJsBEGlXbP0fyVtwavTw82Ltb8qQoFviUEM/QPjNdZuFNQi78AU88ZzhCAbmdT88O7tgyN3V1kdKOyJWmHS71ZLMa7WKKJk/B5QhNgDgBp/BFASeoVIETXFGB/fO+5suf7KS+MKeW5sRLYrPt22ZbG5tErxXI1zVhyaEmjgLw3k3i9F4n2RWi6DReJ5l3qUBdY8I8sWuj0DAEuxWuocj2QGY1IDAIXgRJBIY8vvjqdGohm8jIjKBMEz0bc5AZBIfn+9ziDgOMlQcuqHv59ouNXf989uBEA6QjI+3XyKAgBBibIycGPRhj1me4MQ91D0CDKWrJQzwEwH3cxzrWTR5RW3rsBnRUE46XB86dUMHrIzpiedsKpuwrg28m2bko32O8GQyQ2QCdBkioIPRko9/htskTma5j3YmGPiQBmEHf+S/JMaMMIypiVfGC2PqWEdRCpVyoMfs1Eiq8UWQjimYy74Qj9MfKU9ceF6BE9vOFrknJW/p8wu5k9HfW2ynv7bl4jEESg3YCeLKDntwpAXx2/EvPHhegUquOnOVbiy7MGgNd2aFlm94d+YUlncxwRYE4QOoaVVfQMDBjacqH7U9Nh5uw572j8zaAz3Fj2Xo7nKnWZR7brwnrGo1GOYVMedQJm+pkddxKcuSmMrLnW6T9Ga6kUMYgRuENZMl3udP9TwEeLV8Tt2H2Wm93QnaegcQgdUFNapjXr9YpA/yt/OSP90h04GuVtc/3FnJjLdIK+LqAVbiGRg3fz/0nFbK3vCGaN8Cc6HvfkDwjKuJTxcVdllbqcb2CcgLW4YoP8MC8w1+o/OaeYYn3zBsgdu7xXpfQ5xPeTt5+rEWr7HFdgpoRZBI4qU+w3yUP97lk2bwBLqndcsdid2hBj0vzm94d3W7Jtjp8XaFSj58xBBPHMzqRKrWqu6h26/S8Af770nilVk08etzSesvSulhDsqI7Xnr1x3JXnchsvDxwwrU+KYD31aA9dfhhS9ZY0d22fF/Uvma/zm8eLw8Uj312c+WpbbskPjRaHug8bQC/51E8bE+x4Vxm0w5vCfHvsR0jg9+q8VMGTupq95G3ly9SLbXTcf0C+j59fiH/0pKie/Kid24/pbPgePrIPf1pBmYEM6EwK9+Zi0Y2vePs6QqfFwBATNuwYH7tCewQy08rwLz1IzYuf4RnKqfb9z8eyx7MQye4TgAAAABJRU5ErkJggg==) 1 1, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur43131 0.83333333333333s linear infinite forwards;
}
