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5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH2klEQVRYhe2Xa3BU5RnHf++57C27m2Rz22xCCEJCCBBsTBVsa8A61lLBoiBoR6U6pTOlSivT0hmHZtR2RmWmtVqnOopWoB0Q7UWtF+ootAytQLkkIYlJIIEkm4SEbLLXs7vnnLcfFMegoNZ+8IPPzPl25v//vc//zPs8B76oz1DyveezlPg0ZlxHntSotwsDl2bcvqqMouWlbWliZIZyYmMtHiO5Tyh0i51k/q8A9vVUMGXqWkJlq2yfp9ywhRKPp0gYJoZUUNwuPC4NfzJmeGORg+pA32MkE39Rnsf4TAByDZq0cldTO+9+UVwSHOnu5c2jYf7Zk6A7LoiaAk1AscNmTqHKVTPz+HL9dBSPx860H9vt6em6U3mBtv8JwF6Oi1DoQeY1/CARTWlPv9zMM50mg2kVXUjydRu/JjGlYCwriJkKqpA05JrctSDA9LmV2JHxcOnx1tvc29NvfCoA2Ygm54U2UX/ZXSc7B5R1z3fx9rhOmdNiWaXC/OoAwSIfXo+OCxszZdAeTrHj0Ci7RlQUYE0V3PCNWRTYqdHClsPLxE5z7ycHuD13tfxK45OnTgxrt/yhi+MpleVlFncsqkAvLcERHY/6UhMdLivbr6u4nLm5NbKsojIRjSv3/P4/PDegowq4Y5rF+uWz8SWincqRI43Knxk610v7iNaH5Oy6+5OxlPbj5zvpTmncVQ0rF89FZrLR3PbDjwfip58QQ5xiDya34bLT5b9LBUouOnCgm13DKpqQ5KiSp3sUqt/q4pZVX62WZ07fIwnfee6JlQ+1pLTs+6KwuHzrKy38K6Jzfchi5eJZKIl4uOLY29cVbD69QdnBCbEHkyYU6Sq8O1VVc2tXaw8b/hEjZin8qAa2L8mjQLfZdDRDX+s7ZEpCt8qVVJ/rNwlArsArg8GbI70n2dyRpdhh8b2F5chsNl7WdeQW/Tlr99kTSED2+m42auZsHBoYVTa8Pky/obKq3GT14hrmXFLFunluTmdUnt07QNSX74/nFN54YQDJHOn1VO5tfVds6RSBo6wUf9+Jp7Qd1puT3r1ZXZiePfvRSMxwNb14kqMxnUUFWdYvrcIns1F9PHb6+gXlhJwWf+uXjJ2eYCJQ9E3ZODn2yRF4/Q1p3aXt7YkjhGR+VT56LJosiAw/+cHs7OXUZmvmPhtHz3v4pS7eGNWZ4zW5b0kF+V5HxvnOsXWcPL7Fk+/l8gKbPkOlf3ACxeOukUXknRcg6/NOT6SydEclPlUSKvKSk4qeIE73++bLCJpVM7cm/IGKba92sO2USshp8dDVRZSWB2xnV/svRTy2haHBv8cMi5klbkwpGImkcLmdXqD4vABp4fAnDZOoKchRJT63hktmh8RlmAD2Urxm5dQnk6Ep9bve6uDhdvCqNg98zUv17Ao8x7u3KL2jD4id2MBQ0shkvC4NCSTSJl6vRwO8H/SclIdp25kUKrqArBQ4sHCqioc2kCtwmMUlm1KVM649tP84TQcy2Ag2fkln/oJqPP29byjhvnXitfcGkcCVQlWy1rvz0uPU0B0uGzl5UE3qgJ0yBi2Hk1KXTdQUJONpnPl5F0lJwPLn321Mn7nmRFeYDXuiRC2FtdWSa6+ahWd0uFXp7fqu2En0rFbS6anT3S5tMGKgAOUFXkinDSRj5wXwTpxpdgmbuUEXaVtwpC+BUlJaLD05Dxo1tU3DIzHlZ68OccpQWVFmcvu3ZuFNxcNqe/N3lB30n9WRa9AyJaGVOZkUB4ZN/JpNVVkuRCNDIsPoeQGcwjqUm5wYX1STj1uR7GiZIDseUdKXNKyeMCzXfS/2cjimc0Ugy0+XzsCviajWdvQO5TmaJ0UZcy+1g6GFPV1hmuMal+ZZFAfzIDK6j5dJnheAWvp90cju2rrpXFlksX9C46U9ncTTUnnkpS5eH9GpzTH5xZIpBAp8GUdby3qxLf3apBhvoCFRXfOoJk3tkX1jWBJWXxJAZFM2A/07LngVi3uxHeGexzTIrG8swadK7j2Q5ud/bGXrSYWg02LT1YWUTyu1nR1tD4lo5OmzgvY1ONI3uVZF6+r/quf7Q5tf6eStMZ1rii2uaJgC4fBBEbd2n+P/4WkoG9FkfcVWa0bVqm0vt7LxsE3GFuhC8vhCN4u+Xod7cKBfaWvdKLPZThRcMXduXaYkeIMMlszXs1ntqde6+E2HoNJtsf2mqYSKXAb7Dy1Ttk/uFnzENBR7MO3AqZ9k3N6Lr7qytmbcOMav2yVZKTjYn2Je3wjBUHF5NL/xmWgqa8dtVXG4dNzJGN0tffz27XH2julUeUyeuC5EaEq+LVqaH8FK7zrX6yM78H6WN1I/MOPiF2K5hZUd+99h08EEJ1IaeZpNQ67JrCIHfo9O1pIMjRscPiNpT2gIYHHQpunb1ZSWem3aWreIE4NrxTkf38cCwLt3/pmp1ZvVymnzrViKP+3p5IXuNJ1JDcMS2O8JKEIS0CQLAia3NhSx4PJa1HTc4FjzrxgZuf9Cy+nHbsVyBX6rqPiHVExbm8jxhSITKcKDE4xGkiQNE48OZX6dypIc8kNFoLtNwv3/pq29SdSkd4t7sS+k/4nWcgmwgqDh8S6dyC9dkvZ46txuR8Cjqw63YtsiaxqkjX7i8b2EB3YKp7VPPPvxK/knBpgE04RCGx4gIBU8gI1gXFiMf5ofki/qc1P/BULifD1Y3Zw6AAAAAElFTkSuQmCC) 15 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHy0lEQVRYhe2XbWyV5RnHf/f9PM956+kp7TktfW+hiNDSUsCBaCCGOMOiTrRlKooTlzAzs+B839QRs81tWTIChkWNmcE0KBSiEMyYTjddRVQstIW2lgK1b7T0tD0t5bw8b/c+MBlVQKf7sA9eyf3l+XD9f8913bmu/w3fxjcI9e/zTUL8V2K1ZCG5UmWFFznB9BmO9ExxlGurlDngHRlq0ROJBiFpFfWY/1MA91amMzV/HQXFP1BZmbm2pmFOJDBTJjYS4fdj+Aw8p8dM78hQs/z0081iJL5d7CH+jQDUWnRlh+6lonK9yM2PjJ3o5p2mft7tPE3HaYjZEl1AntdhbrbBteWZVFZPQ/gCOO1t+7zHP7lP1HPoawGoGwioafkbqZ5/T3IiIeteb+G5NofelIYhFRHDJUNX2AqipmTMluhCsXiKxYNLIlx+xWWo6HA0vfXQGn2ruediQhf8rtaiK0/+Zr6zaO3Jzh7WbT9Gw6hBkc9hVZlkaUU2eVND+PwedOWSmkjQ2j3OtsYoewZ1NAH3z4Lbb6oizYyP+xs/vFm+4rz9lQHce0L3cvXSzSe7BuXquk7a4zqrix1+snwa/qJ8tNGRuGd8tFM3zV5NEz4tPTSL/KJ800zy5PMf8FKPgSbgp5c53H/7PLwjw12i8eAS+Sq9n9eSX/j7lRQzu/Kp1JmkfKD+rPijFfDI6gWkZ6TFgx9/sCnzo/fmBYdaF/j+0Hm93nn0egYHGmzl0vRBB3sGNAyhCGkum49KXn/jCHJ6WSlF+evV+i/qfREgO/c+kZebs+0vLbwzYrCqyOHOFXORp2On0g+8V+N/7tQ6uYMO8Tw2K5EqK/ykXVlZ++nhY6z72xhjtuQXc2BXbZhsj8tvGk0G247hlJSsUkeYdUkA9w5CFBTeNtHTx7OtFnleh/uuK0GYVjJ4uHGN8Yqz97OeKUAFgvc4VfMeGekblvfv7qcrqbGmxOauFVXMWDCLh6q9nExp1L3bTWpKOGBlhe+4dAVSVKusjML3D5+kK6GzskSQVlqI71j7S/pMZ++kSt2uXWfPrd5wJpnSH9/ZyYFxg+XZFg/VluO1UnE5OBi76epSin0Or3UrzpwaJRnOXa7Wol8cIJi+0PEFZEPnOFIorikPI2Mx0zcwuFk8hXuuUjdT5VTN22J6fMENO47w+qDBvHSLp2vKSAt4bb350MN0d9X5cjJZGnHoSmj09Y0i0oMzGCVyUQAnFCqzkiZHx1xCuqIwNx3vRKybBO3niRe6lRUvW+Hs3K27mnnhhEaRz2HjjXmECyLoh5v+KM5MPEv/wF9TKZuKvACWEvQNx9EC/gCQe3EA3RMyUxYxSxLUFH6/B92yBsQibAC1kpAqK91ilZSWv/1GM0+3KNI1xcZlIUorp2O0tWyXieh6UY8rNPrNRNINpXlQwHjcxuP3SOUSPF9zUj8cV5m2kHikwlIgXQdNlwFaQa3E407Ne8aaVb6s5f12Hn4/hYvgtws9zF9SgX60vUGe6vux2EoSQLkEbE3Hss92zu+RaEICkxfV5DuQjA+4Pj8FPkXMkpweT6Clh0qBHDcj83Frzpw7e9q7WffmKDFb8nA5LP9eFUZvT4d2onO12Erss1S2z1+tBwKyZziBBAqyApA0TXSiFwXwDkebDFyqC/wkXcHB42OInNwsFQg8Y8+d+1js1Jh8YFcfxxM6q4tt7l5RiTE2GpXNTXeIbXR9lketxGMVFd+qJ+LsP2kxxXCZUZABE7EoBgMXBZDK3e+NjcSvKQ8T0BSvtIzhxCewFy+pjadczy93HOXDMYPvRiweq52NTzlx7dDBH8mdHJh8l3y1FBZedbythwPjBldn2mQWRBCjo/tF3eQVPQlACLq9I9GG6RXTWJ5j889Rgzf/3o5pO2zaeYRdAwZVQYvf1UwnmJFma00HHxVbzd3n53BruMqunLNBOI7c8O4QjoK7r8gCx3JVd/fLn18+kwHqcWX38Y1SufYDy/LI0BU/35/giRcbee64pNDrsPGGXLJLctGamjaJY+PPnpuMP8Rn3+m927xi4S4Rzsp5cfcR3ogafD/XZvGiMujpOYwxeZjBBbahWouu0ovrVUXlip2vfcyDHzqkXIEhFHXXpXHVtdXoJ45FRVvbkzh2By4+MxSqsvMKaigomC9sS/55dyu/b4UZfodtq6eRnROy2fdejfxctS4IAKBupdSaXfVWPCdv+o7XDvLrZkVKCdZdrlizrJRwUQ4WkIybmGhofg/66XE6WnvZ2DDMWyMGswM2L9ySz7TZxfDxgU0ieupnov4/0/SSAADubSwcL1/wqhmZmt/UcJhf7Zvgk7hOluGyeIrFnKleMtM8WI5L70iSj4YULRM6CLglz+aJm2cSKYhA06HtjPStkXUX9oeX9IRuDVWJmZdvkTNmVqeio+x6p5P6jiStZwzijjhnyTVx1qItDTvctTCb+VfOQqYSJs1NfxK9Q49fypx+qStWq5jiZmQ/SGnZvWYkHEmMxxnqH+Hk8BlOxy18uiAvw0txbjrB/BxQuPT2NvLJkfViprP3/CX2tQDg3Jsg3w2k1SZzC2+009KqtIAv5PFouq5AmKkkiXg/sfF99PdtEz7nH2LL2ZH8ZfGVHybnYNYjVSdBkSCiBEEENjoxYkTl3q/+IPk2/m/iX8hhbhyiNnVFAAAAAElFTkSuQmCC) 15 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHy0lEQVRYhe2XbWyV5RnHf/f9PM956+kp7TktfW+hiNDSUsCBaCCGOMOiTrRlKooTlzAzs+B839QRs81tWTIChkWNmcE0KBSiEMyYTjddRVQstIW2lgK1b7T0tD0t5bw8b/c+MBlVQKf7sA9eyf3l+XD9f8913bmu/w3fxjcI9e/zTUL8V2K1ZCG5UmWFFznB9BmO9ExxlGurlDngHRlq0ROJBiFpFfWY/1MA91amMzV/HQXFP1BZmbm2pmFOJDBTJjYS4fdj+Aw8p8dM78hQs/z0081iJL5d7CH+jQDUWnRlh+6lonK9yM2PjJ3o5p2mft7tPE3HaYjZEl1AntdhbrbBteWZVFZPQ/gCOO1t+7zHP7lP1HPoawGoGwioafkbqZ5/T3IiIeteb+G5NofelIYhFRHDJUNX2AqipmTMluhCsXiKxYNLIlx+xWWo6HA0vfXQGn2ruediQhf8rtaiK0/+Zr6zaO3Jzh7WbT9Gw6hBkc9hVZlkaUU2eVND+PwedOWSmkjQ2j3OtsYoewZ1NAH3z4Lbb6oizYyP+xs/vFm+4rz9lQHce0L3cvXSzSe7BuXquk7a4zqrix1+snwa/qJ8tNGRuGd8tFM3zV5NEz4tPTSL/KJ800zy5PMf8FKPgSbgp5c53H/7PLwjw12i8eAS+Sq9n9eSX/j7lRQzu/Kp1JmkfKD+rPijFfDI6gWkZ6TFgx9/sCnzo/fmBYdaF/j+0Hm93nn0egYHGmzl0vRBB3sGNAyhCGkum49KXn/jCHJ6WSlF+evV+i/qfREgO/c+kZebs+0vLbwzYrCqyOHOFXORp2On0g+8V+N/7tQ6uYMO8Tw2K5EqK/ykXVlZ++nhY6z72xhjtuQXc2BXbZhsj8tvGk0G247hlJSsUkeYdUkA9w5CFBTeNtHTx7OtFnleh/uuK0GYVjJ4uHGN8Yqz97OeKUAFgvc4VfMeGekblvfv7qcrqbGmxOauFVXMWDCLh6q9nExp1L3bTWpKOGBlhe+4dAVSVKusjML3D5+kK6GzskSQVlqI71j7S/pMZ++kSt2uXWfPrd5wJpnSH9/ZyYFxg+XZFg/VluO1UnE5OBi76epSin0Or3UrzpwaJRnOXa7Wol8cIJi+0PEFZEPnOFIorikPI2Mx0zcwuFk8hXuuUjdT5VTN22J6fMENO47w+qDBvHSLp2vKSAt4bb350MN0d9X5cjJZGnHoSmj09Y0i0oMzGCVyUQAnFCqzkiZHx1xCuqIwNx3vRKybBO3niRe6lRUvW+Hs3K27mnnhhEaRz2HjjXmECyLoh5v+KM5MPEv/wF9TKZuKvACWEvQNx9EC/gCQe3EA3RMyUxYxSxLUFH6/B92yBsQibAC1kpAqK91ilZSWv/1GM0+3KNI1xcZlIUorp2O0tWyXieh6UY8rNPrNRNINpXlQwHjcxuP3SOUSPF9zUj8cV5m2kHikwlIgXQdNlwFaQa3E407Ne8aaVb6s5f12Hn4/hYvgtws9zF9SgX60vUGe6vux2EoSQLkEbE3Hss92zu+RaEICkxfV5DuQjA+4Pj8FPkXMkpweT6Clh0qBHDcj83Frzpw7e9q7WffmKDFb8nA5LP9eFUZvT4d2onO12Erss1S2z1+tBwKyZziBBAqyApA0TXSiFwXwDkebDFyqC/wkXcHB42OInNwsFQg8Y8+d+1js1Jh8YFcfxxM6q4tt7l5RiTE2GpXNTXeIbXR9lketxGMVFd+qJ+LsP2kxxXCZUZABE7EoBgMXBZDK3e+NjcSvKQ8T0BSvtIzhxCewFy+pjadczy93HOXDMYPvRiweq52NTzlx7dDBH8mdHJh8l3y1FBZedbythwPjBldn2mQWRBCjo/tF3eQVPQlACLq9I9GG6RXTWJ5j889Rgzf/3o5pO2zaeYRdAwZVQYvf1UwnmJFma00HHxVbzd3n53BruMqunLNBOI7c8O4QjoK7r8gCx3JVd/fLn18+kwHqcWX38Y1SufYDy/LI0BU/35/giRcbee64pNDrsPGGXLJLctGamjaJY+PPnpuMP8Rn3+m927xi4S4Rzsp5cfcR3ogafD/XZvGiMujpOYwxeZjBBbahWouu0ovrVUXlip2vfcyDHzqkXIEhFHXXpXHVtdXoJ45FRVvbkzh2By4+MxSqsvMKaigomC9sS/55dyu/b4UZfodtq6eRnROy2fdejfxctS4IAKBupdSaXfVWPCdv+o7XDvLrZkVKCdZdrlizrJRwUQ4WkIybmGhofg/66XE6WnvZ2DDMWyMGswM2L9ySz7TZxfDxgU0ieupnov4/0/SSAADubSwcL1/wqhmZmt/UcJhf7Zvgk7hOluGyeIrFnKleMtM8WI5L70iSj4YULRM6CLglz+aJm2cSKYhA06HtjPStkXUX9oeX9IRuDVWJmZdvkTNmVqeio+x6p5P6jiStZwzijjhnyTVx1qItDTvctTCb+VfOQqYSJs1NfxK9Q49fypx+qStWq5jiZmQ/SGnZvWYkHEmMxxnqH+Hk8BlOxy18uiAvw0txbjrB/BxQuPT2NvLJkfViprP3/CX2tQDg3Jsg3w2k1SZzC2+009KqtIAv5PFouq5AmKkkiXg/sfF99PdtEz7nH2LL2ZH8ZfGVHybnYNYjVSdBkSCiBEEENjoxYkTl3q/+IPk2/m/iX8hhbhyiNnVFAAAAAElFTkSuQmCC) 15 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur214509 2s linear infinite forwards;
}
