@keyframes rwdcur95128 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 11 5, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 11 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFh0lEQVRYha2XXWxcxRXHfzM7vt6v7G78sV4bs8QkBFEglC+DlDSVilq/IFApSBVCvEAfygMSRfBAhEDw0gcErwSpqhQBAtG06kNLQ6FF4KAmNJQQRBoUE8ex4y+y3vXuvXv37r0zPOw6Xjv7Fdq/dB/unTvn/M7MmZkzgg4yz28LAwqAYW0hiLNF+/QHHgD92uOmRQ/Qa49Q6E5216Q6/nGd7xEiTJk+ijIDwIoEW5YYq54n6/r1P2X9wdS++IAvOniQ7RqNj+IXsxbDVUlJpjc0VkiwGEpRDLWyoYCw8dsHKVo4BrAuAv5zOMHZngwaRYCFxkLgo3CJ6BK+VIS1S0o73GavsrWweQo04DUbjUvo687DG9oS2kOgkfgYJAbwRApbZCnJPjQKR0bJyygfx/qaxCTro9EeoMH5Rt266BLR7oGPou/Oz+pfURQTeIwg8PFI4DCAQeJh4UmLI0PRJhA0g9g8AlaLjrC3eN4KLoxMrfY/tFgMsoBCmNpK0CgqJDCyZq8UajfvG3xcBKgnS+ukzBT0SiXghvufU6uV5C9zq2YCI9bzRDcYVqbdMpSNidm4bDouyeP5Cqlt1zD8kyeUW43eQ54/UxD7ahEAIe0j0IxV3A6m1NpUrEXceT8ApmwbInHi6VHSV9wuGY1IhiJ7qIidSGrOE9ol16OY6utkU102wM3JGHx9DI79EVU6DHkfKpqpC9WriOslJLXhL0jFbG+YI0NRyrG2AMr47Teji1pIykwEGLgCdv4YZhIYawsV1+bkynuPm5NLeseI+oCCXOVq/xuU0bhScioe5od20ykxPrJ94jUqU9DFahKSAxBLoG/ci3ZKyIrD7lTWOvPhq7+Zms/J7SPq75xTI4xVZwEoSEU5BhG7mVV5cf/uRu9/W4B4Eh1NEUhJEImijSaaHmXbjx5V/1kafPzEuep47dwQ6/tJQbXycRkA5Ri74jFMpYwu5WFlCVNxMdoQhGP0ju5g/P6nra8uDD577Gz1FsrSIheKopEk/VbLUnYdPR8kB/osMNogvv4U7bkYu0AgQ6jp4/RMH2cgKDL+8yetj+fSL7552BknQGELq8Xw1wi6BrBlOB1W6OVZdHIQkV/CBAFaSELnj6NDCo0gNpxl7yMvhD+dy/7+9UlnnAgeC8mWfroHMDAcszB+FbHwDXLuv4TOnSQQkvxPn2D1+rsoXn0LXm+MvnSGBx57Ifz+mSt/9/KfCnditzyyUdSOys4gvXiBBmMXkPk5dCQF5SJq4QxLlYD9Lz1MOQBPQ6Fq4xsAop9Pb3+FnpWbWljV3QPc6uRm3wzQvTGkCFGqapanv/DT/dtUwrIIx3d69+2avevOXT3TbEmsr/uQA4OVJgdxDUDWATorm/MPLxeoDoxydmw3b737B/eTE/9yndwiQgom9vxMnp4Z/DVbzMZNJ1tx2yShlpdTQM5X4UzB5qnfPu/clpnbN54uT9onP/KTnx9kRyathkLmvtUpkSYEhLXmWschm2sVPULVRgBqBWRX2vfMY85A5ui9t4+Ep8dS/tH+1U9kz8qH9M0fId63U773mXs3e+ZL3LHokLmkNGuUD+tz3xVAIvmD08OZo/e+tp9JYmYm0ivmhQzlc73jBFaS+LW7rRl7+yNdxrIOUC8WO0Ic+utXN762n0kAhvwF4uYLZOVvy0unfGfrdqwrr2F6aWbH2++Q6OR8rUDdUBUbv6ES7kaHRlIsqoE3Jvv/Yq7akzl9bto7sTz/2cGD/55o00sLhbf2srkO8GhWlLbSxPk8kC+6M7sPHTr14NatzpcHDvCPDr28xpdL7gUtK+P/j9zNd4PuLib/u1peTJoCNIAouizX2sgXqnWCtwWoQ1CHuFyQri6nHQE2wawVMM0Kme91Pf8OantD2yvpqRUAAAAASUVORK5CYII=) 11 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 11 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 11 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFQklEQVRYha2XXWxb5RnHf+97Xp/Yx7GdBDcfZhSSVjTQlEYF0eyjWxFSK7Rxh0Bim8QNX0KCqxWJG8QFQghutgkJuEOqhBDSmDaJqVKVVdsuAJXSqu0+Spq2mZPGITiO4xwfH7/nfXcRN22+bHftXzoX9vF5nt/7vOfx+38ENyGrkbDmulHm2iUUpt2Yoo2kAIq/D6TxhYsEBuo+I9+FLR7VgBbqFgCsRuEnFcczWULprrl5R1ThkavlFhA0IPRWNzfla6zaBSRfptOryUMUgewEoI7iYo/PjuKWwa/laGxduFk1NlSgkTy++sWfciur96VHhX5AYpHURRaHMo6tEKfEw9WJNrYlWA+x5uOG5Ddqidynp72P9vdX/rA96cSx/ABBESnyLONz3PuWK7lxfj5TbAIQt3otxPqiuKxXyoZM00kocl1ioX8p2Pac7VgyIh1zqRuoR0eBEEucKZXndN9pRgtBEwgXWK3UaitZjWJja8FYuUwkXQzpDgd2PPSUEnHHRQBKQMSPMNyPZoyqGOZCLEs12SQ/spHrOsBqq22mxDKkTYkYeQvEszmoGahbcCQk1BBGjGHYR8gBFmWWP3ZvZzazcTHXpRo5V1fcvFtjxhCzJU9J6MnB3lfQiQMrEAApBwRzCHwUAaF0+TKVbRqzkbM9gG2RT5fJfzVXgzCA/DeohRMYM0iwBLqsZ3H4B4qzyEbP+1u8zOsBGj3aXPsLPvPO8K6uGLhx6BkCBDJ1F6p7lImlzmw5sDksHoviXmqkcWnVkliN3Ow/fXM5tlLw6yAaP1cCqvM4UtJ78BV1vpQ5WChHu9H044t7yEaVNqK2CTCbkdxXP3dmoQbdvdjhA5jhl7Cpu7DdQ3S6il0HnlHnF7qfnCzWB4nbPL7Y2NL/N8CkF0di+hMKu7yIibmga1CZxhqDCJZI175nbOTH7r+Kd7z8t8naCL2R3y5Ac031KOpIzsdGH73Tg/wFKFzGmgjTtQMbT2NiCdA14sEsew+94H5y8c53nv2w8HAbAG2s3nckBklVjEgE1nGguoi8dBxUB6YjCX6JWt99VB54Ejt6kKd/8643PbPvs2ef56e3DuBFK+aigwuT5TpR7yDWAvFtWOEgluYR1UWINGE6C0GVvmyWI0fe8vL50ZYQihUXszXI9qImP6BJ2anLlXCl9Jk+zM5HkcUpokQPlchy8rPXmV6uMxdEfFfTnFpcpmbxtN75Hkzs2SK6aQ0AMOQHGG/2qq+J3AR6IEsxFKiZEybzwE7pqDiB7NW/2L3wUl/GyZO0M+QysxyeKcFEs8hGNgCaq3/R8GC5IgXgL1GYm2P86JvBqYmzQSkSWDdObuQQZwqdjwESg8KX7bShkW0byMQypxeX+a9xOfq714J9vbNv9HcGn+f//XVojaFv5x51teIcCrWVSDRxo1ucigi1UgFga892oxYi+ODdV4P9uakX994d+2JXr/5L4T/jhGENleoiNbCHE5eqD5I0FVI2JLHcLJyG63vfFkA6c/9Etevk44/9sOMEHvPpFFMmlvhqcnraaCS9o4944/ODT9AXlejS7bjmlRNJKLAaTYtT8djn/2y8zXm42KModMzoy5ff/vNfj33yq9GfeMnBNJNzV4a/uFT3xn5WbHYWrNr1NabU6oYTvhlVk/zy17u/3rvv4NCVSxd0sZQ/9fGnJw83ecIIdf2kXA8AW5nSJnr/Q7LHjnlPd3f7537/W8aTzd+9Naa0tS2/vdpgyzedjNYMJrdHhnYHk3UgilZ2rbWajmbtD6c3D3Lrw+kmMLd9PP8f52wxdzMgMwcAAAAASUVORK5CYII=) 11 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 11 5, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 11 5, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 11 5, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 11 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 11 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 11 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 11 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 11 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF30lEQVRYha2XW2wc5RXHf/PN7O7s7M1er/diB8cmaWInURJoKVIqoK0QimgfUESoVKkIeADRhxZVLQiqSr2otFKlItoXRFWp6lOlvhiJtqoKCAqkRBCUgC0TqN3Eydpre73etfc6+803PHh9i3dnDepfGmlHZ79zfnO+2zkae5T702HBIWlhKoOIC3GlOLFgb/uL2ng0A7VXv1rXwBJ4J2NRxWJFDxNQkohbB8CH4pbVKsFKu6ESkJrh7V90CW6wHDORWMz4biar38q0705mfUkAmgguh80Oww3AdCWeCG2NrgTADwiKuoEDVLUhbIYBwZIWp+KbIMQiAWWTjs2RLnVKu+FKBGC3y8auDLSCm5u2mi5QCFQLSNEH2NhanApJasLiXCRJLuaVTcF6NrwBtgXfUtBRrOomlnvlT5PB718uNSUGeQCkZqGhUAguhaIeABvaBXEjtX/XkIGGxFQ2QNhdHng/n/nhRM4+smlXGFSExZLo4WLKpBbqBrEjxiZAa7HsTmOwAmP1Mjp20IDTj/zcfzE/+JOpnH0C4do7/JSEwYVomBXv6di+MEUrOHRYkORigusBP8Ny9j+LVXoH93Pvo8/6zy8NPvn21cYoJe0Iy9opyiLJdT3BFV+S1yOJLlkwNqZiI2j74LUQzFgmTQSGq2oOIDTiPTHuv/9xM3D+l7/HNGCpIbG1P7OmXyXsvkVV1PnrPoOz1+e8IAAptr3s1lzAoNlK77zeMxIOgAssXSP83i/wxXXwaSA0A5d9KDLUtWEAKiLK+ZTVBQDR2qPtVdO3bFUR1TWgXATlgKZB3YHlJtfKpmo0GUKRQDKAi4GGpKB3OqQAcCWi/cLbwdiSqcoANBtgxeDAg7iVPChJf9wv6rP/OOS4dtkytEvUtTQ+t0zcqXsBAEJ4AqRsid76PegUcjUHAkFcoSOP341z+C6czDH0gTE48pCYLEZO/rfYjKChqGlJFnSLcxmvaegC0FtSJOTmjTe5WsIdOoST3g+ui4omkDffgjIjBK0IB297wJhbiz8xvdi8HYWfFaOHT3wDvLQv6QXgrdElm5FGHVMp5YLSfCih45gWjhnGrVUQSzOI/DTBgMnxW7/pz5Z6n5ict09u+iiKKB/17z7kPL9+u6q6oKj7oz5QdhW3aaOEAeUV9OwU2uoC+vKH+GffJBC0OHDHw8a5+cTTr03UTm36mDfaLsjuABdSJhOBBGvCCogQql7DLZdQTRvKRUQxi6hkcSIjVMbuo5oew5ce4fazT5nvZtPP/+2D2pcAyMi2C9JgvYrpDHLV17P9VTVq6LkZnPggWrWEWJmG+iLZ7AX++fo4+YZDv6mzUHNwwbxwLfGzb9zZuIPRJbuNd+UNMB03UDttju5H7j/G6uVLrE2+K79gWkZj/2lKi3+R3zoqno318QY3yY+pCpMmBiPVRU7NVzt8nhItgPbytRuhk8vluDj+G3ty6m07P/BlZCwDQ3fzzqJ1nKa2nrGUU2S0mfMIvu7Os4AcKkh87LjBs9ev8cJvn6knowtPp8L18an/zdjlzGFCR79i5Nb0e5qOa9AQBj4UR8qeB5FmrGcAoE2t0tKxagF9y/6HX/+gfiLzyXdu+27zxfLo8o+fe+VVVfCHEb0pbho8LKbmm1+jKBKkGnaHYnVDErbmvjPAgYLkq2t5BpyiDA7N9PdPnX3wV/Jlhgry9GOlXCAaefnDiQ+U1AT+k6fNN/KDX8fBz1vhYa/oGzGNVipwJZJOt2JvSXGqVP3j+PzRG03p5LnnXhoP3fvF7/3I6kulWS1lDy5XdKtPE169wWa5vhlQM5Ctm3Fvh1NLv3ue9+87s3rl36/9/WBj7mPZG0t91BcqVAlQ7jBEacZWxnc0Jm2L0j3ohRdJvPmv0LfPDAbyZ8bCE5pFmbvKswwV2k1tfXt5vqsz+rwQe1T9xt6gbWu2ozH5/0jRoTHx7A1b1WuX7q6r5PY5/0wALQhaEJ8VZE/NaVeAG2A2dkm73fK52vNPAfA6WmhmMfFGAAAAAElFTkSuQmCC) 11 5, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFv0lEQVRYhaWXXYxbRxXHf3fu+Nq+9trejWvvbjcbbxoaJSEQZWlgK0qFVPoQUVQklEoFygsSPPHWSkiIlheqVqr6UJBQJN6gEkLiQ2qEoNAiQEDzUbZNs/kClI/N7qZx1muvP659587wsF7H8V573fCXLF977pzzm6MzM+dYDCnzQiFF0kziGMFOVeSJpUrPK3rzY0n0sHatbR0r4O2JJOcjh9FWCoMEYDKYZ29zlXigeWBVhUxVgLLkYPsDh41CApJb9jjKygKgiWGQ3BS70VFBLqhwc0Kzr+4xWu5euQSkUShLEgYIgOjjGKNwOoB++9vgdCIg8agLl5Yl8RGcd2P9FmkUjumDsAWg/WKsM9ZIQJQWcbOEQWChiZoVolQBQaMDKbg21i+iAoiFQdwF0OX8juI1EGhGdPE3C7FXz3/o7yXBSmfc7kq4ih0a0S5tgeid4IROS+s6NZFx9GpucT3/3B/ONo60nSvcLpM1IZnPxwZEYouPDkA74cJX8HC5Ql6tLNYCZr/xknPh9sxrJxeaj+GR5APnYc44X+Fd50lOR49wLjLOSTfHm5MZGokwa6Lt6w5Aew39qeM1yBjveq3JWOEBvv7t52PCz73kL1u/pC5+TYNnaTJHy8pRtA/hIykLl3+mUn0sys24ba54m90KXLGzTQ3IKKOmyeH7J2RkRE4TF2CL3Rim2MgWh7IYB6BkuwMsyuEBro1JAiEFQH0dfA+R2gUtAwbQBizWUEyhydKycgBoBKV0v8SUsBGK7TIXplcVtqviUgIGkmMwsR+Uh68NK+un9Ui0nswkrEj7rBBURIZRXew5nO6SUYj+idernUFRm/bzaA6Dhc4WEPU1dqR2iivv//bxlqms5VL2GQQeNWsKIRS/m1Q86FX6HNdCDA3w6HL1zFoZ4km0myJIZjBRF+M3ieRmmDr8lLxVSx1bXTeP0mI3tvEAqIkY826WD+4L2+IfAaCRoByAyWTRWmMiDoE7gk6MYUxAdCTD+EPPyHOrqaMr5eCTaMvpXHUGwX+imX4Ag1VKC97Ju5xMJfMR0I06WkoCJ47xW2hhQ61EdP5VMsX32PfpY/LyWvpr55daDxHRXseOjww7FwYDlNKCc66LtwFqW6CVj/F9qFcwysdav41Y/xCiAqtVIZYeo/C5b8q3bmSf+8Wp+qc6tiw08dpHBPhvzCG489O2wKzdwrp+EcpF7MUFxO2rqNQkfvZLeIXP00xPIAoHmXv6e7F/XJv66et/q28c28muaHRJslHFhIM0xF3nQ2DANKrge9Dwsepl8D1MeYnLl39PuWk4V2rSUAGX1hUtTezU1fEXn36s8QhHar0VFIAeDNCjwICfyuJcPsNNN0/lxrIq7J+V1ErUL72jDkxUX57b7/wVaersUReIGk2yqjh0M3T1gBZtgHBF9JaxIOpyfcce3v75D1sn3/+LV9I2Op5G7z7KiRvJAtLUsVAIA59drg5wvgEwsIDc5W2ZvLh4nZdf+X59b3b52R2JxuvzFy96lelPkPn4nMS3nlRV9tCwplHWtlG15EYEgD4123hZM9P0sO/89coPvlMv5Bee+swL1ePuwdsvHn/zBGVsoskU8fxBTi01D+CaKyzLLPP5fmVax+dgANi4B2YrVWaank7s+3fyvlNf/u6Pa38kXuML3yqvxFMjb1w6+y/tI0jPPu7+ubjrKA5VDHBj4G2ooH0jWRKMQtHvVozXYLqmfvXG6sHeoQP5v7929U+RL84lvxrLje9krXT1wZWynRxPy+qA1O6U651X2qXz0A3Fpp5/YvJCNFhfOfHeQuvEz35UHRu9/922c82MXw2ZorvL9Lsak9CidAj95DjZs28lnnkkH106dih5WsS1x8f8IrOhO8Drbla2dEb3CjGkvN5OKbQ1a0M4DHtTbi8NtMLatIG9Yac1+/80sDUbrjnlnkCGak63BeiB2SxgwgqZe2rP/wea62enVlYFDwAAAABJRU5ErkJggg==) 11 5, auto;}
}
div.testarea{
animation:rwdcur95128 2.6666666666667s linear infinite forwards;
}
