@keyframes rwdcur57907 {
0%,4.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD80lEQVRYhe3WSUxcdRwH8M9Mh4ECUkopYosNIt0MXTQGY1JNTIx6p8Y1Hnrw5kFT48GbxoNBExMPHhoPTdwOHdvU9mL00thYPbgS00JskbTYAkGYAmWZzvPw/yMDxQq1nPSfvLz35r98l9/yhv/Hf32kVurgi1M6UwmrrqgsVJpIp2ko8/LCdZmVIgD1H9hfqKxytZgx9sToW4utSa8EcJKTufWYg1e36vpjtFzZ4KhburQnOc8lufmYK0OAfVNN3l/Vo6327uFvL2XqlA1qxVOoWxECSU4myYXniV0ezfykPV1L+QUj9e3Dp2YadOMghkr33ZQkTHKa0IJCfqcXq763d6bViYopD9qOL72CI6kO3Qv33iwHNiF9+V4vVH5nb7rcZMU5/QpYjRpv4q4kp2GlCNRO3OnVCx+tf3KyzbFUwQlskkERteAhPJLktN50ApfbPVPe7eGtOwbz1aedRB5D+v3iJPqcwjeL7f3XfWDoqs6yT6qentox/nllj21YF6ceQ9aoo+jEAPKpDhdL9y87CQdmdBK62uAVb6894KX8895Ze9xncUklqnEftkTwMQykOvQtPG/5DiTUHKraP3JpvG7NUfvcwdrjmvE4fkRfMXE6nfJFJFKHCeYrnx3LciDJaZpq9nG6p2pPWXqc7TiHGdPoxSEMRmGHUh16k5waZDEthGDeWLIDSU413itnj+Zxfg9QM3W6yi75FM3oQX3csiXJyaMivmcj3vANEcAktlmHNFNlvsoMaU1Wm8YBoeC2RAIDxcRwOqUahZIzsgsPXVIZRhubUKkc5ZT3alu1XmO2X2MUMhTvGVSkUwoRvBSjuPDs6zqQ5GTRFpUVkddrg41Yo9ZGVNvgZ6/jXexOKKbmVDeiRqiC8xhZFgGhxbYIvew2TOtHvzz6pW2zBmWeNWMEO1P04YyQ9RMRfAITqQ7TyyVQISRNvVBS1TiFw8j42htgxtm4roB7hHDUCfZPCu5dE/+lEOiPG0/jATRKa1H0IQbMeE2weZNQF4exOTpQjL+PRSLX2P+PBFIdhpOcEbQKvbxBUVtUdT6CnBFCdLvg1JgQ97NC+51Ed6pjXjX8Nf6xClIdioKlecH+I/F5N3bEZT/gV1yIgCNCCKYFF/9W6FL7wBi6BUUtQtPZXPLeLSRdvkTUZCQ+YpHyWy6BrJDd07hfKMvZuP4W54vmQpMWMn82TNdk/5IJJDkVQvY3CGpnG08Ro4LqyXiJpGbLr4Dphf1/yQRiI8pEBZlIoibeh0uAsyXAFxer9xsiUDKfEdR0Cb1hl/iNj6DFeFUIldC/VALX/RxH+zPmQpAVFFfGJQVz6mcTbfbPx6Jlt3D8CatGSUnd8UeTAAAAAElFTkSuQmCC) 19 11, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
30%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBUlEQVRYhe3WTWxUZRQG4OdOp6WdKW0tpdSG+IOIxCAmGl1oYlgQxUQTySQSIyticG9w6cKVibjSEEMiYWNcEIcgaqJEhI0/C1EWFQVrRcQyQhkqdIbpdDrXxf36Y2mLTVo3+m3u3HvP/d73vOc95xv+X//1FS3VxoVRuyd+p2rSmtS6G708My69VARgxR67xrqzYGRb6Y3ZYlJLARznZVZ9ZE/pWe/297dpvFzSUJb5VwjEeetjXqh1ONp6yPY7n7tw+NfqSlFtdrWXQoG20btsbShYM/K091r77OvdfOl4c8Edcf5GvEX3QOEJ2zo/zG4qPVo60P6NV3GsZUARdazHqenxi6rAlSF7uz7OvpRuLxVbT3gbz2jUq8EGbMSWOP93LywagcHrdv+2Z9XOdGtJalQnmrBSI8YV8TquIh3npeP8IhGI8zqGL9p3y8HsrrW5P47Ioq4fzbikjG6d6EI/etGKTJxfBALl++3PHrNj7OHS+y2nNbusiEoAuRWHXCIQ6EJ3IJdC04In4XDB/nqjaucKLxYv29t+wM54vYGGok5pHbpwCeMOSgyXQRu+QBFVfIsyqgvugsainoaT2S1/ni9l2o7aXrvHQLpotYwmLSH3cacCEHyPuyVdABdDFNQWVII4Lz2eNSxi+ee2ayfdbI3HNFmN+7AOdOIsrofsf5FI3xYI1FGJcuoL9sCygrVN1ZLrUZaxsNXPiCVVLWO5nnA3iGHcHu7T6EFblFNjgSaMcmrVLmd1qGQeKfEQNuB3dT855Tv0qbnmzThxwmCg1BGwKuE+E+eTIbggD8R5bU5io2Y9EnsNgiP4wBUjEomrUWi1gHFa0oIF1AKZ+k0JxHmiHHHevdiMrRpt0oILuCapNJ/ia2TqsWoqUglgbQGwIhlM5bB1McolBGZtwyBPr6Rf63gcT1rmKaPewQ6cw2H8gDO4Wo+lUpFzAbA7bFcNe6QkbVhDOcolL+dSoNPUsEjjQXQY9aWk6q9gOI5Uolg5ZNebioIeybcC8EQ7lqOcqzOB5iKQkdQwNS0uo90DyhjThbeiWCVke5tE8mEmCQ2FayqQuAGcubugPO13GifQrRZy67QWz0vc3cXk4dMT4isYiXIKKEQ5QxM1vymB8KehjAGJx8/iR7ym5BMk4yXJqkNitAKTZ35r2KoGcwHPSWDaBzWJbBWMBJCvXHPOdZ/heAA8g/OBdFUow82AJ9ZcHqiYMlINfeFaRuO0dxWJ/CMS35yczWjzrXlPwzgvNZFJKE2rRPJ1gUx3eDbE5DHcN9Fi/2TNO4pnyJg2daJdlcg9U8H6LM/mXQsJbgrXkQDeZKq1KoJnJg6ZRSMQpmKzROp6ADsvKcVZSe1TgdjwQsDhL4WuW6JFNev3AAAAAElFTkSuQmCC) 19 11, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
40%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2ElEQVRYhe3XzW9UVRgG8N8M03aYGacVpASoDUFEJE2tkUQXghvdiQtLNFFjjCG6MHGjLIwL/wDcEEOMxsSFMXEzmKg0xBjTRBcaiIp2AahVBEpbPpyWdjptp3Nd3DN0mBRx0LrRN5nM/Trv85zned9z7uX/+K9HYrkSj87aV3+eTNLZYm/jc6nlIgCrD3h5vrMdTD0+8fpSzySXC3ztJ14t73Lw9Jm0lvMTUtMy/yqBhbwfcyc8umHX2OFj59fJ/Kxv2QlEBemoYFtx1LuJM7qrFLPHvdDzyLmjUVJl2Qmge6LPa5nB7DMLtxtKznoHG9vOGk0PS0cFq5aVQPEBezNHso/pmh5qGTOAjzGFS9iKW5aFQFSQ+f2U94b3r92zIjs91TKpJ4D1Yr+sp62Ux7aooOMfJzBxvzdyX3vq7u1j5eRqOTOO41vchZJO3Axa0Vdvxd8iEBWkipe81fZZ9tlyn4OJhLQ58A2GsA3dfvGKEc+LrYDcDRMYn7dvfN6+qCBf6vFh/rDnKjumP8j9oMO8r1w0KJa/ghGUcS9+C3hTGK3la2oljAp2R4e8OFfKthYfnO5oH/Bwol0ld0QV2zEekn+JVfgiDG1FF77HcVRvVIEtiazWFStoH7Bn4VbDqr6T8wTy+DWAnMNmnMGRcK1clycdFZokEArno/IagynTFjKUTrdvqq60yW1it9mEnUiL1SjhMI6JLfipLmWyKQLow0utI3qtIdVLvmtCoirlHGZAl6QePBlF5sRFV8Ww2JpUHWa1KQKJfp/jzeSMAS24AztI5ORdwlnktVoJcomE9QEwLbYniQ5xgc4l+utk+CsRPEuiTxsmxKV1DzZiTtU8phF7fyHMuhT+p8JxWV3xN9MFG3GfVXqsJfR73NHxNI6aMRTAz4oL74JYgY5At6whliQQFahJFJbOXjyE3doDYC7MaQRjiBee98WFlgoUqwG0fies1BO56pUsyJyxaE1O3E792BJmUnGTnS6jDbMqeBsHAmgpjC3VAScDmSrKif7FdaBRgbSr62K9uLUmUcQhjLpsL7rN6gg5BsXSpy36TCw7cdFVLRGNBBrP87gzJE4FRbYEQp8GgvWA5UT/FQVYwvPGaOyCRpZz4l3torinK+HaZrEdk2FMJpBc8q2nGQLlBhInxS00jlN1ABvQKValtY5YKio0t78s+V0QFa4UTf1CshU9WIcTFjeVolidmtzVBhv+NJZkWyuYQIS44U4GkLxYlYrF2V/X66YI1EUNpDbT2nJarrs/2TBmThNx3U+zqKDVYjvVCq62VhTDr3a/cq12u1b8Aa7sPgVYZESUAAAAAElFTkSuQmCC) 19 11, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
50%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADzklEQVRYhe3VX2iVZRwH8M97djw7nm3+mTpnyjKjJRFCkog31YVdRUs6EUHQhQjdemGXEV3Ggq4CK+omuoqDLiSiIEws08pSUWv+QWxuunTacWc7W+/O28XzLuaabXOum/rBy3kO5znP99/v+b38X//1iubr4MsjOid+z2RoWeCVyfuy80UAlu22K17eIEL5+cqbU+3JzBf4yn06yy/affDAUnX9lfmCuX2Vz/k4fldyeUTnsddWJb/3+PBfAx/s1pV0SeLPXElKnqgedmjohC+SkubJe+96BH0VnYXjOmymLqMFcX2Pgwu7lafaf9cIJCX569e8s7SrYVfUiF9w0z6swTZ0pOtb6q7dgoEt3u5+Y9X29p19H9QfEqs4LQh8EovQawrBc3YgKclev+q9pgMN2x95oe9g8yE/4rsUsIAavkUPGpPSrf+f0yBKSrJDG5RyRxs6aqsrx3NNNhjBr/biB4ziwZREI77Cp7gYFcMZs3ag/w+dvw17KynJl7d4P79fh9ZKd+6KFjFWgbXYjCHco9EOPIsleBjrkpICd9gDTXsadlY2VdY2fW7b6EYH6y/owjN6tBoGORxOHfjaoEWoYlCIIotmDM04gqSkDS8PbtSeP+K5TBlr9GeyWpTVEOMqbmAvzmATLuGnFLg64chqVHRxNg686jE7GntJYq7Wmq1YONDifhyVERvEl0LewymhY0IjNgpx5FNXahiAuhmqz6BVztOuERUoFIbLho1FIxaIETuDEziJU0miPooMYDHKqfoazqM/KhqdEYGkJI+nsNCAmjrrLSIqq4/GXLNMo8UYtlLsSqr6QhSpoCLk3Zs6EqEvKqqNnz+TCJrRigdQsBgNuBeRVpW/jj+VgjwuWH4RR4Ts1wqN2RMVxRMPn1ETJiVrUrKva/CSdViNm/geIz4R7viKdF9emAPfpPSyyEZFVyefPdM5MJqq6lWx16Bg7iXjHp5PlZ4Usi5jefoQnKmaoqaNIB0YD2EjHrXYVhWcE14tBZy2U6KK00KjjQczOknE7AkIyttxn6yt8inEwvQh+Dgmj8s4KuRdFeZCjHhy9tMSSEpywltsffrZJzbgiiXaZFQE00cxpirkfkq4340YiooGp1M3ZROmb6zWlGB7uq4J3bxMiKQq2LwkBd0TFe2fDnBy3c6BPNqEhAlNNYizgrqPUuA2YfT24OfZgv8TgcIE8JqQbb9geCwdo0I0OdwYn2x3i0AmBVmUrsMVDOsclkRFA4L6OdXtCJQFi8fvbm3S77m5Ao/XlIMotfOsoPqsvyu9I7unqj8B/mhEQu7bd6kAAAAASUVORK5CYII=) 19 11, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
70%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGElEQVRYhe3WT2wUdRQH8M9uh2VtFygtYoMVG0IQ/4RUIerFC0GjJh60Bj15MCReiCYEjRdPHjgUE40xagzhYDCoWWOEqAEOin+iQQ0BQvhjSEMQSill3XaXdjvd9TC/ylpaagW86EsmM7+ZN+993/f3fW+G/+2/bqnrFbh3RHf9Op1m4SwvTvSLrkfyWt7y/hGZ+ds8X5kzTyoVG1xb2jyZb/p6AEDjgt12lx6x/dRvWZm4JNtr0b8GoFbTMrrQptxXnl702NnPv/mp3fBNTl+PXJPaQMFbY1vVSod8Uctbc/6cdwtnbZnM95qL8MyQ11p2NG0YXVn6rOmgD5HFB6imulQm+l9TEfaN6p77cdOG+J7SzqaDtiAOANLhfBmAa8bA6Yu6j760aOOq505/mTuqF0vrHm/FARRTXY5dcwAXznnvht1N69xW+nZ2j/1owV1YYRZGvYDvg/uB+q246i7oj3U37mlaN/Rg6Z3ZPVaF2zHuQL9Rw7gPnchM1MGMAfSN6u4b1V3Laz8/6M3mt22MWkq9rXut1SGr0XqJtvoCkJMBzN3I1vJy/xhALa+9scfSOR81bxzq9Ebz+9YXnvV6esh2bVrcihXgSXwSgJzGMQygEXOvhoFiKpZJp0fljnsi7rR/zk6vYpuLIfwY+AX7JMI7gSoyAcRAfcCZtmE5VRVFgyU9Z240WIw6b1l/ZlPmaz/63RG7LDdmAE9hCKfQgRx6sB9qeRnEqS7VaQHU8qJQ2zAebhjSkm6lfem5EyM3OzT7oNV4RoOsMYfxCirxmGzUoBhYGC82CmxAVMsrXxFASL4mVLASzZlzVllN9LMl0SGNWrV5AGX8rCihOh01qLhEfQ7FuuQk2x9Np4E23IvHpbyMR+VCsgrma3NBQvZczHY/7gyrikSAzSFxNVz/xaYD0Iz5WBq0u9B5n9onGTVpVFUckYyZEcN4KLxXkbThCYkWhicAqCKeTgMtEvqaxWAPYq1oDSEiGU0oYERWQnkHjkyIVZFwF4c3K6muKbogqHRhSF6VtiwASCM2iHloCvwUMOBwqPS7kKwjVD8cQJXRl+oKkYJNxcAyydergLKqXUasDkEPu2iz49a63WIV9DqFbZI2G485vr39qS7lKfJcDiAoPxuWFeyuO+ZLKFyMslN/eh6QSLEsadliWE9rlwFIdYlreQWXBHMES0LAYqhsOU4alDYoK5n7P0i2oDH4DAl7PSMAwU661GxxCJgJ142S2Z7GjnA+Jhm/VZfYi4VpdyUAl/0PTNiCBeHIYpFEE+N/OZGk34vYm+pSuFKiqWwyBurvtYTEOQmlBfwqYWYcRBnVWl56umons8kGUbXuWS4cGQn1lXAdSZgYqvPPzDT5VADGZ3gW/SHJuACjOlB/J9a09gc6flxMa1FPYwAAAABJRU5ErkJggg==) 19 11, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
80%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEIElEQVRYhe3WX4hUdRQH8M+MM+PuzrTaautfLKh8EBMJBRFBLJAk3zakh3qQopeIHlSkpx4jlgghgp6KgiJ0IixLjKSiPyiiUqZbVG622bZs4+46M7vujHN7uL9xZ8ddzVh9qQM/5t47v9853/M933Pu5X/7r1viZjnuv6S7fp25oCNqNTZvjqeb96VuFgCY96qdlTuykknGNpXenGpPcqaDRnmbo7z1Cz50oLLJ4a+/vF16tCRKGb8lANARsbK0wo7Zxz2w7pm+g9U2ElWZWwWgZ3yZ7dkztl5a7Ytsj7Z0TjF9QWeUl7vpAIbvt3vWWevGFzneetbr6EmM+7btjJemijejXTBQ0d2+N7szcXfpWKbPXhzHaSzGsUTX1WdmjIHzo7p/fX7RzktrS/syfZ4LjzchmeiaOjgzxECh4LXcoexTFx8uvdJxyA/oRycexKd4D0MYT3SpzSiA4jnvth6xrbzS/txpT+AtzMcHWItT+A6foYbBRJdq/fwNl2CgonugEk+5gYru1oO2XbrPR7nTduEhfIKT2BgCLudKCybR1ujvhidhy3lLM19lH73YW1qWfdu2y8v92Pq9MlZgF/ajX86TiqCIl0PwWnPS/5iBKG9+lLeqOkchlS7JfmNbtMBA6i8L8QjyZluFi/hY0WDwfg5bAsBOjP0rANiAZ9t+tjpZRJriH3M6a1ljOGqOpGWY5UWsx0k1v+AofhNTX2byMLoRAMcxkvnd6qjTUGKWanLj8L7abEUMahVL716wPex/HwMYCb/jmsp+IxoYwZ5ExYZERTsO507YjZV43EUUcAEx1WcwNyQ5JKa+Gtb1AUR5c9ERbu8SK3kQO/ACNuNAyHaNpLjao06FPT3hfFlMfx1AoTHOlHMgystgVQC4IRwcC6vLElsVMKqAlCXaFTHsDbwj7vmqppaDRFfojeswkAsZL8U8MZWQdKetliCLPh1SGnU9H+fFtW7UV70FRXkax/J0IhxBe/g/KW6hxWgxJK7zBZQNuSwmedi4WGidIdN6z+caluZ3wnQMZEImKXwe0FcxrIo+pMGAkp8krBHXtohlIVgxnKvP/mrD9XUZEBylsDAAqmFIGZfRirTl0tZoCWAmRNse5a/4LgcwY0hG+WswEOW1iOs9NwTNhGzKOIERkYPKVrrNUpWwI4tRVRwJQMaafddt2hIEZPW+LYp10NKAvhzC7UGHP22R9pgqBvWIJ97psOoiHAs+6jZpDDczkDJRkhp6xaouiF+p7WFPf3jeoqIlgOoVv/d7A2CoJrpUo7yi+KPkqvrTNAeivM4mUGWTJ1dd2W3iFr1HXKJzIfA5MXPVRNfV2U5lzXUqmGi/cRO1rDVkVG/NPnGn5AKgQTE7pst2KptuEjZ/ONRQrgso6KXN5JKVp/vuu5b9Ddh6XYEsfg+XAAAAAElFTkSuQmCC) 19 11, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
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}
div.testarea{
animation:rwdcur57907 3.3333333333333s linear infinite forwards;
}
