@keyframes rwdcur205784 {
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10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAALb0lEQVR4nO2aeZBV1Z3HP+eub++dhoaWFprIFppFdqXDEGuUmQJUAlmomJhkmGhVptSamSqtMuVMJTWxKlqTRWcmiVNOjJElbqMEjTADRgMGGxvZhd5oaKDh9fK2u5/544F2iyDdNLyypr9Vr169c8/5ve/ve8/9/c7vnCsoIOrn1T8CPNyn6bFtO7Y9cC05iGv5Z+dxy6LFP1IU5R98X+K6/oftrueTsRxcL3hi/8Fd914LLtpgBzaUbHhLCrkAQEgBcNvMri9t/rRx9fPqf1xcXna/oSskzyRxXR/X88naLlnLxekjyOO31nwD+E+ARNinujSHqXv97NmuRlsyTCqnvnPf5pa5A/Vj0AKAJGklsT2HsnAZpmJc1qhwWENVBZblkU45pLM2XWkLgGJNUhmSP/n21K4D5rwqWRHvpTSavKS9wDQJ6R7JTGjO47fWvHvf5pZZA/Fi0AJIkf8MFPG4iZNNkUo5pHM2vVn7w2uTi31uqs5+r6o4R3Eki6bkLmonkAZZJ8yp3gg9We3tb71wbOFg/LiCGTA4dHfncN2A3rRFb8bGDyQCmFnsU39dhqkju4kY3Ze0YblxTnRHSdva1rs2ti+5Ej7XXADHCXA9H8cLCAJJWIH5FS5Lrk8xoSKJrmb69VdN0GJgJMAsD9N5MszpRn3Tnb85+VdDweeaCwBgOx5Zy0UCY+MBc6pzjC/v6ue8GoJQOURHQbgULCtG09EY+/5svrx2XevyoeJSEAFUYVKql+AENl+obmfqiG5MLQ1AzklwKhUh7WkYSYl2PB9ofA+cHM+vXdd651ByGRoBhEQKeVldbddjxk2LqV84G7XzCNqux5ASDp8ewx/b4rzSbvCliS4rb0lSO/lkfowdpa01wgfvm0NCty+ufQxwfSbVzcUsqka07EVVAnZn57GfKprULqbXSYxJ4+gt6gF+CYBpZqiqFIhMMOR8lCG3+Clo2LPjAbvHf7R1zxF6O7M0eZNILLiDZcu/ytwp8wnpCbJdIY6+L2g7WIp3LhOGY2kiZfKOp9Zc99JQ8ilIDDiwfgMRrRNFtLE4aTFlYg9HnSw9R3uxgjS9qQ72+ilONteScE4TNQNqxtuMnmBTNy2z7JlVY15ds779s5sFbp/0BgBpS6P0tnmEb+ggfrwbQ+9kkrmX+VOyhH2X7mbx1MpnO751ftxLX69cEUjxgq4O3aMw5AK8907D77Zt23JHw7tvfeXp51587uPXV0yb8uODndb9s6u7iRgB+w6fZMuRLB2dLkW5FIumpJg6qQtVC2g2E3f/dMW4u4+mTJp9Y/3y/2pczRAXcIM29m7p+reABX2abkv+OvHdY+1ty3zpE4vEaG9vY8KEiYwcWcXRI4fo6DjF0eY2Ohr/xMKKXrKO4PetYU65CqYC08pUYjETg4CbKzqojKc53h3jSCZOKyaOJ/GCC7LN9o1bdtcP1g/RULLh8vLXOfRJd/NnJVftOP/j3dL1rwJLB0rgvbID/KHoecJRk1S4CDsQTDV6mVHUgZAOZ9M6R1Nh9rgh4qYgamroaj52S5kXxA8kwbkltVAEQSD3P/t6w5S+/7NyyYxyAZ0hXcHPi+g8+3qDqUkhOZk5hZSXr0N5pAxd0S9o77K7sVzrsu3EQ3Gi14eZXzmCYqeZAxmVbKAxs6ybuGrRcsYkbatICbYHXiDptTwMFXQVYqaKqavoan+7UsrJ31h64wUOqYpAiPykz9r5srogQbAv3IzLWc9i2syA+lF7OPJBES9uL2LP2UqqIgFSE5yWCoGEwAdfSLwAPBuSOQ9VePgSQhoUhVTChkIQSFRF9HP444iYmrFyyQypAYyMVg6JMyVmMXxssSYuUTNLJGrOZ3S4G8XOsG9fMbv3RGjOaigxwSmh4vv9xwQSJKAp5IWQIAS4PpxM+YCPAEwNEqGPljlCQNRQ0dT+S59BB8GGkguD4MyuVZv//ec//11FZeUduqpxYP8+wpEY9YsWM7JyJI7r4Lg2hw4foqnpKG1tx/jj1jcJO1liiocXQAqBbQgMPU9UEXny8pyjfp8MKASoIi9EvzYFPD/vnKqC53Ni+87G0Z/kxxVtiJy1kziuQ1mkFOPcjtDae++9864vr1gHrDrfd9vW15g+azZjqqtJpdOcPHWKU6c7aWo6RkdXjiK9hLRqkvFTSDVDjOBDx/2A/C3no+++jnuf1OZ/1N3zadu+s3HsxfwYtABCiotO76efe3E1sLpv28b/3nRBv5snrX6kzBQPJyImo8JjsYMsx939BIH7RCCd3Uh+0VcIReQ/fae+prB9y9uN9Yvm1t3ow581Jd/33J1v2r6zcfyl/ChoECw1R9HjKfQGrVTKaiJKAlBwPJUdDY2/5Fw1tGRB3ZdR+K0f5GNAn7u9dcvbjUsAtu9s3MUgHumCCtDY/T/omkptYgKa0EjJM+iaiq71z2tb3m58btHcOk8RbDg3AzZt3dH42a0FzqM6PBFL9nAmOIYRqCSUcgIloMNqvmfyxBu1/Qd3rT3fd/vOxo1chXOMa14O90VUK0InjGW7nMg1Y7suRaISU1cpjYevCYeCCuCFT6PHs6iqQrInxxn7BD4OlWotqnptqBVMgKWzvv0DRYYelnhIKQmkxJIZPOmgEUJ45t/MnDbvV1ebR8EECIRNIHLk3CyZ/A7xoxbp+3KuhaGEMNUwxscX+VcBBQ2COcunJ2cTBPKHLS2ND7UAkdm6F/LCP63SPoclLn1AMhQoyAx4ZvWCH80u7X7Q83x8PyDoU4l6QUAm6CbAo1hW3z17+vynryaXgggw64snmFqXptpQ0In0u9absTltncAOHEpkNU4m/PWamrrfXC0uV1ALSEpDJYMaW1rWQu3ocubUqkzrsRkdSz7oTbtOW/ty2z/uP7jrZzdP/Lw3cdIbT87/fBFLvbH86f3yr27VyrXGI1tWf7r1gWHQAsxKrhrUaSzAseMjcKw2poxsRy/y8APB6dRHdfSbB9//twe+WOUVGclfTJ/aTO3YasoTsVULyidqT+44OKQnQ1c/zH4C/uP3mTfmRMqMdEq5OWXpnE3rpCx14a21xYnXjnS/DrB8XGJmJBIsKxvRScjIUBT0UFthTfr7NebMJzflLthsHSwKlgbXvtz2UNpS/6k3p+IHgppyi+vK7fv/5ZZx/wpwNqXSekhn75Zyju/R0MMSJa6w953Ip5keEAqaBqtKHDRFEgu5aErA4TMJ/rcj8r2amjotHj6725eCpo4w4iTEQgERwyOh+Msev7Xm1fs2twxJMVTQpbDlKqRtlaYzMf5wpJwXP4hxKK0ihLjn+7vKZndntG/arkI85FMWs/EUBXOkwpz5maXPrBrz2lBwKOgMuGtj+/drx81wEfyzlPnt7ZChMmZUgrLSGOR6CCSkXJWSSp3pk7O4rkpre2TTUB2NFeQ1ufOoqal7JBbWHw4ZOpbjoioKlRVRYjHziedf2XwvwBPLa9YkivxfV411cIROw3sR3mwx2d8jXm9t3fOXV8qhoDOgojiCpio4ro/t+owZFaWkJPqTdS+88nfn+9zzUssz35030bMOxH57PKvSlFVwAy663T1QFGwGzJ4+/we6pj4I4PgBpaURShKhx9a98Monvik67vrpKxVFbIiYGoahkck5SCm3HjzccEUvSRUsCPqBxHI8LD9g5OgRjBoz5tGLOQ8QSImUEkURREMGleUJbvjc6L/42+98c9uV8CjYIzC+phQ9HMMMR1EU8cNfPfXUQ5c71jBUorEQoUiUUDRxRTwKGgQHgpqaupWqIjbEIwaV5XEqKksYf8NkZsycsX3FitsHfTpc0HXAQNDS0rhRIG53vQDLdjHMKLFYbOuVOP+ZxITaGX9908LFcs3XvjYkC6FhDGMYwxjGMIYxjGEMYxjDGMYwhvH/D/8H7+i4WgWd8v4AAAAASUVORK5CYII=) 16 18, auto;}
20%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAALb0lEQVR4nO2ae3BU13nAf+c+9u5Lu3oiIRDIWAQEBPEID0GMQmNPMc3gZyBNmDpx0tDGM+nYnrYz9ow7bidp45nY07S266RxxxOnNsaxHb+CY0MsHCfgYGLxxgYhhLCEBKvHvu779A9JIAEGtJK1k6l+M3d2de49n77vO9/5vnPPWUEeaVje8CDwwJCmhxt3Nt47njqI8fxng9ywavUPFEX5B8+TOI53rt1xPdKmjeP6jx08vPuu8dBFy7XjnqIt70ohVwAIKQBuXNT95a1X6tewvOGHhaUl9wR0hcSZBI7j4bgeGcshYzrYQxzyyJrqrwP/AxALeVQVZzF0d5g8y9FoTYRIZtX37t7asmykduTsAA+Pvdl9JLIJPhdfTFyJX1W/UEhDVQWm6ZJK2qQyFt0pE4BCTVIelD/61rzuQ8bySllW0EdxJHFZeb5hENRdEung0kfWVL9/99aWxSOxI2cHAEhAIBjJTCooMLAzSZJJm1TWoi9jnbs3p9Dj81WZ71YWZikMZ9CU7CfK8WWAjB3idF+Y3oz2u2++eHJlLjbk7ABFKDklkJ6eLI7j05cy6UtbeL5EAIsKPRqmpZlX0UM40HNZGaZTwMc9EVKWtv2O59u+mJMBA4wqAnLBtn0c18N2fXxfElKgvszhi9ckmVmWQFfTw55XDdCiEIiBURqiqyNEZ5P++m0/7/iLsdBn3B0AYNkuGdNBAtMLfJZWZbm2tHuY8WoQgqUQmQyhYjDNKM3Hohz4g/Hyps0nbhorXfLiAFUYFOtF2L7FF6ramDepB0NLAZC1Y5xOhkm5GoGERDvVP9E8F+wsL2zafOK2sdRl1A6QSKTov64Gy3FZ+PnVNKxcgtp1FG33w0gJH3ZO5betBbzaFuDLsx1uvyFBzZyO/j5WhNYTYT7aZ4xW3YsY/xzgeNTWLcOIVyFa9qMqPn/MLOcglTSr3SyokwRqZ9AX7wX+GwDDSFNZLhBpf8z1UcZc4hXYs3fnvVav99CJvUfp68rQ7NYSW3Er6276Ksvm1hPUY2S6gxzbJ2g9XIw7UAlD0RThEnnrkxun/XIs9clLDjj03BbCWheKaGV1wmTu7F6O2Rl6j/Vh+in6ku3s95J0HK8hZncSMXyqr7WYMtOibn563dPrp7628bm2nKrAqmV1USAJ2Dt2NRl5ccAttW8BkDI1im9cTmhWOwWnegjoXdQa+6mfmyHkOfQcF0/e/r/t3/z6irlf2X02+syMIzY1RWl0dWRTYdWyugqg/VL3xtwBH7y35xeNjdtu3fP+u3/51LMvPXvh/Zvnz/3h4S7zniVVPYQDPgc+7GDb0QztXQ7xbJJVc5PMq+1G1XyOG7E7//VLM+98+6xK1hGcTGjs6zVwpVi7pr5UZvyrW4oJQFPB8UAf8jl4LyfeL37uXWDFkKYbEz+L/e3JttZ1nvSIhqO0tbUyc+ZsKioqOXb0CO3tpzl2vJX2pt+zsqyPjC341YkQpx0FQ4H5JSrRqEEAn+vK2ikvSHHwTJytp6NkpEAI8AYGX1cgEuhfjtseuJcICgl43nnjL8DesavJEHuKtlxd/RoUer7c1S9OrN85xCGvAWtHIgvgg5JDvBl/gVDEIBmKY/mCeYE+FsbbEdKmuTdMYyJCamC0FdF/uT4IAYYKhtbfNsxwX8HzP3mqOD72tt81GZoUku29v8H3rn5eLS9cTlSJXNS+3zxIR+aSU+2SzCqYReSaEPXlkyi0j3MorZLxNRaV9FCgmrScMegzVaQAVQEpzxsP/X9bHvgSAurwsNYUH+0yNU4fGEetv4MYeKsbHbnIcdIOZ12T+Yt8Gibv5ehHcV7aUcTes5OpDLtITWBKcS70fdk/8qoAT/Z/2l7/pQoIBxQU4Q+LiAvxJZlXGpsiMOCA1fEv5GbxBcwN1jI3WDusbWCz5JJIJEeyh5kS6kGx0hw4UMgf94Y5nlEgIukQKkKen/dDw98dGEF3iENcH1K2j6705whN5VKO6Hulsenc5kXOw76n6OIkuKh7/dYnHn30F2Xl5bfqqsahgwcIhaM0rFpNRXkFtmNjOxZHPjxCc/MxWltP8tvt7xCyM0QVF9eHJAIrIAgGlHNJTxEMS4BDDT5nyAVtgv4poSsQOF/rEr98u6lkqB05l0Ep4INsE4lsgsWFi4krMQA23XXXbXd85ebNwPrBZxu3v8GCxUuYWlVFMpWi4/RpTnd20dx8kvbuLHG9iJRqkHH78NUU0UB/qDMwyoPfLxUBQw0/1wao6vmpkXWhwKDzlcam8gvtyNkB/aEtkAzRdICnnn1pA7BhaNvzr7x+kYzrajc8WGKIB2Jhg8mh6Vh+hlPOQQQWinCHjTrwnC95xpe8eGEOGKwIA9/3Nu5qqrtaO/KyEhyk2JhMr6vQ55+gXFYRVmKAQtbWH3t39/uftCssAFYtq7seeHNw1KXkve07m8ZvU3QsaOr5DbqmUhObiSY0kvIMuqaia+oV++7Y1fQWY7CtP+5vg0OpCs2mUJvEGf8kvX4nEVFIkVKFabvfmTP7c0+Mhw55dUBEi6MTwnZcOqwWLMchLsoxdJXigtC46JBXB7ihTvSCDACdiTRd1ik8bMrVGlR1fFTLmwPWLv7W9xQZfEBy/qTHkhlcaaMRRLjGtxfNX/7TT1uPvDnAFxa+yJJ1MqT7d4gfMkndnXVMAkoQQw0R0K+cDEdLXqtA1vTozVr4vvx+S0vT/S1AeInuBt3Qf1Rqn8EUlz8gGQvyEgFPb1jxgyXFPfe5rofn+fjy/ELK9X3Sfg8+LoWy6s4lC+qf+jR1yYsDFl//MfPqUlQFFHTCw+71pS06zY+xfJsiWYWdDv1VdXXdzz8tXUbxLiBZEJoPOVSr4pIWaqaUsrRGZX6vxZRo4j53/jRt08ut/3jw8O7/vG72Z93ZtW89Xv/ZOGvd6fx+X+lXt2ulWtPRbRuuLH1k5OyAxYn1OZ3GApw8NQnbbGVuRRt63MXzBZ3J84ce7xze91/3Xl/pxgOJnyyYd5ya6VWUxqLrV5TO1h7feXhMT4Y+/TR7CX78q/RbS8MlgVRSuS5p6pxN6SRNdeWamsLYG0d7fg1w04zYonDYX1cyqYtgIE3c76WmzKz9+43Gosdfz1602ZoreSuDm15uvT9lqv/cl1XxfEF1qcm0Uuuef7thxr8DnE2qnDiis39bKaf2aughiVKgsP+98JVEj4i8rgQri2ymlVjMrEgTC9l0pg3ebg9/t7q67tHCiI9E0NweYt++CMf/oJNu9okJe90ja6pfGysd8uoA01FIWSrNZ6K8ebSUlz6KciSlIuA79+8qXpJIad8wXZVoSFIatfBUhcAkhaX16bVPr5/6xljokNeF0B3Pt/1TzYyFDoJ/kVLi+ZJgQGXq5BglxVHI7kf6kpQtKJ6hUzcng+OonGgLv57r0diF5OVncoNUV9c9GA3pDwQDOqbtoCoK5WURolHjsRde3XoXwBPrpm0sKPR/VjHdwRY6ez4I806LwaE+5dctLU1/Plod8hoBZYVhNFXBdjwsx2Pq5AhFRZEfbX7x1b8bfGbTy61Pf3tZrWsdFM+0ZxWaMwruZXaaR0reImDJgvrv6Zp6H4Dt+RQXhymKBR/e/OKrl/yl6IxrFtyuKGJL2NAIBDTSWRsp5fbDH+4Z1Y+k8pYEPV9i2i6m51MxZRKTp0596JOMB/ClREqJoggiwQDlpTFmfWbKn/3NX3+jcTR65G0KXFtdjB6KYoQiKIr4/k+ffPL+q+0bCKhEokGC4QjBSGxUeuQ1CY6E6uq621VFbCkIBygvLaCsvIhrZ81h4aKFO26++ZaGXOXmdR0wElpamp4XiFsc18e0HAwjTCwS2T4a4/8kqZmx8EsrV6yWG7/2tTFZCE0wwQQTTDDBBBNMMMEEE0wwwQT///g/8LmlcfbyWwYAAAAASUVORK5CYII=) 16 18, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
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}
div.testarea{
animation:rwdcur205784 1s linear infinite forwards;
}
