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0%,1.9%,100% {cursor:url(data:image/png;base64,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) 15 10, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
6%,7.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHqklEQVRYhaWXW4xdVRnHf2utvffsc7/NpT3Tdk7LWCup7REEtQhMQYT4phJeNKIJRAmGkoj4pmmABMMDMT74YjQG8UEf8EIIGiWDaCVYyUBUalump+20cztzeubMue3b2j6cNWbodRp3srPXXnt93///fd9/fXtvwXUeEw8+6MpcLhtJmRZSOgCx4/giDLukUs3Thw/3r8efuB5gXSp9VjnOvcpxbhK2XRFQRAhiIRoiimpxFL0det7vQ8/7w9zzz2+KyKYIbH/00bJ03R9ZudwBZ3g4b+fzUiaTCKUAiKMI3e8Ttts6WllpBu32kaDff+Tsc8+d/78JjB86dKuTSLyY3n/jLumkcIpFpOOgLIVSFgiIwogoitC+T9Bs4s/P49frs6Hvf6n21FNvXc2/utrDiUOH9liZzI9zN++70c4XUW4CoRRCKRzbwbFtLKWIidFhSBxFSNtGpdOgVA7fv7l4221/bbz++vKVMKyrERCu+8OhsbGqM1wi6vt4S4sIpbALBaQlSSRc4jjG6/XxV1cJm81BVOk0Q2NjEq2r/uLiD4B7rjsDE0888VWnUHg8UamIONTs83y+XCrJOxNJsdDrxXUhyeRyBEFAp9Fge9jnvu1b5ANqSAS+H88phUomhe73dxYOHDjTeO21mcvhyMtNTh7+Xla57ted0VFUKgVxxN3FohzeUUbv3MrBsREphCbSmsDz0b0ed1uuvCWZZe/kJF8oj0thCVQ6hV0qIV33kV3PPpvdVAmmajOjnRO1B/rn65NWfhgrk0TIIXzL5SUnYjaT5FNeHxl42I6NbymEZTFk2Wy1XGzbpuXa2LkkqCF0Pk/YaOzQrVYV+PM1CQC7Ii/Y6ZZHsvbwMDqQxIHH7yJPryWL0spmePPcsk7kshSLBVzXwY99fn2+rv3OqhzpdHi51dQin0QgUa6LcN206PV2b5ZAkzDMinTKIh5MCGuIZVsgllcJLqyhXJdyroSWEaXSML24L9sJR78wf0FrHZMtFpE6REiBnRlCWMqJhRjeVAmAY925xbpcaGq3MiGFUKiEg5vIki9kdRBruS1fJoojOl4HBQyncno0kcEuV7CUw3snTuA1W8ikjXIUCCGFEJfdcZeIcLpSxV9qzEftTpjr9Hh2a1l+K5mWkdel3epRzo9py3FIJzLk3Qw6CkjYDrV2Xc536vLY7HF6Z8/yZCYrv1/YItNLa+i+FwLtTREY5FzMxVHUxYJjKcnRkSS7U67st1vUG3Xa3RaSGEWMjkJaXofRiX1sLe+m21vjM47DJ7ZtZ2sqhQp84ijqijg+s9kSQBS9q8Ow2Q78/BHtsRorDiaSzBPLlW6T1V5bL8wvIoCYGE+Fslzazqm1M4z3ffbeMCHX0i5vnT5DMwxA65ZU6t1NZ2D26adPEkVHOitNVro9LGIS7hAfdYZI9XwdtNdo+y3Zibtytb5IYnInWcDOFHlobFzeXt5Gd63NK15LM14g1vov7z3++MnNZwAIlHommXY/11xt58elkqF0+XS2wC12Ur7TbLDg+doLIumkEvL90zWaE/tRuGwdGeFfjRV+c/68np1fIlht1XUcP3MlnA8QmKrNAGQBB2h1T839Qvd63zivY/4WRHKkIPhwKguOjYz6siQVPjHn/B4e4Pt1vu0GiHqdtq3xLrT8sNv9zvHHHju2KQLAfcBe4G2gNlQefcmbW5wMOt27TnT61guNNnfk8zTzrjxpQSWWtIkZImbtwixhaw27VKCvBMRaS1v+pLW8/MsrgcOGl9FUbUYCHwPGgDVgQVrKsXLp3f2zC296y82dnmsn3884LKQc0dOaBR3RmRin0+3irzTRYUR39pyOur2OtNSbKpv47n++8tD81QjIi8ZLQM2cNwEVodSubHXPizLpfFE68qidTcrRShXiGHt0GFsVCFodgkZLd06c9TvHT/929d2Td545MXfPW7fde8XUrx9iqjZjASFwI1A1RLrAKIPmMQucNOO7tB88rINwMg7CvLBUVrqOG7Z7S7Ef/NNbunA4u/eGo4CerlTDa4GvEygCPgPx3QG0AA24wB4gAfzKzBWBu4AG0AR2ASngLAPdHAPWP0bD6UrVvxYByUDxRWP4CvCqiToNfAgIgK8B9xcn9r+h0qnDwM2GUA64FRgHDgDfNPcAltlV1yTgbiASAs50pXrcEHmDgR5OAbk+Lax8DqDCQLD/YFC2J4ERY79wkf+rHmKqNlMx4zaD2gN0pytVjD7S5tk2Q1YD95u5OeBnwxP70/XT7xwBHmaQTc1ANw0gaYh0L1cSMVWb2cFAA10TAdOVanfjIkNkt3HUBibN1THZ+DzwJ2DGzGkGGrn4v6BxsTgts1CbE0NmI7g04B8HPsKGUhnQV4E/GkJ7NjyrGP8LG3y6XPRaltOVastE7wP9dYZTtRmmajOuMepvcKpNJrYBtxs/66CzBmB9Z20DdmzAu2RrfuDPyKR6vT1vrL82AJ8EDppIi8BR4Kcmyo1R5xk0tbwBnTHXxnSl+gEC/3sXGHDH3OaBLcaoyEBsPnCEQYPawmB3/J1BL1gw61xjv66DurG9pPaXELhonDUOLHPNMlB0F/g58G8zt49B49rNoAmNGvtjZg3X6oj/BWU5QXPXOymhAAAAAElFTkSuQmCC) 15 10, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
16%,17.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH00lEQVRYhaWWXWxjxRmGn5k5Pj+2Y3sdJ3H+Nia7CwvStgbKFkGLsjcg2luqtoKK3vQHIbSLSoVUqRcIqTdIhYqLtlIvelGQKBeVuv0RaLvNlqWlqF0MKmgLFJxsmoQ4azuOYx8fnzPTC59A2Gaj0J4bnzMznvf9vved7xvBJ3xm7r/fldlsJpIyLaS0AYxtByIMO6RSzYXHHvM/yX7ikwDr4eE7lW3fpWz7JpFIlATkEQIjRF1EUdVE0YWw13sh7PVeXHryyX0R2ReB6QcfnJCu+2Mrm73NLhRyiVxOymQSoRQAJorQvk/Ybuvo8uVmv93+c9/3H7j0xBPL/zeByZMnj9ue94xdLM6609PY+TzStlGWQikLBERhRBRF6CCg32wSrKwQrK+/FwbBvdXHH391r/3VXpMzJ08etYaGfuZNTx/1ZmaElU4jlEIohZ2wSdgJEkphMOgwxEQR0k6gUmlQKksQ3Jy//faX6+fO1a6GIfciIFz3aXdivOwdmpFCQu+DDwjWa+heh34/IKEUUkp6XZ9es4m/vIyyNcZonLExaY+MlIXj/Oh/ysDMI4983T5w4FT6huuE8hyOoHnASclb0mmxEvVMPYKhbJZ+v89WvU6p0eBbmZyc00r0ez2zpBQqmRTa9685cNtti/WzZyv7JjD76KMZ6ThPuZOTk9ZwHikivuSk5I0TU0wMZUj1tXjNwdieR9Dx8et17h7OyWNjRQrjRQ7JhHix2zZuMQ9CosP+dObzdzzXOHOmty8JNJRVKlVKDA+jkh5GQ33IZdWR2I5LZCeQloWVUChLISyLFJK043LZApFIgGWBUsj0EMKIKWVMeTcsa7dBYVmHleumrXQKZSfQxuPlblcnjJQLgeFXzaa2R/KM5kfpOlv47S1+s7GhhxoN6bVtTjfrWjkeBCClhXDdtOh2rwX+tD8CQhRQyjYIMCAdl5rW/GKtoYWUZEdGuGF2FiudJJlM4tou1WqVpzc2tHR6pIoF7G4fjEEIgZDSNkIU9p0BI6WFMVL3egSXNdJSpLI5jt16nE4YMOSlsW0HMEhpcD1F+fpriVA0/BbLtTV6rRYGEFJgQAohdsX6cHCuWgFIA0HrzXemTRDpnEJ+b3xCtno+P6zV9PueQ+maGUKhUTpC6Igo7KN1RGRZWFKxsrxKb6PBdzIZWRzK8oP339Odfj8E2lclMFetWMC1DEx5ODV78Hi/2dL4IZueRWm4yBf7PU7X1tjIZsjlD9Dtt5FGs9HdlPWUwm00iLqR9vsdjqY9OT4ySkErVD/ARFFHGLO4K4G5akUCE0AG0MC6kOJiuLlV8m3HfrXbYj1l44/n5FStrheqVWrtBkoqjDIylJr86Kfpppo0XqlQxDA1OsJ4Jsdf31+gudUBrVtSqTeulgEXCOJvCQTSsR/erFzEOzTzlQvDWZLdDtOpFLmcluGlFV27HBEmJPaBIaJNXwMy8ruMD7nymyrDdSOTrDQ3+MPaB3rT72K0Pn/x1Kl3dyOwXQdawFpMpAnU/X70ePdfl9bWF1b0wtKanukLvjx2kO8fPiq/hiMPpjxpWZJZpWRj4XUct0BrNM+x4iS1ZovnFxf16+uXEcKs5W65/vRctZLZjYAqnfp2In5vA+tAa75U7m2cPbueP3GiZoLoC42ko2pd39yQcMXEUJYjhQI516YaBdSKBe7RCa7fbHFnlKC6WuOnq//Wr7c2CP1OkDoy9UtvfOQegOpTP/mvzihiA9o7xoL5Ujmcq1ZGTRTdF3V7D5kwOthvdRjeijgxnGc2lZKXXImL4E0Z4kSQ3PT1W81NFkyEVOCMZfGmJ2Wvtq4FPAs8B5yZL5U/dlGxYrAwlkPPlz6smMeFUpMq5a1mS+XS6vkX2sudzeTzjkR0WtpVEmlbBFJCQqF7ffphgEBjDG1pJ2yEcL2pCekvLeeApSvBt01IDKqvmFsDikKI5ka18nOEOGf6wb1Rt3MHQlq+a2OlHKSTkMqzMSkH7XdDoay37EKughCjwVpt2/m/ny+Vd+2Ge90HKsAfgYNCCD85Nbaav/XYw1bG+2q0tfVU0Gydl47lKycR5q+5EYxZdScKv/amx95QnvOOEOIvQBF4CbjqrUjMVSujMZHmlSmaq1ZKwHcZHNVngLeAHIOTMgF8AygxKGJ/i8HGga14jQ08O18qr+1FYDZ+18DifKn8MSnmqpU8UAB84CbgoTii3wJzwM3AReBN4G4gH+/1j5jQGnBhvlQOdyOws0HIONLOXLVix5HCoDYEwFQcKXFkn4qjTQP3MXB6O55rAmH8vue1bycBDfgx+OeAzwAHgH8CZ2ISKeAcsBiDHQKSwFK8x0vxnkdi8Ang7atFv01AM0hvc75U1nPVSi5mnWXQHzLA4XjtRjzXAZaB08DfY6AOg7TPxtG/DNTj8T0zIAF2GHCdQWl+jYEkLT6SQwN3MfBAPc7Eewx0LsRRX4jJERNZ3YvAThMuzZfK202JuEtKBnJMxcMngHIM+lz8mwfeZSCDxaCS6rlqJQn4V5p6twxsR3alTnngOHAUGAYafNS0ts22bcpRBqleBN4G2vOl8p6p30lAE+u/I/okAy0LMVgyBniHgQmPMpClHpP6LHErj9dd3A848Z8W50vl5hXjLgNjbvtiDXgF+F38XWWgs80gc8V4rykGx3Lfz38A1x42kCUu2fIAAAAASUVORK5CYII=) 15 10, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
36%,37.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHxUlEQVRYhaWXW4wbVxnHf+fM1WOvb+u9JNlsvL1uQwumDVBSClsorUBQBC88AGofIkHVh/BQVJ6QqgqpVR+qigeEVB5QEVVFBRQhKEEq24eSlktlpRWKRBWc7dbZdbz22muPx+OZMzz4uOSyCRtxpNHYM+d8///3/3/fmRnBNY5DDz7oylwuG0uZEVLaAIlthyKKfNLp7bOPPx5cSzxxLcBqevo+w7bvN2z7dmFZZQFFI+Ugp9Ld0ebWu0kcvxUNh3+MhsMT6888sycieyJw8JFH9kvX/bGZyx21S6W8lc9L6XkIwwAgSRTKHxD1eire2toe9Xp/GQXBw+89/XT9/yZw4Pjxj3sL8y9KJ73oLizgzpcgMTBMA8MwQUAcxcQqRoUho/Y24blzhM3mmSgMv1F74om/Xi2+cbWbh44fXzanpp7LfeTwsj0zh5lOY6RsUGBbNrZlYRoGCQkYCZAghIGRyYBh5AjDO4p33fV667XXzl8Jw7waAeG6P3Lm5ipKWRCEjLbahA0Dq1BAGgIn7SBiGA4CMCL8f9chSbCm86RvLEuUqoSbm88Cn79mBQ49+uhDdqHw3VS5LIQQHPEHHCsW5ae9tDjn95O25+BmPeIoxt9qs7/T4VuFgrx9rihCg2RLCIRhCxUES4WjR9dar75a3Q1H7nbxuscey1rF/CPuwgGMdJo4CPhSaUbesrTE4UOLfHl6RkoDkiQhCkJIIj6ZzcrG4iwH5ub4Wjovw2YXw/OwpqeRrvvwdU8+md2zBQoq3vxM2dk3C6aLtG0M18W2bYSQYFnEgz4p4RDLkGSkyBmCuyOHtmOzbptIy0LYNmaxgF1I3aTi6AHg53siIEzzhqjju8kBiWnbkM3yi52O+sp5W8YIXtjpKK9YoFQq4bkuQa/Py52OcrfbshU7nBz4ysikMW0LaaZJhomndkY371kBIUQJw7CRY4eMTJqzGY+ne10lEORmZlheKqNsk/x0EcdyOFtf47kkVNH2DunsFHYSQZIQD2MG9S2CjUZ/zwQSKU13YcaUFkS9Hlbew86kuf7GJZAmKdtFmiYShSlN3FyGKWcJP44IVUy92SBJYoZNH5RCDUdSXAFr1yIUUvrWVFqlMw7fXtwn78mlpRoF1FvnSac8wiQiSRR9f4e15pps9dvsxEN2Rr6sn99kFPh8ynHk9xf2y4JrkoxGEdD7nwRWalVzpVaFJFkbbjZ9EUVUXeinbA5blgzDgEZzk0a3If2gB4mi50g2+m35XtCWbVMxHPS5ox/yhUyRm1MZZBAgLCOQprF+VQIrteoicAQ44pX3nVHDsDtyLFlLYj5hp7nXzWJkHNkcbMugF6j3W5tyfbspafdxDi6T2r/IsLHFwUaHB0r75K2FWd5utdgZBBiu3ct/dLm3UqteZoOcZA7sB/KAV7rnTn+4ubXqr51TbLZUv+8TZByWlcALQhV2OgS9ngqDgEF7Wyn6+GfPcKgfcKy8JIvzJV7ZqvNL+mqgYoQhq+7BuXXgsr3ABFgtV6KVWjUDfF179dTUkQ89H21uffGcEPkTnseClfBApohlZOTJuMm/khgfKElDbpAD4Kv7FjiQyvF6p8XL4Q5RZVlmDMJRp/cTjefvSkCPU8BntBLZ7E3lxsB1XpIp99j7A18lArmpTOZSHrfOz3GnYXI6GpCRBnbjLD91bN4djehu1Pldr6O6xZTMk0fY5unUwbl3gNZquXLZO8JFj2NtxQ81sReSWH3W2Tf3VOcfb0cqVDKfzXDUdMl7rkyZJlUZYSGYihJOWgoRK3rvtxSJApFE0jbfsKdzz0vL/M1qudLcrQgvLQoT+BsQAnlhyJeC9bpMoviOOAzv3Ymc7B/6A6RvKtuxkFlPqiQh3PaVU5qS8WAIKkKFYdcuZt8y81OnpGk0gO3dwHcjEAEtoAgsAqelbf3KXZx/I+4PaqN29744jJbjwcCMTBPZG6gkilBRjF3wkJahSFTVKkz9zJrOTQsh3gTWAXulVlWr5Yq6qgXahiLwEDAHPAvYwCzwPeBk2OpEo3b3YyqKbyJhNhmOotFgWMvddv2CkPKEkXJeBN4F5gGlk7xOq1BbLVfOXERgpVZFg8wDHuMumGe8J7wDnAYOAw8DXeDXWiUbcIG79fw/63MDqAFHgSZQ14o2tcKrq+XKBwSkDn5ULzaBZcadUAduAL6jwf6k1yhgTRP9sDM/+wO9/nPA9ZpUqM+zWo1JAXYvBEcDSsYbRBY4o8GW9fVbGPfu/cA3dcAFrYYLbMR9H004BN7Wqr0FVAG1Wq6olVq1ruNf1gmTImzq4ACBluqABukCHcbF1NAk79OAt0U7vb8zLtiuPvwJ8ARE9/+u3wkTAtuMvQ74r79N4E3GUp8CfquB14EMY18n698ANrVq4Wq5wkqtauv7Sl+7rANgXIQ2EE0mrNSqeaCiQdAENjS5sgYJGFc2mlCJscQN4Pca+NIWD/bahp4OWNTsizrwNmP/Pa2OYiz5JFOXsT0ZPS9kXMiT/V/pORHQmxTjbm8pkwX2BdlO2nPyTI80eKgzdzWYybgePP3bA/6pwffrM5rkxq4KaBWKWgWlD6kVaF3JS71uUQOZOgGlCUxALxy11XJFXenLKNSZmxf87+mW8rhYygsJdTWBSIP3dJzwEgIf1Nx/AIeWTtBwMn3VAAAAAElFTkSuQmCC) 15 10, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
66%,67.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH5UlEQVRYhaWXS2wkRx3Gf1XdXdPzsOfh93vsvDbZJIwSlITdAFaIQEEBCRCKEELhIaSgHDaHSDmiKByQghQgBy6ggAQXgrhw4KHgOKsFNiRsnIWwkVk5s16vcWzvzHg8M/2Y7moOU9ZaxF55oaTRdNfj/331ff+q6hLcYJl5/HFX5vP9sZQ5IaUCSJQKRRR1yGYbl5591r+ReOJGgPXAwCctpT5lKXWPcJyygBJCkAhRE3FcTeL4XBQEv4+C4A9rL7xwJCJHIjD15JPj0nV/ZOfzJ9TgYMEpFKTMZBCWBUASx2jfJ2q1NKHX9N/fOtPteN+6/Pzz6/83gYlTp+5T6fQv1OjonDs1hSqVsDIudtZBxoIkSoijmDiO0WFI7LXwL60Rbm2tRGH45epzz/31evGt6zXOnDp1zO7r+3F6aupYemZG2LkcaiCLDjSO7WClLZzEIiFBRxFJHCOEhZXNgmXlCcN7SydP/qn22mtbh2HI6xEQrvtiamSkkrllVjrFDDKl6axcJtrdpesHWFhIKQk8n6DRoFvfBu2jdUxqZESqoaGKSKV+8D8pMPP0019VxeJT6dlZ4fSnGcu50rn3uHi81haNnd1kW1rk+/J0u13atRrlep3Hhgbkbfk+kW57yToCK5MR2vdniydOrNYWFpaOTGDumWf6ZSr1fXdiYsIZGCBut/mK7YoTkcDpy3BTLMVZ30vShT6CbkDY2uULypX3DY1yV3GQGSzxu+ZOYudykCRoz5vIP/TQL+uvvBIcyQINFSffX3YGB7H7s8iMy0Bicbt0mbBcVosuqcEcIiWxLIvUcJ7N4Tyu6+I6CuE4SMdBKIVdKGCl09NWklQOwrIPqpTZzLHssdmCGi5h59JQSMmXdj19r1eXuQhOh75W+SyxrWW2kNVxW8u/NFr6pnpdplttfu03tTOQR0obIhfhujnhebcCp49EwFLOsBouKaSEBHSEvprJ8GrRpdvooGSWuYEJQivRsY5w7ZTe8hJerO9o/A59IyUcHUOoiYVASKkSIQaPrEDU8XXj9Xd0em5OdlMKKSXZ0RIi0mT6sozkBgjRONJGAsqV3DIzSXtyBMdSXN74N0kS4e+0IdYkIIUQB6t9UKWAVhKGUSEI+O7ImPzaUEHqyCfRmjjncmV3UwZRIJteU4Zdn3boSek4ZFSatbUrdNtNnggs+b2xSVnqRiTdbgS0jkRgvrokRUqto3WHuEvOTUGhj/F0Slr5PtziOIkUdEKPWMcIkMV0n/aDkPc3r9K4dIWP1zweGJ9gLJvF6oYkcdwRSbJ6oAXz1aUC0FwsV/R8dUkBj458+qPjzXMXOm1HFM7sbHN/sUx/lPDy5U1d36xJy3Fw5+5kZ+U87cTT7/tXCf2AKPApF9J8bGRS0p/l/MUqjY4Hgqa0rPOH5cAkEM1Xl94FcsCkKua/kb1lpqbDaPyPhHq8UZcnRyZI+1350k5N7yiL7eU3JUDcCbBSjsweLxNubnF7JNjOpblQ3+CN3au6W8rQN9a/kZmduHjhqQ8SsMpPPTFtgLvAjqnflSkVS2XfEUhpb3keU7ZiuJjnQyotiruecJsdLR0ppmIEWZcwm2G445O3HRbGbuJ84wrbvp9ErU7DKfV/58zxj7x9YL7NV5ceBjSwbIjMAcPAeLTbfiRqeyd00+O2/jwnR4bkdDpLRkhKtsITmndDj793Pd5KWTzgx3SDLm9kLMKtHa27IUkU/9QdG3wW2FwsVz7wjWDTy85tk5Al4E4gAmyZdn8WLFdXtRaff1dItWELfY9qcbNy5ZCtyCKIRYylIwZ9n7c6gW5aQkptYWUUlnY2hbIxEwuBjYMIrJhnZZTwgQKwIG1r5ery6q/y06PrQb3x9XqiCwu2zYJGu2GM1Y1pS4EoZJGOhVQWQ3c/SLvxHtnCrPQ6V0bDre0ScCvw5mFJCNAPTAODQAeomUFy7kuPDOsoern+twu/iZq738a2H5TSsv10ilhrkjjBDnziAJK00q2tZVkcupUESGVGCdkeNRjNwwhsG88bgAscN/+7wCgwIm37XwP333UWOKvDbsudGP1sa/m9NcsLlEwpO6ztrNjZ9Loq5Tfijje+fentR2UqhQ6C08AicHqxXDmQgACYry6VjU/TwCeMDR6wZry7aPLiMeDmfZ6GwMPAF03dODBjFH0V+CewvViuHPptuGdByzyvAa8bRXygauzYNKr81ljzzX39f2jkbQHrwDngM2YyZ9iXePPVJdvE0YC/WK5oe766dLfp7NI7Li8Cd5j3yIxVhtSkef+HIfAqPetCelb6wN1A24wZNMQaBrzAte0/M19dqtlAmZ7XAB8GFox0w4bEPaYtNDIrA1o3CrlcswOjyp/Ne9O0Y/73nz0SUPa+Dhi2OTPziJ6nw6bzmgFvAu/QWy2K3jJ+wEh9jp4N4X/FhJ7sHyi2YVsxgWtmdv1Ahp6kkQFyjTIt8yvT27gkvZXzOeAnwFlDJge0FsuVjsHyTcw9FSLAl4vlyhrXZF9eLFciMztpgFYMuU1DsGOAXfPsm4ls0vN82gBs7gNnsVzRZnxzb7KL5crhN6P56lI/PfkjA6LoSdtPL0kVsErv7NhLUgX83BALF8uVxmHx98qhFxOzcazuY93imoQbhoxtQNcxCpr2DL0sv+7FB27gdjxfXZqmt4z2SsaQ2js7Juktxb0drwOsGOkPLf8BnnRD8KJbwbAAAAAASUVORK5CYII=) 15 10, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
78%,79.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
80%,81.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHyUlEQVRYhaWXWWxkRxWGv6q79u12d7u7vcz0jN0zMSZBYDmLlGgGIROxCp54QzwMEggURVGCiJTnKEJCCiggEOEpkIe8hChCYidDcCBhSQJqJqOITGbpOB6vY7tt93L7LlU8dDnxOLY1I45Uqrq3Tp//P0udWy24SRk/c8aXhUI+lTInpHQBtOtGIkk6ZLPNdx59NLwZe+JmgFW5/BnLdT9rue4dwnFqAkoIgRZiXaRpQ6fpv5Ne7w9Jr/fH+SeeuCEiN0Tg+P33H5W+/6RdKJxyK5WiUyxKGQQIywJApykqDElaLZWurTXjVutvcRje9+7jjy/83wQmvv/dmcxQ6Rlcf1S6ObxyCWE7WLaFZdkgIE1S0jRFuBCtbhA25oiuXbucRNFXGo899uph9q3DNscffPBWf2ToZ97RIye84SEs10fYNkJIXMfFdRxsy0KjUUkCUgMSK8iCZRWIojtLp0+/sv7SS6sHYdiHERC+/yOEc6v0s6SdHtHKOsKycAYHsbM2nuchEuh1Q6LNTZJms+9VLoc3MiJRajpaXv4h8OmbjsD4ww9/1R0cfMgfGxc6Trlzs8XXSyX5iSArFjtt3cxmyGQC0iihvb5ObWODb+aLcvpIWcgo1stZH+H5QnW7JwZPnZpbf/HF+g0TOPnII3npeT/wq9WqM1QBnfC1QkneNj7OULFAXiNeabV1UMwTxRFxe5svOZ6cqlYZqwxRwxJnw7aWng9KobrdauHee5/dOHu2txdL7kdAwbRTKtacchknn8UpDrCdD3BdF8/zOV/JkL/1iIy9VFquRHoucS7A9X2KjodtO6heirAd3NEKViYzZmk9vR/WvjUgbHtCWE7OCgKEsBC2y283N5WWtoyE4LW84NjYFBawlKxIL4nVb+JIraUt+bGlNr9urisrm8X2HLQnEb6fE93uJPCXGyMgRAUhXKREpxqEzfxAnie7LYWQ5PwCncVLaEvKONxmtDLM6toaf+p21e82Q/LlMm6SgNLEYYyQ0tVCVA6NwEyj/t7zO089b6O1VL0eiVYIaZEZHuTYSBWFQAjYjtpy0C+ogj9AOZOn4Pm0kh6Bk6XReJfe9hZaA1qjQQoh9nVW7gIPABdwrawf6SROir0e9x0/Ir9QLUmVhqxZsbzW3ZApikq2pHzLoeBludpclJfaqzIcHpdXmvOyu7zItwfy8nvV47IUJ+g4ToDWgQQM8HvvLNedR+sO3S5l28HLZpiyHZlsbOEKm1JQpJjJIzXEcQhCqEE7o1qNN0i6EXfnAu6uHuNINosVR+g07Qit5w5LwQ6Ro8B06fTtfuvNy+GWULzd3OBTJ27hz6lifnNTrW73uNJKcIUDQqPQRDoitZHxVkcNJyl3jQ7LeCDLuUsNmu0OKLUlLevcYQQSE4UZ4LQ3XPZ7C6sXonY4+lK3pcY21uQXh0cp9VL5q7U1tZ7EdG2L3uomdsbFcSxsx1KTseKT5YosFgu8vrnKC6tLajvsopV6+b8PPXTxQAKztelkplEvAR8yRErBLcdf3j7/9tRSt1t8emKED88t8o3ho5zM5ORs8xrLvZ4KLIvU8+QJy+WObJ7aYInAzzC3vcXvF1dUfW0dHUUrSuvv7AcOphPONOo54E76hfIR4DXpufc4pUIvWlwd0nFsJVGC1CmW53I8m6OQz4p7qlUxVa7w0cowtxRK6ETx18Wr/HTpqnpLx3SX16I0ir514YEHzh5EYCcFOTMr4J9AIGz7c1bg172R0qvxduueBduRvwhceXy7y9VilqF2yKVehw7gpJrSZqjqzU0WSgFkbXQ3VkTRT7ZWV589CBzMfWCmUZfAFHAvEAIV4AywpLWuJFvtTm95/WQwPprPTNQI5BDrF/+FCGMSQDgWaSdSOlW4g1kZb7ZCtP5HuN48k5+sBcbRC7O16WgvAWlqQAGXgZeBJnARaFjZ4JT03Em7kIvckcEfa623ulfeZeOd/5D2YnphT2mlcIdK+EfLUgitECLK1Kq+PTjwWH6y5gKTwIQZ+6dgplG36RefNHVQBF5I250iUBTwulsYWASeUnEylWy3K8KyxnQUhdqWfry24doD2cDOB88JSybpdiuUlrVgUjtm7O7bB8SuLghwzIwAuGbWFcAHFsy7zwvLelinKcDPgbwBOA9cAb5s1peAaNfvVoC52dp0sjcCgWGJUdwyEXCBc2a2TVo+Dryl0/R5+qflJFADXgTeAM6aCE4Atxt7ReCXxr5Lv+e8J9J4mTeKY4bAnAFcNx68OVubbgFLwLx55xsC88bbC8bOm/QL2TXPHQOamPV1spP7yMw7ddAxhbn3B+eMh88Y45MmtAkwTD/nrnHi72a9ZPZena198E5iG+W8MdIynh4kU8ZzF3gauAs4Yp6ngFneT6Nv7EaGWJ7+CbtO5Gxteo5+yBeAhZlG3d2rBDDTqOeNUYzRi8BzwGtAFbiNfo1UgAZQN05JMz4Qfnj/KxiaYQP2TKPu76Pb4voCahpvXeBtAzxo5glD9rzZbwHHTMPbl8De24rcq2xq4hz9aJ2nH+aWWdeBF4ANY9M3c96Q7NA/baW9BA77YxLsSkdntjYdmla6k6ad3rFCP3o7Oe/QPxm7RR0Esvs+sJvMzonYkfxMo56Yz7a7R3enyVzm/Z6xs7/C9TWwvpfA/wCaeTsqoWs6EQAAAABJRU5ErkJggg==) 15 10, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
98%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHq0lEQVRYhaWXW2hcxxnHfzNzztmzu8e7q11J1sWW1rKdS3GaJTeKE6igJQFDoaWhBExJaSEhhJI8BPJUSshDQ/1gWiihNIGSNqUPbV9a3CSUoKS5tGmaKG6aBOKLLF9ky3vTarV7rjN92CMiq5JR2oGFPd/MfP//9/9/M2dX8DnH9IMPurJYLCRSekJKB8A4TijiuEc+3z731FP+58knPg+wrlTuVY5zn3Kc24RtVwWUEQIjRFMkyYJJkvfiIHg5DoJXLhw/viMiOyKw99FHJ6TrPmsVi4ed4eGSXSpJmcshlALAJAna94m7XZ00Gu2o230r8v1Hzh87dun/JjD52GN3Odnsi87Y2Ey2Oo07PoK0bdCgUCAgiROSJEGHIVG7Tbi0RFivn4nD8OjC00+/c7386nqTX/z1Lw47peLzdnFof3Z6WjhDRVTOwcrbUklpLGVjS4XBoOMYkyRI20Z5HihVJAxvL99995vN1167uh2GvB4BYVk/y+3be1NmckKaJCFeXUFlpMzO7CExCZZSSCkJ+j5Bu41/6RLBlSvoOCa3b690xnbXRCbzk/9JgeknnvgORj5klyqYRHNHr8+R3cNyREqWrtRZ8xPjZT2iKGKt2aTaavFwoSTv3bVLRGFozmtQuZzQ/f6+ocOHF5uvvjq/YwVmnnyyoFz3Yas4BJaDsODIyIicrYzzTbfM1wJJ1FlDa00UhOh+n9nykNxVnWDfgRnuH5+UOopQ+Rx2pYJ03UdmnnmmsGMCGmoqn6+mmzEJ2BkX5TgEGRtbWggkjuOgLIWwLK6MFDk+kuUTS6MdG2nbCMvGKpVQ2eyUMqa2FZa1VVBY1gHlup7K5VCOgygUeCHs6Zv9lnyjnEWPOni5MuVKGce1CZOAd0Sib2905T8syXK9rlU+j+XY4LoI1/VEv38D8PrOCAgxjFIOUoIAq+hxSRiWiKmM3Uy3eZqxvEvey6NlQslUZDfs8Wanr4OlNQrDFZwoBmMQQiCkdIwQwztWwEhpYYzUQYBWICwX28tTKHpYV87pYeUSS0NnbQWtE2JihK3YvXtElqs36jNLiwSNDgbAGAxIIcSWWFv2gLBUT7p2XEpiHhrfLWtDntQmkmu9vlaWZDXsyra/Ko1OEEazy3axvDzd2OfsxQWCy8t8r1KSP57cK8tRjImiGOjuWIHCoQOQmBBXOVXlUHFtvO5V/dZKC50tUPGGdLOYl7reJGtnsITSKgxoxMi1Vps73QwHhiuUjEKaGJMkPWHM4o4JZIaHFvwrjd5aGHinrtb51qFb2RcgG8uf6o9OLeBVhrCXLN0UoIUmiiPCXoCRiR5Xgnsro3K8UOJfZxdZWemC1h2p1MkdW5CdmnhJGHMy8AP+vNbWHy9dZGZinG/smZSjGUEkfdlYukjj0gV848t4bRW75MhyPiOPVkblV6ZmWO10OdFc1mvSIBzrbx8//vipHSsAON7N+99Z+/TcXUuWKDzbuaqPNhxZ3j3M415e/mWlTiufRScJ/RvvpPLxP6VUDg/khziYL3GqXue35xf1vzsdSOJ6rjr+821wPiMwuzA/DIwCHcCxduXPRs3OD6yCd/x00JcvLC/peypl+eV8mSNuhveTnnSF5O6VBpk9+1EJqDDiT+fP8vvVtr6w1iUKgljmMse8g1NntiUwuzAP8AXgwdSSvwJvAb909u8tOeXC901iDpzt9WhdCLRvr5At5uTpjGDSSE53E84nAZf9vj7Z77OkE0gSpCNjy1G/ye6fPJEWta0C5ZTATBoLgY/mqrX67MK8H/f9p4LFpfuMEV9fDhPvV3ELNyzqjJJ8ECb8wRhwHQxm8OMiCtFh2JGu80r+xuk/WvlsKSXQ3oqABOL0s5zGWhsXW1n3hLtvz48yY5WfouM3ktWV0C5lpe/79ITG2AKkQdmSaHU1RifvOSOlY+7k6ItWPguQA26YXZh3tiIgUv/3APeksQ/nqrUP07gFbNw4lvT9J6Wb+W7UXl0mTlwsJVXWlUKIro6i5ywv9yKgAR+4Kd0XA6/PVWt6SwIpWAmYSjd35qq1xTQuU6V0atPzQBUYA94FvmRXhmTUaP2OgaUvA88BX033nQIuz1VrW/bBxmM4moIAFGYX5t00gZNWcANwB1Aamr51qnXug3paoR81Wk3gAnAIuAU4DNwFLAIn5qpbvon/i0DMtXJPAd9O16wAn6QE322d+8AD2nZl6Lao0Xod+BD4O3AROMjA95MM7NwWfDOBy8BEGqun1TqpCrcAlxh089sMTsqRjDdK1GgdAn4IzKcKHEz3nQLqqYWFNNaZq9au+b+w3oRsANNz1Vo4uzA/ATyQgmkGpyQG9gAjwIF0/iXgKNBLK1/vozAlMQx4GzAvzFVr4WYC636vj/WjOZMmWE4TesD9wHiqRgi4DOSvAx8x6H5rrlprp4VVN+Vuz1VrzfUHuaHLNw4LWL9AzjB4l/sMmqqZxh3gNPB++n3dPgmEswvzMvU/3JS7txlou7F5TqYkXmVwcy4y6JsaA4+XGUi/uZh6WozLdXpgKwtyXHsq9Fy1Vk/Xw+DYjm1Y32Rgl8XgJl3c6uLZPCRAyipME4Vpk3TS53WAjXe5y2f3hrWB8Hq3F7i28bYd/wFTcDMh0nb0cQAAAABJRU5ErkJggg==) 15 10, auto;}
}
div.testarea{
animation:rwdcur48441 8.3333333333333s linear infinite forwards;
}
