@keyframes rwdcur173297 {
0%,2.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE+0lEQVR4nO2aTWskRRjHf+lM4mw7E2VcguxBxIP5AjmIB99OOQUCroooQfToNxCUxasXT/GoByXIHvYke/CQXcYgCCKSSwZZEhCCWTdoJs52JpluD9W183R19ctMJjPTS/+hqO56mXqefz0v3dUDJUqUKFGiRIkS+eBMWoBRYyaj3wGeA14AXg3b/gK+EmP8S5BrKuCE5Q3gxsbGRrC6uhoAulTEmMfOMrRSFeBz4M7W1lbQarUkAZqEx44Iqfw8cAcIPM97VIiSME+ciMLAjAGOqPX1KYDneZGB1WpV3j5BPxaY9VTDtltORj8QI+SUuAUUwhKShMzl0wYJDy3zpp6EtN3O5c9FJyFJ6YGELzIJaYINFNGLSsJIhSoiCWlBcCgUjYSRuYBEkUi4NEGKQsKlClEEEi5dgGknYSyLTzMJY1t4WkkY66LTSMLYF5w2EiZidjlIGBsmFnza7ba8fSiux0rExAiYm5uj0+nIpi/JeRjzCOu3a6zfrl1EjsnmYMeR7vAO8DHpFlABFoBF3t78CHgA3Of6t+8Bi2FfZSAZhpB75Njd3QX4Gvv5hK6vAteABuAyX/8QdSBbpfrUB4Ab9l0Lx+bSbSC28iIIAg4ODmi1WqysrPwIPA88C+iT1A5qtzS2AQ/4PRx7T/S52BTqdX/GufISAOen26LHAWrhvL/DtRIhT4VlJK6I8gDip8I2tNttms0ma2trhyiTzINtoIk6fr8H7KFOlH36uxrHMy/C65++Br1zbq43U37/CDhO6hwJAZ1Oh0ajsQm8Sd+q/gTuAr8ArfD+JFTsPKP2UdZiU74bKuSF4wnXrKKsat4y55AES7gwATs7OywvLx+Hi/vAD8A3wK9Evw3I7wWy2JQH5TIY849QJKahhiJOuoyP2oDYt4qhY4Dv+7iu+z3wFkr5JnAD+EMsKmt9nUSEHKMVkGMPUbuehRMUmYtEg2gDFRMiGIqAs7Mz6vV6E6V8F/gM2BTCJn0lSlJeFgfl+xJH5FNewwvnXBVtLlFSgSEI8H2fer1+F3glXGQd2MG+o7bdNdvNeTVjbJdss7fhhGhM0NkhEhDTcqUWSKYYXNf9jr7y11Gp69xSuhn3pt/L4CeRGMFzwJxr/naiBWhTBOXb7O/vv9xqtQDeRSnzPiq6p5kz2C0AS7+uK8a4QUzfhDk3liGyXMAHfgKcpaWl31DK3wI+Ef15lE8iwTbGtMpzhoc5N2bxs+J6BvW936GfHvWEY+AKyh2+CMf1wlqms55oN2vzOhDzAyFHnWh6/iefrol4WlwHwL+y02YB5m7thddN4rlV14Oaf9aacp0Kw1uBqV/qc4C5sJywhyWFMJjpWwWwoGvIVWW4LKDnmr8dQZYFmO2OMcZmBbb+QeARfQ5YYHgCFoz7WECdNe5nRC390lTU5uOyz/TrQdBD5Wstyyz9NDoIaqh4ouGjngQjcpkEBPSVlyTI2gxmUmkYbtclfGCOaMqqov6GkzcWVFFPgTKY/heWCEwCwE6CVNCM5HK3L6q8hkc0G8yg3KJHtiXUiJ8f+Kg/eMas0kYAxJU3LcIX7fJ+VAiAM+BJ0aZJcIm6HKhYpg9OzDQKcJ8E4rL+KgvZj8uXiQWSDkTyI/eByLTCfiSWDR30ch+JTTP0+7x+pU2Dj1L6iBwWWhQCNPQrbRWVJeRzSRcVPPWxW4kSJUqUKFGiRCr+B+xyFGlPXl49AAAAAElFTkSuQmCC) 9 10, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFA0lEQVR4nO2awWskRRTGf+ntJEMnmcMQwuKCiJeIeMxJZAVPwUMg6ooIi+D+FbJ4WDx48CQI8aLrHlwXD6sn8eAhu4y5KCKSPWSUZQJC2LiGJRNnO5Ok20N17byuqZ7umcxMppf+oKh+VW+m3vvq1avOy0CBAgUKFChQoEA2OGdtwKAxkTLvAM8CzwOvRmMPgM+FTjAEu8YCTtReA66tra2FKysrIaCbK3SeusjQTrnAR8Cd9fX1sFarSQI0CU8dEdL5KeAOEPq+/6QRJ2GKTiJyAzMHOKLXz4cAvu/HFEulkhSnaecCsx9r2HbLSZkHOgg5pDMCchEJSUZmOtMGCY8tnxt7ErrtdqbznHcSkpzuyfg8k9DNsJ4yel5JGKhReSShWxLsC3kjYWBHQCJPJAzNkLyQMFQj8kDC0A0YdxJGsvg4kzCyhceVhJEuOo4kjHzBcSPhTMIuAwkjw5kln0ajIcXH4nmkRJwZAZOTkzSbTTn0KRmLMYOEO4pFkuA4Dr7v6/LaO8CfwGfRtK2k5gIeUELVIh2h2wJ8oAkcZ7ahL8sHjK2tLYCvsNcndD8PPANUUCTIEpwmphLpzFu+y4qhREAYhuzs7FCr1VheXv4JeA44j9o5ULtUFh/ZQO3eH5HufTHn0YNDkd5s9LmH0VqJkFVhmYld0f6FzqqwDY1Gg2q1yurq6i6wkNHgDaCKKr/fB+qokA5o7+ppsAfsJ00OJAKazSaVSuUW8Fb0nQvA38Bd4BegFskHKMeOu/QaSc63UA75Qt9FRVcZlRskKpGeNRJOHQGbm5ssLS3tR4sHwA/ADeA34olM/r9ANpMErXfeWCpA7eaB1ZA2ZlFOqyOz+LqLWwq4d7uOJbH2TUAQBHie9y3wdjRUBa4Bf1kclk6YREjHtawTndTdRe16FpSABVa/WKJ84TowRatxhW8u3TQV+7oFjo6O8DyvinK+BXwAXEY5nxTax11k2RyU8xJ7ZHeeSHePmYUrqMgsMTnzIRZ/eyYgCALm5ubuAq9Ehr0J3KLTMd1aCeM253Xig/but0gPexsOIKw/kSacF3jj+oumUjcCtEEbctDzvJvARZTzl1BXVxbHTdkW/gHtq1IjMYOn4uTwu5g8Xb5oqiTdAjoUQZ1ttre3X67VagDvopy5jMrutl00zzpdns3eNfR6Cf04Dhu/MjXXliecC6ZK2jUYAD8DzuLi4u8o578Hror5LM4nkWDTMaMy82ttB26//4j3fmyhr8YJp+PdxCRA7rx+rkfyS8AnwJeGwbZsbs5jeU4akzYMAj6agPDkkTlpiwDT4Hr0XDUMS7rXs4R/2ppyHZf+o8DlcP9jpstXCYM6u/e+NhVsP5Do1myGZw19m2zDAvFr8CH93QKgXormhdxEvU88QVoEmOOOoWOLAtt8L/CJE1CmfwLKhtyRUM8Z8oToQzFuOhoCJ0Yv5wLj873gBLVz2pZztK/RXjALiCuAABVNMbtMAkLazksSZC+dls6eZtclAmCS+B81JdTPcLLmghIq9OUR/y9qMZgEgJ0E6aB03tzt0zqv4aN2T0akF62dFgn63JsJ+wGWqLQRAJ3OmxERiHEpDwohcATMiDFNgkf8yEG7IjRPnDiNf0ggLu2nspD+ujxMlBlyQSQLAWeNXktiGjrpZS6JjTMc2jWCNCIClNN7ZIjQvBCgoQue3criuuxWoECBAgUKFCjQFf8D/gQcbGznQfkAAAAASUVORK5CYII=) 9 10, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
20%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFc0lEQVR4nO2aT2hcRRzHP/uyiZttNoQ1hBCkaD1ECnooOVX8g16Ch0BKW0TUIHjzpAcvglK8iSKFQsSDGCptKArSQi0qJakxF/EPJWizSjSlNLW0UbPpZrubvOdh3mTnzc57+3azu9kt7wvDvHnzmze/33d+85s/uxAhQoQIESJEiBAO1m4rUG/EKtRbwF5gH/CU++5v4CNFxm6AXi0By03PAMcmJyedsbExB5Aprsjcc54hjYoD7wKzMzMzTiaTUQmQJNxzRKjGdwGzgJPP57cTXhK6KCeibaDHAEvJ5fNdgHw+7xFMJBJq8T5KsUDPWxqm0bIq1ANlhNyl3APawhP8lAw1pzUSNgztWp6EoNEONZ/bnQQ/o6tSvp1JCFKsqojeriTUVal2JCEoCNaEdiOhblNARTuR0DBF2oWEhirRDiQ0XIFWJ6EpnbcyCU3ruFVJaGqnrUhC0ztsNRJ2xe1CkNA07FrwyWazanFDeW4qEbtGQGdnJ7lcTn11nJCXMfVEvBmd+MGyLPL5vLxeex74HTjhVpuu1OJAEkgg7iItRbYA5IEcsBlah5o0rzMWFxcBPsV8PyHzfmAISCNIUK/gJDFpV6bf8C0jGuIBjuOwsrJCJpNhdHT0W+BBYBAxciBGqVdpMo8Yvcuu7JJSl6QKg1y5HrfdLbcvX6i3wmokjivpNpTfCpuQzWaZm5tjfHz8JjAQUuF5YA5x/b4E/IVwaZvSqO4Eq8CaX2VdPCCXy5FOp6eBw+43B4BrwCXgByDjltcRhm0G5BJ+xhcQBuUV+TjCu3oRsUFF2pUzesKOPWBhYYGRkZE1t3MbOA9MAT/hDWTq7wVq0kmQcoNaVzZiNNeNipTQgzBanTI2YgDKAmvNHmDbNslk8gxwFGH8HHAM+EPpVM3lsx8Rqow0QJW9iRj1SlhHkDmAN4imETHBg5oIKBaLpFKpOYTxBeAdYFpR1u9XIj/j1WQh3F/FKuGMl8i7bfqVd0m8pAI1EGDbNqlU6hLwpNvJBLCAeURNo6u/19v1aLIFKru9Cet4Y4JcHTwBMWhpkQrNqy+TyeQpSsYfQSxdm4ZUqFDW571Mnh8ddYWrhN5W/7avB0hXBDG3WV5ePpjJZABeQBjzEiK6B7kzmD0AQ73M45pcNa6vQ2+rrxAVp4ANfA9Yw8PDvyCM/xJ4S6kPY7wfCSYZ3StDb2sN0NuWeXyH8hxD/N5vUVoeZYM1oBsxHd535bbcXF3OtpT3eq4/O0p7R9EjxYFXunn8jYMMPnaHP2evV2u1hj7l2QH+Uyv1fYDM1f2AhdieXqN8bZV5te6vo1T30NN7eeLNr4hZ+4E1CtlHOX3kakDbIMSBB5TyJsKObZgM0hWzKW1PTUFMT5UI8asT2D/e7xoP0Eu8+7VwthqhB72CLlDpHyJ+11VB67qpvhr08vL5n4lZ+9zyv8DDTI2u1vCtIbyBr+xcEGYZ1Lerfvv44JENjxzF3JRS7sOxTzJxodrv9OA13sawn9AJCLtj8zNabVsrNrly7mMce2n7Tcx6Dsc5ycSFsBu3BOUHqZxJN78/Svrd0JZtJbXyTo0v9XPokzFSQ19oOvwKvA58zdSoX9uqDkNB/xT1u52RHySgXA8kOTr9Kt19Hxp0kUftq8BvLF2c5rv3ujAfh0EcpCoeh/1QKU40Er0c/uwQe/qP471B8qK4cYJT4x/41AZeiIS5Zqq022sk1vj8xTNc//FZtopnfaU6Oh8xvLURIx94lugIqmwRFFm6eIPLp79h6MA5uvbcIhZziMWSEEuA8w/ZG29z5eyKK28DdxB/6i5b93WEmQKtBHmkFdfi9w9b3F4EYbS8FpfXbhEiRIgQIUKECIH4H5RjQ37UJ7lVAAAAAElFTkSuQmCC) 9 10, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFQklEQVR4nO2a32scVRTHPzvdpOs2WeoSQylSigULfVIIPghW8AcGlUAgFivVCIL40j9AfJDig1CfRCV9NI1oCaJtH0IeRNJmzYNSLTVKs0pIRBsMNUg2biabzYwPdya5O3PvzOxmd7Nb5guXmTv33LnnfM+5Z2bOLsSIESNGjBgxYkSDsdcK1BuJkHEDOAI8BDzpXPsbuCDJWA3QqyVgOO0p4NzIyIg9MDBgA25LSjL3XGS4RiWB94BrU1NTdj6flwlwSbjniJCN7wSuAbZpmtuNShI68RPRNvDmAEM6uucbAKZpVgimUim5u5+dXOA9tjRU3jJCxgEfIRv4I6AtIkGnZKQ97SFhXTGv5UkI8nak/dzuJOiMrkr5diYhSLGqMnq7klBXpdqRhKAkWBPajYS6bQEZ7URCwxRpFxIaqkQ7kNBwBVqdhKYs3sokNG3hViWhqYu2IglNX7DVSNiTsItAQtOwZ8mnUCjI3XXpvKlE7BkBHR0dFItF+dKHRCzG1BPJZiyig2EYmKbpltdeBn4DPnaGVSW1JJAGUohapCHJlgATKALlyDrUpHmdMTc3B/Ap6vqEe+wBDgNZBAlyCc4lJuvI9CjupURDIsC2bZaWlsjn8/T3938DHAUOITwHwksZacoMwnu3HNl5aSxNFQY5cl3OvLvOWlrIVWE5Eyel9g/4q8IqFAoFcrkcg4ODy0BvRIVngByi/D4PLCBC2mLHq7vBCrCqG6xLBBSLRbLZ7CVgyLlnL/AncB34Acg7/TWEYeWAowud8SWEQaYkn0REVwaRG2RkHTllJOw6AmZnZ+nr61t1FreACWAU+JHKRCb/XiA3Lwmu3CHPUhbCm2tKRXbQhTBa3jIWwgG+xFpzBFiWRTqdHgdOIYzPAeeA36VF5aN7riNClnENkGWXEV4PwxqCzF4qk2gWkRMqUBMBm5ubdHd35xDGl4B3gUuSsrpfiXTGy81g6OLz7M88wdry11x58xbC81GMd2E6c3qka2kqSQVq2AKO568DJ51FhoFZhSFeMlQE+MkYGnuMAw9MO2NF5r99lOnz+SqMl3GYypzgS4hBjxZXqRn5Yjqd/pwd419CPLrKilYK6Xv3vWidB07Ky9F7YjeJ2pv9U14B3c1FKArkABYXFx/P5/MAryCMeRWR3YPCGdQRgGJcHBP7jkkyJrev1up9Mb8S3idEaA6wgO8A4/jx4zcRxl8G3pHGoxivI8Evk0hIXrLX+OWryK+1Cnjn+iLee0Gl6AIwDfwFfAC8jTp8deFd9sgEEQa2JYVtIsOz70ews3aoIsBLwoJznsP/bHWP1Ya/fk1ra1G63knviUeAmwFzg+C1z6eDyiDvBJcEnZe9LYwQvfcBNla/r9Rw32m9faHwJr2SVyDsHyK6clXQc101Xg0yvDbxMwnjiNP/FzjGaP9KDfeqy2PQu5+D9rjes9FRZHP9otQ/iG2NMjxZ7X26qDTeQvEarUuCYSGrM1qeWyvK3L76Cbb1x/aVhPEitj3G8KTvMaZBCv+HVFGlmyoCdCSEeVyeszv8NLpM4c5Z5D2bSJwB+wbDk8+EzO6i8jvA1Uu5hYL+Kaqrzrg3JKBfD6Q59cXr3Hf/Rz5drK0LjL1wlmifwyA+pJSfw1FygLevutYIFBk//Rn/3X0D7yutYQwBDyKqR0ed8x7Uxq8QUBWKUmYKe9trJFb58sw4d248zdbm5e01y6WJCHMthOe11SAI/7N0q0B8zz93/mFSmYNceevXAFkL4fEVIjipXQhw4RY8g8ribtktRowYMWLEiBEjEP8DgyZb6Tp4OP0AAAAASUVORK5CYII=) 9 10, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFw0lEQVR4nO2aTYwURRTHf9PbO7Qd2JhRiDGKSgyTGIkc0IPBL4we9rBKQGJgN8sFDSaGg4kf8WCIF6PxYGKyHlTAgBKEIAjrajwMZCQGEyTKZQfURcyqBBbdXYZmduj2UNM7NTXVMz3DzOyM6X9S6a6q11Pv/evVq6q3CxEiRIgQIUKECOFgzLUCjUasSr8BLAaWAI8U2v4GPpBk3Cbo1RYwCmUVsHVoaMjr6+vzAL+Yksz/zjN8o0zgTeBIKpXyMpmMTIBPwv+OCNn4OHAE8BzHmS2UkhCnnIiOgRoDDOnpv18FcBynRNCyLLk6j2IsUJ9tDd1sGVX6gTJCrlLuAR3hCUFKhlrTCglXNN+1PQmVZjvUeu50EoKMrkn5TiahkmI1RfROJaGhSnUiCZWCYF3oNBIatgRkdBIJTVOkU0hoqhKdQELTFWh3EloyeDuT0LKB25WElg7ajiS0fMB2I2FO3C4ECS3DnAWfqakpuXpFem8pEXNGQHd3N9lsVm56j5DJmEbCbMUgQTAMA8dx/PTas8Bp4P1Cty6lZgI2YCFykcas7MqXTO546FFixkl29p0MrUPd2jcQo6OjANvR5yf8583ArUACQYKcgjO56/H9mNY2uuI/MjD8Nf0Hl4QZuykEeJ7H+Pg4qVQKy7K+tSzrjGVZ05Zl5Qtl0rIs/JJMJo8BDvATcKfyczZwGzA/UN9kr4lhLC9aZTxJV/xn+g+ur6arnBWWI7EplYtQnhXWYWpqinQ6zerVq88Di6p+IHAMSCPS778CYwj3dxHGJ0L9yoYDb2DO26i0uuSvPs+upz4M+qwhBGSzWRKJxG5gLcW48gdwFPgByBTq0wXD8lWeLmKd64zPAZMIj8kX2kzAYs2OVdgLt5Z4A+TJXX6Cz9akmkLAqVOnWLFixSTQU1B8GNgBnKA0kMl/L5CLzniAW5ShXGACQWIwlq3r4b7+IbriRff33DEujSX58oWcKl43Aa7rYtv2HmBdoSkNbAXOaAyWjVCJkA33636gk2XPI2Y9DCwGDu3DMHtnW/LOK+x6+m1VsK4gODMzg23baYTxOeA1YABhfJBr5yvU5WIgjJcxQXjjARwu/bYZsVQEuuKb0NhbMwGu67JgwYKjwMqCYmuA3ZQb5pdcQLvOeD/wQXH2c1Rzex0Ovfg713I7Z+sx427W7lyuilUiwFfomNxo2/anwMMI459BbF1hDFfrOvf3g5+MSepF3vm8pN59w0pVJOgk6LsiiLXN2bNnH8xkMgDrEcYMIKK7bhbVtU6Fd/VpKnK1uH4pJv88zsKeYj1m3K6KVDsKu8B3gJFMJk8ijP8CeF3qD2N8EAk6GdUr89SL4S1ZBkdyiGMzxIwbVRGVAHnm/fexQv1e4B3gY0VhXTRX+9G8B7XJOlwfNhyw8Y0H8NysKqLzAFXhscJ7WlEsaF8P4/7VxpTHManXC2JdD5SOMvOLKiIToGPeV2ys0KebrbCur6vrkFP0sqhnFwCIGRtK6tmJ42UiSl2+falF7tcZGoaAMOih9AicA8Zr/pXBkcXAKP6u4rkZPum9H2VXCbMN6g40QUdYnTfUiqzybRxxEwyPwRETz9uFvKXmpj9C40lBLl9tfQcZLX9bL/IIEmQkKD8f6DE4YoO3n1isuOd7boYT27brdAsKgobyVNtVed379WACcSKUl94iKl2GBkcMoBd4F2JLpR6Hf89tIfPVBd1nlf5TNCg7A/UFt1pho88pFK/DA4cTGF3PAcsQp1P1Bpnn8oVN7O3fQ7lXAZUPQurBJMwe3khkETOu5gTiiPQYxGKHgXsCvv+H6b82s2/jMAHGQ7gDR7XTXjMxibgGl49101JxwSmHy7XcXs59/xj7Nh6kyl1iTrPCIZFFZJP8HIGYtIsZyE2/RXz+y+BN47oZrjlpLpzezzevnkF4T9VJqvbf4u0GA7EllqfFRWxwKKbdIkSIECFChAgRKuI/6vtzItR/iSoAAAAASUVORK5CYII=) 9 10, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
75%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFVElEQVR4nO2aTWhcVRTHf/OYJNMhCTLEIhWKdBMpLrNRQgWxGLoIprV+16B1Vz9WLkRcSBddiIKgxFUbBNsaEGsJkkUXSZgGQZESQiGjDUmRxoaYaiaZvJmM77m47yZ37tw382Y6M5kp7w+Xdz/Oe/ec/z333DsngRAhQoQIESJEiGCw9lqBWiNSZtwCDgKHgKe9vrvA14qMUwe9mgKWV54BPhkZGXEHBwddQJaoIvPAeYY0KgqcBaYmJyfdVCqlEiBJeOCIUI1vB6YA17btnUIhCe0UE9Ey0GOApTxlPQtg23aBYCwWU5sd7MYC/dnUMK2WVWYcKCIkS7EHtIQn+CkZaE9rJGwZ3mt6EkqtdqD93Ook+BldkfKtTEIpxSqK6K1KQk2VakUSSgXBqtBqJNRsC6hoJRLqpkirkFBXJVqBhLor0OwkNGTyZiahYRM3KwkNnbQZSWj4hM1Gwp64XQASGoY9Cz7pdFptbin1hhKxZwS0tbWRyWTUri8ImIypJaKNmMQPlmVh27ZMr70M/A586Q2bUmpRIA7EELlIS5HNATaQAfKBdahK8xpjfn4eYBRzfkI+e4ADQAJBgpqCk8QkPJkew7eMqIsHuK7L8vIyqVSKgYGBa8BjwCOIlQOxSt3KKzOI1Zv1ZBeUsTgVGOTJdXL8fD/RfYuMvXKjlLCaFVYjcVQpf0NxVtiEdDpNMplkaGhoBdgfUOEZIIlIvy8AiwiXdthd1crw2o8fE+14C4C8/SbfPj/qJ1oTAjKZDIlE4jLwArte9ScwDfwCpLz2hmdYvszTQXiLyfgcsI7wGLnXo558N9DOGz9NEbEO7sjnNo9y6cS0Sff7jgFzc3MkEol1RBCzgHHgJOJviR8BV4CbwD+ewqqRGJ5SL914B1gF7iCIVANd3uu7A6ySz15Vxtpp23eBo+eM271qAhzHIRaLjfX19YFgPgk8B7wL/ErhqprqelENfUjTzQFWPCPLYYO5sQ9w8td2eiLWIR5+/D2TcFUEbG9vE4/Hk8CLCJf8EDgF/IG/a5uIMJFhIfa+ijWEywfD7CWbe0unUQmLdpzGYG/FBDiOQ1dX1zTQ7yl2ArhMsWGy5Hz6/TxBGi+9IkewlS/E+Jnb5LOjO+2IdZjjFw7rYqUIkArNqJ3xePwicARh/EnE0RXEcL2tBz01+KlYL2+tD/7Lfl/Q7ug+oov43QOkK4LY2ywtLT2VSqUAXkUYcwoR3U2raApyfnX9GdXkgru+juz6b3Qo142I9aguUu4i5ADXAau3t/cGwvgriOgux4MY70eCSUb3ysDX2iL88PY6wxN5pJ0Rq0cX0QlQV17WF732E8CnwHlNYWlwkOPNdL83EVKbK/rrVztRbXSdIm8yeYCu8KJXT1J8NMlnpe5fbk51nihVe4HVVzjL9i1dQiXAxLxUbNEbM61WUNc3tU3IaXrFqOYUAIhEXipob67OFIlobfXXl17UcZOhQQgIgm4Kb4E5xA2vMgxPHABuIU8V17nJN8eeRDtVghyDpguN3/3d73ZXCTLau+1AZ0VfGJ6I4rrfoR6p9r9fYfAkP5cvt79LXWerNVwijyBBRYLi+4E/XOczIpF+pT3H9Lkxk24mD/AjodyKq+/cL9a0b1mIn9dBPKETOKa0N1hbeJ+/ZtdMwn5bIMje1vtrZbz83qrWp2aFCo83Ue9EZoO2ty56/Tk2V84w/s7PfvqV+1dZOXEpResJPSAGx7Nn97N1L8P1z29T4jodhIC9RqUpMQnpRXo8KUArEAC7CZI45YlwEEbrccSIViFAQiQ8S6fFZdotRIgQIUKECBGiJP4HVU5KCFtERcAAAAAASUVORK5CYII=) 9 10, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFNElEQVR4nO2az2scZRjHPzvZxGWbDe0SitRaQlAC4nHxoFLBi7k0EqgiBfUv8FD05kHEswehGE9SUaR6EEGolx7SsAZaRaSEQlYtSQlEY82hWzeTzXbGwztv9pl33tmdTXY3u2W+8PLO+2PmfZ7v+32fd+bdhRQpUqRIkSJFimRwjtqAbiPTpt0BzgDTwEtB3d/AZ6KP1wO7BgJOkF4GPlxYWPDn5uZ8QKes6PPIKUM7lQU+Aq4vLi76lUpFEqBJeOSIkM6PAdcB33Xd/USYhDGiRAwNzBjgiFxf7wK4rhvqmMvlZPExmrHAzAcattly2rQDEUJ2iSpgKJQQZ2SiNW2QsGO5b+BJaDXbidbzsJMQ53RHxg8zCa0M6yiiDysJXTVqGEloFQQPhGEjoWtLQGKYSOiZIcNCQk+NGAYSem7AoJPQl8EHmYS+DTyoJPR10EEkoe8DDhoJRyK7BCT0DUcWfKrVqizuiOu+EnFkBIyOjlKr1WTVJyQ8jOkmsv0YJA6O4+C6rj5eewP4HbgUNNuO1LJAHsihziId0bcOuEANaCS24UCWdxmrq6sAl7GfT+h8EjgFFFEkyCM4TUwx6DNpeZYVPVGA7/tsbm5SqVSYnZ29BkwBj6NmDtQsTYhbllGzdyvoe0e05enAoaDfeHDfvWCsWMhTYRmJsyL9C9FTYRuq1Srlcpn5+fkt4GRCg5eBMur4/Q6whpK0R3NWD4Nt4H5cY1cUUKvVKBaLV4DzwTNPAhvAEvAzUAnKD1CONVrkCi9cPE7x6RK3v6vw5zUZD+qBQ67on0WpawIVGySKQT+rEg6tgJWVFUql0v1gcA+4CnwB/Eo4kMnfC2QySfA49+k4J6ZukHGm8b3b3Lj0KqtX66jZfGA1pInxwGm5ZDzUBEQC64GDoOd55HK5b0ulEijny8ArwDvAL4ZjtmszNY2dOPUuGWcagIzzDDPnngK2aO88QZ8t45kOMUvpQEtgb2+PQqFQBl5HSfID4Mq+A/G/EsWpQCaHkbELzdH8e2z/cRMl+aRwUWqZFHV5FBEhFXRMgOd5FAqFJeBsMMjbwIrFEbDNbrQ+fN/5L58j45zZv6Oxe5nyx9ud2olSgowJencIBcRWS0AbtSwr8/n81zSdfw21dTUsqd6mHF73Oo0dOxuyYm/nm6QeW2BG/5zZIU4BSooKZYD19fXnK5UKwAWUM2+ionsrOYNdAVjaVZ5xnhR9XNaWbsXYmATmsjF3iLZLwAN+ApyZmZnfUM5/D7wv2pM4H0dCtE/1rx84MfUWkKfhfsXNhXobG1vBfCWOKN7cBiH6ijkVpGeD9s8thptyNtuxXMfVnebF945TeOI4P168i3oxOgymjLHuykYbAeb7gBM8ZIPo3qrzTuVvQradJqzMDTr4uDGQDZ6n0QieF+ogjTAlog1bw7KF0Jn0bWUb6oZdOZLt/zaYQS+ynGwxIM5ISVCrfd3W3glc1J6tMcHBCZgwypF3iRGjnBG5L+pNR33goZHLNs+4vxM8RO3X2pYRmttoJxgHCqLsob4OQ3aZBPg0nZckyFw6LZ09zKxLeMAo4S0rh/obTtJYkEO9BcoY91+QQjAJADsJ0kHpvDnbh3Vew0XNnlRkPhi7nRLGiZ4feKg/eEZUaSMAos6bivBEvSx3Cz6wBxwTdZqEPOElB80ToUnCxGn8Qwxx7f4qC+1fl3uJCXp8IJKEgKNGp0diGjroJT4SG2To73n9SdsKHsrpbRIodFgI0NCftK2OxfWxW4oUKVKkSJEiRUv8D6b6GqQgCZ0mAAAAAElFTkSuQmCC) 9 10, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJklEQVR4nO2az2srVRTHP5mmfWleUiSUIqIiRehGRKQLcaEggtnYjT8QUQS37z/QhTzElW4EoS4VRJ9uFAS70EVfrc8Hgjy0m0aRVxWqVYs2NZ2XtDMu7lxz5s6dzCRN0sxjvnC5M/dH7jnfe865NyeBHDly5MiRI0eOdHDOWoBho5DQ7wB3AovAw0Hb78DbYow3ArkmAk5QHgEurq6u+isrKz6gS1GMueksQytVBF4FLq+vr/uNRkMSoEm46YiQys8AlwHfdd3/C2ESZogSkRmYMcARtX6+AeC6bmhgqVSSr+foxgKznmjYdstJ6AcihNwgagGZsIQ4IVP5tEHCkWXexJPQa7dT+XPWSYhTui/hs0xCL8H6iuhZJWGoQmWRhF5BcCBkjYShuYBElkgYmSBZIWGkQmSBhJELMOkkjGXxSSZhbAtPKgljXXQSSRj7gpNGwpmYXQoSxoYzCz7NZlO+HonnsRJxZgRMT0/TarVk05ukTMYME8VxLBIHx3FwXVen154BfgDeCrqjKbXnPr2fgnOBQuFeOkcf88ET74mxbcAFWsBxahlOIf/QsL29DfAO9vyEqh9fvY+p6a9xpl6k4Cwzc/41Hnv9droJ3DJQA24D5i2fZcVILMD3fXZ3d2k0GtTr9S+Au4BbAZ1JbQFzYsoV1O59F4z9SfSVgXnOle9BZaA1PLyOLfHqAJVg3p/BWrEYqgU0m03W1taYnZ3dW1xcpF6vAzwK3B0IpdPnpvKbwJfAz0HRgbACLAAO3394Fe94AwDPu0Zr/wKfv/Rbgm4LxloRyLS4PIqKovwF0bS4RKvVolarXQKepGtVvwIbwDdAI3g/RPnrcULtoaylFlnsjgfa/HL1AGUx2teLwfg5wlaisUeMJZyagK2tLZaXlw+CxT3gM+Bd4FvCgUz+XiCLTXlQLoMxfx9FYi9UUMRJ6/ZQGxBxmYFjgOd5lMvlj4CnUcpvAheBH8WistbPcUTIMVoBOXYPtetJOESRuUD4dllDxYQQBiKg0+lQrVY3Ucq3gVeAS0LYuF+J4pSXxUEFMIl90imv4QZz5kVbmTCpwAAEeJ5HtVrdAB4KFnkB2MK+o7bdNdvNeRVjbJtks7fhkHBM0EH1QA7qdQpoga7IxnK5/D5d5Z9CHV3HltJOeDf9XgY/iQMGhznX/OxYC9CmCMq32dnZebDRaAA8i1LmeVR072XOYLcALP26Lhrj+jF9E+bcyAmR5AIe8BXgLC0tXUMp/wnwsuhPo3wcCbYxplWmvtZaYM6NWPyUeC6gfu936B6PesIBMItyhzeCcSdBLY+zE9Fu1uazL+b7Qo4q4eP573S6xuIW8ewD/8hOmwWYu3U9eN4kerbqul/zT1pTrlNkcCsw9et5DzAXlhOuYzlC6M/0rQJY0DbkKjHYKaDnmp8dQpIFmO2OMcZmBbb+fuASvgfMMTgB5veASECdMt4LopZ+aSpq83HZZ/p1PzhBnddalim6x2g/qKDiiYaHugmG5DIJ8OkqL0mQtRnMpNIw2K5LeMA04SOrhPobTtpYUELdAmUw/TcoIZgEgJ0EqaAZyeVun1Z5DZfwaVBAucUJyZZQIZoQ8VB/8IxYpY0AiCpvWoQn2uX7sOADHeC8aNMklAm7HHQzQvNEj1GAP4ghLumvspB8XR4l5rDlBPrDPj2u02kIOGvone03e6WDXs+UWBYIgO73ef2Vthc8lNL7pLDQrBCgob/SllCnhLyX6LS4TrvlyJEjR44cOXL0xH/5NB3662b31QAAAABJRU5ErkJggg==) 9 10, auto;}
}
div.testarea{
animation:rwdcur173297 1.3333333333333s linear infinite forwards;
}
