@keyframes rwdcur94662 {
0%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGXklEQVRYhe2WfUxV9xnHP+eeC1zgogiI9wICGw5nA4U4CnfZMAsLti7WktlsviTbtG9b7JJKO5puEm/XuBQbt6WENFtkKlvsS+KGznVKVlJhqGAdOO0q4H0RLPfKy728eF/OuS+//XGqF7YWr/7Tf/okT84vOef5fT/P9zy/kwNfxH2GECJbCPGdz0VcUZTK4eHh0TNnzgzu2rXruw6Hw3S/e+nutcDlcmXMzs6+cvnatbxpo7E4p7j4mMvlerq/vz/7fgD091rQ0dGxdtmyZevHamrwJCdDURG9hw69bLfbrwgh3vV6vTVdXV0vDgwMsHnzZn9JScleSZL6Pmu/e3bA4XAwMDSEcWKCXFUlf2aGf1y6RHNzM36//6Uhu/1verN5XSA/f92b7733SN/Fiz1CiLrP2u9THbBarfnz4Ww2G0VFRX6r1ToOBL23brl/d+SIqaW2lrrTp+HmTXdjY+P3R0ZGLFOpqYyuWsXmsjJ+3txMT1ub/lhh4V4hRFSSpBOLAlit1hpg60ePP77tK3p9Sk40yuWpKZx+P54LF0b+2NbWIV+6dDncfTC8yjnDNauVlmwwriQccuedm56e3hQ0mVABl05HSWYmZ91uHA7HqszMzMJPa1aaJ274ckXF8UhOzvqzpaVkAgnBIJ3Xr9Nz7hyWnh5+PHAYIUPV85BXDX1/h8oNcKMbeg+AFIGsX71LuLiY0ZER3jhxgheqqtixZctuSZJ+u+i7tVqtvvZbt4RVCGEVQjwjhGB4WHDqlLB0dooWE+JiM8LtQAih5aGdsbXbod1vMSH+1NoqANHT0+MTQjQspqv/RLzy+vr1iRgMAPgUhZK5OfbJMhPp6ZQ/Y6H0F7D22VihGoTJP4DSAnoDZBZC5rMQBT5sfgJVVffLsuyTJGn/YgC3B63GX1mpVwAlHGZuZIRZSUI1GAiNjSESIHdjrCgCeDzaetILQWKZuREiMryemNgvy/IvF7V9HgBrgESdjnJZxpmbS8mSJUTS03nodDtV9bCiUOtOBRTAM6XVTU0uBEgrhJJ6WP6tktfuJg7zToEjGCR7bo5eVcUzOMiR5ctxBQKY/9JG3h4IAyG0axjwjGt13gnIAMQn+0jAsnUwW38lTwixRZKkt+JyYNzrJXXpUkxmM6lpafw5EuGcXk9gHG6MaV0r8zr1+7U6nw8CLMyxj0G5CWhsi8YdgKrWVvTj40SFQKjqnQcM2ZCRE7P+dpqrQV4L2dWaqH9epuRCwgoA2uMG8GzbRordjmS3M2GzaVPmciFXfJPRbg3gNkQAIB3K3wGRvlDcD7i7IDEXpyRJY3cDuDMDtWlptBiNBF99FZ/JBMPDALyf81X0B/5JwtchtTAGogKJRZpgGG1AAfxOGD0AwX/x0t3EFzjwk6tXyZ+dZe3OnZj7+uisraW3ro76J59EisDNkzEHgsRs9/1PTp8EodG8Ew/AHQcSli4lqNORD4jycrIqK5lLTmZGkuh8qgXLK7tQAMNGSCiMgahopyPghPBJ8O2DqJsv/SxmSnwAP3zwQZBlwsBcYSFvShJJOs0ge3Iytk1P86PW3xM5DFn1IK+D2Y9B5EKgC9QDWudCE3fGIw7zXkE5QDTKZDjMLDAZjRKKRHhACLIVhd6cHAwvH8f7gzeYOPoYIxXgsYC3Aqb31zFTtpdH3x5UXxDCEq/4AgcYHMQFOIRgVFWx2WxIBgMCKBWCrQ8/zAaLhat+P+NlZWz66YvwdhmUp0A9lF7oRjp6NHH37t1NQgju9gH6P4CC3FwygAkhQK/HaDaTkZJCPhAoL2eNxcJhVeWKx8PB9zvANADPfw92boXX4fLBb+DetxL4Tf727dtfA+4NoDspCVmvp0gIVut0FBuNGFJS6A2HGdLpmIpEGBci9gOBj70bp0gI9rPn4hp4xMBEcCXH38phwwZPPNrAvBn4t6KghMOkhUIsAVYAQgg+UlVsoRDOUIiAomCKRCAcpqG6mh07Hv3PE9sKzj72ayeMK/CUzMCAgWg0rgMQc+D8+fOcb22lUqcjD/B1dTEUDOLU6/lQkhgbHWX0gw/IB8wzMzQkJdH43HMdRqOxEchubg43PXTs1AN7uh20t39NXb169ZV4AW47WgyUxFvU1NREQ0NDlyRJkwBCiGKn0/lXj8dDQUHBjaysrG/HbcEX8XnHfwHxnd9vXg9dzwAAAABJRU5ErkJggg==) 15 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGY0lEQVRYhe2Wf0yU9x3HX8/dAcdxCHKIxw/hNhzO5hDiKNyyaRYXbF2sJbXZ/JFs0/7aYrdU2mG6SbyusREbt6UX0myRVGhn2yWu6GyjZCUVhoDKwKlTQLjzUO4AOX7J/Xh47r7749SDtYXTf/pPP8knT/Lk+Xzer8/7+XyfPPB1PGQIIdKEED/6SsQDgUBxb2/vwJkzZ7p37dr1lN1uNz5sL9WDFrhcrpTJycnXL12/njWu1+dl5OUdc7lcz3d2dqY9DIDmQQsaGhpWL168eP3gunV44uMhN5f2d955rb+//7IQ4pOxsbF1TU1Ne7q6uti8ebPXbDbvkyTp3Jf1e2AH7HY7XT096EdGyJRlsicm+OfFi9hsNrxe76s9/f0fa9LT1/qys9e+/+mnj5/r6GgRQpR9Wb8vdMBqtWbPhuvr6yM3N9drtVqHAf/YnTvuP9fWGqtLSyk7fRqGhtyVlZU/cTqdltGEBAaWL2dzQQG/tdloqavTHDOZ9gkhQpIknZgXwGq1rgO2Xn366W3f0mh0GaEQl0ZHcXi9eM6fd75bV9egvnjxktJ8WFnumOC61Up1GuiXocy4s1rHx8c3+Y1GZMClUmE2GDjrdmO325cbDAbTFw0rzRLXfrOo6HgwI2P92fx8DECM30/jjRu0tLZiaWnhF11HEGooeRmy1oB7EIwZcOUjuFYLUhBS3/gEJS+PAaeTt0+c4JWSEnZs2bJbkqQ/zfturVbrdP2dO8IqhLAKIV4QQtDbKzh1SlgaG0W1EdFhQ7jtCCEi6byKuPBx+H6HDVFtRLxXUyMA0dLSMi2EqJhPV3NXvPjG+vWxaLUATAcCmKem2K9WM5KcTOELFvJ/B6tf/HyD1loo2g4GExhehBBwxfYMsiwfVKvV05IkHZwP4N6irfMWF2sCQEBRmHI6mZQkZK2WmcFBRAxkbowUBQEZcFwH5wHQGcFPOA0bIaiGt2JjO9Vq9e/ntX0WACuBWJWKQrUaR2Ym5kWLCCYn8+jpekrKYakpPJ0MBO5m219Bswo0hghAognM5bDkB+Y3FxKHWafA7veTNjVFuyzj6e6mdskSXD4f6R/VkbUXFGCG8FUBhm7ATSuk7QG/BOJuHwlYvBYmyy9nCSG2SJL0QVQODI+NkZCUhDE9nYTERP4eDNKq0eAbhpuDkanvTXrrarhukRl8zM3BWxAYAiBlIQfuA5TU1KAZHiYkBEKW7z+gTYOUjLnWB4BYIyT9GnKeCot6Z6UuE2KWAlAfNYBn2zZ0/f1I/f2M9PWBxwMuF+qi7zPQHAa4B+EDtCZY9QYourniXsDdBLGZOCRJGlwI4P4OlCYmUq3X4z9wgGmjEXp7Afgs49toDv2LmO9CgikCIpIj+6AQXlAArwMGDoH/37y6kPgcB3557RrZk5Os3rmT9HPnaCwtpb2sjPJnn0UKwtDJiAN+IrZP/1+OnwQRpvlbNAD3HYhJSsKvUpENiMJCUouLmYqPZ0KSaHyuGsvruwgA2o0QY4qAyIRPh88BykmY3g8hN9/4TcSU6AB+tmoVqNUowJTJxPuSRJwqbFB/fDx9m57n5zV/IXgEUstBvRYmb4HIBF8TyIfCk4uwuCMacZj1CgoBQiFuKwqTwO1QiJlgkEeEIC0QoD0jA+1rxxn76duMHH0SZxF4LDBWBOMHy5go2McTH3bLrwhhiVZ8jgN0d+MC7EIwIMv09fUhabUIIF8Itj72GBssFq55vQwXFLDpV3vgwwIo1EE55J9vRjp6NHb37t1VQggW+gB9DiAnM5MUYEQI0GjQp6eTotORDfgKC1lpsXBElrns8XD4swYwdsHLP4adW+EtuHT4e7j3LwP+mL19+/Y3gQcDaI6LQ63RkCsEK1Qq8vR6tDod7YpCj0rFaDDIsBCRHwim2bdxlBh/J3s7VsLjWkb8yzj+QQYbNnii0QZm7cB/AgECikLizAyLgKWAEIKrskzfzAyOmRl8gQDGYBAUhYo1a9ix44n/PrMt5+yTf3DAcACeU9PVpSUUiuoARBxoa2ujraaGYpWKLGC6qYkevx+HRsMVSWJwYICBCxfIBtInJqiIi6PypZca9Hp9JZBmsylVjx479cjeZjv19d+RV6xYcTlagHuO5gHmaIuqqqqoqKhokiTpNoAQIs/hcPzD4/GQk5NzMzU19YdRW/B1fNXxPzVC2jat4TBKAAAAAElFTkSuQmCC) 15 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGZUlEQVRYhe2WbVBU5xXHf3d3gQUWlZfissCyLRZiBgJjCWyb6HTMYGLHGKZmWl9m2mpebMZ2JqAlkzaMm6Z2ghnbTBgm045MlLbGdGqK1lplKhMhq6KxrFWjgMuurMICsry5L/fuy9MPq4JNgotf8iVn5ny69zz/3/mfc5+58FU8YAghMoUQ3/tSxGVZLu/t7XWdOHGie8uWLd93OBz6Bz1LNdeCwcHBtMnJyTcuXL2aM67TFRgKCg4MDg6+2NXVlfkgAJq5FrS2ti5JTU1dMbB8OZ7ERMjPp/O9917v6+u7KIQ4MjY2try9vf0Vm83GmjVrfEVFRdslSTrzRefN2QGHw4GtpwfdyAjZioJxYoJ/nz9PQ0MDPp/v1Z6+vn9qsrKW+Y3GZe8fP/7UmXPnrEKIqi8673MdsFgsxplwdrud/Px8n8ViGQYCY7duuf+wd6++sbKSqmPHYGjIXVdX98P+/n7zaHIyrkWLWFNSwi8bGrA2N2sOmEzbhRARSZIOzQpgsViWA+suP/vs+m9qNEmGSIQLo6M4fT48Z8/2/6m5uVV9/vyFUMfu0CLnBFctFhozQZdLKOjOOTU+Pr46oNejAIMqFUXp6Zx0u3E4HIvS09NNn9esNENc+42ysoNhg2HFyeJi0oG4QIC2a9ewnjqF2Wrlp7Y9CDVUbIWcpeAeAL0BrndA5y6QwpDx2yOECgpw9ffz7qFDbKuoYOPatdWSJL0962wtFou35dYtYRFCWIQQm4UQ9PYKjh4V5rY20ahHnGtAuB0IIT6bbkf0eaMe8eemJgEIq9XqFULUzqaruS1efm3Fini0WgC8skzR1BQ71GpGFiygdLOZ4l/Bkp999oAIIIB0E6S+BD4f2BueQ1GUnWq12itJ0s7ZAO4s2nJfeblGBuRQiKn+fiYlCUWrJTgwgIiD7FXTRWFAAQIzstsG+2sg6TsQVsM78fFdarX617PaPgOAxUC8SkWpWo0zO5uiefMIL1jAo8daqKiBhaZotwog384A4OyBv22F49Vg3gbGx6GoBr723aK37id+D4AjEMA3NESny4XHamXvpUsct9nw/r2ZnKUQmiEsA+NT8K/fwJFCmPoUnvgLJOZGoVKXweTlizlCiLUxAwyPjZE8fz76rCySU1L4MBzmlEaDfxiuD9zbdQDo+hBu1EFiFTy2B+IM4CeaAzdAHgIgLWaAiqYmNMPDRIRAKMrdF7SZkGa41/opH8gBWHwEyptAvRB8TGdSNsQtBKDlfgB3LyLP+vWY+voI+v2M2O2QkwN+P+qyx3F1fEzuuiiEAoST4KHNECS6kD6i+wHRi+VmO8Rn45QkaSBmgMqUFBp1OgJvvolXr4feXgA+MjyEZtfHxH0bkk3TEApRgNDtvAPgc4JrFwT+w6v3E4cZI3jpyhWMk5Ms2bSJrDNnaKuspLOqiprnn0cKw9Dh6TEEiM7aB3j/L8cPg4jS/DUWgLsOxM2fT0ClwgiI0lIyysuZSkxkQpJoe6ER8xtbkAHtKogzTYPcccLvhNBh8O6AiJuv/2LalNgAfvzII6BWEwKmTCbelyQSVFGD+hITsa9+kZ80/ZHwHsioAfUymLwBIhv87aDsinYuouLOWMRhxghKASIRboZCTAI3IxGC4TAPC0GmLNNpMKB9/SBjP3qXkX3P0F8GHjOMlcH4ziomSrbz9AfdyjYhzLGK3+MA3d0MAg4hcCkKdrsdSatFAMVCsO7JJ1lpNnPF52O4pITVP38FPiiB0iSogeKzHUj79sVXV1fXCyGQJGn/nADysrNJA0aEAI0GXVYWaUlJGAF/aSmLzWb2KAoXPR52f9QKehts/QFsWgfvwIXdj+HekQv83rhhw4a3gLkBdCQkoNZoyBeCQpWKAp0ObVISnaEQPSoVo+Eww0JM/0DgZfuqUeICXbx2bjE8pWUkkMvB/QZWrvTEog3M2IH/yjJyKERKMMg8YCEghOCyomAPBnEGg/hlGX04DKEQtUuXsnHj058+tz7v5DO/c8KwDC+osdm0RCIxfQDTDpw+fZrTTU2Uq1TkAN72dnoCAZwaDZckiQGXC9cnn2AEsiYmqE1IoO7ll1t1Ol0dkNnQEKp/9MDRh1/rcNDS8i2lsLDwYqwAdxwtAIpiLaqvr6e2trZdkqSbAEKIAqfT+Q+Px0NeXt71jIyMJ2K24Kv4suN/LtLkE+ilRYsAAAAASUVORK5CYII=) 15 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGYklEQVRYhe2Wf0yU9x3HX889BxxwiALicYfHbTicBgpzFG7ZNIsLtC7Wktpt/ki2an9tsUsq7Wi6Sbyu6VJsWBcJ6dZIVNrYdokbuq5RspIKQ0XrwGknP7wfgr07QQ445LjnuR/f/XFVMFo4/af/9JN88uTJ83y+79fn/f18nzzwddxnCCGyhRA//krEFUUpGxgYGDpx4kTfjh07HnM6nYb7XUtzrwUejyfD7/e/euHy5dxxvb7AWFBw2OPxPNPd3Z19PwDaey1obW1dtWjRokr32rX4kpMhP5+u/ftfcTgcF4UQH42Nja1tb29/qaenh40bNwYKCwt3S5J05svWu2cHnE4nPf396EdGMKkq5okJ/nX+PA0NDQQCgZf7HY5/anNy1kybzWve+/jjh8+cO9cphKj6svXu6oDNZjPPhrPb7eTn5wdsNtswEBy7ccP7l4MHDY0VFVQdPw7Xrnlra2t/Njg4aB1NTWVo2TI2Fhfz24YGOpubtYctlt1CiKgkSUfnBLDZbGuBzZcef3zLt7TaFGM0yoXRUVyBAL6zZwffaW5ulc+fvxDu2Bde5prgss1GYzbolxIOeXNPjY+PbwgaDKiAR6OhMDOTk14vTqdzWWZmpuVuzUqzxHXfLC09EjEaK08WFZEJJASDtF25QuepU1g7O/llzwGEDOUvQO5q8LrBYISrHdBVD1IEsv7wEeGCAoYGB3nr6FFeLC9n26ZNOyVJ+tOce2uz2aZabtwQNiGETQjxrBCCgQHBsWPC2tYmGg2Icw0IrxMhxJ3pdcaeNxoQ7zY1CUB0dnZOCSFq5tLVfiFedqWyMhGdDoApRaFwcpLXZJmRhQspedZK0e9g1XN3LhAFBJBpgcznYvefNTyJqqp7ZFmekiRpz1wANwdtbaCsTKsASjjM5OAgfklC1ekIud2IBDCtnymKACoQvEtmroeIDHsTE7tlWf79nLbPAmAFkKjRUCLLuEwmChcsILJwIQ8eb6G8GpZYYt2pgAL4A3cHSLNAYTUs/mHhG/OJw6xT4AwGyZ6cpEtV8fX1cXDxYjzT0+T8vZncXRAGQsSuYaCzGeRkWPkYJKbFtgFiU71oDfirL+YKITZJkvR+XA4Mj42Rmp6OISeH1LQ0/haJcEqrZXoYrrpjXSuzOk3Ng94n4ORemOb2dH8OyjUAMuZz4BZAeVMT2uFhokIgVPXWC7psyDDOWH8zs8shaQN4d4F7AALMZIoJEpYA0BI3gG/LFlIcDiSHgxG7HXw+8HiQS3/AUEcM4CbENCBlwHfehoRKuPTn2wG87ZBowiVJkns+gFszUJGWRqNeT/D115kyGGBgAIBPjN9GW/9vEr4HqZYZEBWQlkDBfujdCu4eSC+BgAuG6iH4H16eT/w2B37V24vZ72fV9u3knDlDW0UFXVVVVD/1FFIErn0440DwCxcCgDCC6SC498NUBMY/BBEF4K/xANxyICE9naBGgxkQJSVklZUxmZzMhCTR9nQj1ld3oAC69ZBgmQFRgbAZkn4C3noIvAlRL9/4TezUxg/wiwceAFkmDExaLLwnSSRpYgY5kpOxb3iGJ5reJnIAsqpBXgP+z0GYYLod1PpY5yIm7opHHGZtQQlANMr1cBg/cD0aJRSJsFIIshWFLqMR3StHGPv5W4wcepTBUvBZYawUxvdUMVG8m0c+6FNfFMIar/htDtDXhwdwCsGQqmK325F0OgRQJASbH3qIdVYrvYEAw8XFbPj1S/BBMZSkQDUUne1AOnQocefOnXVCCOb7AN0BkGcykQGMCAFaLfqcHDJSUjAD0yUlrLBaOaCqXPT52PdJKxh64IWfwvbNsBcu7Ps+3teWAm+at27d+gZwbwAdSUnIWi35QrBco6FAr0eXkkJXOEy/RsNoJMKwEDM/EEyxe/0oCcFudp1bAQ/rGAku5cj7Rtat88WjDcyagf8qCko4TFooxAJgCSCE4JKqYg+FcIVCTCsKhkgEwmFqVq9m27ZH/vfklryTj/7RBcMKPC3T06MjGo3rAMw4cPr0aU43NVGm0ZALTLW30x8M4tJq+UyScA8NMfTpp5iBnIkJapKSqH3++Va9Xl8LZDc0hOsePHxs5a4OJy0t31WXL19+MV6Am44WAIXxFtXV1VFTU9MuSdJ1ACFEgcvl+ofP5yMvL+9qVlbWj+K24Ov4quP/ctrcPyMjORwAAAAASUVORK5CYII=) 15 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGS0lEQVRYhe2Wf0yU9x3HX8/dAQccKhzF40C4DYezgUIchVs2zeKCrYu1ZDadP5Jt2h9usUsq7Wi6lXhd41Js3JYS0myRVNli2yVu6JxRMkmFnYrWck6dAh533jnuADl+eT+eu+fuuz8OBKLFw3/6Tz/JJ0+ePM/n83593t/v8wO+ikcMIUSOEOIHX4q4LMuVfX197jNnzvTs2rXrhw6Hw/CovVQLLfB4PFkTExPvXLl5M39Mpys2Fhcf8Xg8L3d3d+c8CoBmoQVtbW2rMjMz1w2sXYsvNRWKiuj68MO3+/v7rwohToyOjq7t6Oh4w2azsWnTpkBJSckeSZIufFG/BTvgcDiw9faiGx4mLxymYHycf12+TGNjI4FA4M3e/v5/anJz1wQLCtZ8dPr00xcuXbIKIWq+qN8DHbBYLAWz4ex2O0VFRQGLxTIEhEbv3vX+8dAhQ1N1NTWnTsHgoLe+vv5HLpfLPJKejnv5cjaVlfGrxkasLS2aIybTHiFETJKkY/MCWCyWtcCW6889t/UbGk2aMRbjysgIzkAA38WLrj+3tLSpL1++onQeUJY7x7lpsdCUA7plKBFv/rmxsbGNIYOBMOBRqSjR6znr9eJwOJbr9XrTg4aVZolrv15RcTRqNK47W1qKHkgKhWi/dQvruXOYrVZ+ZjuIUEPVa5C/GrwDYDDC7U7o2g9SFLJ/ewKluBi3y8UHx47xelUV2zdv3i1J0h/mXVuLxeJvvXtXWIQQFiHETiEEfX2CkyeFub1dNBkQlxoRXgdCiPvT64hfbzIg/tLcLABhtVr9Qoi6+XQ1U+KVt9atS0arBcAvy5RMTrJXrWZ4yRLKd5op/TWseuX+BjFAAHoT6F+Jn19rfIFwOLxPrVb7JUnaNx/A9EZbG6is1MiArChMulxMSBJhrZbIwAAiCfI2zBRFgTAQekDqN0BUDe8nJ3er1erfzGv7LABWAskqFeVqNc68PEoWLSK6ZAlPnmqlqhaWmuLThQF5Kl32+wEyTFBSC499r+S9h4nPAXCEQgQGB+lyu/FZrRy6do3TNhv+v7eQvxqUWcIy4BuDE8/D6BgEmckQkLkGJq5fzRdCbE4YYGh0lPTFizHk5pKekcHfolHOaTQEh+D2wIzw9KQ9naB8Hj/OBggCA/8DeRCArIQBqpqb0QwNERMCEQ7fu0GbA1nGudbLgEiLXxfpcdHArEzLg6SlALQmDODbupW0/n6k/n6G7Xbw+cDjQV3xXdydcYBpiCCQNPXpUT82VzwAeDsgOQ+nJEkDDwO49yaszsigSacj9O67+A0G6OsD4FPjN9Hs/zdJ34Z00wyIpJ8qzAY/8Q0KEHCCez+EPufNh4nPceDnN25QMDHBqh07yL1wgfbqarpqaqh98UWkKAwen3EgBIip1VUy4wDTOXYcRJzmr4kA3HMgafFiQioVBYAoLye7spLJ1FTGJYn2l5owv7MLGdBugCQTRLSQtAOCWogAQScox8G/F2JevvbLGVMSA/jJE0+AWo0CTJpMfCRJpKjiBvWnpmLf+DI/bf4T0YOQXQvqNZBcBRO3IdgB4f3xyUVc3JmIOMxagnKAWIw7isIEcCcWIxKN8rgQ5MgyXUYj2rePMvrjDxg+/CyuCvDvhNEKGNtXw3jZHp75pCf8uhDmRMXnOEBPDx7AIQTucBi73Y6k1SKAUiHY8tRTrDebuREIMFRWxsZfvAGflEF5GtRC6cVOpMOHk3fv3t0ghECSpI8XBFCYl0cWMCwEaDTocnPJSkujAAiWl7PSbOZgOMxVn48Dn7aBwQavPQ87tsD7cOXAd/DuXQb8vmDbtm3vAQsD6ExJQa3RUCQEK1QqinU6tGlpdCkKvSoVI9EoQ0LM/EDgZ8+GEZJC3bx1aSU8rWU4tIyjHxtZv96XiDYwaw/8R5aRFYWMSIRFwFJACMH1cBh7JIIzEiEoyxiiUVAU6lavZvv2Z/77wtbCs8/+zglDMrykxmbTEosl9ADMOHD+/HnONzdTqVKRD/g7OugNhXBqNFyTJAbcbtyffUYBkDs+Tl1KCvWvvtqm0+nqgZzGRqXhySMnH3+r00Fr67fCK1asuJoowLSjxUBJokUNDQ3U1dV1SJJ0B0AIUex0Ov/h8/koLCy8nZ2d/f2ELfgqvuz4P1Zv3uQJgsBhAAAAAElFTkSuQmCC) 15 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur94662 1.6666666666667s linear infinite forwards;
}
