@keyframes rwdcur115759 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE3klEQVRYhe2WXUyURxSGn11+hV0+5EcBkcXSqSAt0UIW6UVDtdYLpCaQ6KaktjHRGNp6p6FWmyYk9KoXjakkRCxqYtI0atCmbWrtT4rhRlNoSisMIipIkWVZ1l1YlmWnF99HSuwuuyTtnW8yNzNz3jnnzDnvjIn/AVJKgEQgJIQILrfXtALCdMAPVADPAi7gIeAGnEIIt7HXbOw1G+YBIYQnErc50sIT2GyMOuPwnUAtsBU90jwpZbyxN/kJ3kQpZWIk4vhIC4swiLPa2tquJSQkkJ2dTVZWFmazGbvdXg/Q0tLSd+zYMSvgjRBUxECjZkAIEezr67vWdPQo5eXlvO3Yy+6dr7Fr+3ZaWlouAgQCAYQQjw2TQBiacHMxQ/k8HuVyOtXE6Ig6cuSI8nk8qr6+Xrn/GlM7duxQmqapeb9fAQpASpkopUwzRtQsL3s4oJqbm9WD4WE1dOeOco6Oqvb2dvXw/j3lmZpSsz6fApY6oFZyQLQrMAEmh8OxpeP8eT7v6CDJYsHr9RKXmERIKQ41NqJpGvk2G3a7HSmlJqVM/q8cwCDbmpKSwtH33iW/oIB9e/eQoEKowBzT09M4x8cZ+K2XjIwM0LvCEqsTsdyPv6Ojo9Vms2G534X7+hk2bK1CXjpJY+sVLp14i02bN1NTU0NmZuZiUCH0dvRHI49JiAwoTdOY/OE88eWv4+v9ni9u3aem8gWy/KM0X+2hoaHhADAIeAAnulh5hRARSWMVIgBTdXU1nqQsQrcuM29OpLaylAQV4NOfh2hoaPgOeBNdoAqAIHoW0pclXYEDSCktx48ff+xyuSgtLcVmswFQWVlJdnb2JfQrHQSuATeXmLqEEKFwnHErODz58OHDvrzaWhCC+YwM5qxWlKYxt7BA740bJcXFxW3AKPA74Fu0FUL4IvGu5AqS6+rq2LZhAxVr12ICfMEgJ4qtXB8ZoaurC+BbYABdkhfhDUe2iJgzUFRUNLt+/XpWWa3YbTbyrFYK0tIYDCSRdPcuH2bNcbr37jtlZWU30btAAj4hxPxyvLFmQDVO9zAwMMCk18sDl4uFUIi0ZL3Vc3JyUGUvs3r1atBb7w/0AoyPJsWxOKDUoUKCwQD9/f0ElcI9O8uEz8efY2OMTE3R3d2NP7eQ+mdyaWpqagdeAvYBe4A1UkpLJPKoQtTW1oZ/6BtSmi+gDhXiu1eIX1uD1ncdz4u7WDVym5TWVkwmE58c2E1+fj7AcxiKCOQDQ1LKmXCdEEsbKnXzIgDp2/fjfiOH+bV2PJuqUaka5qlxUh/2c8ZSzM5XtzEyNk5eXt4HRnBB9MIcAdxCiH89yzE/lfs/+4qBL88xZoojdXwYU0ISIbOZwLoi5nNsOKYn6bo9QElJyWn0GohHV8KgMcL+CWJ2oKKigmCqRnBVCpO5BSS7HuFMX0OmZxLL6B3mUjXcbjfAr8CQwW1eEn1Y3lgcMJkq6lVjYyPr1j2P2+1ieNhNXJzE4XC8/9HJCx8/erSFsTEnubk/UlVVdY5/insm2q841gyYenp61ODgpiVTv+BwOH5KT09n48YchoamOXWqk87OzmWF50nErIRnz55NWFi4DFwBrjAzMwNgPnjw4Cvj491MTHwNK3xbVmxg/PkTgaAQIiilzAEKgRngdrgqf4qneIpo+Buv8O5qunPMrAAAAABJRU5ErkJggg==) 6 6, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 6 6, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEoElEQVRYhe2WbWhTVxjHfzdJ09bGNtXUtZLV2uVYqrNppb7gsNVPBVEhOu3qHC44RCnCRBxOEDZh1iG4oXR0HR1bYbV2yAobGxOhzIHgaIswGWuPq2mtq1lr0/QtNy/N2YdE2Qtrkk3YF/+fLuee83/+9zn/53muRoqQUpqBRYAVMMSXQ8CwEEJPlc+QeMvfEAHMfzn7aC1lJC1ASmmQUpqFEFFgAojGX4WA2biIlKElGdzS2Ng4ZTKZMBqNBINBPB4P586dewaIHjhwYLSlpUUTQvwbDfMGXiCl3FBfX6+m/H7V0NCgBu/eVcODHuUdvqccDoeSUlpdLpeqrq5WUsonLmDNxYsXld/nU36fT40MDamenh51584d1dbWpnwPRpTb7VZut1vNTk2p6upqlWqMeT1QW1vb09fXR/2RI+jT0xg0jYI8G11dXVRt3Eha5gIaL1x4vD8vLw+73Z6SiGQ94Dhz5ox0OBwcPnSIyx0d7Kurw2w28/qxY9hsNrxeL7quc+rUKRcxU16LG3ZemJIUOul0OqndtZPP2trYv2c3hILMBGYpKyvjxZ07IRLm7YazADZimV0KDCciTqoMKysrvcFgkMyJQdxVK9l/6DCmX29x9r33efmFUto7Omj+5FMCgQDAODAA6FLKBU9EgN/v165evcqbH7SREZmhuLiYgGkhOTk5BEwWXtnsxOfzceLEiTpgCLgVP5qwOSXlgT9Aqe4r6EYLStOY00xoKN748ApHjx6tAzKAaaAXmARCQojJ+QiT9cBjwWXut1RJSQmFhYUA2Gw2zGYzQDYx8z2aExZi2ZifMJXodrtdbTx5kkyjkZLsbPyRCL8FAkTCYbZkZrJp06btgB4XMRZ/HhBCPPgnzlRmwaK9e/eyzGJhx4oV7Fm7lm2lpTSttZNuNnP9+nWAfmJZiBK7fzOwZD7epAU0Nzc/zM3NZVVeHhlGI5qmkW4y8dFQmPXAu6vzuXHjRh9QRCz9j3rA7Hy8CT0gpcxuamryny5QnA9EGZ2a4hefj6HxccZ0nWW5uZSWlzPnX8pI948Q80KIWDnqJPCBMZGA8vJy/dV1ToLWfI6fv8CAw0G6puEPhXg4M0M4HGZ6cBCnPkaZPsq3I5PbioqK0oCvgT4hRPg/ZcBgMDBnNPH9ZJjbVTrR+18RyFtJ+vQohsAooQIn3z1fw8e3b/NazVbEwyjE7r5KCPFTQv5EG1pbWzHbstm6Mp/1PYuZsxaRFo0wXVRJ8Nl1zOY7KF2ymIqKCiYWFpKVlQXwDdAvpUz4gcmUoQr3fsnu0y18vsrIrL2CyTWbsQz2YQgGiFhyCOcsZmbpcpQpDaXUBFAL/CyESNgHkqoCUzREZ2cn2lyYjPF7ZN0fwBDSaZ1QmH1eMkY8pI89oL+/H+AdYpMwYXBIrhNqWuUuBbDh2haWL8+kwKuw22dwuVyuHQcPfpGf/xIFBfdYvXoOIcQYUAn8kIyAZPuABtDdHWH79mJqap6jvb0dIURnV1cXly5N0tLixePxQGwWZCTJm9Is0OC4unmzHqvVSm9v75/W/X7Yt0/mEvsP8KTA+xRP8RT/L34HY7POLiEwNF0AAAAASUVORK5CYII=) 6 6, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 6 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 6 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAExUlEQVRYhe2WXWwUZRSGn9md3dm2tNvW/pCC7W7pR4AgCrRaoCYgMdaVkNAme7PREBPgoiGVnyAmyB0SGyuCiG2TGoI1BCS0awsmRAxNoKYXBiRKqx/QpD9gDO4uS0t/9me8mAUbY7uzwSvDm8zFzHzznnfO955zPvi/QkppkVKqydYpKZK+COQCF4ACQAUmEq/vCSEercsFlgAW4KYQ4s5MnEkVToPu9/vRNI3e3l7Wr19PVVXVG8CigYGBRrfbXQccS6wtmsY9H5hRwKwZkFJmA2tbWlra9+/bx4aNG/GfOsVkNEI8rnO9r4/S0tLTN27c8Pb391NTU5MBTAFzgbIEzR0hxG8zxbAk+esVUsr2XTt3YrVY6Pr6NHW7dmHVHPx4/TqLFgrC4bDX4XDw9ubNNDc3jwGrMbblGvAzMGPwpAIaGhouBoNBOru6uB8MMhGJcLTxIz45fJiVy5ahKxaynU4uX76MarORl5fHiRMnuoEiIURICPHYFzNhVg/s2bNHw9hD++n29r5wOMzuHTsYGRkh0+kkEgpxLxSisLCQz5uayMrKora2to6/jZkUswoQQkwBtwHKysq42nOF5eXl9HZf4uGDB6iKQlpaGh6Ph0zNzqfNLWCkPGxWQDIPPIK+bds21Ds/0dd2gHWve7CGhvCfO0eWNcbQ0BCtX7ahaRpAMZD9XwtQenp6qK4/gI6C2+3moZqBy+XCFp+iwjnJ2NgYXq/3A4z+UC6lTDdFbFYpQHl5uf79F41Y9ChWPYqOglWP8Wr9QVpbW9/EaFIWjFLsEkIMJuNMpRFx8uTJjNaurrFAIMCRI0dYsGABgUCALVu2AKwEliY4v8WkD1LKAKC/fOgQEV0nHolgsdnIt9nwFBczJxymsrKyCcgDuoHzGO15ViGmPCClVKWUS7Zv305pejo5qopmMT79ZlUR3w0P4/f7AUYxuuAoUAqUSSlnjWHWhHNbWlp+cbvdLM7NJUtRKMzIYG1+Ph8OxNGuXOHYiiK6u7t3Y/T9vISA+cCsZjQloL6+fmjv6mVUVFSwYt480jUNayzGvMxMrIpCSUkJ9mfm4nK5wChDB7AeWEcSn5kRoJ8ruUXU5sButxPXdUqdTp4rKMCVk8OzTicAsQwni4PDxGKxSowquA3IZORmTKiP793EO8ECDr62ButoiHgsRvrdXxl3PY9lcpzjD1QGBwfZ/9YGPj57CZ/P58YoyT+EEMNPJMDlcukDZxqZUOdw6tpdvKF+bMEhItEIqjaH8MJVpAVG2NTRw/mDdSz1vUt/f7/p6kraB6qqqogrVrzvH+XMSwXERwOooatY1Rxi2WVkyR9QIhOcX27D895ndHZ2ZiSbgNOR1ANtbW1Y9BidnZ3Yhy/iCF0FRWPSvY6GtBeI5BYTt6cxnr8Iq9UKoEopi8wKMNMJFaW8VgdQmuoA8HjSWTM/hNfr9R2/cOGrm3+W4nBY0bRbAK8ARVLKs0KI35ORmx5G02/C4Sg2mw0gOxaLMToaoa/vPh0dHQA3gWEgZJI7JeiPrq1bt+pSyhopZZXP59Orq6t1M8fwfyLVWfAYiQOrHSOL0cTjgBAingqP2S34NzwE4tOCT6UaHJ4gA2AMKYwsRBPHt6d4ipTxFwYSsjsJ8moWAAAAAElFTkSuQmCC) 6 6, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 6 6, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 6 6, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1ElEQVRYhe2XXUxTZxjHf6ctpcW2iDBWgbGx7RUXZogMMwLuAy82HQ5FTfwYX4lZYmIi88bYLNu82IWZRGoyFjWLH4QQ0alxuLGYIFmGhjCzGRPix6tOiRLLGqC10NKWnl2c4+a2KkWWXflP3jQ55/T5/8/z/J/nfY/CE0JKaQDmxLk1LISIJRpHmSYpgBmwAQb9dxyI6ddnAwFdREBKaQKiQoiZCZBSmoEsIAUwAbnAFZ04ppNmPSQqE7gOhPR7o0KI8ScSoL/FR11dXbvMZjM2m41oNEo4HKasrGwz0Ld48eKfe3p68oEcoAhYCAwB3cA94BbgjVcaQwIJMPX19e1aXVXF5cuXKS8r5Z233+LdJUvo7u5uBmwej4eGhoarQAbwPDAfzR8WwIlWHlO84FMKEEIEV69cidVqxbV1K03NX5E8y0bbsWOseG8ZdXV13QCnTpygsbGxHRgFbgKD/OWVKBCOF3+qEqjV1dUMDQ3ReuAAMVXFZDRw7NS3rKl8n1mOVIxGI8kpKYSDQT7ctAmj0YjL5arTM+AH+oArQohoPIK4aXlYYGtrKwC79uxRLRYLDVu24HQ6UZLMAOTm5QHwZnk5+fn5uFyu19FSfk8nHngcwVQCAK39hBDcH/KwcfNmvty9G6IRokEVj8dDOBjk/sgIO5ua0MkNaO6PPfjvo5CICWlublYBbAM9tG9bS2ZODumDvTgynyV24QQHW1r4sbeXpUuXArwIePUV1gXNTIDb7VYAlOLVf16LGJJZsGABEaOFyjcWYbFYyM3N/QYoQOv/UbQZEbf2DzCtSQio6oXjgMLv1uewh4dBgYtBBxkZGX7gB+AkcFYnDwghQv+lAAB1w4YNlJaWEgqFyM7OpqKiglAohM/nawTa0VJ/SwjhnyrYtAQUFhaqtvp67EYjJenpjE1OUpydTWFODn6fj7S0tPKHHg8BvY8zICToAQAp5cvr1q2jPDMTBfj+zh1+8nqpnBOls7+fxsZGgGv/iD1l/IQESCk5ffq0rKysJMfhICspCUNSEgDl3f1sXbWKvZajrF+//i5a/weA64lsywnNASGE6u04wq+Dg4QjEeY6HBTNnYszNZV9ly4BYM2qYtEsJ2jDBymlQ0o5G60Lxh8lJhEBqrrpBcb6ezgXyiCvpISFublMRKMkm0ykKgput5vY6EU+Hz7Pp26DKqVci7YP3NSXGRiOFzwRE6rB7VVYd54k/Fk1EzmvErbaMQEmvxfLzXNsVwo5c+YMPS1NyMnZ2O32AeAIcBvoBQbQzgT/mgkJecCyphr1wnEqznuIWe1YvQOoYz6SvLeZsKTzxdh3zJs3j5hiwmazgXY4mc/fp2DcEiTcBa9Uf0xncQoRkxnVnELUmYfvtWVYRq9wv3gjez9YwcGzv6Aoihu4hFb7a2gjeUYeABQOHz7MXbMR2+2rGII+knxD7Lnl45PJcSJznASyXyJ6/R7AVaALuIh2Koo9aivWIieA5cuXq7W1tQQCdvz+CVpafmN8fB8dHR3JQoiJ+vqvKSp6ht7edtra2qY13BLKQFNTU9r+/ftHoJBIZJIbN6Js21YDUF1QUMChQyN0do7i8bRNh3t6kFI6a2pq1JKSEhVQd+zYoUopa/VDq6qv/xf6d8JTPMVTzAh/AEYeyb7QgdnnAAAAAElFTkSuQmCC) 6 6, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE60lEQVRYhe2WX0wUVxTGfzs7y25ZVmGhrFS0i2FSpWmNRFtTNpuChkqaNialtNqG+CfUbdLEFEuqiciD4aF/MCZ9IE1NH8qDDZWaxlRMiAlUa2ME7QMa9TYIyC4iyILAsMvC3j7sbGJikYH66JdMZiYz55zvfufcc66FpwghhAI4jNeIpmnxhWwsi3CeAqQCCjADRIB4MogRPN34ngbEgYGFSJgiIIRYDeQDs8BrwIvAQ6ANGAO6gSTB1cAy43kEuAFMapr2n75VE8EdgP/cuXNNqampqKqK2+3GarWiadqfgFJdXR07duyY0yCxjIQCDsBtPKsG0cegmBBgpqurq+mjHTvo7u7m3bdK8W3ayKb1r9Lc3Pw74NZ1HZ/PN0UiLbNG8DigG3fVSNGSIKO6LifGx+X9gQF58OBBqU9MyKqqKjk6GJKVlZVy8+bNMhaJSI/HI4UQ2UIIvxDiDSHEGiFElhAiaz7nC9WA9Pv97Nmzh9KSEqyKBQsWWs+fp2zLFlJdLlSbjTdLSrjQ3o7NkdgAQgg7iVQkMalpWmSpCiCEyN25c6esra2VD8fGZEdHhxwZHpbj4bAsLS2V+fn50uv1Sr/fL4UQqmGjCCFS/o/0yeAIIbb5/X45cX9I+nw++SAUlCOhoBwdDEmv1yujui5HQkFZX18vhRDbhBBus/7NsFNaWlpanU4naf0XuXD8c4pKtpAxeAV3zgvcOdXAocOHOfFTU/L/NGCtEMIUAdONCJAAsrMFy8b3mPq7ja9PX6TunfVM2dI5dbUPn893COgHQsAfZjrhYvJj2bVrF3GLFdn5K5MpGXzy4XaiqpOzN4cpLi4GeBt4xfg/O1kPT3S6CAIA5ObmSofDQSAQQFEUXC4X69atIy8vD13XQ8CPwC8k+oGuaVrvUyEghHDU1dVNZ2zdykQshkNKnne58Kan41RVVjudeDyeE8BvQM8jpjeflIrFpCC7qKiIl7OyWGazEZye5vzQEHs9M1wbGqK1tRWgHrj9iM3kQnVgmsDJkyf7fD4fhatWYZOSXJeL0hUr+PLGBN9UVnLgbj0NDQ13AC+JIXQPGFjI74JFYkBWZ1s4e+sWDo+HYk3jOVXFpqqEdZ1AIIB1fS6Ry/8AjGiadj85vo3tqM+nhBkFpAx4sQz3c+nSJTqDQSYiERRF4d7YGMFwmJUrVzK5dhPfZj7gyJEjXUKIAFABFABZQPp8fcGUApH0DThrf0B++hJh+wYsweuk3A6jxKaxDV6n7FqMnp4eTny2lw/uAlBDoh98ZyxyksSonlmKAjjKP040oMZbOMVlUkM3mbXaiNudRNxrOPt6OpmZmYzZPUSj0eTCZozVq0+KY7YGqPjqZya/r2cqdTkWu4PZtAwiVhVLfI744B2+8BZwfTRGYWFhFbAC8JA4C4yROB8+tvpFEdi3bx9DeXk4Qn0oc7OoU+M03+5nrxxkLs3NnFUlHA6Tk5MzS+IYdtW4RucLbpaAJa/8gKypqSEed3LlygNSUqz09XWwf//+DaW7d1/r7d1Oefkg0ehfFBQU/ArMmJ3/phRoa2uzHD16VHZ22gGYm5NEo8MA+WVlZZw5o3L8+BDQSGNj40MzPpMwVYSaplFbW7s8FmsnFmunt7cJq9UKQEVFxft2+2kShb/42bJogySMk85qEnKHlurnGZ7hGf4F6rkG4qeLkbIAAAAASUVORK5CYII=) 6 6, auto;}
}
div.testarea{
animation:rwdcur115759 2.6666666666667s linear infinite forwards;
}
