@keyframes rwdcur196242 {
0%,3.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFPUlEQVRYhc2XfUhVZxzHv+dc6cZwXy0v63K7XEwqXIaEWJtRKwVjf0mUyjZGiCCGyBC3VoMIQsT8JxDcRGp/RSmt1S27bO4iai9rd2Y4nOtF0v7wLfNq97buu/e3P+4Ld76/DfaFwznnOc/z+37Oc57n9zxHwdoqEcARAB8A0AMIAHgBoBPAzwB8MxsoawzQu3v37p15eXkwGAwIBALo7+9HU1MThoeHxwFUAfgOQHCNfQEA6wBM9/X1yUw5HA4xm82SlpYmAH4CEP9fAOgAyMDAwCyAiIaGhiQ/P18AtAGImxWB5GoAtgIQs9ksZ8+eldzcXDl69KjU19fL4OBgFGJsbEyysrIEwJlY4/UkbST7SO5YIcB6AM8BeAFcAnAcQCWATp1OJ1arNQrR3t4uAN4i1GsAyVSSb6qqqp6SHCSZvkKIdQA2zlFeHh8fL48fPxYREa/XKzk5OQLgCw0AaLXa9wCUXLt2rSspKendtra2Iq1We8fr9Y4uE2AagHuO8t99Pl96UlLS+9nZ2dBoNHC5XLBYLF4AAMkdJN+4XK5LwWCwtrGxsZfkMMkPlwmwkApNJpP4/X4REbFYLALgDzX8MHL2KYrybUlJya26uroJADdIfrRGAK6JiQlMT08DAOLi4gBgnRpbQ1GUCERDUVGRuaGhYQzADyRz1gDgQGFhIbRaLQBgfHwcAEYAACTTSTrcbvf3IqIPH0YROX316tXuhISEVyQ/XoJJOkKzYaZ2AXjb1tYmIiLBYFCKi4sFQM2/ADwez4UYAL2IGETklNls7tqwYYOdZN4C5qcBCEJT8RiAFACpAL4G4KipqZFAICAiIk+ePJFw3fTFACIQX1ksFptOp7OTzJ8H4Kfz58/LxYsXJTU1NWIg2dnZ0tLSEh18Ho9HSktLBcCNaEuSu0g6vF7vXACRo8JqtT7Q6/VTJD+fA+DB9evXRUTE7XbL0NCQjI6ORo0j87+2tlYAjAIwzAXQuACAXkTKOzo67huNximSxTMA+iwWy7zrwMDAgJSXlwuAl+ExgViAjISEBIfP51sMQC8ix+/du3d/y5YtUyTLYsJcNhgMcu7cObFardLd3S1dXV1y+/ZtOXHihGg0mshKaJzVdxEAv9+/FAC9iBTbbLa727dvnyJZEQ6jIrQZaQIwiFBGfAugD0AjgL3zjB2AZGZiYqLD7/c3LBFALyLHuru7O9PS0qZInpo3+CKKJiJFUSKJaKn6JSMjo/HKlSs9KSkpJ0meWbzJAgCqqi5Ub6Z0CHWpadu2bROVlZUvAHxJUr9cgMiuRA2//WJ7tTyPx5PV39+f3Nvbu9FmsyW2tLQk2u12F4BmAGMrBYCqqnN9AhWh9X0ifO9ramraU1FRYQRwB8Dl8Pmh0+kMLNc8FkCd4xMkT09Pf6ooSlBV1dpw2a+HDh16odVqjV6v96TT6fxrJaaxirpqNJrI5TsAPnn27FlVWVlZfk9PTyaA5PAz5+bNm++WlpZOAihdrXksgKqqalBRlESHw1FdX19fum/fvszm5ubJmzdvGgHE7gk6Dh8+PASgkKvcxUZFcq/JZJpqbW19cPDgQTvJuyQzSe7ctGmTY2RkpEVEtkZyQCAQqCsoKHg5IxOuSJEeGHj9+vXfBQUFxkePHn0D4IDT6XzodDr/dLvdv7W2tqYgNO0MAD6bnJxMTklJ8QDIXi1AVAxp1h8LySP79++3u1yuH3t7e9urq6ufm0wmB8lOknvWDGABsDiST3Nzc+0kX5G8QDJzreIvKfeGf1b2ArjldDrH18r8f6F/ALObQEoNckgXAAAAAElFTkSuQmCC) 2 5, auto;}
4%,7.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFPUlEQVRYhc2XbWhTZxTH//emLkO7k6pBg4YYw5StSh2laCdtl41F9kWRYbQTGUUplTik2IEdvnwpdQgqdCilSD/N2WId6ztkEqxvs0HrOjInVZv5YbHt0jTmZktykzRnH5obYlvbalPYHy735Xnu+f/u8zz33HMFLIyqAVgAxAG4AVwH0A4gMrmjsADmGwG4GhsbsWjRIjx9+hSXLl2C2+0eBVAL4DsAiQXwTelkaWkpJxIJVhQMBrmjo4M3bdrEAOwAshcSwNXS0vISgCKPx8NWq5UBOABkTbmTiDIB4N2+fTvn5uay2Wzmc+fO8eDgYApiaGiIt2zZwgCOpxu/TUROInpIRLnzBCgCUANgH4CDAOwajYbtdnsKwuFwMIAggGUKwHtEFKypqRkgoj+JKG+eEJN1cMmSJfzo0SNmZpZlmUtKShiATQUAarV6BYDyq1ev3lu+fPk7DoejTK1W35RleShDAPdjsVieVqt932w2Q6VSIRQKobu7WwYAEFEuEQVDodD3iUTidENDg4uIPERUmCEAANi9Zs0ajsVizMzc2dnJAH4Vk43KPioIwoXy8vL2urq6UQA/EVFJhgBCXq8X4+PjAICsrCwAeEtM7yEIggJRX1ZW1lpfXz8MoIWIPpmDgRHA4hnai/fs2QO1Wg0A8Hq9ADAMACCiPCIKhMPhRmbWJTc9Mx+/cuVKn0aj8RLRZzME3wuAAQwCWDVNex6AoMPhYGbmRCLBBw4cYADfvgQQiUQupgHomHkVM1e3trbeW7p0qY+IdrwC4PrZs2f50KFDDMADwAYgN2lcDSBw6tQpjsfjzMw8MDDASeC82QAUiK+7urqcWq3WR0S7JpmvABBzuVwcCoW4qamJCwsLFQO2WCzc2dmZWnyyLLPNZmMAbakIRPQBEQVkWZ4OQNkqr127dlen0/mJaF8awD6j0cjhcDiVaKLRKA8PD/PIyEjqqRXzM2fOMIARAPrpABpmANAx81c9PT139Hq9n4j2p83vvydOnGCPxzMl/ytyu918+PBhBuAFkP/SGBJRvkajCUSj0dkAdMx88Pbt23fWrl3rJyJbMkQugLvZ2dl87Ngx7urqYqfTyb29vdze3s5VVVWsUqmUL6FhygpSAGKx2FwAdMy83+l03lq/fr2fiCrTQn0KoBHAQwABAH4AvwG4AGDrNIs3BVCQk5MTiMVi9XME0DHzl319fTc2bNjgJ6LqVwafRalEJAiCkojmqp/z8/MbLl++3G8ymY4S0cl5AYiiOFO/ydJiYkgN69atGz1y5MgzAFVEpHtdAKUqEZNPP1uttiMSiXz45MkTo8vlWuZ0OnM6OjpyfD5fCEAzlNT6BgAQRXG6KRAxUTSMJs+jTU1NmysrK/UAbgL4Ibm/L0lS/HXN0wHEaabAOD4+/oUgCAlRFE8nr/2ybdu2Z2q1Wi/L8lFJkv54E9N0pVxVKpVyuBhA6ePHj2tsNtuu/v7+Akx86QBAWr169a2KiooxABXzNU8HEEVRTAiCkBMIBGrPnz9fUVRUVNDc3DzW1tamB5BeE/Ts3LnzLwC7KUNVLIhoq8Fg8Nvt9rtms9lHRLeIqICINq5cuTLw/PnzDmZ+V8kB8Xi8zmq1jqRlwjeWMgLuFy9e/GO1WvUPHjz4BsBHkiTdlyTp93A43Gu3202YeO1WAdg7NjZmNJlMEQAfzxcgJZrQlD8WIvq8uLjYFwqFfnS5XNdra2sHDQZDgIhuENHmjAHMAJZFRAMWi8VHRF4iukhEBZmKP6fcm/xZ2QqgXZKkvzNl/r/Qfx/BPuJeQO75AAAAAElFTkSuQmCC) 2 5, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
32%,35.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJ0lEQVRYhd2XbWhTVxjH/7kNWsb4t84Wg4ZY45ThS5FaxEmdbhDpF6UUW9wYRfRDR60Qu6IORJASQQqOgaMUFRljWvsyamOZnZTV1c7FWdeRdcyXtn6YzjSmMbeS15s8+9AkZJq+KtvYHw4399zzPP/fPeeehxPgf6J5ADYA0P8b5jkA+gEIgDsASv5J83kAHHv37pWhoSE5c+aM5ObmCoDu+LPZieRsQ44WFRWJ2+2WhJqbmwUTs7FqNsaZJB0kB0nONDAbwHh3d3fSvKWlRQBEAXw6q9cg+RbJ8bq6ujskR0jmzyBsz/r16yUQCIiIyODgoOj1+iiAnbPxVlKvBw4c+P348eN+AHaSBdPEbikvL0dmZiYAoK2tDZqmfQ2gdQqvFgCDACpSvAGSq0iO+/3+L2Ox2InGxkYnyYckN04BcO3ixYsiIhKNRmXt2rUSTzyZzACkvr5eli9fLgB+BrAxAbAmDnBWREyxWMx27ty5X0j+SfKdSRL2tra2JgGWLl0qAHZNAZAPQFwul4yOjkpdXZ0AGFJSR+h0OgAI63S6ht27d7c3NDQ8BtBC8r00CR+7XC4AgKIoKC0tBYAtUwAUWywWLFy4ELm5ucjPzweAZ4kZyCfpCwQCZ0XEEG9GETnS3Nzcn5WV5SZZ/FzCmu3bt0s0GhURkb6+PgEQwERFfF6rAHjtdntyx1itVgHw+d8AgsHg6RQAg4gsFpHD7e3tPy1YsMBDckdK0jwA0YGBgeQynDx5UgCMAzgCoADAOgCHAXiPHTsmkUhERETu378viqJIEnYKgAREbWdnpyMnJ8dDMnWbfVFRUZHcipqmyZUrV6S4uDhRjMRisYjdbpdwOCwiIqFQSPbt2ycAOpNZSK4j6QuFQukAEs169erVGwaDwUvyw3hoDoCHNptNgsFgcno1TRO32y1ut1s0TUv2h0Ihqa+vFwAuAMZ0AI1TABhEpLqnp6fPaDR6Se6Jh+cDcFVXV8vIyIhMpuHhYdm/f78AcMeXB6kABVlZWb5wODwdgEFEPrp+/XrfsmXLvCSr4imMALr0er0cPHhQLl++LDdv3hSHwyEdHR1SW1srGRkZAuAbAKYXPtEEQCQSmQmAQUT2OByO3pUrV3pJWlNSFQFoxES188WbE0ADgE0vGKcAFGZnZ/sikUjDDAEMIlLR399/bfXq1V6ShydNPo2ShUin0yUK0Uz1bUFBQeP58+cHzGbzIZJHXwpAUZSpxj2vHExMqWnFihVPampqHgD4mKRhtgCJM5wSf/vYNON3BIPBt+/du5fndDrfcDgc2Xa7Pdvj8fgBNAF4PFcAKIqSbgkUAG8AeBK/D1+4cGGD1Wo1AvgewFfx6y1VVbXZmqcCKGmWIC8ajb6v0+liiqKciPf9sG3btgfz5883hkKhQ6qq/jYX01QlXTMyMhI/XwOw6+7du3VVVVU7BwYGCjFR9wFAXbJkSW9lZeUYgMqXNU8FUBRFiel0umyfz2c7depUZVFRUWFTU9PYpUuXjABSzwQ9JSUlfwAo5xxOsWlFcpPJZPJ2dXXd2Lp1q4dkL8lCkmsWLVrke/TokV1E3kzUAE3TPisrK3OlVMI5KzEDw0+fPn1WVlZmvH379icAtqiqektV1V8DgcCPXV1dZkxsu8UAPhgbG8szm81BAO++LEBSnNDrafpLN2/e7PH7/W1Op/M7m802ZDKZfCSvkUx3+Hi1IqknecdisXhIukmeJln4qvLPqPbG/6xsAtChquroqzL/T+gvn9w2y2kdlSIAAAAASUVORK5CYII=) 2 5, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
68%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFIUlEQVRYhc2Xa0wUVxiG3xkIGGNe1KCusm5wUxMj1RCkhAq01ERj/KGkcUlpTDWNBEMagrSptrFtGoKJ/pKEhuIl/tC6aNO4SMRMbSOg1pJaQ7pa44UqNwPiAjty2V1xvv7YS1fElcv+6JuczM6c73zvM3PmfHtGQXQVB2AjgBwA5sC1DgBNAH4B4Bs/QImSsQqgGMBXixcvXlhQUACr1QoAuH//Pux2O3p7e3sAlAP4HoARJV8AwGwAF1JSUsThcIjb7ZbxGhwcFIfDISkpKQJAAzAnWuYqAC0vL086OztfMh6vrq4usdlsAuASgNiXspGcKkBZamqqdHd3h0w6Ozvl6NGjUlhYKDt37pTDhw9Le3t7qL+np0eysrIE/ukIGc8i2ULyFsmVkzSfA2CgoaEhlLy5uVmSkpIEwDUA+wLtamJiomiaFopramoSAKMATEGAFSSflpeX3yH5gOTqSQBsW7VqlQwPD4uISFtbmyxYsEAAfD5B7K74+HhxOp0iIuLz+WTTpk3/xZJcSfLp0NBQXVVV1S2S7STTXgNwbP/+/aG7OnjwYPAFe5VOlJSUhOKPHz8uAH59AWBkZOSEYRgHampqnCS7SWZGSNh0+vRpERExDEPWrFkjAD6OEL8uLi4utEoaGxsFQKca6AwefYqifFdYWHiusrLyCYCzJN95RcLY2Fj/i2wYBjo6OgBAjwDQ4/P54PF4MDw8jPb2dgCYpYZHKIoShKjesWOHo7q6ugfAjyTXTZDwcV9fHwAgJiYGW7ZsAYC3IgAsBICTJ08iMzMT27dvHwTwLQCA5GqS7tHR0WMiYgo0s4jsO3PmzJ8JCQl9JDeOS/hlfn6+GIYhIiKapgmAAQCWVwDMAnAW/hrwEfwFDC8AeDyeI2EAJhFZIiJ7HQ7HH/PmzXOR3ByWcAUAuX37toiIeL1e2b17twB4EOibvCIABCE+O3/+fEtiYqKL5NawoXUlJSXy7NkzERHp7u6W7OxsAVA9VYBUkm6v1zsRQLCVXrx48ZrJZBoguS0wNBnAQGVlpRw6dEiSk5MFQC+A3OkC1EQAMInIJ42NjVfNZvMAyeCSWwf/Y9cAbIX/L3lqIpmWkJDg9vl8rwMwiciuK1euXF22bNkAyeIpm43TRMvwdXJkZWUdq62tvWkymSpIlkYDQA2YT3aj0JCRkXHEbrf/tXTp0m9I7p0pABRFmewTCOrntLS0mlOnTrVardY9JL+eEYCqqpHixisRwFoAluXLlz8pKyt7COBTkqapAgR3JZOdgs0ej+fte/fuJTudzvktLS1z6+vr57pcrhEAtQB6pgsAVVUnmgIVwHwATwLnPrvdnlFaWmoG0Azgh8Dxuq7rY1M1DwdQJ5iC5OfPnxcoimKoqnogcO23DRs2PIyPjzd7vd49uq7/PR3TcIVcY2Jigj9nA/jg7t275cXFxVtbW1vT4a94AKAnJSVdLioq6gdQNFPzcABVVVVDUZS5bre7oqqqqig7Ozu9tra2v66uzgwgfE/QmJeX1wUgn9PYxU4okmstFsuApmnXcnNzXSQvk0wn+eaiRYvcjx49qheRN4LVcGxsrNJms/VGsxL+Mzg4OGSz2cw3btz4AsC7uq5f13X95ujo6O+aplnhX3ZLAHzY39+fbLVaPQDemylASPTrpS8Wku/n5OS4RkZGfnI6nZcqKiraLBaLm2QTyYyoAUQAiyV5Z/369S6SfSSPkEyPVv5J1d7Ax8paAOd0XX8cLfP/hf4F6uny+AQ8aqsAAAAASUVORK5CYII=) 2 5, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
80%,83.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFG0lEQVRYhc2XX0xTdxTHv/dKkOjyBZHMBmvFBo0xixnYEId1umWaZYmGLGKY7sFMBEJ8IM4MNxd5IGQxcclIQNIY4sMyAYmRimxAM8Whc0RnyNBNNAxQQFFa7IX0D1bOHmi7wmoB7cO+yc1t7+/c8/30nnvPPVUQXcUA+ADAFgAGACqAIQDtAJoBeGaeoETRPBdASWJion7v3r1Ys2YNVFVFb28v6urq8PDhwxEA3wD4DsBkFH2xCIA1NTVV6uvrxeFwyEyNjY3JxYsXJS0tTQBcBsBomasAftqxY4f09fX9x3imHj16JDk5OQLgCqbKNV3kvMG+SEtLk4GBgaDJwMCAVFdXS15enuzfv18sFss0uOHhYcnMzBQAx0KN40h2kLxDct0czRMAOFtbW4PJ29raRK/XC4AOv8FXANqTkpLEZrMF4y5duiQAxgAkBgDWkhwrLS3tJtlLcv0cAArNZrN4PB4REenu7paEhAQBcDhM7MHFixfL3bt3RUTE4/GI2WwWAAUBgHUkx8bHx60VFRV3SPaTTJ8FwFpZWRn8VUePHhUA5yLEny8pKQnGl5eXC4C6aQAul+v7ycnJ4xaLpYvkIMmNERL+1dzcLCIiLpdLli5dKgB2RojfvXLlSnn+/LmIiFitVgFwQ/UvBvYTiqJUHjhw4EJ5efkIgPMk331JwrgHDx5gfHwcXq8XdrsdAB5HANAGBwfh8/kAADExMQAQq4ZGKIoSgKjat29fQ1VV1WMA9STfD5OwNC8vz2EymXD69GnExsYCwJsRAExZWVmIi4sDgADwEwAAyfUknW63u1pEdP5NLyJfnz179vf4+PinJD8MdxUA7AFgA9CElzcYHYBhq9UavAdyc3MFU53xXwCPx3MqBEAnIskicqShoeHGkiVL7CQj1fhlMgLoLigoELfbLSIiPT09AkAApM8GEIA43NTU1JGUlGQnuWueAN9u2LBB+vv7RUTE5/NJcXGxAPg5GEHybZJOr9cbDiCwFdlstus6nW6U5KfzANgIYDA5OVlOnDghJ0+eDDShteEALBEAdCJysK2t7Zperx8l+dk8IGIAZGHqPukH8NG0VZLp8fHxzomJidkAdCJScPXq1WurVq0aJVk4D4iwCvcYzqaGTZs2VdfW1t7W6XRlJIuiAaD6zec6KPyYkZFxqqam5o8VK1aUkDzyugBQFGWuVyCg1vT0dMuZM2c6jUZjMcljs58SAUBV1UhxM5UEIBOAYfXq1SOHDh3qA/A5Sd18AQJTyVxLsNPj8bxz//79lK6ursSOjo6ExsbGBLvd7gJQi8jvgogAUFU1XAlUTA0NI/7vEzU1NRlFRUV6AL8A+MG/v6lpmm++5qEAapgSpLx48eITRVEmVVU97j/26/bt2/sWLlyo93q9xZqm/fkqpqEKui5YsCDwcRGAnHv37pUWFhbu6uzsNAFI8a9py5cvb8/Pz3cAyH9d81AAVVXVSUVREpxOZ1lFRUW+2Ww21dbWOqxWqx5A6EzQlpWVNQBgN19hig0rkpkGg2G0paXl+tatW+0k20maSL61bNky59DQUKOIpAa6oc/nK8/Ozh6OZif8+9mzZ+PZ2dn6W7dufQlgi6ZpNzVNu+12u39raWkxYuqxSwawx+FwpBiNRg+A914XIChO6Y0wxz/evHmz3eVynevq6rpcVlbWYzAYnCSvkMyIGkAEsBiS3du2bbOTfEryFElTtPLPqff6/6xkArigadqTaJn/L/QPwMjy6v+9E6gAAAAASUVORK5CYII=) 2 5, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
}
div.testarea{
animation:rwdcur196242 0.41666666666667s linear infinite forwards;
}
