@keyframes rwdcur104075 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 14 15, auto;}
2%,3.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB20lEQVRYhe3UwYsSURwH8G+OJZqb6TqMtAPiGKkNYniQTqv0B3TpFBJdElo6dOjYucMeOnTo2rWCZS5K4EVFREItkIlhdk1KUEYQNGZQ3tj06NTdSb3N5/z7fd8XHu8BDofD4dhSo9G4ss3+pf9ZarVaBfqHPji4dnDPMAwrEAhcdDqdl6VS6WLvBZrN5n3Lsk5N00yOx2NwHAdZlpHP51ffZPnR05MTyU6ey87wJ+n9rV+L+dt2u52klGJtrtHr9ZDNZlGr1Xy3RfFUOvt4Z28FrrM3nmvaNBKJRFAul5FMJZHJZKAoCuLxOAaDwc0jPvp4LwUGXz67dMPgQ4eHbgBIpVKo1+tgGAaapkFVVQiCAN0wjiuVysa5Gw/S32uwLBc2CYGu61gsFigUCuj3+/D7/UgkElAUBRzH8bFYzL3zAom7x/Sym5ke8Tzm8zkIIZhMJkin0/B4PBiNRhAEAefq+ZkoiuudFwCAyc8fr6/6fKtcLgeXi4EsywiHw5hqGliWBYAVMckrO5m2n2G1Wn3CMMyb2WzmA4BgMIjlcolQKIThcPiwWCx+8Hq9G+dtfFf/WJb1jhDyVRTFZ5TSrGVZ/mg0+r3b7b7geV61c/hOSJK01VfscDgcjr9Jdrd+B1NzdwAAAABJRU5ErkJggg==) 14 15, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
8%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB/ElEQVRYhe2Uz4sScRiHP/N1nJHBNtRB8KAXQTt4DE1CTysJkUKHYqBDCUHQpUtLeO8g5HVPG1R7Ew+LSJASghCG1UnDnWCzFlua6Iezzjozjo79CznoqXnu78PD5/ACNjY2Nv87lNXDTqfjUhSFlmWZDgaDSiKRmFvxECtH7Xb7gcNBvzZN8x0h5MNyuXzTeNW4Z8W10gInXz7i2w/l+e8/4+uSJLn9fj+azSaSySR4ngch5Fk6nb6zinOlBQ4/fS0cHX2+IYqimxACQgg4jsNwOMRkMsFM12+97759tJGAdv2AzIz5lXNbWy6n0wlCCCqVCrLZLCiKAkVRYFiWVvX55Y0E/DqVXec9vkuyLENRFDQaDRSLRZRKJXi9XgwGA9RqNajq9OL+i33v2gMYB8MzDMvLsgxRFLHzcAflchmpVAqapoGiKIRCIbAsO1+YC/faA67eFI6xNA8Nw0ChUMDe0z0EAgGcnU0RjUZhmiZisRgIIVo+nz9eewAA6NNpKbO9jVarhXA4DEmSkMtdQ7fbhc/nA8dxGI/H9z0ezz87Vwr4eTJ6OVGU3UwmM6NpGrlcDr1eD5qmIR6PYzQaPdE0vbuK09InrFartyORyF1VVS/ous7wPH/S7/cfLxaLA0EQTjceAAD1ep0zDIPWNI0TBOG7VY+NjY2NzV/0cswCt2sEggAAAABJRU5ErkJggg==) 14 15, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
18%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACcElEQVRYhe2UwUuacRjHv/rqNN/ZpFftHXO8MiHRGkiEFDsFHYI6dLHTru2yXS1mMBjtMGhCu7TTWIxqWIEe1i2DJo6RIB3Wm5WsoUbNN3tf33i115zuX3iNBoO9n/Pz+/Dl+/x4ABUVFZX/Hc11HkUikVGHw/HAZrMF0GwKB4eHnyiKqgwMDMT+agCucKg9Pa98KJ3zPeVyuZckSXAcB7fbjXQ6veN0OjeGhoaCrTi1SgeLhSPt8S9+VpIq48lkstdmsyEej8PlcmF+fh59fX2+fC73OMN+D8c3NhR7FQ/u7rJd5jsdzz6vrxsZhsHS0hJGRkawuLiIyclJLC8vQ67VaK1OPw6NpuvGA9D37k9n9vdveb1eiKIInuexubmJy+olFhYWIMsyBgcHsbX1xUHT9PMbD1C7qlsZhoFer4fZbEY4HAYAzL2dQ1tbGyYmJhAKhdDf3w9Jkux7e3uKvIo+4c+DfV2t0YhmfxyNxmIxkCQJSZJAkiR4nofP50MqlcLMzAxWIisIjAe+ulyuRzcWAAC+JRMvLq9+v6QoCizLwmg0QqfTgeM4WK1WZDIZ5HI5BINBnJycvPb7/YrWoHgFaDa379J0IxqNgud5JBIJCIKAYrEIgiBAEAQCgQCy2ezZxcWFsv7R4h1Ip7bflYTyE1EUtfl8HhqNBhaLBaVSCV6vF/V6XbTb7bN+v/+VUqfyBgD09Dx8ajbf/tjZ2Ynh4WG0t7fD4/HAyThhMpl2ZFmeEkXxTSvOlk/x6uqqiSCIju7u7vfVavXUYDAYBUE4Y1l2iqKoytjYWKNV57U5LhSwtrbWUosqKioq/xx/ABzo8y2C3xfdAAAAAElFTkSuQmCC) 14 15, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
28%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADh0lEQVRYhe2VTUibZwDH/2/yRvOabJagJksDQzGJSuzqXGDK2IcLRupOzvegSfFS2pCWiYOdhizDwFZkIILoodow4hDRHHfIdBaUJKR1xmgyLcFYUPNhIlFrzNebd6edk7Zul+Z3/j8/fjyH5wFKlCjxtkO87sHl5eWbmUwGFEWV5fP5WEdHx97/EuBwOG4xDFMvEok+k0gkHwUCgXdlMlkiFosd8fn8xfVnzx7163RnVx4wb5moUqk//X79Lw+HpulvzGYzuru7QRAEGIZBJBJBbW1timVZaygU/qW7+9ZOMV6ymNG2c5UTikcqxGLJHZ/PJxQIBOjt7cX8/DwoikI2m4XRaEQgEOArlco7JEkmAHxXjJtTzCgJrl7yvvKFw+kSGgwGbG1tIZlMQiQSoa+vD+FwGJubmxgdHcXCwgJIkqv5e3vzpysJsNvtJL+iQldXVwen04mpqSkoFAq43W5EIhEcHx+jsrISXC4XKpUK/f39CAb3b5BlfOeVBJBgm6TXZR/PzMygp6cHwWAQbW1tkEqluLi4gMvlAp/Ph1qtxuHhIR7cf4CamhoOC+JHp9PZUdhfAIFAUHVycpKvrq4GRVFIp9OwWCyYnp6GzWaDQqGASqXCyMgIbDYbNBoNrFYr5MoGVzmPfPLGAel02isUCJIEQVybnJwERVEYHh6GUCiEyWRCfX09hoaGMDAwgMHBQXg8Huh0OohEIr3f5/8DgO2NAjgcjuL07OxlJpPB2NgY1Go1xsfHMTc3B7PZjFwuh7W1Nfj9fjQ2NoIkSQQCAXA5nEfxePzPgv5Cg08+/8LB5pnZrq4uGI1GNDQ0QK/Xo7W1FTweDxRF4cX+PqxWK7RaLTo7O9HU1AS5QvHVe1Lpy0J+bqEBANy7d/e6Y3U1/jVNtxIEgWw2C4fDgVwuh6WlJfxgMqGlpQV2ux07Oztobm6OBvf27n6p0Twv5C7qIbrxwc3fvB6PjEeSCZfLdU2j0aC9vR00TcPtdmN2dhaxWAwGgwFisTh/fn4ernpHWPD6XwnL48c18ViMjEajl16vN/vw54fsU/dTVqvVsolEgl1ZWWEPDg7ONzY2JhYXF6uK9b7SZ+TxeDjpdPpbhmEScrl8IpVKoby8nAyHQmEmn/8dwLpve/tX/e3byf8k4F+Ojo6wu7v7IZfLTREEoTg9PX1yeXlZRtN09HV8JUqUeLv5B6Sob1bQOn0tAAAAAElFTkSuQmCC) 14 15, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
46%,47.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHbElEQVRYhe2WbUyT6xnHL4mc9ShBD8cYRDC6nBynLvMIcVmcLiDJwjSg4vmgYORI+LCA4pyL8QNRMTFi5nFmvixBseDbUHF0QgvSKGApLdAiFgTK29OH9imUSp9iX+gr/3046aOd4tvOsi/7J/1w322v33Vd9/9+Ifq/PlKq1tYsIqLS0tJvqqqqlpeXl3+m1+vlnxpvzsf8uL+nMyI2foXlxYvJMwsXLvydw+GIBVCxbNmyM21tbdlRUVEx8+bN222323P8fr9ow4YNPZ+aGBERNdbfn1t95+/JxlG2TFp9J9Eybla6Xa6g1+v1ezwev8fjgdvtDgLA5ORk0OVyYWpqasrtdlufP3++6z+CExE1PKhcaBkf83q9Xthsk5NWqxU6nQ5dXV0I6ckTBS5fvowXL17gdel0uvuhOBUVFYtmY7x3Cex2/vnnn89bDYCMRiOlpaVRVlYWZWdnk8fjIb1eTxkZGcRxHEVHR9OcOXOosbGR1q1bp/H5fEOLvvwyxuP1JiqVyoSsrCzPe6s2jw7ONY4a6sbMXJG65ckvnzQ13mAYRqiQZVkUFhaCiLB9+3bwPA8AYBgGRITc3Fyo1Wr4/X6hGxMTE8MKhSLiAxtP1PVUW+ZwOODz+bAnOxvx8fEoKCgQAvp8PuzcuRPXr18X5mZmZrBlyxZoNBphzuv1AgCGh4cLZ2PNfdskgv6/iUQ/+W7u3MiIv164QPX19dTR0SF8HwgEyGq1UllZGSUlJdGKFStoZGSE+vv76d69e7RmzRoSiUR0+dJlojkUiItbcvODqw9J09HeHaqkrq4Oy5cvh0wmQ3NzMwoKCkBEs34yMzNx/vx5fPXVV6ioqEBfX9+gyWgy9vb2cr29vXVvBT572r7QYhlXORwv9S+n7FapVAqr1QqLxYK0tLQwwMqVKyGRSNDZ2Ynq6mpERUWBiJCfnw+r1Qqe5zE6Oopjx46F7QyWZQfb2triZq2aZZntXq93GgAqKyuRmpqKvXv3QiKRQKlUIjMzE0SE27dvIxgMwu12AwBOnz4NIkJNTU0Y8NChQ2AYBgBgMpmYpqamn7639YMD/RuHh4aQkpKC48ePIxgMCgGVSiWICLW1tWGgCxcugIhQUlIizHEch8jISOzbtw8ymQzFxcUcx3Hft7e3/1ZSLRG9Fd71VPO1WtV6Ri5vAM/zuHjxIiwWixBUpVKBiJCRkQGDwQC/349nz55h1apVICJERESgtLQU7e3tOHr0KIgIS5cuBRGBYRgEg0E4HA50dXWJ34BzZlORTqcLvl5xQ0MDCgsL4XQ6wfM88vPzw7wQGxsbNs7NzUVycrIwPnXqFDweD9RqNcbHxwEALpeLHxgYKHojAYYZ/pbnbSqHwwG73Q4AuHbtGogIS5YsQcwXX4CIUFhYiCtXrmDr1q0CKDIyUtj/brdbSFStVoct1eDg4HRLS8tv3ukBpaLxu5SUFJw4cQJr167FwYMHsWjRIhARjhw5gkAgAACw2+3C7ti9e3cYqLa2FkQEuVwOAPD7/Xje2wubzQaTydRWU1MT81b4KMskOxwvpxQKBXJyctDc3AwA6OjoABHhzp07YaBLly6BiJCamgqfzyfAiouLQUTYtGkTxGIxioqK0NraCp/PB7vdPtbf33/6DfiDqrux42PmbpfLBQAYGxvDzMwMgFfHbG5uLgYGBgRQXl6esAwlJSXQaDQQi8WYP38+RCIR4uLiQETo7v7hTGNH2bpbt27NfieMsgZFIBDA9PS0cMkAgMfjEcyVk5ODGzduYP/+/YIRDx8+jF27dgnJpKeng2VZOJ1ObNu2DdPT00KskZGRW7Mm0CqXxtQ/kGSYzebgzZs3kZSUhPT0dKSmpmLz5s0oKysTbkIiQkJCAkZGRgAAgUBAOJBCSwcAMpkMLS0tsNlsvFar/ba2tvZX7zShpEL8mdEw8he/3w+ZVAatVov09HTBUDMzMygvLwcRIS8vL8wTlZWVgvlCy+d0OjE1NQUAMBgMf34nnIhI097+M5fL5eV53hoyFsuyYVX19fWBiLBgwQKoVCqhAzt27BC6c+DAAXg8HjgcDkil0ksqlWpvd3f37/+d98aLSCaVxgR8vpj4hIRl3yQmPgJALMsSx5lp48Zfk16vp5MnT9Lq1atp/fr1ZLFYaPHixRQdHU02m42SEhOpsamJYmNjKSUlhYiIunW6nb9Yu/Yf763+dXVqtX/iOO57vV4vDgQC6OnpgdPpxOPHj5GRkQGr9dUb8OzZsygtLRXGw8PDLrlcnqzv1//TZrMFOY6TfhT8dU1MTNxzu92TBoNhLATo7OwUPBEMBlFVVYU9e/YwQ0NDTwHAbDY7Qv+vqan5+urVq8s+OYGenp4/NjY2xj569OgPwA/PrEAgAANjYEOnIgBotdotYrE4anBwUG40GmGz8R/+BvwQnTt3Lp7juDaTyXTLZDJdefjwYZxWo7nv9XqDk5OTjvq6OhER0d27d0XyBvkVtVr94yYQ0hOF4ucSyav73MAw91sUirz/CuxD9PjBg/8Z+0fRvwBoolpadqQLJAAAAABJRU5ErkJggg==) 14 15, auto;}
48%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIWklEQVRYhb1Xa0yTaRp9QirWsprV1DribRgM6ELMRsdRXMUdNDre44zGdaP8Qf5slEGzKNGNRkazEi8Du4n1Ei8oCEwGAsLIuFiKynXAQqFQwV7sjUJL6Z3evvbsD9NvpwEdx0n2JE3ap9/3nvOc97zv+31EvxGmITXnt9wf9b4Xal8PsN9rqitmdEs6//jw4UO+24uujo4OEgqFMz5EwHurB0WXqxSDJd9XVqk+il24elFcfM7vZ/G/W7BgQbLeYNi+a9euwoSEhJsGg+Ff69ev/9vQ0FBnSkpK44eImoDBl/K/mkaGW30+r8eg1/eOms0BAPB6vUEAsNvtbqfTCYZh8PLly/JgMIjW1tZ/9Pb2vrfDE2C321l3zGaT0OPxAABCoRAAQCqVQqPRYGxsDDabDT6fL+J/o9HoM5lMvyhg0gt0yv4ovU5rGRsdre6RdHzm83ptFouFpFIpBQIBIiJasmQJXblyhQQCAXk8HoqOjiYiotevX5PT6SQulzssEAhCtbW1H2m12m9EItHff5UDL+X9RQAQCATQ0yO1bN++HStWrEAwGEQYQqEQe/fuRWNjI1svLS2FQCBAQUGBQaFQ3Pd4PL5gMAiVSlU0Gc9bQ+h0OO6Pj4+n83g8SkpKnpWYmEgNDQ109+5dmjdvHrW1tVFqaipt3ryZMjIyiMfjUXx8PDU3N9O5c+do27ZtsTExMQe4XC4xDEPDw8PfvrNjAFFG49B1s9l0WqUYTK/4rnSPWCyGVquFWq3GmTNnkJycDCICEeHOnTusE52dnYiKikJ2djacTidbD7ui0WhE72W7yTRyOhwikUiEVatW4cmTJ+yAXq8X+fn5ICKMjY3h5zh06BCuXbsWURMKhRAKhdi5c+d1oVC4+O7du8mlpWWfymQy3qQCuro6PxsZGVYHg0Hcvn0bx44dQ15eXsSgIpEIRASZTMbW3G430tLSsHLlSuh0OgAAwzDYsmULiAhxcXFwOV1wOp1wuVxQqVQvJhWg02oqfk42MjKCZcuWwev1AgD8fj+OHz8OIsLKlSvx4MED1NTUICMjg52a5KQkFBYWIicnB/Hxi6FUKqHVahEIBBAMBqFUKg1isVgQQTxsfB1tMOi+tdmsz8fHx1kBcrkcRIRLly5BLBYjJyeHJZrsc+rUKVRXVyMrKwtEhD179kS45/P5PAMDAxsndK5Svip0uVzs+pJIJGAYBhcuXJhAcuTIEchkMgwODuL8+fNs/fDhw2AYhrW/qKgIM2fOxOjoKADAbrfj6dOnUCqUvS0trWnVVVXRrIDOzjaeyTRy0e/3+/x+P5YtW4bU1FTs3LkTJSUl2L9/P4gIs2bNgsFggMPhCHeETZs2gYhw7969iG4lEgmICLm5uZBIJMjLy8OrV6/C9wWkUunxCU4oFAMnS0sfgIhw8eJFlmh0dBTz589HSkoKXC4XLBYLSxSelqysrIhN6saNGxHOFRcXA3izNE0m0yupVLongryvT3rAZrOhu7sbPT097J4eRmZmJqZOnQqlUsnWLBZLxN5QUFAAmUyGmpoazJkzBykpKaiqqsLJkydRWloK4M1ZYbVaR2QyWe7/MqBSHLdYLL7wgeP3+6HVatk59Xq9SE1NBREhLS0N1dXVePToEfbt2/fOUDY3N7PjVVZWwmAwQKfT2ZuamtZGdH/r5tUlZrPpqdvt9oW7y8/PR2ZmJh4/foyzZ8++kyg3NxcKhQJ6vR4FBQVsPRzAN8EMQqVSAQCsVqu8s6Nj+YQM9PdKl8vl/e4bN24i6Q9JESS7d+9GR0cHent7IwQtWLAANpuNJXI6nZgyJRpEhP7+ftYBhmGg0+mg1WpbjUbjv7u7u7+IIBf9+EOs2Wwyezwe1NXV4fLly9DpdDhx4gSICPX19SyJ3+/HwYMHQUT4/M+fR+TF4XAgKioKRIQ1a9YgKyuL3aIdDgeGh4df3Lp1izuheyIitVJxILxjhVeA3W7H6tWr0djYGBHKwsJC1oXnz5sQCoUQCoXw7NkzEBGWLl2KzZs3g4hY6wFgYGCgrq3tJ5aTPY7r6+qW8GcLrnu93hCHw4maPn06ERHNmDGDNmzYwD6IACC1Wk2VlZXsIOvWraWNGzdSUlISmU0mysvLo+zsbOJyubRr1y6yWq0UFxdHTqfTwefzExQKxVYiehTRfV3F99yy+/diy4rvLx+zWIJOpxMdHR24evUq4uPjcfr0aZSXlyM9PZ3t/OjRo+jr64NGo0FRURGICHw+PyITFRUV5v7+/ldutxsej8fd1NS0eFL7w/ippYVjMpnkbrfb5/F4ghKJBOnp6WAYBuPj4ygrK2MF6PV6lsjtdiOGx8PMmTMxMDDA1o1Go7O4uJhbXFz8u4aGhrX19fUfv1PAC3E9p7O9/csff6j9NOD3AwCGhoYi5j98+tXW1rK1rq4ufPLJJ8jJycGOHTvQ3t4eYBgGbrcbD6sffvlO0smg0WhOBgIBGAwGqcvlYonEYjG2bt2KlpYWdHd3syugubmZDa5arUZjY+PHQ0NDhUaj0afX60vfxvPWZ0KXwz4ms1j+xJkyZeG0adNKpk6dGhUKhWjdunU0e/ZsSkxMJA6HQwzDkNVqJSIa5PF4CUREfD6fgsGgIzY29uuGhobLAoHgL7/agTBaW1sTysvLvxCJRCdDoRBsNpvb5/N5RkdHNWFXbDYb2tvbN6lUqn+GQiGMjIygr6+f/z7j/+KrWUpKyiARDZaVlfXY7favu7q6vlq0aFECh8Phx8TEfENEoTGL5ZlGo2mYO3fuf3Q63Xyj0RjicrmOD+56MshkMiopKZkf/v348eOFPT09Z9VKZX6jSJQQrsvl8qiXcvmHv5L9v/Ff2yhIlkoD+e8AAAAASUVORK5CYII=) 14 15, auto;}
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56%,57.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
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66%,67.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
74%,75.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEZUlEQVRYhe2VT0ibdxjHvxprWquJmYlVu3TRpEoOrhKVilALPVimJGC7MhUPIwf/TJh6EEQGMnYoBYVtl3Z4UNmqVMV21OHc0kWj1jjfZmqMvmla0+gS6/Jq4/tqTDSvv93KLtPoBr34Of9+3+f7fHl4HuCEE054x0Qc59Pw8LDm+vXrlmfUM32ID22dOnWKdrvdf2m12tf/t8G37O0FMfLrTxcAYHl5ecdut//o8Xj2tre3ea/Xuz05Ofml1Wr9vr+/X3QU3SMlsPTyhde/E/iZoqiKvLw8SCQSdHV1QSKRoLS0FD6fDzRtl+/shTRR2P+lqKgocJhmVDiFzZNP608Loz0rKyshRWpahUgkwuDgICIjI7G6ugq5XA6GYaDX69HZ2WnleZ5NS0v7IBztyHAeSaVStSJN9eBBb1/Sd/fuoaSkBEqlEmtra2htbYVYLEZdXR3q6+vBsmz8xMSEj6bpb0wm043/ZMAyaoy2zs58MT4xkc7zPG7evAnjyAja2trQ1NQEs9kMo9EIiqKQmZkJrVaL6elpqFSqD+Xy9z9PlEpC4TT4r5h/Gzy96na7aZomNTU1xGKxkGAwSIqLi8nc7ByhKIoolUrS29tLKisrSU1NDdFoNOT58+fkicEQfOFwdJhMJtWxE/Dvkmifz7fr9/uRl5cHi8UCmqbBsixS01IRFxcHnU6HW7duobq6GhkZGXj48CE6OjrwcmkpWpGa+mlUVFTBQTUOHMJzKXJ9glSqeL22hrKyMigUCjQ3NyMpKQk5OTl48+YNeJ5HdnY2FhcXkZycjMTERFy9ehWFhYVwuVwbPp/PcOwE5udm+jmOfcWyLFpaWlBQUIDa2lo0NDRAKpXCZrPBaDSioqICIpEIDMMgPT0dPT09GBoagkAgeC85Obni2AlI4mL98eL4/T9mZnH58mV4vV48fvwY09PTEAqF4HkeZ8+eRUpKChoaGuB2uyGRSKDT6eDxeCAWi7dmZmYGjm9Adu5CRGRkKDY2FoWFhRAKheju7kZ1dTVcLheuXbsGIAI8z6O7uxsOhwNqtRr7+/sQCARwOp3m3d3dPw+qcShTk5PlHMeRvr4+otFoyO3btwkhhDx69IhcuXKFcBxH7HY7ycrKIiaTiTQ2NpK5uTmy7HJxzqWlB0aj8cAmD92EGz7fvN+/HdpYX/cPDAyIRkZGUFtbC5lMhmAwiIWFhbdp5ObmgmEYxJw5A25ryzwxPl5VWVV14C4QHGZAr9d7N9aZr8XxklWVSqUdHR0Fx3G4c+cOZDIZ2tvbUV5eDpZlwXEcLl68CLFY7GEYplWn0/1+mH7Yx8g2P/8ZIYRhOe4TpVJ5w+FwICYmBmNjYygtLcP4+Bjy8/MRCAQ8Tqfzo4SEBPrSpUu74eqHjcFg+MrpfFVptVrvhkIhMjU1NbS5uUkoiuqy2Wx37/9wP+koemFdw3+iVqtbzp8/v9/T06MKBoMOj8fzbSAQ+Jjn+ac5OTnLR9U74YQT3jl/A3QbGm7jGvm5AAAAAElFTkSuQmCC) 14 15, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
78%,79.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur104075 1.6666666666667s linear infinite forwards;
}
