@keyframes rwdcur27578 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADFklEQVRYhe3Xy2sTURQG8G9uxkmmmU7itCZRbDrGWMRGDMQXYrFYm9qCiI9aENRNFyq4d+nOpYiLbhREN2Kh1FRBrATRYjH0gdVCLaEEaWOtacy7k2Qy499wb7AbPfvz45tzH8MF6qiBgatt585dD9Rj8PU0q+qJWxsbOg/gBqtBWBvD4XCD272tT5JwLBQKMX8IcwCHY/8xu72mCgLX5vUeObrpAVpbD14jBEQUbTZZbhnY1AA9Pf1KMNh+fMcOD5zOBsiy2BkOX2lgsZjWzuXyBwIBj6ooPCoVDY2N+YCitJ4CEKG1mCbQ0rK3s1IpI51eR2OjDaJYgySJ3SyWhaWpp+f07Wx23W+xmBBFAaWSBputSdi9e+uj6elpg8ainkB/f78iCFwgnU6DEIAQAkWR4fG49vr9HdSngXoPqOqhQHt7cKfFUsWBA+3QtCpM04b5+bzNam3tBDBB41FPQFU9Rm/vYSiKA2trv1Ao5JDNcmhq2oeFhU8ztB51gM+fJ2a+fMm8VRQvajWCpaUUlpdLWFz8EFlefv+O1uNoGwDg7NmbO30+36XmZkeT2+01fv/Orb958/T5+HgkyeL9r3+7mDbh+fOXvaradbFYrDbwfAaFQrlQKqVHhofvf6e1qC+iUCjEnzx5ZSiVqvb5fAZcLh9WV0soFqUz1Wr2wujo4wyNR/0vePDgySm3O3jHas1yklSC3W6FJBGYZmWX0+mYjEZffqPxqC+ialUO6nqSeDxbQAiBpmnI5zXouo5UqiLQetRLEI2OT/j9bYbTqRNZFqFpZcTjq9B1M51IfJyi9agn8PNnbK5crsQ5jkAQBJgmYBiAxSJ+HR19lvjrASKRSAEojqjqHnR1dYPnBQBWJJOr72gtpgAAkMkkx1yu7YbDsQUdHcchCDI4Tp/ctADx+OxcrWaJA4DXq8Bud64Vi7++sljM9epV7G6tZpqmaZqDg0NDrA7zu2B29sPYxgaMXA5YWUm8YHWYn1Sx2Pzcjx/ZRD6f01ZWZt+zOnXVyMjkvYcPXzOPH6jzdTw1FX3KcXxdxh9vIxchBOZtCgAAAABJRU5ErkJggg==) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEElEQVRYhe2XzU/TABjGn7ZbNzu6uXUiQxiDzTr8wMgMHkQ0OjtioolfF/Vm1BgPHvSPwIMHD8TEk9EEEjFApuDBBImiEQlCmolAlPAhSOf8gNYxRj88mXhtyXbyub+//PIcnuSlsI5cvXqdr63dFxDFwbRVBrkegYMHT1+MRpuurYdhWeD48ctMIFB5giS1JkEQmKIL1NXV1DscBu92b9ju8RyIF13A660++fv3T5JlvfB4So4WVSCROOtj2U1nFEWGy6WC47xCInHWVzQBny+yk6LUoKapoGkS5eVevqQk2FQ0AY6rSNjtOtbWVkFRBAIBDj5f9EhRBARBYEKh7SdomoRh6KBpO7ZsKYUgxBtjsZit4ALbtjXyFRWlPEFocLlY0DQDl4tEKFQabW6+0lBwgT179sdVdZE2DBUulxvhcB3C4TBoes3J85FDZnmmK8vlMqPZLK0ThEyyLA1RHATDcHj7dkyXZUk0yzPdwKNHd/u/fVvrVdUIZNmP+XknKMqPeHzv04mJ571meaYb6O/vV2tqGm6QpPbq1y/Cs7ho6JI081OShpIdHR26Wd7//A9h5ejUqQtlZWXxcxSVY/J5JwgCSjY70vngwZ3ZggvEYjFbc/PN9mCw9ozPZ0Mup6KyMohsdq7t2LHd583yKLMHra0PD7Osu8Xvz6KqioTdXg+e34ChIXnHrl214sBAz7gZnukdcDrdEcPQoesKlpdZVFcD5eVAY2OEXFmZiZrlmV7Crq4+Udc36yRpQz6fwdRUCt3dvfjyZTqXSg33FVxAkt6I8/PyJ01zQlFWYBgKWDYEm610bHT08/uCCySTSUXXZzptNgoOhwOyLGNhQUJn5+OB4eF7asEFAECSPvRs3RoBw5SAomh8/64gnRafWWFZEpicHBurqto4y3EcNA3IZJbE5eX0Syssy5mby7eurhrG/fsvjUuXWu9Y5Vj+C1Kpd+00DX1pKa3/+PH1SdEFXrxIjgKYlmUqNT4+Udz6/2ZwcOp2S0vbrfUwTE/xv/H7yzKzs9MfR0ZeL1hl/AG6yh+usLhLPgAAAABJRU5ErkJggg==) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADFUlEQVRYhe3Xy2sTURQG8G9uxkkmmU7iVJMoNh1jLGIjBuILsVham6og4qMWBHXjQgX3Lt25FHHRjYLoRhRKjQpiJYgtFkMftLVQJUiQJNaaxrwzSSYZ/4Z7g93o2Z8f35z7GC7QQg0PX+46c+aavxWDb6VZVY/erFR0HsB1VoOwNoZCIavLtfmkJOFwMBhk/hDmAHb7nsM2W0MVBK7L4zl4aN0DdHbuu0IIiChaLLLcMbyuAQYHh5RAoPvI1q1uOBxWyLLYGwpdsrJYTGvndPr8fr9bVRQetZqGtraCX1E6jwEI01pME+jo2NVbq1WRyayhrc0CUWxAksQBFsvE0jQ4ePxWLrfmM5kMiKKAclmDxaIIO3ZsfDgzM9OksagnMDQ0pAgC589kMiAEIIRAUWS43a5dPl8P9Wmg3gOqut/f3R3YZjLVsXdvNzStDsMwY2mpaDGbO3sBTNJ41BNQVXfzxIkDUBQ7Vld/oVjMI5cjaG/fjeXlT7O0HnWA+fnJ2cXF7DtF8aDRIPj2LY1EooyvXyfCicSH97QeR9sAAKdP39jm9XovbNpkb3e5PM3fv/Nrb98+eTY+Hk6xeP/r3y6mTXj27EWPqvafL5XqVp7PolisFsvlzOjz5/e+01rUF1EwGOT7+i6NpNO1k16vAafTi5WVMkol6VS9njs3NvYoS+NR/wvu3398zOUK3Dabc5wklWGzmSFJBIZR2+5w2KcikVdfaDzqi6helwO6niJu9wYQQqBpGgoFDbquI52uCbQe9RJEIuOTPl9X0+HQiSyL0LQqYrEV6LqRicc/TtN61BP4+TO6UK3WYhxHIAgCDANoNgGTSfw8NvY0/tcDhMPhIlAaVdWd6O8fAM8LAMxIpVbe01pMAQAgm029dDq3NO32DejpOQJBkMFx+tS6BYjF5hYaDVMMADweBTabY7VU+vWZxWKu16+jdxoNwzAMw7h6dWSE1WF+F8zNTbysVNDM54FkMv6C1WF+UkWjSws/fuTihUJeSybnPrA6LdXo6NTdBw/eMI8faPF1PD0decJxfEvGH3joFyLq+CFpAAAAAElFTkSuQmCC) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEElEQVRYhe2XzU/TABjGn7ZbNzu6uXUiQxiDzTr8wMgMHkQ0OjtioolfF/Vm1BgPHvSPwIMHD8TEk9EEEjFApuDBBImiEQlCmolAlPAhSOf8gNYxRj88mXhtyXbyub+//PIcnuSlsI5cvXqdr63dFxDFwbRVBrkegYMHT1+MRpuurYdhWeD48ctMIFB5giS1JkEQmKIL1NXV1DscBu92b9ju8RyIF13A660++fv3T5JlvfB4So4WVSCROOtj2U1nFEWGy6WC47xCInHWVzQBny+yk6LUoKapoGkS5eVevqQk2FQ0AY6rSNjtOtbWVkFRBAIBDj5f9EhRBARBYEKh7SdomoRh6KBpO7ZsKYUgxBtjsZit4ALbtjXyFRWlPEFocLlY0DQDl4tEKFQabW6+0lBwgT179sdVdZE2DBUulxvhcB3C4TBoes3J85FDZnmmK8vlMqPZLK0ThEyyLA1RHATDcHj7dkyXZUk0yzPdwKNHd/u/fVvrVdUIZNmP+XknKMqPeHzv04mJ571meaYb6O/vV2tqGm6QpPbq1y/Cs7ho6JI081OShpIdHR26Wd7//A9h5ejUqQtlZWXxcxSVY/J5JwgCSjY70vngwZ3ZggvEYjFbc/PN9mCw9ozPZ0Mup6KyMohsdq7t2LHd583yKLMHra0PD7Osu8Xvz6KqioTdXg+e34ChIXnHrl214sBAz7gZnukdcDrdEcPQoesKlpdZVFcD5eVAY2OEXFmZiZrlmV7Crq4+Udc36yRpQz6fwdRUCt3dvfjyZTqXSg33FVxAkt6I8/PyJ01zQlFWYBgKWDYEm610bHT08/uCCySTSUXXZzptNgoOhwOyLGNhQUJn5+OB4eF7asEFAECSPvRs3RoBw5SAomh8/64gnRafWWFZEpicHBurqto4y3EcNA3IZJbE5eX0Syssy5mby7eurhrG/fsvjUuXWu9Y5Vj+C1Kpd+00DX1pKa3/+PH1SdEFXrxIjgKYlmUqNT4+Udz6/2ZwcOp2S0vbrfUwTE/xv/H7yzKzs9MfR0ZeL1hl/AG6yh+usLhLPgAAAABJRU5ErkJggg==) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADA0lEQVRYhe2U3UtTYRzHvzuec7Kzzc05RV3OFjpfwmHLMoNqiEkIkkl2FQReCOGV/0VXeVWQV4USgSDRfMGFICoqIinR1izfJpp7c+24497a2dNFN71cnbO2m/pePTzw+zwfvjz88pBBensfms3mpjKnc9Uvl0FlItDc3PbAYmnrz4QhW8Bms+UbjWW3qqsrbRZLO5dzgcbGS/Uqlcqi1xfX1tTY2nIuYDSev51KpWiFgoLBYLyZU4H29nZOpzN0U5QCFJVCeXl5V3d3X2nOBHS6CrNCIZoJAeJxHzgucoam1VdyJqDRVN85OgqxwaAPgnAMjqOh1RbdkMPKkzrQ2dnJmUzNj9VqqoRhCFiWBcueQjpN0jod89zlchEpPMkN1NZes5aUqOs5Lg8sS4Oi8qDVqlFVVWHR601VUnmSBSorL15VKg0URVEgREQsdgKGoaBWF6pMpsvWrAvs7zvfAdq0zxdFIpEAId8QDPrg9fpRUJAOZ11geXlsNh7fm2QYAyIRJURRh2j0NE5ONJMzM6OzUnkKqQMA0NNz31xX19mVTCY0kYiQFkX+qyDwb0ZGHm3K4f3Pvx1Zn7Cjo9/Y0GC+6/cnOJWqFDTNCB7PwtjY2JO9vy34R/r6+ujh4bWJ/X2RbGwcEZ+PkPn5EHE4/FMtLT35WRcYHHzRtrEREMlvmZ8nZGDg5T2pPMmLyGptOldaqqc8ntAv9zQNFBefvSCVR0sdmJ52rAB0iue9tMejRX4+je3tXcRihenjY/eMVJ7kBhYXP2+yLOdqbb0Oq9UCvb4IPC9idzewvrU1NZd1gdnZp4Lb7X6tVAIqFaDVahAKCdjbc02Ojo4msy4AAA7H+FtB+HF2uT6D52PxcHjTLoclS0AQYu6DA3wJBIC1tQ9IJKIuhjlez5mA3T4UPDz0LkSjQDgcg9d7IKt+2QIAMDc38YzjkAYQF4SArPozElhdXXnv9/PeZFL4tLMjr/6MBOz2oaDT+fFVNCqMO53y6gdkLKKfs7Q0PRwIHMp+HAC+A05hQw9Pt2XcAAAAAElFTkSuQmCC) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEklEQVRYhe2X3UtTYRzHv+elnZ2zs5PrZZttHddQS2lQmhYVEpWui5QyFthNbxDVRf9Bf0B33UQgBFJE0kXUIgqTksogaFlSSia6JuR8aS9uO26enef0NzxnuKu+998PH34PPPx+QAWJRC41nj59dXclDL6ScjDYenl1lVEAXLPKYK0Wu7u7pdpaT4/LZe/o6uqSqi4gy00HZdnW6PN5mt3uI8erLlBX13qe51lWUexQVU9nVQXC4cubVFU9LEkCWJZg+3b/qXD4irdqAqq6bXco5A94PFsgCDy8Xq+/qSl0oGoCgUDwCMfpIESHzcajUFiE2+06ZoXF0RYikQgbCu29ubQ0v8NmY8FxLDStDL8/aFMUci8WixEaHvUEamt37VGUmo5sNgOOY+BwSDh06AAaGnY0BoP7m2l51B9Re/vBZqdT4WtqnLDbBTCMiWQygfHxRQnY2gFgnIZHPQFCcvHOzna43VtQLhvQNA2AiZaWBqTTP2doedQCHz4Mf/nzZ2VYFDeDYWzIZg3Mzq4hGn0THR5+N0LLo36C/v5+Tdfli8Fg09lSKb9ZkjaSDRtSf799e/k4Fnuu0fL+538YK6VwuNfb1tZ7LpfLSISswDCkfD4//+T+/VuJdReIRK7LfX0XHuZyeo9pZiCKQDZrYG4u/+b9+8dnRkaeZmh41P/AyZPH9gUCao/TWYAsG3A4BLhcLESRHD1xoqeDlkctUCxuUqemZuF0OsFxLEzTwMJCCrpugmFE27oLTE5+nU6nc6RQWIOuExSLa9A0HeWykRob+/R53QVmZt6OK4oyXSyugmFYEGLCNAFZ5r4PDt6Or7tANBrNCwJ5UlfXAJ9PhWEAorgRhJhfaFmWBABgYWH6Bc874PP5UV/fiEJBwtjY1OuqCUxMTE6USuUEwKCtbScMQ1rMZFJUe0DFGRh4e2dpqWSapmneuDFw1yrH8l3w8eOrR8vLKZJM6kgkfj+zyrF8G/74Mfk1mUzHS6W1oqaNvqu6wOhoNP/r15WoIPD2oaEhy4tIRddxPD7xgGH4ihj/AH/4JiuNatjRAAAAAElFTkSuQmCC) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27578 5.3333333333333s linear infinite forwards;
}
