@keyframes rwdcur171139 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEVElEQVRYhe2Wz29UVRTHP+/HzHRm2um00+lMKQx0kAbLD0UJhkogrvytCxcmLkh0QVz4B7gTQ4hxayTqxg0xQhTRBRITTdPWAEE0YJRiKhNqoS0z7cx0Zt7re2/evdfFNFGwlLb8iAu+ydncl3PP552cfO+BB/qfyrxfhYwFzvqBT4GXgThQAKpACJCAupdAJjAAqB1P7lbprlVq26PbLgMngL3Ac0A70MQ/Xbqjbt2c7APF9PZd/t4PDsudajZYGsuvPvb1sUwqm+rf/+7+pkRb4uOZ0kxsPvcdYIpGZ+RKALQFzvZFkl0fvfbJF/LFTb3mI7ohW2yFNKQcPjNs/nntspyzbEZGR/Qjx49eBJ4HrqykOCw8A5PRrsxL4d5tLbXONSZGUOs2DC1s6/r6TA+bevq0/sf6tS0PbybVmUwOnh66AJxfKYC+wFm+nBu5NDZ40ix4ilOu5CcUbpuOlBphPYzh6PS0r6M10gqNeVix/guwZw+R9NpDwUDzhJcv2zMCzgjFsFRU4zoyoIEGGhrZVetlKBTK3V2AwUFpT16JXPzyUGfh17MRAYw7igFbcKoukW06KtDIrNpV3XXd5rsL0Jjmb5viHQesq+PSn5xG1H2KdfjFlfzoK2ptBjKgkZ/JA3TebQAAzylPJ0ujF1ATZWTJQijFuKv4YbbOkCOxwhrxeBtA+U4AFjORZne2qMuajRifRq85SF3jesjkdFcrsZYA6XVpPxaNTVesyj0BeO/ahYFd8e4NG82mKC3JjPTrc7qHzdVUJ6qn2//+w4NmxaocNEJRKVyrg4ZLThmGURNCZAEHGGIRn1jIiP6tLLAbiGAYOYSIAGmgGIrEiq5dOZhYvXH7zlfe8pvxzLpTI9GeIm6G5czEmO5ZNQ4feX9Rs7qdj+fmA4S44YNrVzBCUdn31JsnYx2Pm23tYbozrUQCJqZCz6Co/jXGjuujfWcHvjoAvE7D6m/QrYZwSRKu1eFWK6ZbFlhFj0rRoa4pXFPDNXXMtRk6sr0SNO9WP3srgKWCxeteDSWhVvYoFCwKZQshJSiF73sEmiJEYvHKcgGCSwSYakqm0IIGEijPOpRmbCo1B6kUwVCYVHdWtyulfcDW5QA4SypvGLbZ1iIJN940BZQqDsWqjZASpRTZrU/4z77xtgc8xALvxh3NAEJkq/aErqWjaC1BNM1ACUXVdimULXwh0HXDtEqFZuBVwFsKQGwZYLYw6qg1YbTeOCoZREtEsZ06UzNVrher1IWQW/e8IFdv2NIHZG6+YKF9QMzHUlTNnxt+upa/0jE9ek7WdVd5flULJtpt6YnAnOuhIzTqtnH6xGdxz7FHgJ9vB7Cc1aoEnKzk/mgpXjo/VPj97Ejuu883Cd/LT/52Kmp0Jry5Uh53dtqfyl00asWCAI4u4/5lq4PGVv0M8E28d/NoOJ4QnWs31GnM6AD3aeU352MVsA84Pl981/0ovhjUA/3/9DeV4eMPYZO86QAAAABJRU5ErkJggg==) 15 15, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAESElEQVRYhe2X228VVRSHv733nDmXmTM9154LpZSWS4tEJOAltFyMUYgmGGN80hgfNOKD/gMm6AvhP4D4TqI8AJGENCY2GEVCjKnWVEsBucjVFk7L9Fx6pnPxoZBIc3pMbQUf+CXzsCaz1/pmrz1rrYHH+p9Ke5TBtwADwBHgXaAIaGzfrgFygb4sFvgyGnASCPKbemeimZzX0tkzihDHYoWOl4DdgN5kvQQic+ymUnNsH9j9bN/2ng8PHHKzW3cSXbMxLsOx7kzHuufHR358O2JlZ9x69TXgdWAYmPzb+gBw59hNJRrc21NY1nbwxPF+rpo5vp50GXcCnLHJ6vjQmVj1+jV/4twQdbskrw998xvwCnD5nwLNp7k7ADC2ZtWqV7c+2Wv0FIpCKF2UpGLGMkPm2m6sZStFvmOzKPb0IlUoO35hcAj4+d8CNMrRtcGfBs8e/fKINCu+3CYFL0Qk7RGBAkLpJFp7FmUahKImPJjzJQHQgcO5znwZFbhmOWCLLnk6LEmFQOoaImshkwZmtt1HqYtLDeAApb2f7o2d+uGUJkKgTwU8E5JsjSnaIgIlBEiJV69JPM9cagAfOJ1Opg9cuPa7X3NqSC8gbvu8GJH0GYqsFqDCGnVRBWhdagCA6p2JO1a1UiUciYAP0glQJY9NSvBcTCNbaMHItcKDn+GSAbiAPnJ+RF65dYVABiBA+GDYPtuUYFc8xFMrim7YMG4vBmC+MukCn3x+9IvN3V2ru61oCyuLnX6lVpF/3h4j0ZKg0FlwBw7u1+qVyj4VNnyvXskAKeAWSpXxvE5gGviWJnWiUSG6D6Yx2we2ATFd1y86jhMD8kDJsqySbdv7Um3dm9fteN91yrbmOGWimRxaMu5PVW9IVzoMf7a/abFqtgM+cPHeheM4Dzxg2zYqbPi9b3zUH09t1OqTHoEPQlcQVTLX00ewPMrdC7+uuzpw/GPgvYUAcA+gqbx6JWP4dS2ZilLGoTLp4LseTHkAiLhG2Ez6gD2fj4W217lKuPUyy9otCsvjtOQjiBgQA3wPv1Qm2bUB3UpZQOa/ALiVTueIhUKk8wap5QbJQhRpCNA9ZEgStVLSsUtvAWuWHEApVU2omK8FIJUkmzDI5eK05gxiqRBBtUKyuLratevNMcCkQcoXBeB5XuftG5fl/bavpCBhRmjPJ2hNmkR0Da3mx/zpehH4oJGPxaagOlMpM3X1CoHvMeNMI6VEU4pMwiCbMNCVZMWOl93E6ifW06BsN5oHFqKpoeFTO8sVOzN285J/8/JoMF2xRUs65yohZETXfIEnahPjnBs4knLrtVFgcCkBJoD+65dGsucHvx/84+zQd2dOHNoQjprV4dNfaXEr4eHW1PTdcffG6C9U7pYADi8yZkNpzA4mJtAHvAP0t63dcCmeag0Kq9YHzB6UkzykkT/C7PnqAPYAx+4F73sYwefTI/3Zeax59RfBXXEuA2TgWgAAAABJRU5ErkJggg==) 15 15, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEVElEQVRYhe2Wz29UVRTHP+/HzHRm2um00+lMKQx0kAbLD0UJhkogrvytCxcmLkh0QVz4B7gTQ4hxayTqxg0xQhTRBRITTdPWAEE0YJRiKhNqoS0z7cx0Zt7re2/evdfFNFGwlLb8iAu+ydncl3PP552cfO+BB/qfyrxfhYwFzvqBT4GXgThQAKpACJCAupdAJjAAqB1P7lbprlVq26PbLgMngL3Ac0A70MQ/Xbqjbt2c7APF9PZd/t4PDsudajZYGsuvPvb1sUwqm+rf/+7+pkRb4uOZ0kxsPvcdYIpGZ+RKALQFzvZFkl0fvfbJF/LFTb3mI7ohW2yFNKQcPjNs/nntspyzbEZGR/Qjx49eBJ4HrqykOCw8A5PRrsxL4d5tLbXONSZGUOs2DC1s6/r6TA+bevq0/sf6tS0PbybVmUwOnh66AJxfKYC+wFm+nBu5NDZ40ix4ilOu5CcUbpuOlBphPYzh6PS0r6M10gqNeVix/guwZw+R9NpDwUDzhJcv2zMCzgjFsFRU4zoyoIEGGhrZVetlKBTK3V2AwUFpT16JXPzyUGfh17MRAYw7igFbcKoukW06KtDIrNpV3XXd5rsL0Jjmb5viHQesq+PSn5xG1H2KdfjFlfzoK2ptBjKgkZ/JA3TebQAAzylPJ0ujF1ATZWTJQijFuKv4YbbOkCOxwhrxeBtA+U4AFjORZne2qMuajRifRq85SF3jesjkdFcrsZYA6XVpPxaNTVesyj0BeO/ahYFd8e4NG82mKC3JjPTrc7qHzdVUJ6qn2//+w4NmxaocNEJRKVyrg4ZLThmGURNCZAEHGGIRn1jIiP6tLLAbiGAYOYSIAGmgGIrEiq5dOZhYvXH7zlfe8pvxzLpTI9GeIm6G5czEmO5ZNQ4feX9Rs7qdj+fmA4S44YNrVzBCUdn31JsnYx2Pm23tYbozrUQCJqZCz6Co/jXGjuujfWcHvjoAvE7D6m/QrYZwSRKu1eFWK6ZbFlhFj0rRoa4pXFPDNXXMtRk6sr0SNO9WP3srgKWCxeteDSWhVvYoFCwKZQshJSiF73sEmiJEYvHKcgGCSwSYakqm0IIGEijPOpRmbCo1B6kUwVCYVHdWtyulfcDW5QA4SypvGLbZ1iIJN940BZQqDsWqjZASpRTZrU/4z77xtgc8xALvxh3NAEJkq/aErqWjaC1BNM1ACUXVdimULXwh0HXDtEqFZuBVwFsKQGwZYLYw6qg1YbTeOCoZREtEsZ06UzNVrher1IWQW/e8IFdv2NIHZG6+YKF9QMzHUlTNnxt+upa/0jE9ek7WdVd5flULJtpt6YnAnOuhIzTqtnH6xGdxz7FHgJ9vB7Cc1aoEnKzk/mgpXjo/VPj97Ejuu883Cd/LT/52Kmp0Jry5Uh53dtqfyl00asWCAI4u4/5lq4PGVv0M8E28d/NoOJ4QnWs31GnM6AD3aeU352MVsA84Pl981/0ovhjUA/3/9DeV4eMPYZO86QAAAABJRU5ErkJggg==) 15 15, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur171139 5.3333333333333s linear infinite forwards;
}
