@keyframes rwdcur38951 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 6 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 6 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 6 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 6 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 6 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 6 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 6 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 6 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 6 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 6 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEhElEQVRYhcWWbUyVZRjHf89zYB48DfAUQ6CMLV3iy1kjq1k5M8spunJLY5Y5dJqrzU9ujA9sSi0nbTZ1w17mpjXS5aKJvUB8qBybgKWbMGKNGZzF2xnsdA6Hg4dz4vn3gXMUlOMRhPpv94fnvq/nuv73ff3v67ohDgKBgOrq6gTEG7MLv98vQKWlpf8PgeHh4ZvBTp069d8GB7h69aoAnT59WoBKSkomIzB7hBobGwWopqZGJ0+eFKDa2toZ14SZyCAQCOC7co4zpLF+/XqKi4unG2tqiJ3A+7vW6CxpOkKaynAIUHl5+exr4vLlywK0Jhe9mIueX4AOFq3WO6+uEKCKiorZJdDZ2SlAmxdPzHVlZaWqqqoEqKmp6b6DG/EWuru7lZOTM2HuyLvrsJkGaQ47ADvLq+np6SE7Ozuun2mjq6vrDqVvXowqSdPnpKmBDF0nU4B8Pt/M34KkpCQAtrtg23J4fSl8UNXKlwv9ZGMjGbBFbdPT0/F6vdMiEZeAw+EYMzDg0IUODpxrxbIsNm0q4KOFXh7CnPCz0+mkp6dn5gQZCAQEyO12q729Xa88jq6RoTOlr+kSGWohY9KC5Ha7Z4bE0NCQAF04tE0tZKgOp746sEUXydB3OHUpDgFA0Rt0T4ibAsO4JeyOQy/hL1tLYdnXrKafAUZ5ln4AtiyFzYuhmYyb9rm5uTQ0NNzfSQSDQQH6/vAb+j2qdkAbF6Gnsm/tdutS1EKG/iBTf5KpfrLkIUuAbiMxaeGKewKmObaUX/IzS/DcnH9gDsxLgaez4YVHQePczcUkLezGMdROW1sbK1eupLq6+vagE2pG3ALi8/mUnp4+6dqWJeAPjd2QB+dCsgl7du/Cta8GgNYTBQwOjdDrHaLo8HlqamrYsGHD1IqVx+OZIKy3XOjisSJtd6HCZeib9wp17uBWFS5DvxwtulubFqDo++IOxGXl9XrldDr59ZM9PPn2p0hiZGQE/9zHGOAfiHr+6/A6nin5ib+xWISHcDiMJMLhMAMDA3R0dGAYBqmpqRiGQX5+/r2lIBKJKDk5md7eXubPn8/eFQZHr2RxraKAYCjCgv0/kgx0HS/AMAwG953nYWy46B/fH+LmPiEBSTIMg8YTu0mymeTt/RYTSKGXG/YchkIWfizKXB4sQcQCmwlnW6CtrY28vLx7ynlCAsNk0YtFHxbP0c/o6Cg2m43m5maCwSAOh4N5rpcpXu5hjg0swRfXoL6+nlWrViUkkZTIwAd0EmEtXpqbm4lEIgCEw2EAgq61zMPkw5ZMHhl3Xe12e+Lt3w2SBKgjWoSiLyQAQqGQYKw3XCdTO1xjSv+h/E0B8kcLUV9f3/SrYYwAIMuyJjiKfmuH69a4eGyn3GSq6ePdumHPEaDBwcGEBBKmQBLG+MYAmKZpWJYl0zSpP76TJJvJE/trwZ5Ev2nSemwjvwGpqakxLcXVwl2f5ZMFjyE2nTIneSw4kBLqZsXezxLtaaKfKVnfSVCGYXDDPvHtmBLqjq3HyMaNkzAFU8FUAs8Yxos1hqn8/y/CPmzaZd4k/wAAAABJRU5ErkJggg==) 6 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 6 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
}
div.testarea{
animation:rwdcur38951 2.6666666666667s linear infinite forwards;
}
