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7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEG0lEQVRYhbWXXYiUVRjHf7M27UB0Ud4ZGUFtm2EXZR+E0QciEWRRU110UXSR4UeELV5kqRXhXkR1aZAwxWJReaMFJpmrmzgqhq1FHyZtBn0uJLQ1OzPO/rs4z3nfZ975cNbyDId5n/97zvP8z3Oe93nOydF7GwSWAbfZ8zygAJy2PgrsAbYD38xC7xnbfcAPgGbRD9q8/9QGgP0tyo8hJhE1hBB5ww8gRhBLm8Z/BdxyNsYfokAFEA8i3jWFNyCqZliIKcNvdlgdUXYkCtSB4myMr0oml5zBuww77Ix9bdhqhwlxHFFo2ZYnezE+lEzYnVH6nuEbHbbLsFcd1kAsNnwEMdZEoqsnBphDhX4b/AKi4hRXEBfZu0nDtpj8jhv3smGPO+9FEgX+JsRW2zYGiDWIK23CSsQpp3yV4R+avN7kT03+nBCUcxE/ZjxYSrxwuJ3x+4kBV0X8hrjJJhQRv5iSQ4Y9jJhBPGryF4hpxEKTt2eMNxCb7V0OAU9nCRwEQvT6CL/HJi1GfG94NHIccbs9n0QM2fMaxGmnZxviarIB2eSFQSBEeT3DvI54wiZdbi5+3eTNiPluxSAWIH61uTsRi5zR1Yij+DwxGAm8lQz6xPbOr0CIF52iEmJOZkWX2f8exGfOMyAeM+Izpmskebc2EjhCX0bhdYhNiI8RE+aJEuK8FlemfT7ibicXCdmxkVnMsWTMjkjgRLKytYgb2yi/BvES4dNqTTDNfal5opYxHH+TydgTADmgAhSoAXmjdAooA3utl21Ku1YApp28Dbiww1hs7DIAakA/CfNuvz9Ig6+5b0qK0dn1Dh6YBiYIVb0MbAEmu6yKqEqw7gweqAHrmz0QYmA34ZsdasM0j1iCeKDDSvrd88X5UBv+6S0GAI60KDyfkBeGEfsJ2fEQ4pJu7pwrGE7leX3iDZrLd4evIM0DrxCyYXbSR87Q80YkfpI5QmoGwWuCCcHGdPwViK2kn2ObPNA5EzZIi0ieUPVGTX7EGY7VLp8TfCmQ4FvBMymRhbbFSxICSSaEdrWgah6BUIZjxVtJmjU32HMZ8UFUfL2gaiQkGBcsz25ZS0VsroZThKQE4lLEuBn/iTT1NhBvmvy+eS+S4zlHQIIZwV5PoKUaQjwPPEvI39FtJ51Xthq+weQdJscT0c+EotWH4ECGRKnj6mMbSA6iIO5E/OmM10mLTCzN8fD5lBu3M65yQDBlxscMK3Q9EQEMJYVpVyYgjxp+h8O+M+xeh80g1kUSKwT7vOt7Oh23PxUPG/a2M/a7YddmyKbJxveeTsWxFZPtKJIeOC5A/OUMVUkzod8qfy8gN+t7QWztb0bjNN+MrjJ8lP/1ZuRbuBvm2rq1U+/5bpibBZF4O74VWEB6O64Rbsf7OEe343Pa/gVh++M1+d76DQAAAABJRU5ErkJggg==) 15 15, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGUlEQVRYhbWXXahUVRTHf3NtvANREEIPSUZQt5thD31YhJGFSARZ1JQPPRQ9lKRG2MWHzI+KsIeoHg0SprhYVL5ogUnmVZNGxfCj6MNEM+hzIMFbc2fmzv33sNc+Z5+PmTtTuQ+bc/Y6a/332v+991p7F+i9DANLgDvs+zKgBExaHQN2A9uAb/vAnbbcD5wC1Ec9YHb/qQwB+7PgxwU1QVMgQdHJv0CMIhYn9L8Gbvs3nT9MiTogHkK85wFvFjSsYwnGnfxWFD0tRDVwokQLKPfT+YrIuIJoGPDdHvRQ4MA3TrYycECIE4hSZlqW9dL5SGSwKwX6vgfaEDiw08leC/TaiAWmO4rYl3CiKxNDzKDOoCm/gKgHwHXExTMMqGYObHbtdwO9l83+8YA970SJv3BrK7fsA8QqxNVmsBxxNgBf4UfykTmwzrU/s/9fIoqIWYgfUwxWIhYO5XX+AH7BNRC/IW4xgzLiFwM56EGWCqYEj7r2UcQEYp7935bqvI3YZP8KCHgm7cABwK1e/4wj7jWjBYgfTO474YRgofs+gxgx+SrEZICzFXFtYh1kWBgG3CpvpTxvIZ4woyuN4jc8yCbBnHjEIOYifjXbHYibgk5XIo4Qxolh78DbkdKnNneTJB15MQCqIBhIjugKe+9GfI5YGPx7zByfMqzR6N9q78BhBlIU3YDYiPgEcdqYqCAuyFAZ1zmIe4J2GRcd26nBHI90tnsHTkYjW42YnwN+HeIl3NbKBphkXWxMNFMd+6cW6Z4EKAB1oEQTKJpLZ4EqsMdq1UzySgmYCNpbgYs66GK6SwBoAoNEnnd7/iBYfIm6keI0jHSvHRiYAE7jsnoV2AzUuozKIwlYMw0DTWBdkgG3Bnbh9uxIjqdFxCLEgx1GMhh8X4rLDX/3tgYADmcAZ+LiwiuI/bjoeBAxuwuds0zft2cj3iTOB112QRwHXsVFw7TRxwHwWgP3W7KAWGrfr+O27YZA/yrEFuLtmBMHOkfCNnESKeKy3pi1Hwk69tluJuIrs/0O8WzgyDyb4kWRLIqEkJcLGsYIiEuIM95y4qi53r6riA/t+8YUg8cQT2amLJMRk9lwHBeUQFxuIEL8RBx624i3rP2Bseedez7F5BRiT8KBTDYEfx54Dhe/PW1nAqAtJl9v7e3W9iein3FJawAXhsOnQsfR+zIUHURB3IX4MwBoEScZn5r94fPpQG+HyYaMSdHziQhgJEpMO1MjOGLyOwPZ9ya7L0X3GpM/hdiboL6n03H+qdjv8XeCzn432fUpZ2ukF53o8VTsSzmajjLxgeNCxLmgowZxJAynKrwXFPq/F/iSfzM6ZiP06fYak4/xv96MwuLuhoVcWjvVnu+GhT4c8bfj24G5xLfjJu52vJfzdDs+r+UfS3TjMnAwL4QAAAAASUVORK5CYII=) 15 15, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur72687 1.0833333333333s linear infinite forwards;
}
