@keyframes rwdcur105024 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 31 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGd0lEQVRYhe2Wa3BU5RnHf+fsZvfsJZtkr8lm2SQGNhFZREUuRiTTItgAlXYcSutQbWeqRaujkQ6F0lHrUCfSxtbaTpWh0yrtSB2n7ZfAYK0xE7nWcEkIYYMhCUsSdpOwSXbPXjh7Tj+E0CgUaMrU6Yz/T2fO+z7P//++z+V9BD4DaJoqtrcdf+HQvgMLxM+AXH+irf35C0cHNhnS8D8X0NkR2qq0DmwOOkpAA/1UHdUGA/ZFy1cvyckx5Ped7T3Scajp2Oy7l851Ot0z06lk5MPd7zTWt4Zik212NzTcd25vx5PzPRUICIA2NQG1wYB/7eMbd1beNGOBZDRydqCPqoX3NDjsjhqP001cTuD3l+7h9Z89CNQAbfWtoRZRr5dlr9jV8nHH9PLCaXBRxnXj5dVf++7ymq88Loqis7jQWygZjf92r6IonBuMhnMtVl86k44daTv6p91v/3bdks11H4ixzF0FFcWj7e3tLZcEZBsaS4FfAVuAHwJf19VUj0469Zrn6l57M9dindKtJWSZ32x75YvBtQ/fazRJ1juq5m9Mp9LOyc6WMn5ddwM2oBQ4NrH4jUfWL7OYzFPOGYvZjMEovdz885ceTQyf21/dGgKIfyIE2YbGR4B1wHZdTfWrE//fXv+D7VXzq1YVuQvtUxUwgdH4GE17mx5cueW5PwLXzoFtjz629dtrHlov6nSgaf8tPwBN+5tjizc8XQDX0QcWV1XfLoriDSMHUFW1eeL7mgKSciKucePIk6kUklFy1wYD0jUF1AYDkl6fk4/2H1XrVWGSJObOuX1e5Z2Lv3lVAbXBgBd4Pt9mu0e4cfwA6PU55Nry7odJrbg2GJD8X1i6RcuqH9symvKlZSueTSRl73V5FARUVUW8qFRRFPT6yytWURRG42OomqaGe7vqPiFgxY9frFu0fMWTibExhhr3UeQpAqDtRBs5+hxcDudlDkfiY2iA2WymM9KH1SihJdNc8LnxjIxhMOQgGaVL+w8d+YiFc+ezv+Wg3N/ZlgHQTSyurF78nbHRkZvzHA7E2BjZZIoPD+7FajZT6vMjCALR4UEsJjOqpqFks0QdFgR/IbLJgOe2IFJJMTl+L8WVFcR0Gt3hM7iMZgQEBEEgIcs47Q6KC72GOfMWrV4y85YOEeD3L26Zd1fN8uqF9y5l9Px5DjY3kUyncNodzKqYiSAIdPV2IxnGT3M6OcLQDC8th/Yh5ogUVQaw2Gzk5udjd7sRBAF3qR/vnbfR7yugKz4MgK/IS+j0KbLZLPl5eTadTufVA5QFZ/+oyO+3Z9JpxJ5+Vi1biaqpjIzEOBeNoKoqqqqSa7VybngIzZOHy+vlo3d2Uj77Vly+EgCSsgyAyWwmfLqbX3x1BQ/89BXcZT76T/RQ5HKjqmrbhqce+gtwsr41tEMPIIriEoCxoWGsF8ZrXhREykrKiESjuBxO5P4UFxQFVbmAMBInk0rxve1v4Cz0XIpx+ORhUnKCYNVSnB43q+t/yYxZsxjs7CKRiNMy0BeLDkW/X98a2j1hIwJk0unXzw9GOfzuu5HJyWY0GJlW7EOSJMpKygidPoVOp8el6gg17MFoNqO/GJaULKM3O5Fs48kry0lUTaPzwCFcoxmOth555g+vbZ1237ObLpHDxbfgmWBAr0G+fVq5bfWabx2ecdN022UpD4T7z2LLtZFMJhn22Ci7dTZdHR3YrLnYXE4y6TSCIDAWiWKw5eItKWGgp4eD237XfPrUyZVP7Xwr9mmfOoB9kSF1X2RI/nvnqfP3z1vQkc1m5zgK7JfV3fGT7UwvLcdqsTCcTOAJTMft9RL9WzOjx0Mku3rIdJ/FMJIgY9ATiUYw9Q1yR2XQ3x+NKDubm96/ooDJeOO9PR2eVPyvRb6SVYqiCHqdTppoKvFEnIK8fERRxKJo/KOxkfCRY0iaQEV5AKfdgT2/gHg8jlswYB6VcZisAPSGe5073n/v15/mu+KAsXnXrvDmXbvKa4MBH7DqsQ0/2ahqajibzc5OplJSrtWKSTKxsCIIwNH21ku2PeHelnDf2QGrxVJjy/1XJJOpZMOVuK464dS3hsLAq0Ldpt3AoAb+L69d90TljJsfdjtdeoBwfx9nzvRkYrHzL6Bpqd4z3W8d/WBXX3TlmgdcDtcWBMGnquqOvt7uuitxTOmZefOJp1dks0qlyWS+5cCeP28D9taPj1if43P8/+GfYVKKF49gr6QAAAAASUVORK5CYII=) 31 0, auto;}
}
div.testarea{
animation:rwdcur105024 0.93333333333333s linear infinite forwards;
}
