@keyframes rwdcur202020 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHoklEQVRYha2Xe3BU9RXHP3fvPu5jHwkhL/JiqECBgMRCRBSNWEBop4A6aEGGYu3U6YiMWh3bzhQrrdqKtZ0+aKcwiqJoFHTKUFDaiTAj8tBYpSGkNJQQ0pAQ8trdu/du9t5f/7i7YVkTYTo9M3d2f797f+f7/Z3fOed3DoAY5blMfF6mKn5+F/DR5JOJez3YEgiPB9sjEZU9fOKVeQaYmrv2SjIS6PB/j8RdkkQLhATMFXCPgMcEPC3AFmAIaBbwsoAHBZQKCT4Bll0NuJQDKmX9rwJ2QtksqAOqAW/O8u+PoDIJ7AKeAxoPAquBs/8DAdmERQrcAnhGWT4SgYzYwCZggwHWWqD+agikJQh8BxiX83kSaAHagS6gDFBxj70WWAjoOWs+AxYB51cD27+IAMAKCL0B3wWKs6YN4G8EA0d59N4hYjEvkvChyH4KNZWysM5nrRY/2z2ILe4DfgiMyVrfDMwHzt+da4lsApUgN8FDwct3fhJ4k8fuNQAPNRMDlOer+EUAM+6np9fLyTMOanIsc4om0NyW4P79h4EtwOIcS9TGwJpGlk/IWV+8A4snwYysqUamT9jO25tgzeIgt80MUqwFwdKwjSC6k0elWsy8cdcwKVROxwWHo+293F14I3b8dU4PqVzSVwz4/PDXGmBbrgWWQdnb8BCXHO4ky+teZOMDCs3/kmlqhWBApjSioskqitCJDfrp6IYLF2UidhEz9ElM9k7BGyumrdtizYnHaXV+D9ye1mnj+krjcnfDlwg0wKo6mJkeGsDzvLrRZNlNQRRJRVgKVizAQJ+CMaggJ0N4rTCymYc/MRY7mo89kE9/n4+jne00dnUwh/msvPhw2vwZn9gBrHwfuDVDYCqEmlzHycT5bt54+hATSjTe+xA0n0x1WZgFP2obPpw7a8q5Y1I11ZFKent9nOlOcrJ7gLA1jlrvDYy3pyPiYfb07efhZBNuXgA3ksYDndOAE17XPtOzwJPogaMsrNUJ+1RqyjVi/QHaO3zD4JtXzEWxg2AGaYmmiKTGMMNfzq1FVRDLx46HcRIqYsjPRLkaN1/8BNAAP3An8NvbMwSuh8osx2th9lSLllaVmVUK8pCCKjSuGePGd+uTyyjwFODEItixCHY0ghPNw45GSJoqkqkhTJUuq5cDiT9jJmGdtJ7fiHeB5WmM2bi47rZnQUUWgXYeX6URj/p56sUoXy6F6mKVUtXH4C/vQhghPj0TJ5IKUUIQxwhiGzqn+3u55WMXYH3oEcpTk5nH1yj0VPCB0wAcyCUwK0OgHPKzCHQxvlBlYmEeN1bqnO8M8M82ONIR5XxvPyLl46mGDwF4YsZSHFPBmwwTTzjDGh7wP4qEjhgKIISHIsqAE1kYVZBONl73ULLTwRA+FISpIEydwkCQgnKd6wvc3TpGcJjAusoV2LEITizMqf5uft21FQBPSkGkfGB7MByDvaIeSGRhBAAUcIM+6cZnRnxs22vQ0+NFWAqOqeEkdGwjiGO4vxlxEjoioSNMjXJnEj8ObeRwpAVh+0nYFh/YDWx1NlHDPNw7IyMWgJmxwDnomwBF6ZfFTCwZYMfBAVKmSW2JTJUSIexoiEQQJ6HTunQz1qCOkwi6BC0VOamyxHcHZ5Pn2GPtwUhZzGUR32MDh2ng8jqlDeA/GQIfQXsWgQpazh5nblUp1xVWcPLfsK+1i/aLZ/HYflQRQnPy8Fg6knWKi3GTc0YPfzeP83XPN7mWG1jKGjQpAsKDQKKJjzKOl5ZjuLgugSNwdgV8Jf1yMs/squePqxzmFQWZWZjPdCWMUxLGjoexojqJqIIk5TOl+atkywvqaxTZlQhHdsGFRJQBfsUmLq9JjuHiuj6wD44DqfRLP4JaEpaDSCo4loIwNRxTRySCyGYeWrKIgDWG98r2Dat81vcnipyKy8AB3mILsBY3CeG6HG/h4l7hLti/ZhHX6tNwBvOxo3lu8olGcOJhHCOIMHRSph876UO2NYTjAceDcCR66GIv9TzLL3A3mAn1HcDKRtImz8TfAPTe495UEuADinnl09ec7qgh2ZaCHdeRjDwkYwwYYRxDR5gqJFWGUhJ9Tj9tzmkaxSH2Us8f+Cm72JaC1z1uqgc32tYCnaW4TveX7IKkAZbUpS+ptDQiUZ9aXbbAO0+7mcGo4MDgEfKcIsrFl0jYSbBl8ikkLAoooQoJif3sdLbwnAkvabAqS9/PgScygyQQyC5zG+Ddm2Gy51JFdB0Czftyx5sckP/R863I2rE+EWAOt3ETS5CFii059Ioe2jnDAXYnt/HCOYPwBNitXaoDwL2SN2SNOZTxgYXAZtwb6SCE5o9WE8JR0vmDYsoaCyj2dtNpRul3LBJzoCBt4h8wSk34UlpBP/A80CMBF4CxWUjrILQV7ueLq+JuYAiYgptkZuNWv1rOmitXxX1AXhaBAuAbIG+FRcEv7gtg9N4ghdsXPBkD69uM0hfIuHmxDogB64GPgSYQr8KpGmge714ehaMQmZszTqax7gO2vw/2AtLnPZLk9gUjyTKXWKjODaeK9JOPm0gfTO/hWPrZCXQexnX5d65C/1XLVOARPt9FW0DrCPOf67D/X5IL8soo81dF4L91sflGgyvc1wAAAABJRU5ErkJggg==) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHfklEQVRYha2Xe3AV9RXHP3v3Pnbv3tybS0hIzMuhDWAICMhDsVSwFhnrFPCRPoDSduzUPrRTaRksU2xlFOxDWzuVOoVBxooDrbZTSqGmTsBREYogpAGijSUJURLy3vvYvbm7v/6xu8nNFZw49Tuzs3fPb8/5fvf8zu/8fhdAXOEag4CfWiXIb0MBmgMySb8PSwLh82H5JHTZx0m/zBagNt/3wyDlkUnuXXi/fRJ3CXhEiIIpMAOoAiqBOCADFtAPdADtQBMS+lsCfgr8ZTwCPAjGCqgGXoDyubAYqAP84/imLPBv4BDQ+QqwxlX2UQXIBtyqwE2AbxzE+bCBw8A/UmB9Ddg7HgEuIsA3gKvyXs8ALTjp7gKGgQAwCWdapgLBPJ/3gO2Avgb4w4cJAKiHgj3wTTeohxTwMpHQMdatHiaR8COJAIocpDisUh7VON1q8si+biwxD/gMEM7x7wKeBvQv5GciV0AVyM1wf2Tsl58D/sgPV6cAH7NrQlTEVYIihJEM0tPn59x5GzUzketLJnO2Lc09Df8E7gam5WXiyQRY08mpiVwBjXDbYliSYzrBjMl7+N3GIAumhRHDQXq6g/T2BknrCoGsRoQYcamI1ECEM20mDS0XqczW8Ld3j9OQnAzMGUvB3w+RQ+IJWAHlf4b7GS24c6xcvJPN9yqc/Y9McytEQjJlMZWwrKIIjcRQkM5uuNQrE7NKmKlNYar/GvyJSbR1m6w9s55W++acTNjAk0DnStwl6glohFWLYZb7mAJ+yXObDVZ8KoIiqQhTwUyEGOxXSA0pyJkC/GYU2SgkmJ6IpcexBuMM9Ac49n4HJ7o6uZ6b+XLvPcA6RmviJLB7JAsSUAsFzfAjRtf5PvY8+jqTS8O8dATCAZm68iif3dg2ksw7Z1dwx5Q66mJV9PUFON+d4Vz3IFHzKub7b+BqawYiGWV/fwPfzzwD3O56ZoFHAX06cMYPLHM6nEeeQQsdY+l8jWhAZXZFmMRAiI7OwAj5tvqFKFYEjAgtepZYdgIzgxUsKamGRBwrGcVOq4jhIDVyHfAvYCnOEvXj8L2+zBOwwGmvHlqYV2vS0qoyq1pBHlZQRZhPTtAAaP3JCop8RdiJGFYihqXHsPVCLD1GxlCRjDDCUOky+zic/itGBu6TNvAb0eISg9MzWIArZ65rcNHB+lVhknqQh3fqTCuDukkqZWqAocfvQqQKOHU+SSxbQCkR7FQEK6Xx7kAfN725EoDvFTxARXYqi/gcxb5KXrMbnTIbK2CuJ6DC2Vg8dHF1sUpNcSE3VmlcfD/E221wtFPnYt8AIhvg4cYjAGyYuRzbUPBnoiTT9kiEe4PrkNAQwyGE8FFCOdCdwxEHt9n4nYmRcwaHCaAgDAVhaBSHIhRVaCwocr7WTkVGBNxXVY+ViGEnorwz0M2vu3YA4MsqiGwALB8pO8UBsRenbXvwAyjgLPqMs6V6CLDrQIqeHj/CVLCNMHZaw0pFsFPO3YOd1hBpDWGEqbCnsKlgM2/EWhBWkLRl8prVyA77F8xmEc6e4SELYHhSLkD/ZChxBydRUzrI868MkjUM5pfKVCsxonYYkY5gpzVal2/DHNKw0xFHoKkiZ1RuC9xBe+YC+839pLImC7mVb/MQb9DIaHxwzg+85wk4Dh05AippaW9iYXUZc4orOfdfONjaRUdvOz4riCoKCNuF+EwNyXyH3qTBhVQPbxlN3O77EtdyA8tZS1iKgfAhkGjmOPmF7vA6Ao5Cez1c5w5OZcuLe3l6lc2ikgiziuPMUKLYpVGsZBRT10jrCpIU55qzt5CLJ9TdlFhVCFt2yIWEziC/YjOwMV/AUa8GDkKTNy9AEMF80qaNyCjYpoIwwtiGhkhHkI1CwpkSQuYEXio/OBJya+D3lNiVY8gB/sR2YB6j54QsDh8H4Yp7wdeBGTSsvZFrtenYQ3EsvdBpPnoMOxnFTkUQKY2sEcTKBJCtMML2ge1D2BI9dHGAvWzlZy7hDjf2SWD3CdyU5+2GbYwuyQPA5+21067zLSmaR7WooShTjZIuw5cqxE5pCENFZEKYWZshW6fb7qJdtPI2TbzKQZo4kYV9fljmxrRwjpqdAE8B38k7Dzy2GNbnmJ5D4qvZNeW3+BeFP82QLjg8dJRCu4QK8QnSVgYsmTjFREURpVQjIdHAC/Z2fm7AM2FYlRPvMWCD95ABQjmDbIKQBacEiJzrgIByUS1XXHpowo/Fnerd4inleXE6NCia5Yw47TPEIemCeJZXxbfYZIYpaIVy1y83zikBodz/HY0e8VKgFadVvQylAs7kOfcKWCcgPhJgEuVv1jLn1ETKjoZQjzj2IgE/cN/P9T8jnLjsBLYBW4CJnoBLOaqSTgWWig9mQghICnhRwIMClgtY6t4fdO3Jy/ic8shXcwX05wlQgHoI6bBVQPYyQcdzDQvYIpw41F+JHOCLbha6gK/k2KuceZojYLcAc5zEpvv+HG+eqy7D+ZGwwglUJuC7Ana5c5p0s5N0n3e542UCOOL6fayoBR7gg/+iTZwizreLy4f5/5FP8uwV7OMS8D+uY3U9BkO6hgAAAABJRU5ErkJggg==) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHiElEQVRYha2Xe3BU1R3HP3fvvu7ezW5CSEjIi6blFQIWykuUykOtYx15aIEWGbDlD6cj4xQo4wxTqVCtzvgYdTroFFTGUkem1E4rgsQ2wIyg4SXFRKINEkIKiXnf3bv3bvae0z/ubrIEojj1O7Nz7j2P/X5/5/7O7/c7AHKY31XweakK+vlDwEe9TyXu9eAoID0eHI+CoXo47VX5PVA1dO1XQRlCpqRbmXn2KNwv4Qkpc8bBZKAcKAPyABVwgG6gBbgInEXB+FjC48DfbkRABpKrBVQAe6FkOswDqgHvDdiUAj4BDgGtR4BVaWXfVEDAgoVBuA3w3ADxUAjgMPCeCc6DwJ4bEZBGEfAeMAV4JmtKEmjE3e42oB/wAaNwP8t4wD+E4r/ADsBYBfzpqwQALIOit+BfwMSs7q3APwkH6tjwQD+xmBdF+giqfgpCGiURnX832Tzxj3YcOQNYCISy1rcBrwDG8qE7kS2gHAL1UBd2Lc9gP7CCXz9gAh6mjg1QmqfhlwGsuJ+OLi/nLgi05EhmF1byaXOCtTXvAz8BJgzZiRdj4EwiyyeyBdTC0/NgU1bXbiZXruHlzV5mTQgh+/10tPvp7PSTMIL4UjphouQp+Zg9YRqabWoar1CWGss7509QE68Epl1NwbuHgPlDBSyGaW9DHe7Rci1fMu9etj3k59P/qNQ3QTigUhzVCKkaQakT6/PT2g5fdqpEnUKm6OMY752INzaK5nab1Q2baBILsnZCAC8CrUtIH9GMgFp4cx6sSL92AZPZva2DxbeGCSoa0g5ixwL0dgcx+4KoyRy8dgTVysWfGIlj5OH05tHT7aPucgun2lqZzQJ+1rkW2MCgT5wG/jywCwpQBcX1cIFBD97IW0++QGVRiIPHIORTqS6JcMfm5oHNvG9qKUvHVVMdLaery8eF9iTn2nuJ2KOZ6b2ZMc5kZDzCvu4afpV8HbgnvTIFPAkYk4AGL3AX3JdFHkcPvMqdM3UiPo2ppSFiPQFaWn0D5NuXzSHohMEK02ikiKZGMMVfyvzCCojl4cQjiISG7PczVq0GjgN3pjm8uBH16F0ZAbNgZpajHGRGVQ+NTbl8vyKI2h9EkyG+N0IHoOm3i8n35CNiUZxYFMeIIoxcHCNK0tJQrBDS0mizuzic+DtWEtYpj/KSbEwTgxszmEVaznSYkSWgjk0rQ8QNP1tfM5hQDNWjNIo1H33P3Y80czhzIU40lUMRYYQZxjF1zvd0cdvJJQA8krOe0tR45vJjCjxlfCBqXTe7WsD0jIBSN+xn0MCYAo2xBbncUq5z5XKAz5rho1aDK109yJSPrbXHAHh0yiKEFcSbjBBPiIF/eMi/AQUd2R9ASg+FlADtWRx5AKMzAvwQyBpM4COItIJIS6cgECa/VGdWvmutMMMDAtaVL8OJRRGxCJ/3tPNC204APKkgMuUDx4MpTPbLPbhhOwMvQBDcLJMEO2tQY9d+k44OL9IOIqwQIqHjmGGE6bYZiISOTOhIK0SpGMdjOdv4MNqIdPwkHJsPnFp2imeYylzcnJFBCsDKSLkEzZWDwaKKsUUnefNILynLYmaRSkUwSkSEkIkwIqHTtGg7dp+OSIRdgbaGmtS427eUi8lL7LP3YaZs5vAjfskWPqQWKMwS0A1ubMYLnIDjWQJm0nhxB3MqiplWUMa5L+BAUxstnRfxOH40mUNI5OKxdRT7czrjFpfMDj62znKP56fcxM0sYjUhJQrSg0ShnhMZx0ujBZfXDUTr4eFn4aX0YByFMl5Z+R2WV09yI5wRQcQiOPEItqGTMIIo8Twmnr6dbBzWPqPQKUc6KggVKRUMepnNaGAzg7HmbeDoBuA5D3AA9rquAICO5OckbIFMBhF2EGmFEJaOTIRRrVxCyUIC9ggOlhwYIH/K90cKRRlSqK7l0o3yf2EH7jHPkKeAs7i8X5MLalbfwk36JERfHo6R6wYfI4qIRxBmGGnqpCw/TtKH6oSQwgPCgxQKHbSxnz08xW+4Ti44BfwABlNfL3yxAtbiHgwNqOKNM1tEuxFXHDuIE9dRzFwUcwSYEYSpIy0Nkhr9KYVu0UOzOM8peZT97OFlfsdfeS0FKz1QnKYRuPWIUZz2yne/th5QWJNaVXK7d27oh/QZksN9H5ErCimV3yXhJMFRyaOAiMyniAoUFGrYK3bwtAXLQ9epBzIvSSCQLeAxCGyBOs/VFdEBYC0VqtKxJvrgyE8S51gol3KrvBs1peFIQZfsoEVe4CgHk7t4/pKJUjlMRYRbxgNu2TxfwU1T23EL/iNQtODamrALN4W+SvoMM4qSU/mM8rZz2TLoETaJ2e53ngEsYJia8HXcANQDPAt0KMCXwMj0TBNYB0U7B6vibJi4/ceBBiCB6y99/D9VcTeQm8WQD9wLgZ3weBg2Muirw+GZ6/Q5uPeCgzFwfsEw9wIVaMa9+sSAR4CTQD04u+H9qfDOGIikrRtOyNGs5xRwJs136hDIO4ZM+MZYDNRCsYSHJeyS0CAhLiGVbjdKWC5hjoQcCRxLr/tWUQWs59pbtA00Xaf/mhv2t4WhJG8M039DAv4HubQNMY7pCv4AAAAASUVORK5CYII=) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHjUlEQVRYha2Xe3AV1R3HP3v3Pnbv3tybEBIS8qJpeYWAhcpDlDZQtdY68tCCLTpQyx9OB+oULOOUqbTSUphRO+p00Cmg1lIGppaOFcGk04AzIvIspQGiDRIChcS89969uze7e/rH3oQlJIVx/M2c2T2/8/h+z+t3vgdADJOus1CQKiXM7yIhGkIyqWAARwIRCOAEJHQ5wMmgzG+AqsFtb2ZDgQ78ByQeliQaoVjASgF/EHBWgCHAyX7PZv0rBRQLCU4CCz4PEf9/OXAUpgnYKcASIG4hWdn60wRwMNvP5yEQScNmAfYtAg9OtoBNAuQUsHg40ODQJIqA9xSYMqg4BdQCR4AzQBpQ8ZZ9BnAvoGXrytn04yhs3QV6GPjjYALSoPxiKNoF/wAm+tydwEZike2sebSXZDKIJEIocpiCqEpJXONfTRa//lsvjngc+Bmw3de+FXgV0JcAu4cjUA6RBjgSu37k+4AV/PTRNiDA1LERSvNUwiKCmQrT3hnk3AUXNTOSWYWVnG1Os6LuMPBtYIKvn/8CLyXBmQRcHIpAPWyugbU+1w4mVy7nlXVBZk6IIvrCtLeF6egIk9YVQrZGjAR5Uj5Gd4wzzRZ1jVcps8fyzvlj1KUqgWnXQ/DuAWDuYAILYNoeb23lgZEvrHmQDU+EOfsfmYYmiEVkihMqUVlFERrJ3jCX2+CzDpmEU8gUbRzjgxMJJkfR3Gax7Mxamtx5vplwgZeAywuBv/oJ1MPOGngkm+0EJrNjQzsL7oqhSCrCUrCSEXq6FIxeBTmTQ9CKI5u5hNMjcfQ8nJ48urtCHLnSwonWy8xiHt/vWAGsAaLZvk8CfxqYBQmoguIGuACEs5WeYtfGF6ksilL7IURDMtUlce5Z1zwwmQ9NLWXRuGqqE+V0doa40JbhXFsPcWs0M4J3MMaZjEjF2dtVx08yrwMPZFvawEZAnwScCQL3wUM+8BRaZDv3ztCIh1SmlkZJdkdouRwaAN+yeDaKEwMzRqNuk7BHMCVcytzCCkjm4aTiuGkV0RdmrFwNHMU7omG8kz8ZOHRfP4GZ3hnut1qmV3XT2JTLVysU5D4FVUT5ygjvfDf9YgH5gXzcZAInmcDRE7h6Lo6eIGOqSGYUYaq0Wp0cTL+NmYFV0tO8LBqzwABleLgendthuo/AEdYujZLSwzz7ms6EYqgepVKshuh94WGEkcOpCykSdg5FxHCNGI6hcb67k28cXwjAkzmrKbXHM4fvUBAo4wO33ttm1xO4vZ9AKVT4CJxhTIHK2IJc7izXuHolwsfN8NFlnaud3Qg7xLP1HwLw9JT5uKZCMBMnlXYHengivAYJDdEXQYgAhZQAbT6MPIDR/QTCEPEVpgmhIEwFYWoURGLkl2rMzPdG6xqxAQKryhfjJBO4yTifdLfxYus2AAK2grBD4AQwXIN9YjfQ58MIAigAASADlq9Q5Y19Bu3tQYSl4JpR3LSGY8RwDe/bb25aQ6Q1hBml1B3HMzkbOJxoRDhh0o7FB04929znmMocIOTDsAHMfiqXoLnyWrCoYmzRcXa+34NtmswokqlQEsTdKCIdw01rNM3fgtWr4aZjHkFLRc6o3B9axMXMJfZaezFsi9l8ix+xnsPUA4U+Al3gxWaCwDE46iMwg8aLW5ldUcy0gjLOfQr7m1pp6bhIwAmjihyibi4BS0OyPqEjZXLJaOef5mkeCHyP27iD+SwjKiVABBBINHCsf+NlrQUP1wtEq2Hl8/BytjCFRBmvLv0SS6oneRFOj+Mm4zipOJaukdYVpFQeE0/ejd8Oqh9T6JQjHBlcGSEkdHqYxWhgHddizR7g0BrghQCwH97ytgIAGoLHSVsuIqPgWgrCjOKaGiIdQzZziWYKiVgjqC3ZPwC+KfR7Ct0yhCt7IxdelP8zW/GOeT+4DZzGw73JXVC37E5u0ybh9ubh6Lle8NETuKk4rhFDGBq2GcbJhJCdKMINgBtAuBLttLKP3Wzi5wxxF5wAvgbXrr4e+PQRWIF3MDyV8+ap9W6bnpIcS8FJaUhGLpIxAow4rqEhTBUyKn22RJfbTbN7nhPiEPvYzSv8ir/wmg1LA1CchXHx9IhenN2V795UD0gstx8ruTs4J/p1enXBwd6PyHULKRVfJu1kwJHJo4C4yKeICiQk6njL3cpmE5ZEh9AD/ZkMEPETeAYi6+FI4HpFtB9YQYUstS9P/GDkv9Pn+KZYxF3ifmRbxREunaKdFnGBQ9Rm3uC3lwykSvguQygiwOl3HADmSnjX1BY8+fw+FM0bThN6Oq8LgFGUnMhnVLCNK6ZOt2uRnuWt83Rgnm/NwacJX8cLQN3A80C7BHwGjMzWNIBVULQN3uNGVWzg+Y8Cb+OF1xDecpYB47m22/0j3wrojzGMKu4Ccn0I+cCDENkGv4zBU1zbq357bgif3xy8d0ltEpwfMkgN95sMNAM1QBJ4EjgONICzA/4+Fd4ZA/Hs6PxEDg0DbAOnsngnDoC45/9UvuFdMJQt8IgV13jKaXo27cGL5DbeJLZk02lAPwxsJis8vyirAlZz4yvaApqG8N/wwv6ibDDIm8P4b4nA/wCq4z84q7JAVAAAAABJRU5ErkJggg==) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur202020 2.1333333333333s linear infinite forwards;
}
