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1%,1.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
5%,5.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAFBklEQVR4nOWbzW4cRRDHfz276/Xu2padOP4OQsEmUiIOSFECByQQJxC5EC5cwjUHJA55gDxAOCPOEXeegDMvgOCIxA05CCzb8Xp3dopDTe307K6dAzs1kvlLvTPT0ztT9e/q6o/qgXoheaoNSY3vFuE9hHehRhLqIkCEj4oL7uqhBtRBgAifAqGcyS09OMObABEezcrOf3eLCyd4EiDCY7Tm7bVmBabzCOF6nFE5vAgQ4Qmq8GQqFQMEYdkuKocHASI8BRqUa3+qWH7M8qt2nFkZqiZAhGeUlY8TFEOBohkoUkQtpFISqiRAhG+BJoXCjYuKYjVfILeEhWpJqIoAEb5HFU5QEpqoFVjeuOiM8zSSUJDOVMG5oQoCJOMFqqgpbkpbU5j0BWYBZv65NVjxBsjGuOBcMemG/ysuFVD4GjgGToDT/HgMvIpSSuD4de+Zm9zNeT0ox2WCSWEFyURRQWu/NDead+XMhPNIMHaIs8YAI4pm4ANnAhqU/cDkSBCuOAEtpkmAwvzt3A81NIG4V4hhJEyOB6pFDRZgJMQjwYzCB/iiBgKsGcQEwNgBXjRYrAjOBLQpE9BAa9/SEJq+ayLOBCygJCxQDI2h5ASdJarBAoyA+NW5+bfyW45wJUDoAouolq389eb8MkhEbzvClYARS0AX6KCWkDCeBCUDVb7rKVENBGT0UC3bFC5/pC6hC6x4SjT/ydClGLJGwjkJx6gVGAEptEWVv+4pkTMBfdYIDGlwTMIyagUDaI5gFbgBbHlK5EzAETeAQIM+ixyijX4EnQFsADeBPU+JnAn4gy6bbAFCk39osqLObxu4DbzN1baAn4E9FtjnJvsIG/wKqxncA+7DaA9SZx/gsuqSQz4OwpKotb8DfMYvvPnN+5w/PKG/DWkP0gXY3vGTzZWAvS1h1IGsB4NdGH4Fn3/5Bff4kV0yVlCv8EHwk821Cfx1B9JVSPdA7gMP+/zAA37iNw74nX3O2PEUCGcCzg5Qh3cAPACWzsnY4JA7pJxzyJ9s8grPRRFXAriFdnW3gU2APtBjwA5H/I0AfV4CR24i+RLwRp42ga4AQ7TVX2PABif00dr3I8B3OrwNrKND3iRFQ2AtYImMVYZc44x1V5F8LWANxq6eIUpAgs4LeoxYYUDfVSRfC1hBZ3xNUOWzXASdB2f0SFlyFcmXAJsFhxFlAlooCZ18uuwHXwIWyWvfQmBCEUVWAsR5SciXAFsQtiWwMRoUC4IdV5F8CWhCsQ8gJsEIsAVTP/gS0IAiBhCHwi1e6L8s7EtAAkXNW+3bthkLmbX8RfKDxQFjK7AosSl/pQnIJhKU9wxZM/BDjRZg11AmwDc66kxAvAcgDoJasNS21PmhpiYw60OROGLsh3nT/ZrY9iwC4pWvUhO47FlzWy6rYt1NeCnanccxUIbAeZ766J7AM4o9g6fonsHT/J7lnQF9An0kvJi7zFU0gcB6KDfrqZqf1QsQ/SF2iDo+qEJ5e2MVCPRC9HSZkYqixTF2hHZsQPguLjhXVOkEA83AdK3HBMRETO4ozy0gPNdnVYSqe4FAsD0AMREwbQXx7lGr+WdQcXzAoxsMhDbTpj+rJ4h2lIen8Y3K4DUOCIRlZg+CiiLjFJ5YRuXwHAgFgq34XtTFBwiP8xMfeH83GAi7TBOQO8DwSMs4oo4vRwPhLaacYPgkP/FFXd8OB8Ld6OpDzfsfovbP5/8Fl19Wuo2/wI8AAAAASUVORK5CYII=) 31 31, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
7%,7.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAFGElEQVR4nOWbz4scVRDHP296pmd3dvZHEg1mVxfMGo3ERALGH6B4UOPRoyBI9Jab6FXPCp4Ub3rOXTwqguC/IAQvop4SPSTR3cyPnn7l4XVtv+mZXUGmq2H8QtHTr19PV3276v2o9xqahRTSGFoNPluENxHegAZJaIoAEa4BLpzwejg0gCYIEOH6bCEvhYMxrAkQ4QP0zUfFgCBc0RMzWBIgwkcE41vMklBU4kI4GMGKABE+IRiths/zAl/82tOC2mFBgAifF49SiYmA0lZfiCA8FF+oDXUTIMJXlEbPc32ZI0rCplaoDXUSIJ4bQBKJEpBQesG00XEogEdYhxpJqIsAyfgGOTS6KjAbAur+efQbYIKEurWQUAcBMuR7hAShfQQJGg4ztxIMnxQCMA5XWvWQ0F7w/wnACq8ccfFT5hsfu77HcWv2Zj9VeX4f+h+waAKOU0yC4eoRUfFh/Meuvzgjj4PxSLBN2QBWH12NfRsYE6BtQJWE+O1P5t9ao0aGqHaHCg2BCdbzIWMCOoQwiL0A4hEgZKYaNdAGxO0AlIbnkdjBlAA5JCAmIe4CJyx1IyiklGGgjaDGfk5w/6X2gJTSAzpMh4Eav8S9gGcVoQuklUfrHEC9wA6mBOSs4ukS3n6neLy+/UJSS43MCejhWQNWmCYgB8bQyiBd4nFAxjo5a3hWgS4lAWMgg7aHnqVGxgSM2CRjA886wQvahF5gDK0x9AS2LDUyJmCfTYacImML6BO8IAMGkGZwCjhtqdHip8PH4hY9wnBoQMofJEpAMoJTAmeARyw1MibgJ2DAGrBNh7/ocxMYweYAzgKPAzuWGhkT8CPwK3CRPlc4x1lukqQDuJjDs8AuyAlLjYyyLgXk/IbQm8AJD09n8E7+Gxfffo78tdtMdmDSB0lh/bKdbqYEbFwWJAXpg9+B7K2c966+yov+Bx7OYc2HnvDcmp1upiGw/yTISZBd4Hnghbt84S7xXfIzV5LbXMCzbakQxgT488A28ARwCWjfYcQD/MIeQ0b8zl32jKfDpgRwDtgFHgXWM+AA6DPgDH9yh5ycvznAckZoS8AuwQNOAm4AjICUnE0GPMg9hkVG8J6ZSrYEnAZOAKkH7hPmAG2EPhlbDDmgRcbyErBJmOy4MeHt+0KFFTxrZKwzZGiqki0BPaBTTH4YE2K9BXQRVpnQp83AVCXbrHAXgtFqvCd09x2ELp5VMuP5sC0BbZjK/gDlfoEUoUvOqqlKxusCmvTMKNPfCZoiE1KEFVONjAlQ46uLIC00UyzGScEGCFAviLcJJ5QEdEw1aiAEVHS0pwskYbVoyQnQrS85pQcoAbpgatszGxNQ3QSlIaA9ga4Z2qGhNqC6E0QJULFDAx4wz3jNfSx9COjbj3eFqhrxdjo71LJN7mjEsV/1gpkdZMf918LSZXXk3YRcoKXr/jrxGQEDwjT4PrBPSIjsV34fFNcHOIaHkjBk7L5duM51+Jsj0Z0fccxr/x+3/tO3TTeESbHLNHhFHcZDfQHncAnTBMTuH8d/PA6IpTQ+d19rxYWjzhbH4Xr8OwGhanmcJsK7G3GFhaPuJtfhTjK7FT4mITZepSDAfQk1rw9Y9DkOt8308Hde6rvy9t1nWlgrrDpdh3uMWff3h5dLVVrgPtbC2mE56nC4p6LTeT1BC9yHoa4RrL8bdLhnmA2BIvbd+3pihia+HHW4lytFAu56uGaMpr4ddrir0dm7oex/iMY/n/8HG9Gy/jHmUnkAAAAASUVORK5CYII=) 31 31, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
11%,11.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAFTUlEQVR4nOWbPYzcRBTHf2P7dvf29nIcSY4TEJEEIYREEBQIpaFBSQVFeqhTQwmiSktHlTTQQQeiA6QUSFQUkRAfAooLH+KiC3t7l7v1rnftGYqZWdubvYuE1s9o85fmfPaM1+/9/d6bZ88z1AvjWm0Iary2MXyI4QOokYS6CDCGG/kO1+ymBtRBgDF8XNx1f9/LdwQhTYDJ+BRQs7owvGP/EYQkAWbMF+6SijIJPhZqDFf9ARFIEWASvsY4xc1MC9B4IgxvghAJEgSYmG+d0v7uw/0WAJYEDWQYrhQ7KkPVBJgDbmEIgBBDMLGC2S5g3cBuMwyXfWdlqJIA0+MXp3zgttPKzyIhc00DKYaLvrMSVEWA2eFPNCHG3XlKRExfdvruWzeAFEvCBT9o7qiCAPMXXTSRUz4nIbcGD0Xu91C++1mhpRjOQwUkRHP+PQPwJCdndg65WbIGC+8GmdtqFJ896BqzppH/hHkTcJxgxhBSngmKsD6fEzE/JY+DcCYYUCbB61j0/VRYIkFY5dVUIJwOfPqIs6uBOAG2FbPB6elvoS0gclYQUc4F/EyQstAEaCIo5QVQNv8MGEuKJE3A0iQ/YPJsUCRgDIwkRZInwEysIJwctSSkLDwBGQ00DRcLii4wJlc+kRRJloDUEWAtwbsBWCvwyg8lRZIlYEyTlCaGBnYm8DHA3/0hC03AkBYpLTKaaBru8hpLwBCIXZODKAF9miS0SVnGsASEWAISoO/aQFIkWQJ6BPRZZkybjJYLhBlW6UPgAIIFtoA/gF0axKySseKmxBSr/D4EfVjJjv+ROWPej8PH4ids3G/RYYVHaNPEmv8e0IN2AqeAAzmZRAn4HuvlioATPMoaHUJiYAdWYzgDbAJbcjKJEvDrOuwMoTuE0HQ4zWM06MLGHXg2swScAm7KySRKwN1nYHcMfw/hdh9O3D3H6y9twcsJPA6sAk1JiYQJOHweaMJ+B+6cgTdeM9w43+PSHqztQzSAQPZhUJYA8yJwEjgLPGdg/Qfe5ww/bv7O5U3NUyPoyKYBsgRwARvkngBWu8AW+6zzFWv06fFKA55uiEokTMBZ4DSwMgS2gXukNOmywS1iUhL2RAWSJmADaKdAD9gFhmhaDFlllw6/kaGFX4nJEtA22ExgD7gHjDEEjGkTs8o/DIgW+Z2gzfkPXIuxaXCEpsmINgM6dGmJSlQDAYdYK0iwD0IKTZOUZRJaxCyJSiRMQIwlIcG+ANFujSAko+VemCyLSlQTAQOs+WvsSlGEJiKlRSKcCgoTkLg2xhJgF3rt0vkShiVSZBOBGggYYQnwz/0K+5o8IqNBttgxwCvvzd/DrxlG6IeLAB8Dym4gCWEC/AKIXwb3xR7BZLFkwQnwFSDTBEA+G4RHnVwJarAAH/2L9U7BpIZQC2fnwgQU7/50JUjomqxINRDglc+twFeL+KxQEpWUyR2Nou8Xh+dFlPmq8bG/9b8ukzOYLfKcPyZf9uozuxjK62Orx1rmVSIGhAwIGNEgJiBjW20XB88FVbiAQp0jr/eZ9nuvuJkMz7feAkI0oasmsVNkFcpDdTFAoV4gr/rIy+DLLlA+pVxVntcT7qjbdkAFqDIIKtRFygVQvh5o2vxVIRDmleWGkD31sx9UCaqeBRTqEuXCZ7g/D/AFU2Hhq5KAQ/Wd76wMEtOgQl2hPPV5S5g9HBRD9Y3fqRRSeYBCvUWZAJjOBr3Pj9SX9hwBSCZCCnWVB9UCZ+pzO1YI0t8NKtTbzIoBBoVWn9gdQdTx5ahCvTvj6Ee2Txh1fTusUNcKe9ftsYcQtX8+/y+f4xfhJKPlBwAAAABJRU5ErkJggg==) 31 31, auto;}
12%,12.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAFQElEQVR4nOWbP2wjRRTGf+O117ET3xFEjui4i3QCiYoIaJC4goLmehC0cB3S1SAqRHktHRWiuQoaKJCoKJAQJ4QEEggQSJFCLgkkuVz8397dRzEz3l07yQnJ+xaZTxrPeme9+9437715OzOGciGulIZKic8W4SOED6FEEsoiQBLupF/4wFYloAwCJOJTwORPcttWytAmQIZ8kXnsNAnv20oRmgTIgK/SL/kmVycI78w2FwgtAqTLN9geN8hUz6eDgWBJuOVPFg4NAuSEHxACp7hxj/UkpIrnSXjDNxaKogmQI35DJgp75WHa/93lWCJiLAmv+JOFoUgCZJ8d1/MBUEGoIGe6gFU6LREgCDf8BYWgKAJkmyOECgmBU7ziLCFr/tOIyRMRARHCdSiIhCIIkN/pkcwoH5C6QNYlIJ8Re8XjTD1G2IQCSKjO+X4C8BTNUxs73M24QCXzk6zvxxg+ftgzzjKhf415E3CeYIKLBXYozJyeIeGh95obVDNBcS5x+lCYWoAmlAnIBkKmrMAHv0hTJF0CEqowCYzZIOiTIB/09FCSCwSk4cf7fxrxNaFuAQlVR0K+JTvua0KVgJga4ghIg6G3AN/7I02RyrKAGuQI8D2/4AREhCTUcu8HFglW+SEw0BRJm4Aa8YSESq7F9vwI6GmKpEvAkHrGCmouD/AJ0BCr/AJbQI+QMXVi6ghV9/gE2/OegAW2gA6GPktELJEQOjfwvd8B2q7WgyoBe0CbkCFNYurYhCgG+ljl22hbwLzfBs/FFtDAsEyTJssIITYAdoBj4AHUuqrJoCoBP2NH/iYhF2jRIsSa/xFwaJVfFfhLTyZdAgLoxdbvHuUiqywT0gXuQf0+rMewxuIS8Oc6HHfguAthFHKZNZocwoUduDaCK8BjwHd6MqkScPg0PBjD3324dwJr+0/w2rVf4fk2XAZWgDqcPyM2X6gSMNjEKrgCR1fh9et95PEtXjqAlSMI+lDRfRXQJYBnsT5+FXgyhuZd3uUKN1u7vLwB6z1otlUlUibgGeAScEkg3AG2OKDFZ7ToBm1eaMHGsqpEygRsAI8A1WNgGzhmRIN9VviWHgkxJ8oL9roErAJBDzhwZUBCSJeL7NLmJzokqgJpExAMsRnffeAEGJNQZUyDHk12GVFf5AkRm/KeuNLHvgcYEhoMaNKhyp6ySCUQ4MsAiBEqxNSIqDOkwQmhqkS6LkDXlQH2jccu8yUTApaoMlSVSNkC/IzPkCwBdpbYTpfFyhagTMAA6/tDrP+LmyavEbsyXmwChtjpL78KlA56QpWYkIiaqkQlEeBXge20qJ8mFwKSxSZghPX9iHzv2xVjobboFuCVT3vfi5FagO7ApEyAXwLzawHeBUxmQ1WgKlEJFpBXPt096q1goTPBbPT3q8J+k0SaD2hCmYBp5bNiZIseCtkmdzY8AdNB0Ey2zyUpAefd6z+9TU6QH7FZn1/r62bKtPLZn9qNEy15joABNfpUiGjQI2DEH6bjL5wbirA3g9kkjfgxs1tgp13A+7/PB6qTt0SAMWEhykNxDmcwLzJLglfe1/4z1SslIXDuYNgxe/mL5ogiI47B3OD03of8MGhrr3wyOTbsm+3sRXNH0SHXYF4l9fvzdoP6zZNmsn3m2Pxi71EgNMYcg3mTlISs7yfk9fM7yg1t8z0UrDzoDboGc4vTA6CFTIbCgL752v5GAZpZh8G87Q5PiwO2jMyX/oQKtP83aDDvucPZbf+R+ZyZkwWjjH+OGsxtd5i6QmI+sW3/IwjyliA3S/8HeZkoXfl/ANAyKkFS6WOXAAAAAElFTkSuQmCC) 31 31, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
26%,26.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAFfElEQVR4nOWbv48bRRTHP7O/7D1fzvlxJBFBiYIUkIgCBUhpEZQI0UFBxR/AH0AFoqCloKRASkdHh4QENFSAIkQiEMVBFEhy0V0uycWxb70/HsXs2GOfOUC6fRtdnrSyfGfvvO9n3ryZnXmGdk3qqzULWmxb3kF41+pvDUJbAOQtT/N7LUJoA4C8huxS+1FLELQByMsLNJr6+qQFCJoA5GLd8xWzKh2AELikDEELgDwfyEzKd6/Gc8SB+EIRggYAeaYrVMb2vLt8GKZ2JMBGQQh8owShaQBypi9UEYiZip5X5UeBgxAA3ytAaBKAnDwhVCG29wMoawjzOcAX7V6j+vUqBTQIoSkAcuxpQWJmAIjZHf7OXBL0xdv3FWs8ZMFX9sWaACArF+qwD6F0wuvLHwbCNPHNh78TH1IRUvIXm9AAhGif7ycA21fMwn+ej2RXEvR7PgRi4BUWf99rY88P/B/bbwB7OSZVsHsmcNNf6F3/4V77Zqorwflh4BS6IRCy/z3yb6YLwCXE+r0b0L74Aw2gDO1UWIGd3JgN/5gDDqAyFoKfA1z4RzwOERDVCyLvby4CHgsAVWQhlIEdAhWzABIgnmQIHVMFUCRW/PxMEAEdbA6IZ+KjeVOPgCKCIpwOA38BZK/iH7/fhKkCyLtQxVMAVe1AMrlKYnJNl5STYGohFBEU9TAIseK7QIeChEzTJWUAS1B0II8hr5fFIXb8dxA6jIkZarqkPARWIO9B3rFRUGET4BKQUtBhSMJA0yXlCOhD3ofxMmSxzQMx0ANSMhIGxNzVdEl5FliFfBXGhyHr2LVACixTscQDutwhsc/9aqa78HrK9no2gtEdyO9Cr4IVRiyxQcJNQtZVXdIFcA5YghwY3oNsHY4Moc8mKb8T8QdwU9UlXQDPASdBjsLQwPAGnLo25Ag/EXEZuAZsqLqkaUImwkCEDRF+Fjn7gcg9vhThTRFeFOGcCKdVj8x1IyC5DUkOvYewepv+ha9Jj38InwF/Ag+NHR87ei4pP31eBTaB63S5zGm+Zf0NOD0GfgCuCWwBv+p5pAzgCnCTmDX6/EKfTbaOwRMvQRoCR7E58OACWCPiFinXWWGdZUoGMQxPQXTfLoro6XqkCiDkFgnrLLHBIUakQBbAaAW6xyHYmdkWVzFVAAmbdNiiyzbL5ETAGNhJYXwEwiGYsaZHygAi7pMwIGWHlIoIyIBxBFkP4hUbBbo+KVrCA7oMianoYsO9AMah3SfIexAc0vRI+WEoJiMiIyWfAKiwewNFBEUKpXISVAXQYURCSYeKBLshWmKjII/tZknZ1fRIGUBERlyLd9m+wkIoAyhiKA4yAICEbLIJ6g5HC+qN0gjKWNcfVQB213e2AkSoI8DYKHgsAMRY8QZvCNTnhqXy2lR5FhgTMa0IgekJUUk9DJSXgi3kgOkhqGEqvqKuHTjIAFzouwhwACZlM4HNA5qmDsAlP78AaBIFdTmdpimvA5jkANf4TASgD6CRMrm9GnNToGt4F4BpaOx1r0e6TE5OyCl6bGMQDHCYATGzBZG++XWDlYHfRtAZQzyGOINoBOEY+ucnbeybNRFw5ra5gak7MKkrAdzy1y+L920+D1QBSFBXlkXNiIfmcoBZM/aQs1Of97ux788CzuanQjGe+ABWz9p7NuFokynHrJkBIcVMKdx87/s5YDIMgimIJ0/YezXlZNM51/xo7Pm/a8wviIbdxdMVdXF1AGf69h5NOqgx6Zjvagn+FOgSIsyJx/b+s93Jxxo1rVnXfGWm4b8oCYLNAwK8YL06cMXS5nOzuEF/CFy0slXEg/7DkPnUzIY/TMW/qiweWngaBMzHCyS+3oJ4aO+3w+Z9T+rbLYl/FKz1n8//DcgQ4AHyo45IAAAAAElFTkSuQmCC) 31 31, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
43%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAE9klEQVR4nOWbPYgkRRSAv+qenplddm9dUEcPQRd/0OQEF9ZEuMDAVDAUTEQQMRDMBEPB6MBADC5RMLzwIuGSEzMVA3FP9ERO9jxXb2dmd3b+u8ug+k1X98zugUy/lr0HRfd093S999WrqtfVr6FasWmpTIIK67ZctXDFuv2KpCoAlmuezV9WB6EKAJZvLJjcEbhcDQRtAJbvU+OLplrgE30ImgAsP6W2Ga+4M1n5WBeCFgDL79bVJjWauSsgScuHehA0AFjupMZLqwe5s5mpAsEC7+tAKBuApesZ70OA+YFQSowD8Xb5EMoEYBl6bu9DgPn+Ly0vxsv2jXIhlAXAkhRaPgBC8p6QXZ0fA+KsmBjC18qDUAYAi53OG+67v98N3D8y4wsQTAxMIXqlHAi1Jd/PKWhOuO0fdr715V8+hEvZBUm6jfNXF+/wn2XZAE5TzObGguKVfsvf+15LE91I0O8WUvOivq8ougBCsoFQyqIBUFH0ASzqBgJgmhZFqcYD/IFQ5n6/KEo1AE6CMAUmqhopA6ixGID0/fuiCwgEqdkf/SdgxqoaVQSgRuYB4v5j7jMAMh3K6J8aHwxVNdJeEptABNTJvMDiAIzBDCHs62qkDGDkWj7CATBk7j+CYHDmAfSdn4sXhMwAmAHUehAd6mqkDKAD9KFuoZHWHgMDCHsQdaHZ1dVIGcA/QAeCMazgusEUTA+iNjTbcO5sA7gF3AYOoGldNxhC2IGVfdj8Gx7p6Wq07PWAe8ivwMDt1tdgdR2OYHUPWnuw1YMtC18raqQKIGCXhH2gDQSwsUPzTsCTN2HnEJ4FHgU+VdRJFcA6uyQ0ifmZhBtMNgLe+W6Hl/YTzpOwRkI0WwTTEZVlp1TsM/YBGlgeZMgLJLy5O+G57XeZDC4ypUXMKgl1NrigppuqB2zT4XHgAvBiG564Djz0BdGtX4jYBh4jYVNTJV0AF4Gnga1DaN2A4E9g/QiCHyCZAE8RcF5TJV0AzwOtI9i8DY09oIcLiKK7MLqJi4qONVXSBfDwMZy7C819N/czxsUCK1MYHeBiZF1RBbDWgUYbam1cQ49xNjdxT0FxG20IqpFgo+vi/fAYFw9NcQ9ETaAeA33gQFMlXQDRkXvoMQPc4qdNNajjGj4YMosUlUQVQDhIjR/i3F8A1LyC7pqYKoCgnzbyBOf+8g6ghvOCwAIjTZWUAQzTRc8JWQKEIQMgS2WaOmlWNjO+2PoCoQaEuqmC1QOA7GWJLJQqii4AefMj7u9rIRCUYyFd3n7flzfCokVuJtATXQDyCmxKBsHPFZDxQFF0AYj7F78S8BOpzrQHLMoC8T3AT51REv0u4CdEwrzxyh5QTprcSSJjQOJd6SdO5qfB0+71v06Ts8Nr7j2fhL5GnnH6zE+B/j8NEIJt4SLiERCb2eOBcUyWOkyW0QVM82U35xsLxk+AkJb3i2hRzCYP5Vyae1mC8VJ1GWKiV9PARwyX4qfG+93A84Bc/oApz3godxA0wevkM7+LIIpJr8WM8ih9fC4xOih7FjDmLfJG+17gi59DCK7lu7JXnmhMg8a8R37+9wGYwn7a/81fc2dLEa04wJgPyHeB3FnyLf/b7GjpohkIGfMRWev7ELxB0Pw4O6Ii2t8NGnPplJPfuo2SLkA1X44a89mCg9fdRlmXyr4dNuZz78dXblONKtVK5Z/P/ws4A68yxrllSwAAAABJRU5ErkJggg==) 31 31, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
51%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAEs0lEQVR4nOWby28jRRDGf42TOPYuEUEbCTghDux1Oe1txZ3/BGn/HLhyAK5IC0JwYC9IHJY3glO0L+3G2ZCQZB0nfmTsaQ417enxK4vk+WYVSmrZ8rTt+r6prq6uqoFqxWejMnmlwv/2+C74xN5XJFUR4PFtxrh9ChWRUAUBHv/P9Kept2tiURPg8TvMxXmuJ0FJgMffJ/d7MU4XZsCplgQVAR7/JzmuGfjij450JCgI8Ph7QBqNmbNshCktDQllE+DxdzFEk6Yf3rvJb+TjfvkklEmAx3+JgR9lIxCRFqaNX+LL4Wt/lEtCWQR4/KfAMBsBfLwEAiYXfysnYBSNH8ojoQwCPP5jiuBnWcAcRxjf/VH0M9+WQ4K7eMp/ksUK+t+BZjYaQB1YB2qQAAOgD2xdqNbS9F5Z1g9lskgxv3An8FOXln1zZoo4EgzLAArGEnv+kVYjMQGxQ4y2xMkYQCgVEBBQTriLcPf/XxaQSXz3h1qNKiIg9gWZrwtbX6LVSEzAOYZwRCEQioOfy20BA4yA4AsyEuK7f67VSExAH0MYlkG0C4yySwOtRmICeuRWEFlAfPd7Wo3EBHSzMaCw2FMMfB8402okJuAUQ9jHCPBmBEOMky7Q0Wq07LPABfIcuIKRMABSIyDBwJ9kU4QiJuAYOwm+hllBCt7Z2w5wCMzImJcpUgJqHDJiDdjAlsPIHOAZBvxvYF+pkZiAOnucA0MawJtAYuZ/BLSAHajtaY8DUgI22KHLgB6ehC3ghm17j8Btw+ojqO9r/aCUgLfYo0ObE05ps0afm/DsOrV70PwNms+g0b7EBLzPgB4DTunQ5pgnvEv7i1tc+wqa+1Dvw2oKj4U6SdJOmfjvPNRTuJrA64fwxh3offgN29yiRZNjzB/eNrUkukkt4PoRNE6g2YLGz8DnsMYnvMeAt7lBm2uc0FCqpCVg8yGs7cPqQ+An4CnAA1b4hU0867zDq2wpVdISsP4EarvANrbQzxwW/j1mhU0aQI2+UiVxILSL7fe72N6fgIXEB8AuKzSkTgnUofABFukdYt5uCEZABwsFN6iJVdL+22E2OlC09HASOsYqRTrREvAcA98lz4kwxJIBZ0AbOy3qRJsPCOBDOiCFPBPaxw5IJ1KVtAQE8CExPJZAgD4lpCWgR05AoQSWZKOPOimoJSCAT4gKQ8EUgi/QxgFaAkLmN8UyQWMJfuAcdWFAT0AogkxJIEFbG9MTkCWDp31AqIxeZgsINdG5FqCvjmoJCMVhmLCA6urjegIC8AIBMXhti4iWgGD+c3vJ9Baw7LPABW1yzME32SZ64W+91G1y3n+AxTOhFtojr4nCHGh5N6nnJnCVYk/hFRwfhf9YmpSxBJz7mjziC9t73ADlJzHEXWNxq+hwPMoAD+X5AOe+J8cxr014LJPggy8wEhyfQUlZ4jKdoHO/kju9F2qCnO6UdtyBElPkZe8Czm2TA58ZA8QfFFtGHXeh5PqAYht0LjwnFUx/riXkFuD4EQTFEVUc4NzBi0yz9e/4Cy5hs7RzC3MdZiKOByAs2amfG1xIgqNlL0Kp4slR52ZEQs5aQ9R1kcqeHS6Q4KwjQA7+ZZDKH5//FyxUJ3V5wX5cAAAAAElFTkSuQmCC) 31 31, auto;}
52%,52.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAE6UlEQVR4nN2byW4kRRCGv2y7NxvLzHLhwokDEk8wBw5I3HgENE/BG3CZF5gXmONcjLjOCYEYgQYhC5BAYGbx4PEybrvbS2+uruAQmV1ZvRmkrijJv1TqbleVO+LLqIzIpaFciT9KU6XE7xakBdLR9yWpLACC7Eefuvq3ElQGAEFekvnr9JAESoBgDUCQ38dvp8/KnBPFyRKAINvM7vd8FAAkthCsAAjyFEj9x3TRldCzg2ABQJAnwAh1POVa3wTo2EAoGoAgW0w7PvkK2hGSHSmwXzyEIgEI8ght+bj1R+PTmVx8V3ZpCjwvFkJRAAR5SN758KqnpzvDGREQbvu1OAhFABDkAWr5FZD4I4YQPw5RBoidD+zC7U+LgeCuv+R/abGB8i3wDtAE1v1rA6gDVXV0CKxfa9bS7F5d1j/yWmSYZM06I/z9FVGGXHbjzJRxJTgvFc4EYCJjAAmzI4B8z2+oEiIgREGAMJECR7PuK07GAK7IAwhymfM3H0B4DAIEnwZD+Ce2FpUAIETBRB8gZDnfUMYA+uSLIxhHQCh6hrYWGQMY+CMhVwmG9Jf404YqIQIGaDOH8thl4T/0lxjKGMAl0EMhRIOjFH0y+kDX1iJjAOcohNAXeI3Q1u8CF7YWLXsscI3O0UHQJepxCqwoi64/fWprkSmACh1SmsAZ+ij4THCFtvwJ0LK0yBhAlWOGrCJsoBBGIE4DogUc+sNQpgAaHAAwpIHwHjCExGnY/wO8BvfGdmHAFMAm+6wy4BJHn7tAFwYVeAX8CSt/Q/XINhOaAviAY0654JQux6xwwT04BPcDNH6G+h402vg4sZEpgE9J6dPlkl3e0maHD3nx1WdsbsHaPlR7sJrYAjCZdvKSZyOojaDZh80juP01dL74hl+4x0tqHKPJ4Es1y8Q2UwBHr6HehsYe1J4Bj2vw2336fE6Lj2hxixOqfGIIwPQR2NiB2iFUdoAf0Z6f5zT4ibtAk/d5lzuWJtkCqL8Ctwf8Beyi+Z82sEudW4CwYjwcNAXg3qCtvodWfSlo0nsL7FOjbmkOYD0WOEArvRO09h+toHXwGdDCsUGVmqlJtgBaaNV3TjQYTNBxwRnQpkLT1CRbAB3U+R7R1Jeg8wMXKIQ1U5Ns5wPO0dAfooMgIFtE7aO9ou2EgC2ALtmsWAqa6sME6QANDdspIVsAsfNp/PVhujxAsJMtgDAXGuZDxxIyALazorYABqifuQF/WBNLyCDYyRbA1KKQI1skDQBsV0ZsAYyXBSfHOfHCoO3amC2AsPdnas4rnAhRYCf7CIhfx4q3hN3kCIiXBKcUd4Z2sgWQ2xlTmTgR7ye007LHAotntEdEJXD81YFMbovIov+1tNmiIqadRD5GC7pQ2Yb10D66DnAFUPNHA90vGI51dC/hevR5DWjieLB0m4t4BJz7jnzFN2+L8JTibaIhZ+qGiiKch+L6AOe2yUd0yG7jPi74EhOK+4JQF6Q4HsY3LFVFdoLO7ZA1JEy0fuxPvH0+7gtSHI8mL16qis4Czh2Qtfrc8J/cJakAHFtQ8PS4RRp0ruPfTZXAQTEZfRQcT8BgbcCqDnCux394BDQKHN9PXlCYLAsh55KYwKyvFhzbYLhiZf27QefmdgSC4w+wXa4r5ZejHkLeT8cLpv54wyXChgh3Sv8FeZkq3fl/AaHqGDPsTAtsAAAAAElFTkSuQmCC) 31 31, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
95%,95.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAFCElEQVR4nN2bPWglVRTHf/fNvK+8fdnEZLPJrht0ESIsLFgINmshgqCNWIqNhYWlYCtsabGdgqVgaStYCCIW2gm2IipojFEW18TE5H3MHIs7582deS8vLLw5s+QPl7lvPt6c/3/OOfdj7kC9kKzUhkaN9xZ5BuQ5X6/LiLoEELkV/HjBb+owpA4BRG4yRVde9htrY6wFENkCUopUXXbwNb+xNMhSAJE1zk57zlsjb/hzrYyyEkCky/STV7igRCBv+2ssDLMQQKStNXJac7wAB/LumWctFFULIIKDNAvyJDySbbNDRBS8AAdyt3BmJahSABEiX1Piug29ILSgwcQDiH1d7hWuWDiqEkCEPtDyvzT2BS9CORcoaRUgyrYqwkf+P6swtAoBRLiaVeN8r4YBeCppcIUeUvJRdmlQTz+ZXLlQxOef8lAQAMef00eGIF1yDygjyou7d+493NwzHgKLFmCeYf7pzWsK1QPO/6+FwbYnqK5fDoEw9qMZ11UIWwFSVwyBsCkMRTCErQDaDIZeELYAmvwMYS+AEh+XrAizvyHsh8MSFIX2/ppZMYSxAI08D5TjP87KxRaglbt/Sp4MVYAmk86jFYwFiIt5QPLdNIE2F12ALMgF7wXap9P4bwNdW4uMBWjjvSDoD4Su3wHp2FpkLEAP6MC4UQyBJrAEdCHp2VpkLEAfz7SVh0DExPXTHiTLthYZC7COF6ELY5f3BJeAS5BchvFlW4uM+12bwAg4heQIRkMf+31IV2C0DqdrthYZC3AD7/cnkPzjBegAqzDahJMNOFy3tchYgCfx/h4Bx5AeQj9hfB2OtuH+FuwbtwKmApyyQ8xVYlaBCE7uw/V9Dm7DT9vwQwy/WhqEsQB/s0PMkJgdOtymc7zN7it3+ewp+B74g4hjGvg8YQOTaacM8hXCEDgA9hx89yJ8+vkX9OIPiPkNxxExA353u2a2mXrA18Ae8HMTfrwJu3cgGdxhEB/g+JaIXWIeALtmNpkK8A2wvwR/XYMHtyC5Bgy60HsWIWHMCgl7wJdmNpkK8MsyHF6Bf2/A8HF8n2gAcAXYAQQxHg2ZCnC4BkcbMNwEVvEjvzGQdqGxAfxnaQ5gLMDJmu/tJSv4p9/EjwqTBjSW8Z4wtDTJVoDBatbX1zFRjBdgDDTbwDJwYmmS7WAo6YP08OTb2d11cmQyJu5bmmQrQHoJH/cd/CAoIpgjdNlO2wkBUwGkQy5AjO/q6PxgQrazfdbllcB2PqCD56fz/3r3JCtEWM+K2gqgs75K3pFPj6eA6NIQO9gK0MqKvgSBYgikYP121F4AXfkR3llflV14AXQKPFv7M0mCSn7WypGKYStAk/wtsC6Jg2IeMBbBVgB9/R0uh9N3A5NEaGpRDSGg5EOE5C+8B2gCDHNdmAeMPaCSZXJnQslr7IeTXtMeMO+/HullcsKbkr/p7eLHOD3mP32tp8BIMssS/PA4K25D77EwVBECjo9d3tkpJ75wUZSiHAITUYLlYxWQh+pygONDVyQfrAQtfB8ARdIFAZT8MlQ0S1xlEnS874rk9enPygEzBQBcq3zmQlF1K+B4zxVdv/zky9swFJyDCsmDTTPoeMfNzgFlDwhzQLN68mDXD3C85aZDQBG6fAr0bMiDbUfI8bqbLYBCgMfsyIP9SlHHq05rHmH8b9mSh3q+HHW8VOIowBP25KG+b4cdzwdcn66H/KOA2j+f/x8se1+C7u0nbwAAAABJRU5ErkJggg==) 31 31, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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98%,98.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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}
div.testarea{
animation:rwdcur221734 1.6666666666667s linear infinite forwards;
}
