@keyframes rwdcur172258 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHQ0lEQVRYha2WW2xU1xWGv332mTPjGdszHoMxBPCYhktCxNUYUCAtBRJoIBFVk0ht05eq4i1SH6qqb+etavvQqk9N1Vaq1D40SiuaNoGUNChxAqVcw9WYUgZzETDGYxuf8ZzL3rsP5xgMsbCpsqSR5uzLv/7177XX2oIpzLglB5g7cezTSvWSI6CrSzJ0IYsBimn7NSAATgm3/N+pcMfNmmqBcMsBUBv/PjRQuaQUIAANw2HIcBBy+s7Yn4BNQON0nU+LgHFL7UAbMMc8WblkSzAiomsdEEo6FoIQkEtZlEfH3ohpfUEEjFsqAHMA+8Mb1R6UTdez8NzKLNQdRGgjQouOhRBoTU2F3KRy+gsjQCLn/qvVY0olI4Gd7FT3V4UWi5dAcwM0OB56L2a6BIRxSxli2SLhlrVxSzZgjxMYENVK61LiLAgBIkjbyQ4JfgoioCmE+T5EXpyKAVhfR0x0ZtySlQQdCbd8j0DhUQzNxkoVDX/9A4QaqqPwvV12nIRIuCs5dgZmFQPmbh3m5Dvg1XOM1dJs7WhuEm55NHHcyIOKB0BtIoFM8huNw3zA6sIt1xN1lnx8o3p64yYJo5JPDkMxpVg6q3kr0A/cTvTKCrc8lDgvASOT4AYTGWUShs5PDperf7s0UgWKE+YAmgG9cT3gS6702rQ0WOQcCVBIotRAINzyULKnWy0fuXiHkVsPKWABxfEBG8gCxROD1eudrTl2PAeAk4DOMG6pLSFU/8XbEUQBpU4oZi1mtloACxKsGmAZt7TAuKVngC5LYLV0SmvPpUplQkAFwLEmOMmYDu/IynlNvPLVLMa+l+VtSeTtxBXRXtIOv98Hxo6YvUCTXQLAtUTmArAhIZQBbl/tySA8i2JD2tp/tXIHeDqZb7eSyDP/rowc6zsFplFB3abvswzAjPGzSoiuAJ5vb7RJ2/DBYQVOCKk6QJn4rLsnEFgG2L4yYGk2LE+x+VnbUh3V/eNKWIB1aqh6vimjsFMKQlA3HUpNaYBvJRFlgVXASuDZFRsc5jRLsmlgJrz7zgOyZhPw7cByYHGkgBBEg0akJJfPOtbZIe99ICPUX3IGHV/7a8dhXnuOsYqFbVnUI01TZ0hfb0jKpOgswfk+C43m6a0h+JKDB2qMhh5bd+U1NYcrhyxGfE3eTlmlDui9rPTi5aGFrRBICCV9Z8GPQKG0uPCjnLGNTWkNiLqEgQzegIUjITVLQ9pA3sc7K8nNtSDSHD4Owg7oenWY8VIj/Bxn9jTSaEtu1xTdSyxEc4RJK4RRICOI0qDAGEnfGagrhW3wKHXn77cQxyAFpFo0WIZrFyOeWKkYHIOoH/IdNmu3+ZjC8L1LZQx8+GePsG7TlsnQvdRCAOdOw1OrwEgQtgfaBi3BKBYtlRgLLdRejKnBmU9yNDlpOr+URgxLjA2912po6fPUTg8MGAV3DhSpBj4Ld3jjtyQu/AbQIC4XAcm5k4reisKx4MVNESbrIXUOE8VV9NgRGA0ibR98DwoNkG3wyNiATGPyijtlaHJi0ofehnVb4K23oJgd5IlCHDXAB3+8x4P+IfjudwYxMkd7P4yOeOQzM9n7MWzfEosslOTkCbhb90EkJ3j4+xjHhmUbgZEifUdSKK310tbcC8Bx4ZYHmWC/fg2TtuD13dC7F7SBZ376YOMZt5EfzG++leofXrAMjJ/ns6MSoyWVWqC3dbTMtADW/hyxrJu4C6BYtLJOxQ8ABpmkZasAXt+Zg7tFWjNFamP58afb56z5Z/0jndvAzIbL5yMsAYpAb5lX6BBuefAeuHwF8fd/Qs+nEdiwcQMQN4+hiYDGLWV3v5SHeiP+sQxtpTSWcSAuOpPa8T1ACMVmj7aCr1fPKCy0LXED7vd9AF7+LeIfuz3TczDHsAcvddIr3PLDHaxw/XyW2bkUQmuoa1attuAKi4CjkxEYrIGoQ9MydOsOT8L9BLYfXvz8m4g3X/XMvDwI1wsmwauNGR85QyAHHMj5XDsL8xrijmnc0nziihgA/cIt105chc0h2tmFfBhs0sR5lBm31GZK3i0R2QyXBTWtaEhBQTTsBHqJG9e4aeDk+OtnMpvyVfyQ8wLwzWpfCu5K8nMNkYJaqCFuVquIo5+In5kE6p5NqcCPX8T88NuAhqMHi8xvSjMrmybQEaknfahbXL4YcmNE4ViSNavhwL8UjWnobm1ZLtzyqUfhT6nAXR9+twew8nStB1/BcBBQDUJungVsTec6hRfAmrUKbEXOibg+EgH8Zyr8aeXAkTfyZvUKByQgAnBkXHqlAjuClA0+UId9Hw0jJbzwq+lhf+4WTGZdxZYvG8v76PwJEClIp3w6u+O5Ez0esxphzmpAQWjga9N0DtNPwnOinNt+N1TUo4jOtcTaSY96BLUITvUAEl7+zePdrGkREG55QLjlfWtnNrf4Kt514aAHKVi/GYIIAgXWNx7/Wj/2BgD9Hqa3J/6/5Ctw8F3Y8Mv/D+t/jITjw4Tvsk0AAAAASUVORK5CYII=) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH1UlEQVRYhZ2X328U1xXHP/femZ1ld732gndtwLEXB2IC1BgLAgEiiJKHSIkqVWqlPvQfqNTnSn3qNi+RqqrpW56rPkSVpVJVpJFIIiAkJBAiwDG/LEIWF1zAjtfeeNe7M3Pv7cPcBQcRN8mRVrM7e+/5fs/3nDn3jOA7zFbKPcB693M7kHHX5ZlG+81GHPNs2efSly2W4zaHS8UASAPS7TFAU1Sq8XdhsGrxkyyz6nsd2AHsqYXhm+3YkJJg12mkhPWpDKdm6+3H9kggZyvltTAQqyLugHqOfWnVulEgb/tW/tqeDZhvRWweBqwBBfNfKVqxpR7H7OzJbnD7OxaLSnV5TQKOZY5vK5InSUEL2HV+rj6xbw8QAG0FOlkq2hKM4N4srBhNNteiRKHwGM6yC0w6QuFqmTqRPy5V3X3k2Xv1CWPcikiBBTTJVYFNa/qGNenAkPHB7q3WVvnJuODSQArI2Eo530mNcNL3fJdE90W1VhoHallYyUAkIW0g9EAZEOYhEQqAHwJLoEFcLvc54K3AILAInAeaTonljiwd83hU+YtAWDqa3D02AflUSBwpXhkPwApISawXcfoC7OhXFPs0k6diaiswNQu/GSPlwPc6nyXn/xSQspXyfKcGehyRHU6uGAiBq0AoKtW6rZQPApuA9P1m+Le+fgkxnL7RxjdNDg4VRxzIPEkRxi6gnwL9qwLcCLxNUlvLnehbwIBbmHvny/p7796qn3ZsW7ZS7nff1wOlvlICPrdgyAWSDZkAJ+uMqFQXSIoudCQWzcjKG3VW3gC63b2WwzXS1UDKbWBqsT6RXwevHFK4/HkkhVR30W2+UtWQ0vRu0Xh+RF+/fujDVsoDwC732Q5URWBk7ink/Wb4W+Br5zcGjORR93pgRmoTO8fh8D4fYolzcBQYcwoNAnOeZzh7xYDfYvSgpns/OB9bgXF3HQZ6gdyxfzYRIuK/zYirCyt/cErHQF66CDk+U/36/ZNLWF+DMly8FuFyud85HAH6gGe7AklKwfGTCiKgAS49Y06JjuWAfGzACs3omGb7DiN1uTbhVJUSMB/NV2ulLih1gWgrrk1CxledopHA5lXpWL9pmyAXQH+XggKcP5GCpFu+sArccwRK9SZgYuhqw/omVyeRN5Ya54BdQh/HAmDh9tks5bGA+5d80p6kGcLGZwwzNwzWSIYGJbe/Emgsw6NgczGXzoR4QrHzBWXEsievXmybMFY0WpJDe+HmdeTWn0QQaISKsRa+OBeAVRi0EdO/y1pjYNtBIPQQseLepE9PoEg/ZaG7DRaWrylyIxrmA2ZuQdqD4piBrhbWBxkpPvwXtELo8n0OjIIIksCwTsdsC0sMUcDNSUUz1nie8Bja70rCgtWgBKT7LcRw+wIM7tXMNTXhdVg/YhhcJxOnBkBh0wucOAYPvoGs7Obl5wGlmJ6SPLPNgRsgVIhUjJWarWMa7cVG6H90W9pw4wIICSPjSWHZ0GfmhiGWmuGX2hB5IKH2SYpIQ984yVHmaUy2DbKRZP0uCNPNxU8gDFNkPcmukaTcRKaN9TRWxXz+qcdSOzbe1BnoCiCXhpQCG2jwFNWpCN+DwNNcfhdGD8e8+w6UMrA5n4KGh/UNUx9q2sajbbLMLDb45a/AejFDvTD/QOFLybWbsGNAYT2FTbU58xEYHWNsA6F/PzQ+3Vz83IiY7QeAyOPU+yDBHN1c2EPS4UInZB0Y+OxB4/JA1qf/QMTdCxqATamuPRYW5xr6jiclPWnRLwW9wPZ53Xy7uAWsCnnv45gohpWwYX6xraykFOLWlnRPYft4I4HSMUdeiGmbGJKWahyBvGsyr3X7Hv1lCwbyKR8d+0gh9iohvP6cly7+cSb2X799RwpxNTac2PBiEzPU5Oa1mKwPKa9hnisO+KJSRYpKdTFQohVfGSqcPAMnT4Pw4KUXHz7PnelmACgDG54ZEgghaF3xyW+VhMnUN0JymGVce0dUquHCiq5f/ncDdINivsFQb8OMZAf88l/umE77RFSqrZQS8ZG+3o2BB2c/hhMfPARvuibUmWK+npuDaE4mndzCtm0KkpNyE0mb3dQhsfFPd+K5BogIcrsxg6+jOuAPCTgSy54Uiwc29PbNLkE2oJOC0JFYdDUwo7H4RcO6ooG2YOEuAPfc//2OSG/H98X/gIkwqddQPGbi8RvwcED13M/Oud5JQa99uj6Bp6hNeaSkAqnJieDXjnCPI30d+HT1/Pck8550U1SqHeAOoV4XUQqYvvR5m7EjAYVhydxNUMqQ81gAdvIoXQaoAjM/mMBqe+tnWWsHkxnz3AUIfCjk4JvLivxGSbFseHAbvlho/D3rS7Y8DdPToEXEju788/+PwJovDQCB8vjgLBDA/oMQaUAHxJHH/AyQNpR2R2gDW4YTj1YaFppAUjtr2poKuNF598Va7XLnQNn3HJDTMA/CgpWAD7uPhLCsmLwISsLhjflXSVLw4wkkkMzuKRT2W1k799lZyKRjAr/B1j1gI8XdKYWf0pT2LUGUZTGCI33FEWB2rTei70ugM91Oi+lCcW6lOlf0YOdRgCUA6mE361TM5GkY3d/g6FuIzoj0fWztF8dK1fCoE8avPlUuRBoQcONMsvvZI0s0owahBvnzJz/WP5qAs2/JeGhDuYBJju7rZ4AAFlfguT//cHCA/wGXFTNqEipTxQAAAABJRU5ErkJggg==) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 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,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) 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:rwdcur172258 2.6666666666667s linear infinite forwards;
}
