@keyframes rwdcur109919 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 11 5, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 11 5, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 11 5, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 11 5, auto;}
12.5%,21.775% {cursor:url(data:image/png;base64,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) 11 5, auto;}
21.875%,31.15% {cursor:url(data:image/png;base64,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) 11 5, auto;}
31.25%,40.525% {cursor:url(data:image/png;base64,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) 11 5, auto;}
40.625%,49.9% {cursor:url(data:image/png;base64,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) 11 5, auto;}
50%,59.275% {cursor:url(data:image/png;base64,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) 11 5, auto;}
59.375%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBElEQVRYhY2XsW8cRRTGf3s5mkORF1IERTeHROUCyycDRXCD48gVcnWW5cou+Afc0J2LNEjIBR3FgXBcIEEWImJdiiiJK3coMRISUICQLaBAPpli0/kexe7MvpmdO2dXo92dnXnve+998+YNXHYJPYS8bL0pfQMBEZDy7gVyci5EEPJQwaA22FcuclY0hIFTVvXl3tgKRB7IkhKA+EosKt+qYfnUyiurFDBPoAJRU3QJAHEDyu9AceVqJfClAZT9XgiKvgFO6WTl1uoVhPsIdxE+mQAgD3hgwYsytOcBDS2faL3wy/Xl6zJzZyYco8PnlNv/To52vwbquScCQgERY4wYYyTtp9rCoSZfOM+9+x4IwqQsCIFoIRbA3NycByJUrjw31DK1MfWVEgMxpTmlEatVnL34O694uSISv5CUYQiMMbK7uyuLi4u1MHl3RE49T/idPmEmWG+MkdnZWcmyTJaXl31OhCuKeqush6RgYvECwLh8aSTIqHhNXi+epmO8VLC1tcXq6irvLbzrp4griXt3cqvrBbBJQgbQUIPWyp8x5WsAJ8ennByfOkn7+/scHR05pXIlgUZCIrgGPCQp70LO1z5a7ZJ67neushzQhLMrYm9vT0RE1tfXJe2n00jp7x8WgAIx1GxF7QkhCTWI+fl5ybJMREQ2NjYcJ4Jkldc2MGuZBhGyOkYiAQ+IMUa63a4cHByISLHeNQgnK/Qq0LQckKRoyjM1IoUkBOh0TcmLUxZu7wDw4fuw8tsKj3Yekdw5d3xyJCwJCNAIFQNwRkikqVenWwB79vg5/X6f7w4zvvn8W5Z+XiLdSStDCkJv6rkNbaVTdg0PtYwIrZgI4vmTY7a3t9l78BXff3Gfmz/e5LXP0onzEgSxHtDWOq+cVehNp3C3VaYvuzz1P9t3q7fE0+zQynlBwqt2TANYs4pVKB5qb9hEFLtsbuh0TVQ5wNPskO6tefvZQuhUAApChCA+sCBiBA2VmIU2AKd/ntS8YdtoNKLTNbSyFsBbVkYltlga9ySpQuHF/Vr5PPPdLA1hfHXM3z/9VXyfJ6Rfzrj/5x//R/rpjBubr+dctC/eIeFZ3SSViGK7nN16bQ5ov9mWG2/f8PZ7NedemEfU/VFdeQEgj26vug5Q4LTyaKIJtvqp54Zygl/DRQoQa7krs4IyDqGeOSJAbDpueAOAJBVvS6aRuO21Y4rYj6+OeeXfZtyLVl4ld1D2bk4ePKUK0m5rd4qYN39tVhZPrqZ7NqQxWVUIhEGg2JXZwYR/Wj+0pPlHs65sMgivDozH3z+1aAKF2/QbCL9HV8iUSjpeiE4LQ3UADT3gV7qVp8JzxSAybsi0Q7BHmPAAWoEYXDLXP66/5PU/fR+ygr9+V/gAAAAASUVORK5CYII=) 11 5, auto;}
68.75%,78.025% {cursor:url(data:image/png;base64,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) 11 5, auto;}
78.125%,87.4% {cursor:url(data:image/png;base64,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) 11 5, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 11 5, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 11 5, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 11 5, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJUlEQVRYhb2Xa2yURRSGn4UNtyA09kIpHdIUUhRRSyNoQIwaVCxCSAVCENEYYySKGvAHGsAfikAaRUWMCUGKCAgICpUCopFbEcRLQKAGtDSsAaQ9agtFqpTXHztbP5ZdWhSYZLL7zXfOed9558yZ+eASm4z+MmbL6H+pvola+BKAM4B5wHHgaeAc8PVVISCjA7AOuAXY6ofv/L/gLWoyWskolSEZh2XkyGj0vcPVIDDPg5uMPD+2y4/de6XBJ3mgBhkDnHM/OOde80koGbtlFFwp8JEeRDJGAjjn5JzTive6rAm8k4wKGVNkZF8u8Nv9rCVjUmw8RmDofX2kmqY8+DWOzJcyHpXRsSVYoQTgecAuIAV4O5TKxCCB2P+dGxvJ6nIU4H6gFfAIMBxo503OAGuBRcBnoVTONktAxnDvkAIcBD4Mvv9iS/p0gG/3hCkcUkifvAXs/7HzN30G1vbz/p2AIk/mzoBrDbAUWBBKZW9SOWTsj5MzYf98dbrenNVDMnT0QK6cc3MTxMr2eVER8H0zziY3kQIzgTLgdHzQHbvSpuf1PMUnZSksXxNm08paCHVi/MSb2Lxt39uRSGRivI+PW+BVOU8BGQuTqpEgyPiGY60lQ3u3p8g5p+MVHSRDtSc2q6ioKKESF4mXK6OxOaOw344/x2Q8uPsajRudrflvZOrsiejYycg9kqS5xcO0r7zzbhkPyEhrJvZCGUq0C7KBQmAocDc0baczH6zIbLd4ZZjZL9WT3+d3AGrrWrN0VR4ZOS/zYGF7+HNoMFwlsAMoB3YCe0OpnJORCxwKgt4iozhJElb4PuTVaV31R1UbydDZEyGtWtRFsdqQn5+vr7aWSKfLFNl3sxqrQ38niFUvY4uMPf55QYxAccDopIyPZTweq2x+KWbGbI5VtNdzE7o1gcd63759VVpaKkkaO3aU3prVdZmMJ2UslnEojsweGTmx43i5/10HbA8WDRnXAcuAfARbdqQzaXo7qu3Cda2pqWHatGm04iRL3h3Ms1MaxnTP/74mEok87GOlAbcBA4E1oVSqLsiBADBELx7FRKtb1atzsnLeXdQ6mUtT27C8jt69ajmrx3nmhSN8uqEi6RZNGE1GJrAKmEj00lICDHtoQsqLQbsB/cT8N05SWdWGyNF/5/LT4TbcNaiBjh12c/ut6VQeSe9fbefS6urq1iebba7fFjn+eXngDjAiZhdc78F3ZetYRXvJ0P4dneWc09TJWSpfn6apk7M0akS2qg+1lQxVH2qrcaNvTF4nYnsylpUyMj2JzKBdDLwg36nyu46Sod8r22hMUXajc07l69MkQ+VlaXLOXUBi1IhsOefGJ1MgdrzmJGTpCfTIddq7LUUyVP9LWBMe69bonLNeeW5Gw7HWtTJUMi9zoXNuhnNuxjNPdJtzKhKulqH6SLh69ftd8lukQjIC28uis/zreCtNfT6r0TlnzrneMm7z/hHF7RAZaYEasz9hlWyJCmuXZkiGztWE9PorXZvAvf8cDzAnQezuil5SqpsjkVQFGWNjRaTknczzwP37Ak+iUEaRL1wbfSIHC9B5JOKP42CN7hFKpcqPDwbWA+HSDRk8NaXtb8CgSCRyQMYAYBhQQPS74doE4tUA3wHfED0XioHewEfNquBnVi9D26LZHT/zmQlmuFHGDBkjlOCi6nNiZUty4Y6AZEtuuN6Ncc71jLMfcDGw/9QCKtT6302yln9HXg4CuYp+hknGt2rhFftyk8jw65RxJXH+AXhnAoYN4qEKAAAAAElFTkSuQmCC) 11 5, auto;}
}
div.testarea{
animation:rwdcur109919 2.6666666666667s linear infinite forwards;
}
