@keyframes rwdcur246092 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,21.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
21.25%,29.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
30%,38.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7ElEQVRYhe2WPWtUQRSGn1n3jtdFYwgS1hBDCCIWdhZW+QMWlqm08icEmwiKn5VW9oKtnQh2FmKVQhGUiBBEEj+CxhhCCMvsusfivuO9udnsTWJpDgw7u3vOed8z52MG9mVf/ndxFf/XgZoWQFer08emJru472rfKez/yoEKRweBBnAUOAz4gtPffcAbwBHZHCoEYGUSNbaXOpCa2U8zWwTGtZrAgMj0smmY2S9gRHajwBCQ9sLrRwAgdc6dAzCzF8CpChIeGHTOTZrZK/02tlcCNaBmZrPOuUsi8Qg4CUwosmPkqUm1HzazlwDOuSsimpLXxY4JdIGOc+4sEJxz0yLxADgNnNHnGNmJjABjZjYr8NsC7QBBa0sR9usCT1ZMQ3I+IYBbAO12G+/9VeArsAIQQniSJEkEbwPLwEfgE7AErFPqoJ7HIukAG4XTAEjb7TZJkpAkCSGEO977xyGEKQCB35PusoA/a79RBq8iEPs9GtbJck6JxFSSJAA4556R1cEPAS8o8jWyFGyRqi7oynBdTta893cjiRh14XtTNt9FoC/4TgiUyXRDCDNF4AjuvYcs+q5AV0V8W/DdEKiTt1k56pgKyOdCh21G714JpMBACOFpEdx7XyYxDgxqxfnwzwQ82TBplsBbQMt7v16qh9i2I9oX75At0q8LiuDDZva8AP6aLLcrwLr3Pg0hXEiSBDM775ybJxtQGwJeJe+mTWnpN4jqYt80s/cAzrmHiqpFVuWLctwATkj3onSvm9kN59wk+bDaoFSUVZNwyMy+yeFNgQfgC/mQiQSaivq4mc3IZlo68wUSmwhUXUZeji6b2TUBfwDeAXNyvKDPOeAN8LZwb9wnv6ji42aT9DuBVBGPKrIGWQ6XBLpC1u9dOU5RvZDflDXpLJCP5E0nUDWKWwKKui2ygor57BR049AJ0ltW9NFHqxdIVRHG44uPiY4c9axoSbxFU+270m9p7bgLYJcPzBL53T5m9+U/lT+7ADBYo01YIwAAAABJRU5ErkJggg==) 16 16, auto;}
38.75%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADdklEQVRYhe2XP4hcVRTGf3ecd1mWJSzLMoQQh2VZsLDQTsHGzsbKUizEzoAgARvF0oCQTlwrg/YuWJhKu4AkTUACgqJrNMO6JroZNsOwnBn2WNzv7rv7fDM7YGFhDhzmvfvuud93z797Bx7L/13CGd870izH0kVkIdsn5izQBSogAktaLBM+i8TCth3apQusAD13fwT0gfPAqhY8S7rAsmwvyHZda3abE5vSKQisa2wLGAH3pSadJcvAmp43gCNgqLWPKMIxk4C738sD7r4TQnhTpKKGD7XYtLGhJYFflO11gBDCS8BYc6bzCAB0QwhPi/2Gu3/s7p+EEN4RQAT2gQN5ZkrttTXZfC3gK8CDgvwpzLYqaO6iD/Td/UOAyWRCjPEt4DfgLikkY5Lbe2b2XVVVCHxb334GdqX7pefakvBYH3PMB8AghPA+QFVVmNlHwHPAs6T86ANbDfAvtOOH1LmTvXVSCW0hyATGeje9x8lkQkHi3RjjNqkyhmb2eQbXvBWR39NvK4FFJJJK6UXgspl5FjNz4NOWsTvADnBZdheok/eUzOoDpRgp4wfA3Rjj1dITQL/ceYzxe+BP6pgPZN9atrOqoClHpIwfAL/EGD8jVciKNIPf1rwfSV7Y1fvRrIUXJVDmxcjMXq+qihDCt0AnhHBT80ak6vhB4GXc/xWBLqnMVstkAzru/jyceOArAQ6l43ngsFgOnLRlM7vRyHQalfEyqX+sSpfP2uQiBJaANTO700i2m8BhjPHLTALAzF4DngI2gR4tB1Bzd/MkAueA80WD+UZ2Q1JXG8UYr5nZG3mOmV2KMZZhMFJoFiaQ2/E54KK73xD4NY0PgXukJmNAL8a4bWaXqqrK5bkB/EXd0A6oc2JaAjWlPI577n5L4FflkQHwKynb97XYOjCMMY6BTXd/xd1fDSHsiWyZiGOK43jmYaTLBAK/ImIPBfyTwIeaskKK96b0SXd/u1w0hPCCyOe+MJ3lAUjH8TPAlrvvaPIjge+STsGyu+ULylikDkII77n7ByL/OzozZHdqt20y5XTi/CHme6Tm0mytVoyNpRnoAfXlJR9stWdawDukWPdIsc33wKHAD6SzJMquR12GI9L5cF+/xpwbUW67h3o+1KIj6bjFppTsjWPNX6b2zD+O43n/C7oNnTZ0nixs+5//MXksfwN0epsHzptvlgAAAABJRU5ErkJggg==) 16 16, auto;}
47.5%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,64.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
65%,73.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
73.75%,82.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
82.5%,91.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
91.25%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur246092 1.3333333333333s linear infinite forwards;
}
