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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDUlEQVRYhcWXX0hbVxzHP6bJQ3TS5DZcSkJ7MRFTlj7UtSEw/6FOZSPWWWXzxYlO+1A6oRvFPggiwmrZy5BuUDfbLXuoFseGE8bS1s0aFanQsiVrFf+QdZEZsiRlqz4o3D3Y3Jp1a25Wcb+Xe/md3/l9P+d3zrn3HNhm7pJ2mV02zXbxeoOdYy8c3FUIbUL8g4qCx64OLt68IM/++UvGbgBoEiPfbqfLO1RVQpIkWZKk56qYMspEFRp7z5Jq9AnRnNwjACwv3AUgGAymXTVtOsEJYYNgxiiIij8n9wixaBhAThdEkzrkifgeXaYiXuuu5stOC+9Wxqh1V2MURAyCmT26TNKZlrQqkJ1toKSwEJvVzmXPAF+NisSiG8AALW+9zeLSHOM+H/HomuqcqgEsm3pC0RXGfT5+/HmeFw8fTWq/7BkAIB5dwbKpJ7jTAADnCt+k1zdEPLqiLLx/ivnihxHVOVUDuHIcFNvzmQ8u0tz6EpPXH1Jsz+fW3B2K7fl86h0mT7IpMVOh+zsLAGB0SOCF6q5+AAoq9lJwcC+vdZ0D4ARQc+J18KrPqXoXzCwHiAWC5Ek2PB4PbtGOo7QKR2kVbtGOx+MhT7IRC6id/TQBtpvL5Xqmb2Y5sPMArhwHbZe6Kbbno1v109zQqrQ1N7SiW/UzH1zk1twd1eKQ5ho49WoDbZe6aZw7zsn331D8+fVWAt9/p4x8KnRf9ZdQNUDR6RZWvxknpF1n7N41xmqv4bTtB+D24m8AuHKOplV+1QBnCuvkyYlphn1DGAQzgZieXOthvr73B/FHQXKtx1lY8jMvr4BoRNJKstr/gSqAmeUAoQezGAQzXR2d9H3Sz8KSH51hnYebYRaWQLRm09723hZwxyk1aQGVizAxp10dnUxOTANbgq+8XK68A0xOTFNU5qTe3aj6h6SqApIkyfXuRorKnLxzth2TSSQSCdPedhKAwZGrmEwigyNXAWhy6hkeVZM5jW3Y5NTT292X5Os5382Yz/tUnKO0Sm3a1ACWAzYZwFFaRZNTn9RWUVnJjQ+PJfmqu/qxFtcl9X2WqZoCg2BWkppMZiKRMFrgutfL0ODviMI+wpEwJpPIRnwLUmdYZ23tUcrcKStgMokYBZEsjQ1LdpniF4R9mC37lacCmyUBYBREMjOznh/g75a1cQitZpPPz9SwEtr6AN39KYBWs0nWxqF006UGiETCiQMnU/4rGVP+KxkAdeeHiMZXmR35mG97WpT2RL9YNEwkEk4JkHINhB4sZgDy4yewdepN7PPylh5Cvy4r8QkIywFbUp9/s4zkWxHM3I4AcPHmhZT3A3hyVP8vdwIA7eh4XwYg1xvsuJymtMSfR/gpc5e0y5/VfCTv9uU0yf4P8b8AfvJ89wwZvLQAAAAASUVORK5CYII=) 3 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 15, auto;}
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50%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADeklEQVRYhe2XT2gbRxSHP7uqSVY1kYyqQGR3ECpyQYcmkOKU0qRg6lNoG6P0lovi4hRi9RLTEAgmCQQHI1yc9GDslkKPNqF/6MUQaH0wWRJwA12wlIplEzZQRbEMjtbQqt4enF1rbTmabU1P+Z2GnTfzvnlvZucNvFCdjh/L2v+3z9Z65+lQN4dfeU0aQghhCyH+E3TAcT72/jvPPn3OjVvX7LtPH7Q8zzFAqOOA88kGMAxjxzE7Ajgrr9fZ3sYQjuP46wc99uGO6L8GcQ2dKJwaHabR6oUQ9ksvK7S3h7Y6BaCyXAJgdXWFv/+ypCECsqSOVldXaG8PuQ639vmVNECsthcTi1DHgW2rr9fK8iNitb0Yuw0A0N91mJsP77Ky/Oi5NqquSc8pDdATT5EUCfqBpEhwtPuQp38+v0jBKJIUCQAWzCWpeVubm2yq3ul8frFheytYM/lKQTglSOY3Vj89NwtAwSii6hpTgyOujTopnwLpCKi6RkUzKBhF5vOLDPSlPc6dFFQ02e3nEwDwOI6e6eXdsxne/ihN9EwvBaPIQF/akw4ZSadgwVxq6TFS9rc//wDA6KUJzo9k3baqa6iTGj3xFAvmkvSf0FcEVF3DDKxxLpcjsz/F1f5P+ePHX8jsT3Eul8MMrPk6gr4BzMAatfUAQ8NZwinhpiOcEgwNZ6mtBzADa74ApFMghLBr6xvmihJkbDyHqmvMTnzN2HgORQliWVVq6wGEELbsXeArAo5zgJ8e32dqcISKZjDQl+bVp3+6fX4kBeCsXlGC3J6YAaBqVQGYnptlPr/I1OAItydmXAjZQqUpgBDCbtuzj0gkiqIEOZI9iaIEUZSgZx8Abp8fNQVo27PPM+lXQ1fc9th4jk8mL5EUCffP6IzZNQBFCXqu39PXLxLu2IjGk8++4NR7H3C0+xCqrrlwihKUhvB1F1hWlVhnHIA3L8ww2vqAyrN7oe2Nbk5fv1gHvL1gaaSmESiXS1SWS5TLJSyryv3Cb1w+keHe1ZN8f/O7jctH17h8IkOsM45lVRtWSzupxVsRg3qnDMCNW9fc2jDWlbDNh0X3XMe6EvbH4iADfWmm52aZMe5hs7npI5Eo5XKJ+jE7AsDmm6DnrQjqnbLHeSM5JyPWGUf//VfAWwlvBZbS8WNZ+5sPv7RlHya78SjZJj+vohfaLf0Da6R6ecetNQYAAAAASUVORK5CYII=) 3 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkklEQVRYhc2XX0hbVxzHP0lvxd6sGENnIdEdQoY+5GETOtwotQWZ7KG0XcgGe/DFSu2g5mFU2heRrrBVQhBs91B0f2CPFdlW9lIQNh+kl5bZQS+YtOFyK7cwF4zDJo4SvHvIcptrNbl3it336STnd3/f7/n9fuf8zoH/E04eT5h7zemtJo/7Ozjy2ht7KkKqkCffP/rvX5e4MTtm3n/2xFPvYyGECaDrel3b7eCtrLwaF3ou1YyEEMIUQpj+QBB/IGj9/i8CLOWVKPRdG2a71VdIwm++vaUz7fEDwF1EvPVNXpDv2y/jDwTJryy/NJ9fWcYfCLJvv4ybaEhODStYW1vl4EH/liLW1lbdunMuIFQ6gEERfyBIc6BlW7vVlaeESgfQd1sAQKztCDNL91ldeVrTRtFUxz4dC+gKR2kXEWJAu4jQ3dFpm59LL5DRs7SLCADzxqIjv46LELCRzqUXthxvFlYPrlLQHBW0p8urn7ozDUBGz6JoKpODo5aNctN5ChxHQNFU8qpORs8yl15goDduI6+kIK86LT+XAgAbccv5Ho5d6Oe9M3FazveQ0bMM9MZt6XACxymYNxY9XXrU/P6XnwC4dmWCy6MJa6xoKspNla5wlHljcfdPQiinwZDWuZhK0X84yhexT/nj9q/0H45yMZXCkNZdbUFXAoQQpiGtU9qQGBpO0BwVVjqao4Kh4QSlDQlDWnclwNUuKG2UzWXZR3I8haKpTE98Q3I8hSz7KBYLlDYkhBCm04bkKALVzUWWfQD8/OcjJgdHyas6A71xXn/23Jrb/M2OBUB59bLs4+7ELQAKxQIAU3emmUsvMDk4yt2JWzYRuypAln3Iso93Ex9Z4+o6AKw5N6hbA0IIs6Gxyea43A2XrTroO3HKOhkBGhqbeP73X44E1I3AZvKvh64C8NbIDLMff0nfiVN0d3SiaKo1J8s+Ghqbdi4g1BYxZdln6/9nr4/w+Yf9/H41hgcPp2NngHK3PHt9BChHyGkqXB1ExWKBUGuYT8Y+I5dbJpf8gB9nfig3IE0l1BqmWCxseVvaDjVrwFjKeoylLKG2iLWlHmUeInlL3L5yjm+nfqO7o5PkeIon3hJm5iFQTkEu50yEx/4mAOVeDoAbs2M1b8cNjU2EWsNojx+8dAsOtUVMYynr6CDywItXUdc7h1Du5WqSV4uAnT1KbDh5PGF+d/orc6+fZja8UvJXhX8ARitz8v1GchgAAAAASUVORK5CYII=) 3 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
}
div.testarea{
animation:rwdcur229304 2s linear infinite forwards;
}
