@keyframes rwdcur140251 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 7 7, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEkUlEQVRYhe3WX4hcVx0H8M+dmeyuu+NmXcrGxk0YNJqiJdKKJgShaooRmtL2wSKI9q19qBQfCn2pcH2RVsQ+WEQfqoQiSIRSSglSagXbRltoWdNtbJs/jiHdxmwy3X+zmZ2dnevD+U03PiSzTaUP0h8c7rnn3Ht+39/39+9kNiBFXrsRoxjCMWxFF41YH4gxhoX4bRknMBfrpVhvoZXl9Q5kG1A+jK/EITdhCW/jrTi8FcpHY7TQiXEigIpnz4jzaGOuh+qykuX15bDm+rD8q3HQ/gC2NfYbOBOKhcXdAD4Wiocu2atguNIPQMix+OkcPhXzUXwB2/CHADAc31Ylprph6XCMHhPvgezLQJHXDuBH8foMVnELJsKKaihZwOn4rhP74zFfFr6X3NaT9kYYuA078C+8EGvXYDvO4i+SW2YkVmZQtx5450Px6QDcY6KV5fUrAyjy2hh+hwdCeUkKrGexK6y8PQAu42X8KX5vSD5vx54sr7fj/T25rAuKvDZwaLr57u+nm38O9HtCUQn/wITB0nWGSjskmhfCuk0x70h0z1n3uSKv/ZeeK8VA+52lNd+5jzMLnbtfmVn5tXX6rkXLSJlWdy4AnpLc8U+J8l5cCACVIq+N45oir432gFwWQJbX/fCPDbbPmtzVdbbZdfDvCwfTpgcxabzCtqEx/BZV5ex+fBmfv+SopQDSqxMTYUg1HXVlKYp3pOw+Oe7Zw5s8cWzJL++YoMCOYS6sMtt+2sfLB4xUWOzQXJvGI8HKy1Lq7cJkGN3BFM73z4LmCJqMNdx864hNparjZ1d8dvvHOLFMp6gbKB2wZZCVborzkut17Q5lDSlr9mFRCuJPSjF1tG8d2PbFZgqrDANNN+1tOfXumtdOXaRTHMKC0TIjJYbKzK/N6DosVc4J3CilZBU7A1RV1IN+ALIzTfbdjsVxLm5m07z9e1qO/nvVm+fbd2LK4hrHL3K8+QIO4SBelQJxQuoh1RhbpSAewFDfZgT37x0pSlnFw3cN0e6StblQ9tLpQQX2TA4ekQrOFObj+T0pG56XAnNMcgW8KMVBfxfAz440s5++OO/7jy4lV2QdlO3+RMeF5a76XGevdWr/FtaflHpHNZT1umEl3huY2RCAkOzxo03ZvbN0KxQV2stuGVv11JvLTjbaB6Qa0OuIO3E3PoNXwuopmW9JnbSD7vsBQKTtY8+UEwulCgX3bV6zpVoRFjekdGtJKTgajHRwncKrwcoozr1fAJA98teGfb+ZZXWe+RVqm/3k+Xk4nOX1JXwaX8PnpCY2gd3Wb03nYj5wNQC8Pit7rk72KMpY6XjqjXlZXl+MT6akajcmdcxbpT5yBtOSO45KzrxqyVBkjzf9+OsV52a550sjbrh2sJAqxxNSYO7DN3EEr0tl+bkA1vkgAHogZBSz+NU2sicbfvFSY3X63to90r3x23gSD1u/kLR7l9L/mTx08+bi6e9uKYq3RorHbhsvdo4rirw2WeS1rUVeG+p/wgeUIq+Vfr5/vPhGTVL+A4XUsj50uVR5XwAbKsVXA+JD0PGRfCT/J/IfdjafHz950v0AAAAASUVORK5CYII=) 7 7, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 7 7, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEWklEQVRYhe3WTWicVRQG4OfLTCdpMk7SMUmtxhjQSv+0FbVgKQoVVHSjCxdiVdSFKAUXLtSVA1pE0II/iNaFdOHfThELKoJUEbWtpTRGrTaOba0aS9KkaTqZTOZzca+mizaTVnHVAx9cLnfuec/7nvPeScwh0lJfAatwKao4hFZcj3G0YBey2I8B9KIJQ9iflMq1k93dNBcAMeklyCEf12V8h18jgGw81xSB9qADBRRPdXF2jgAKWBkvfV9goCZUel4E8k1MtBpt8e4fUBFYODMAaamvE2uxR6h2Bw7ifAzjcATYiyW4Mu6Je8MRxEljVgnSUl8HVgjUFvF5Uir3C5T34B7cJFB+P66OQOEI5sXkuVPlSBoA6BH0hjVYLFD/WgSwUqiaIEUn3hXYqeDbeH4Mn2IirnPxqzaS4Pd4aR5LnTtvvXMylCtFbMF0THJhPFMUWP1KmJIalsakh4U+6YlAIDerBEmpPPXoxyO78Dk+MJ1ypEbo7luwPB7tFMa0GivriOvuuD56ArhWM9JnZ5UAaXqA1zcU7RuZ9tS6BQ/Havfhcdmk13RK6vt4fkiQpICP8JYg4YTgD3tRj8zmUGjsA1Nt7r0vY2i85uXtY8/jGVyEolRInkmWxMuHZXTLJi0RyDXYiv4ILh/B5CIjHY0ZGGxjsJmfmjnaqv/n41Z057bie8EFu3F5BPAeXtTc1GOyXscr2ImvY+V1YSyLQtM2NWZg/jFaJ6kmTE2p1FJfHZy8GT9it9Bc27Bd6IXXTNZ3xD3CRPQKo1uNLGQjkNnHECmkby+iWqe5wm8ttu2mf2jKQ1cXBiSWSW2NFw7igGBGy4Sur8Skf8YzA/FcAUsaMZDAnRvHKFRoGWXBH669Yko+l3G8li7TlFDI3iyTrMdoTLhHkKdVoHq1YEpZwbRqkZn8XB6j5M09xyS3js7sTGfcvSprYKhKmjJWq5hO345JB3GdMO9HBIlaMCJIUIvVD2G8kQQnRpBjC462MzLKSLsPh1qMTdbdvrztWeHN+DKyUMA7EUhrrP4CwQM+E17TztMBMAPi1Yh/pEg140h+vo7FrcxvYu/EZqE5h4XxG4wAOrFOeMh6IzsH5/p/4O9I4IHNbaRdNDdTqeqYqvFHlb0Te/Gx8GY04S5hTMcFQ7pYcMwu0Y5PFwAkm3ce88QnVSYnGR3lh0Pe2HEUHhEMqPeEr9PMGO4W5NkuOOPY6UpwYgQ5bke+y+jC+Sq1uoVXFqik/HL8BXyCLwTnWxN/NyGMZ47GPjAnEM/d0K5vQc6yrnmWLM0znTI8dVtSKr8Laanv7x7oELqnhuGkVK7/WwD/AFneRf/68/05L2vrj+PuWVm4OCmVB/85UOrLCzLUMZ6UytX/KPcMiE03FtP0s64U6R2XtaX/dYI5gXjwqrb0sbXtabpB+uS69oYgzmQKZouk2Jr19GqSl4JJpqW+7v8TgI3bRpNkU7DtRedkCI54Ns7G2Thl/AUWAG/Tlv4eUwAAAABJRU5ErkJggg==) 7 7, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 7 7, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEhklEQVRYhe3WXYhc5RkH8N+Z3Z2dZOpsOmzWxGy3Y0yiTf1oVdBIKa1tiRd6pxcqUYR6VQULhVwU8YS2Qm/aioKgheIHFcxV2l409BMtwS9iFJQQAz2EKOsm3c6Mk+xkvk4v3nfikJpk0Oam+IfDnPOe93n+//O8//d5JzEG8rRWRQGXYA0WkaETx7eggtXxWkQbdSwnadaOeQoxvoABWpNjkBdjAHyAFq6IVxvH4/vKGaGdeK2O88Q5w1wFVM4rICodoohb8VVsjQR7cRQHRwiqcW4zfkQhSbMB/ouvcObAmUjSrBeJCOX7UozrRaIbUIrPX4jzenFsHWaxkKe1hfh+VMQgOZ+AIfK0Nodd2BSHLlFIthrkLwolfjMmP4DlSNYTfFAVKlmPc0/G3+Y4SzA0zzPmp29R79HqH8Yhg/wglnBtnLqEhZH7oQcK8ZqM5K0kzVqMsQQRFVScHHBqAPuxJ8bPx8R1fCTsjrqwE4YCFrBxpBKncU4BO64u5+m3ZvIkzerYZbn7rm7+LH4jlHm3UOaNUcjx+Hwykg+9UBrhq8b35xdQXc0jv5iAfNtT2V7cF2M2CWtcx0bFwqxgtouFte0I27UVRe3H28KuaI/ynlPAY6+cYP2y/AA3LJQ999aJV4X13oztuBKZzqAZBZXwTdyIuThWjIKG5uuIy5CnteK4HvCrnZNuvnTaYqu3VeiIbVyEOetKFWsmrxW88uUYcv2IqK9FsbOoJ2k2iA2uclYBeVqb23PnWvpxoNSwYQNvfND15OvN2/EqKtYWv6HZpd5r4WVh738F2+J9AdeNiBn6ocgndKYR1F97v+P78ywdiGk2HXXrLMm9fNjqP5l++4ttxzrP4y2sx+Mmkiro50cFc+4RSn4VLhN2yXIcO7sHkjTr/OylRnIMd+0o0ykHTyN/ijWrJvzx8EopEmxA1aqJquoUG0usn56PX1sROuiWmHo2T2uEJeyN44FkMuG+h5GXydEre+imU/YdafvHkVO7hfXuuGiCRo+VnJW+KG6bcH5sEbrlEAP0xm7FArX86RlOFGl2+Dfv9co2byjRHmRYZ7pQMjPJUqeN+7FT8ALchkNJmi3naa2C8XcBEnj0BUx1SBp0Gzb32t57v838dE1lomT9NBMJU0kpki8JXXEXDidpthzzFRm/FZ8W8eO/NiQ/aHw8MjVl8+oCnZxCwqk+/QHdfNiM/iJ0zLeFxjXEuU14LhGQPByfVro0un655zj13kGLHZa6zUh2AK/gJeyLR/sQrdPJPiWCJ+4IVMmf+N2dF7vt8lXP4h18L4p4MEmzxU9MkNY+VQWGCJXYzU/7M+BfK11/++fKPQjHdfiXtHTWBGn2mSowilCN7Ww/zN1Xr3XPNeWd+HuSZq/laW14RrSSNNs3GvhZKjCK5Ec3lT3UKNv757KT3b5f72/+HN/N09o8bscPcWVsQh8H/o8EDJH/5OYZ7x7r+e13Jm3/fcPeHbWvC8f3HP6QpNmRCykA8vwBkifiQ1pbJZyEzSTNDp05+UIIIHriAnN8js/xf4L/AOZ8ihmThsDZAAAAAElFTkSuQmCC) 7 7, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 7 7, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 7 7, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 7 7, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 7 7, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 7 7, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 7 7, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 7 7, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 7 7, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 7 7, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 7 7, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 7 7, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 7 7, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 7 7, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 7 7, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 7 7, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 7 7, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 7 7, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 7 7, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 7 7, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 7 7, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 7 7, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur140251 5.3333333333333s linear infinite forwards;
}
