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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcklEQVRYhe2WS29TRxSAv5n78LV97diJ4wQ7IQ60hsRJKcEolPJQVVoBLaXqI2WRdgOCSl11xwJ10aoSO35F1RVCtCyoKrVqN30QZVNUEUiBqsGENCEv49i+13e6sIVUsPOALrrIkY5mpDlzzjf3zplzYF3W5elE1vSJRTxBwAjQDqRqcwlMARNADlgAvKeBqhu4KxZo1zSOAV8CY8As8KCms8AN4AtN0451x+Px/zK4/u6OTXs+e2vwYk8iugio5bQn0bJ49r39F4690Lcb0Fdyrq0U/MP9Pa+/0tdxbt+zrXvabMP8fmwS11N1jf2mzunXtpsvZTq3xsL+wY0tTX/+PJ67yTK/ZFmAowPduw/1J8/t7Iz0dkdMemIWv+XmGJvK17U/nNnAmcP9xGwflmnEpaY9Z2rGlasTf99ZM8D2zljinZ1dZ7Od0RdTEQMfLgHpEPNLLl+bpuD8+1CttsnZI730tdtoUuA3NKTU4j5Tb703u/hDbq5Ql7pRCsndz8QPpltDBzrCOj5ccIt45SX2dvgY6m9+bMNQf4x9nRZeqYBwlghIl46wzqaY/er+TOpAo4PWBQiFQpEt8dCRRNhnBXXAKyPcErhFLEqcej5MusV8aJ9u8XFqIIKlSuAugVtEVkqEDUWbrQe6osG3w+Hw49SNAA6mWxPJZjsb9WvoVBAVFyoOVMp4TpFMVHGiP4guQZNwYptNJqrwygVwijXYEgYuUUuSiFrZQ+lkol6sumli+7VUNGiGA4ZEUgE8BBWEcsFzwCsxvEXj4pgOAoa36MhKEYRASQ08HaUMUC5BXSdq6eGApVLA1VUBaJreMZMvWZPzgnlRrp7KKYFTRrhlcMpI1+H9tAAh8JwSf81KlC7AEGCAMhQYHgVlMJMvWrouO1b7BeT5kT8Wvhq95epSmEIoUFUV1OYoPE9xJFV9yT+9soCUi0AVSNVGhEApgVtRrqOomwX1ALzZB+VpoAwE6m0CaA9KhjM2ABdvL5JbrDQypeZrst5CozS83WgDVCvYcF+IXRvD7OpqYrgvvFJVm6ZaqFYNMAWMNPLWG/dzPNuG7g+hWzbHs230xv3LAfy6VoAF4AIw9+iCoUlODm4gvSFKxQhSMYKkE82cHExiaHXdLQBf18ZVA3jAj8ClRxf2bmpmaEcXmMGa2mAGGcp2sXdz3bfmEvAdDQrScsWoANwCBoAkQJPf4PM3tpFNxfDQQDNB86F0HyE7SCjg55vfJym5Dy/kCPAJME61XK8JAKqX5zrQCyTfHOjmo5f7MA0TNKOqugm6hdIsErEoN6byXJ2YARgFTgM/AQ1TZCUAj2qrNdpi++0P9mU2t0Zsw0XiSR1PGlSEQVFpzDuCmaLCUbLwy/jd80tl90wtuLtcgBU7lpqDkUhQ+/j6vflvpZBH2yPBbJPfCOtSBBAC11OFuYKTvzObHx3LLZwPWeLy/TxTrKI3XHNTujWZjPRvDCVMTU81Ba0UwPTCg4lCsXLz2t1cbnwyf381gddlXf438g8Bt3AX/IrvrwAAAABJRU5ErkJggg==) 16 16, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEwUlEQVRYhe2WS2xVRRzGf3NevS9ub9/P2xYtt6UUkKIVA9jEYKKAETe60KIL0BhJDCaKJia6EBNjCDvjBhauTAxBCEZRQ8QYBCwBCQ+hSBVK6bv3/TivcXGphra3tpHETb/lnJn//GbmfN8MLGhB/7PEPPsrrXWLQi0NdbXlHq1BCrXh4Kkr8YlUdhS4AQwCccCda0Ftrh3XtoRrlzeWP9FaU/JUfSjwYKnfCI4nMp4jPb02YALDwGngIPAjMHqvALRNHZE1T64M74pUhTbUBos8JR4Nry4Y9IGmYAA+IAREgM3AEWAvcB6w/wuAtv3xjs3rl9TsXl5b3BYuNvBrElXaqLjEMBHIqWNCwAt3YHYBP80GocwyufLMw5E16yM1ux9qLGtrLisiqDlodgZhpsFMIcwUyGkAk+oEPgIemG2FBQHKfb7qVY3Vb66sK20LF+sUYSGsDFhpsO5MbqVh+g78LSHoLA94dt5fFags1EctBJa2rI2D0eTrlYsMY2mFD7+wwMogrAzCziLsLPFUhn1nRkjknGkFir06T68M8+LalsUVAd+1k9eHz80HoAR4YzSR6Tj+2y3O949R7hXU+8Fws2BlUewssXSG/WcniJv/uK5IU+i6L8SHm5eyoytCedBvJEybX/ui3yVMMzNXgMXATqDMclyuDsU5emmIgWiacEBQaVgIJ0s8lWbf+SRxUyIELKso4u2uWt7bsJjVDSXouoYjFaI5NxDLmocv3Z4YnjpRIRc0AXed20jK5JOfB/j26hjbVgTY2qohbBOkpMqn0N3uZ1tHOUuqi0EXuI4Fio5XVwh5tKBhqE3AhbkAKOStZEz9IIHesRzvHjc5dEVla0RhU6Ogu81HZziA7lFwXQfpunl3SImhCFRF+Eq8etNMKy3kgtnsmUeRk0iTEsyc7Pk2t0Dqz7QDLvlYNckn3F2lmksNtq/w092qYds2H/TE+LIvRXe7YNtqD0uqNISiIRUVFAXbBVuSHkvlbswVAKCffJaHJhsq/DrPtpfySkcxy0pAkRY3oyaIOENphz2/xPm6z+TlTofnVnmp9Oi4ik7GgljGiWcs54/5AAwAJ4Fmn6GyIVLBjkdqWd/gxYOFa5sgbaShkT8tBynh4kiWt47e5NCVBK91NfNYW5hYTtIfTZ87dnVkYD4AceCr1prQllcfbQ48v6qG0iKJa+VwHBMUDSld0DWkuPtsc7bLsWvjnLl1lo3tI6xtqUtfG4kfSCaT4/MBcCv9/mMvrWv5fl1L9Rbd48FRnPxqFQ1cG4mLNFQQM/9csYzF5z19HL18+3DQq35DgTdCwdtwOJUaPtc/+nFDWbBZ17T2cNDAp2soqg2uk6+nKwUBAKSkZzyZ3TueZFoATapQEgJwoX/idm1p4E9dM1Yoql6p6zqqpqNoOkIziJmS/Sf6SGStmYb3AO8Ap5jlOp4VAHBP/z50XVeNM0WGXmlJJZxzFd0VGq7QiOYkn53onQoQBw4A7wMngBnp5goA4F68NdqftOQPadO+FM85SsJ0A9Gcy41oVhw5ez2Xylkp8tb9BtgDfAr0AtOvySma76OUZfXB0vaGulqvrjfpqlr/xanLyWgqO3gHYN6P0nuhf4ntBS1odv0Fp0XVVb1CXqIAAAAASUVORK5CYII=) 16 16, auto;}
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}
div.testarea{
animation:rwdcur120298 1.2s linear infinite forwards;
}
