@keyframes rwdcur30266 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABhklEQVRYhe3Wv0tVYRwG8I+mIWEOThIOEg5NCY3i4BQE0hDh4CzCbXbyXwhx6641OIgOKoQ0NIU0SVwSLITr4GJtpSAGcR3ec1GO5+fVW4P3gS8czvuc53nec873fV866OC2404J7gy68COH9wjj+N5qqDgG8R4NbBXgb0TcFfTfhHktEmzWRAZ/Isbdvk6IbnyMCTbwOeOZ7QT+aqsBZhPEmjWVwH+ewX9R1rwHhxmCX2L8buxl8L+WDfA0QyzpLcwU4D8pE2AxR2xZmPXjqO666JS0WigTYCtD6AwDmL90bx7DBUJfQVdKgGmMpIz9xNtKxXG1GlqsUnFSrbqPV9Lb7hs2U8bKY23NgWh20fW/R71up1638z+8J4VWfI0l7Guh11vFA2FDiv9kvzDabvMefEowb1YN99oZYCnDvFnv2mX+En8LBGhg7qbNHwrfuIh5A6fCCpmLoieiU/RiDH053BO8wTr+5AmnrYRp6Bc2oWfCDIeEPeEIu/gQGf8uqdtBB7cY52DcuyToNcYaAAAAAElFTkSuQmCC) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABo0lEQVRYhe3VMWsUURSG4cc1SIoUy5YpLMTCShSsxMIijRCCoJGUKYSASbmYWtKZwp8QRBIQYpWIYAgpUqQRREHQwsJKrIKsFiLjtdhZHW52d5KZ2U2zH1yY4Z453ztz7jnDSCOdss5WkOMeHuMqzuAL/lSQ99hqIqQrSQHuDxPgYQYgC7KDRt7DtQFB1TCFXdTLAIzjQgmQK3hW4nmP8B13440Q7IVgb3vbZ0dLEK+5IuYTOPS/pk8w1jHOxHU7A9n1CpeLAMzFyZaXHWIyipvHry7GB7hRxLijp12SBnzDzSi2jnWEpSUtTJcx7uhtD4CQ7sFKet3EWGpci0pUWF/7AKziWuY+kanzSQD6tWHe3qBmyD+90/sLfEoBVtK4Js5J262qEqzHxo2GoN2at6PY83iJZGGhukM4HwMsLmrhYhT3QPsMZCET7ON6GYA6WhmANYyfcBD9xgtcKgqxip+6/F47IFtbuaM4wUxRgAn5YzRvFD8van5c9QPY136JnhpkL2/iFn4MG+A97mA2z5z2/C6rj9jAB7zGmwpyjjTS8PQXkIfDmIA9k2oAAAAASUVORK5CYII=) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACYUlEQVRYhe3WzUuUURQG8F+TmIREDCISESLRFxIhYhHVJoJ2ggtpU0S0aVGCq0AoIlpJhPQHhAhFi6jWES4qRErC6ANC21immVj2hVFNi/tOjjPv6EyOtfGBwzvcuec89557znMvy1jGf8bKRfhuw6roW40p/Cg2yIq/ID6CA1iNjUjiJU5gCL/+ImZBOIrHmGxq8hMppJJJqY4OU6Oj+peKeDsuY3jr1lniLLuJ8lRKbyqlt5Tkq3GhudlMHuK0nUdl2qlUC6lBJ74tQD6BU9nOpVhAFe7V1+dNe9qm0IhEnkWsx25UxJHkOGXhUnu7MbzK8/9n3McHudW/YWBAFU5GdmgBrlxEOyhHC7rxAjP4gjvownGUZRJH8zvRJ2TpEy6KyUJZ9kAMvuOWsNM6HEYDruO5IEI7ot/7sD/6NmXEqMQaQTNGC+AMyFNINcJOWjCMSdyIxnqIrZmfgobkbHihGojDmCC5e4XdJyPbJWQrLmYi8qsrxQJqsQ6DeIRp4XieYIt4Kf4VLTqnmAupgTTqhHbbKRTaOUH7p/FeOJqnwv1QneWbiOZWCJ1TON690ye0UBcGzJ7rIM4IBZgmWYvTGGGOek4K3VJUxmvQ2t1tRCiguMIaF44kE0m04nYy+WfegyheUWjEtRjiTHuGPXHO4+P6cUXQgmP5SOargSGhZ6eFHo5DOV5nD0bt+xVnBUn/MA/PvGgQruIv8megMZO41NdxQlCxHrxh7kOkrc3HiQl9S0GcjVrhRXQXb80W4UNsWkzgYt+EVTiIzRFxP64KKvfPkBBeSglBkJaxjEXhN4mJ3idWvO2dAAAAAElFTkSuQmCC) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAByElEQVRYhe3WvWtTURgG8F/SUkQcSgbH/AEZXFqkSKC6OIVQxa/Rwa2TIG4OrZMEETroKA6CH6O1Qx06dCjSoYhYolOlW0RwyKDGNA65lZjee5KbZGseOHA4532f5znv4b73MMYYxx2ZlPHTWFhZ8aBadXJvz9TEBPm834WC+uKi21hFfdRGT6EyN6eBVmjMz2tgCSdGpr6/b3tmRrOX+OEoFjVqNVsjEW+1bETTW30aaOJKV+5IDMDTPgw8SsgdWpz2ve4ExDcx2YPjP2RTevqJq/gRs1fDdfxJyRmPHs4X8BkPUdGuyvkBuQZOyuIsZofhSnsFnVjCe2zj/qAkkwnr5dVVedyN2avjMcodayXcw02c7k5YW5PHNbzq19hz4e88jzvRvBnNp/ErLieX08LbOKGkCnwKmMviCS5hPVrbxTNMBfJ2A3tHMKt3t7vREV/qI/5iGgPwIUD4sSs2K6FBReX/KrnaibgcOE0pJj6pCk3t/8hAeB2doLvdJmHL0dO/G1Sc9jtgM5f7R9bAuUB8sUt8B7lhDByaeIlmpeJbqKsdHNhYXvY9MvFG+9MMIs2TrIwvqCaZyGRcwBkU8CIF9xhjHGP8BcBk3hyJT21JAAAAAElFTkSuQmCC) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACmUlEQVRYhe3WO4hTWRgH8F8yYRwliohYWMgwyBYWIssiFiqK1iJYuAoLy6KCYC/W22ghlmLpo9RCBLEQ3/hiFUVYQZZdX8goPpjBybjJncTinDiZ5N7MTbTTP1zuvd/5zvc+3/n4ge8dhV43NBoup9AUoqRCwcZe5JV6VZyiYCEWxe/nXfj6Q6PhcprXLViNq7iDXfE/z758ymdhKWILXmAKDZzFvh5kdFW+EMOzsO7DZFTefJ7hUB4jMmtgbMwgDmAMF3E3Y38ZQ230ZdgTv/fP4kAnqlVX8Sse4gMOi7ltQxkndUag+fwnpiMrCqkRmJpSxDasjKQ/hHwXcbuNfREGM3wZxkbczFjvRLR0J16b6c0YjmBNC/sIzkj3vvlMNR1Ii0KxnVCrKQo5XNK2tCAK2o5fIu05nuBSF5/q2CGjmDtSMDmpJIQtSVlvGnEcG7AK54RjWMfmuO+TkJZPeIkKxhuNHAbMnSvJUN7E+WjIn1iBUewWauGpcCLe4DHGhSiNolJIafwdSpLkS7Fl4VX0bNh0C16Ng1iM95FW7SIj24BqVVEIZzMKH+P7ppDv64KHx7AX/+JB5B/No7SrAeWyJCoZiQKv4R7+wd9xT4ITuCBEq4Kfcf+rDRgYUMdp4bz/FRWMt7AkkTaCTViKrTiFebjRqxEdyHmBHDZ9ATWEbngU63uRmXseaMNy/GRmsQ7h95b/a33KDpglCpsxIb3z/S8U6JdI9HUbdkFZaEBJxvqgEIn3eCsUbn/oYvlZ3fv/Y6FbLv4mU1GbkLV4ZGYB1uL7g9Ca97x751Ye5bmn4pZhc7cwK2wy3awGcQXPJib8NjDA0JB1eeT2NZbXaoqVitKcOepJQq2mNH++aqmk/s2m4R/4bvAZ3Sj8JMcKTXYAAAAASUVORK5CYII=) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur30266 1.3333333333333s linear infinite forwards;
}
