@keyframes rwdcur150540 {
0%,3.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0klEQVRYhe2W3UtTYRzHP2cvxxKVOcxtmjNNRoaaDAtJMUqlm4gSIZSoIKqLhhQEkl1EdSVdSEhIIXQjhvkPBIXYRY0Kgi6CMqN8AVPnmC9NnS+/Lo5Ypmtzc3rjB77wXPxevs95zvM7B7YYZSOK1NdSZkrAqer5KdB1o4WRTTFQWYTJnERnShIVyYmwQwWdAnMLnLn9hGfh1NBFY8A7SYvHR8VBB9y7Cq5TMDUN41N01FWxL5raIbGaMGdakLoqRAYRGUZkDJF3SE05UnOMpnDqGCI14JvCYZyGkjxgBphbqpYOQx4AHOHUCXYExcADoFnR1quYXaDnVwBevAemAb+mwCcYGIUhLz3r2tFfnFBATpdqUkCAk0FiOwG5cwHp70BeNyP5WYg5HklNJC+i7vlZzDbUItKt6dZZJD+b2SDhZuAVmklRQHYaEIOO2nD7rTqC3gFUpwP8M5oKc6CnDzVIvhc4AlQC9QLnp+dJn1+kPVwDq7Al4y4rQL63ayrLR6wm3kZaT9VTGmfApepxGXSUhpNjzUnTHikg2TYESIugt10Bt05B9AqiUxBFQRRwA/ZQyTqgCDhEZMPKDPQBYklArlUj16sRS+LyxvqWYmJGIyBFDsT/HBG3NqCkGynOXTbRCFGO4v9QBXD3IiwKBCZBpgAFmlwrYyKehCGwA1iTYdQHRoMmgx4ydq2MiZWBfiDH/QmcDlCNoBo0ffy2IgZ9jAzsBkq+9MOBvbCwCDMBGJuAm4/BMw5AK/AyRv3/3II4PXK0ECl3IvHG9d0CB2F+0YJgR7vz8o9WzIE1/4hyM3iUYuIywKiP1s8DXIrCyGHAubT+ALwJmZFtQ3rbkK9tyB4LEkXzkKx5C6xmvE+7MCuALYWJH8OxtLA2qdk2HmbZaAFSN799BJQV0LQ/k6Kt6p93/wpy7jgD603cqEE04p9F7R2kwTPBFrwx22wTBb8Bzl30EiPWZuYAAAAASUVORK5CYII=) 15 15, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACZ0lEQVRYhe2WTUhUURiGn3PueEkbcyoUtDEXwTCaSDLBgBFj4sJq6RQStC6CgaAfInJXLVsUETLQJiRaWIugHxfSok1mFBHmZkBpMZGI1M0R8+drcW83HcdGx+tEPw8c7uGe7zvvy7nfOffAf/4WKjZhFpKnvRBvaeTi4X3MxGOI3yzMyLro3I/ISyR5FjEN2teSa3hhYPsW9LNBYu9GYeQDJ0SY82LeNeHTlHk6YUeU4MEoQU8nzYFvpYGjMc5phX78gsRGm/i38WQX5EMrTEdrvhh6SwgG6DENxDSQmgqSxdaPN9QhmSfI1CNkdx0CxBcHeHIUr4SCWNcBKK2EsiqIx+x3G6mZTTxci3y6j3zsQ8K1y1cgFw3AHSClIKUVvYaioVAHNeV2DZQYSLWfnnzxHVohYDflPA2FKDhUqAnAdNovCRj2NpHb5xF5g8hb5O4l20SJbSywDhN5OQnImSP2r1Ve/TTRfdxdlVNeiy7eBfUALY2ABUw5LQOtzUtjViBAAbtqcUIa4P0YTFjwxYJpC2YtGB5dGpNF+45tWMCkTzMPJAH/Wo0ANAJS5UcGriGpXmTsHjJ4C6ne6n6CpqycvYBE6+3b0IVjiLJr5WEhBgBuAKIV0taMtEfsviN+M0d8384qZPwBMv0UmelHrifc+PBqBLPvAwkgrRVXBl47ARoWhG7gcnZyZSktTbsg8w1mF8DQEAm5wyFgJJ+BXEVzdW6BzUAEiDj9ZeIA49M8HxqG9ARMWvD5K/QPucN5xb1gDyChIHK6E+lqcw+vvmKI/6C13EcaEJ92a8XbC+oq+S2ifz7fARl/x3C9dy9ZAAAAAElFTkSuQmCC) 15 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,75.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACOUlEQVRYhe2WTWsTURSGn5lORqlxIKCQxNo0obaQEBcSa/1YdCUaQ6tIERd2ISGLuhBEdCdIl4L4AwSlK6Wbxp0LET/yB0oQbMBWcaHQYo2xSZs0x8XEkjSxaehMpZAHhrlz7+W+L3fOOfdCmzb/oP8w2rE+NLt11I0d+3QGPC5SZaFYLlM8ESR1KsRgs4Ue3eBBpB+jVQNKjRuFYU0l6dwD4V7QHfB9CVQFSmtcSs8x3apAK3RqCnlNRWYnEZlH5Avy+RkS8CB+NytdB3FaLVr9CyIlYe/tK3DkOLAKrEB3BK6dhaWf6NksEasNVAdZF4DPDRQq1lRAAb8bsgWQyhwrqd6BGYDp90AOWAby5nvqLawJlMWcYydvAIlHkQ9PkY+TyPgwAgjwzm5xgG4gUxGsfjJAjx2CSoM+HYgDpyvfKeAxZljuSoxEjGIiRhHq07iuElqN10V0dAhtdAjN4yJmt14jjHiUYvxC4x347zQKQoCLwEilnQR7z4CN3Ack7EeOBtbTcGKnxL2A3LyMpJ+YhejO1XUTlpdhqM+CMwDnByCXh195GDlZO2a3gVmA9Dz8LsByAWY+1Y7ZjrODTKfDPA8SMWS/jhgO5hqYreZWyIcEfaSA4HY9GEBSUxFNRTCzYLOr1rlQD/LqITJxHRkMIts18BcVml9KPS6m7o0hC0lk8QWim6YPbFWkY5MxAcrNFsgV+PFtkbHeQ/D8NayW4OsCd7dqwCrGwwEk4OUl0LfT4m12N38Adi2qSbvvNMsAAAAASUVORK5CYII=) 15 15, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,83.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6klEQVRYhe2WW0iTYRjHf9+3zcYWncialk0pY2hqGg1ZYUdildSNXQQWdqLDZTd10Y1EXXgRq+4D6SIqIjpHXZTLispAOl9UoBVROmsmuvPTxTddra3N6QZBf3jg/d7nfZ7//3mPn8IY0bIbvcnIGsA26KOvt5/2ljO8TTdeGQv5vo2snGym1WRkNsCPIfB4wdPPKe8Ae+90EkiVQ5cp+ZrFOIIh2vxBJkUE5heBzwevusDTT/W3ASq+fudspvlTorqUR7VlyJEdiHQj8hGRD8iP68i8WUjBVCTfzOpUeTKagVnTKRwKcMwfgPMn0BYyoFneJAh74coDGAriiwhX/5ZLn6S/QVFYpSqgV7njD3HuV2efl2KAqlJAgIGoI6x926wQCAMwJ1Ux8QL0wA1gtQhEgGCYPTqV3cDacETbVL4Q3Qi8eAvBHjAYgQhIBCIRePx6JF93KgHxaAbkwGZE3Jod3IxE6zwcN/YJILvWI57LSO8l5OtFpM2FmA0jMc5RsesUPlWUIHIPkftRcyMVJYgOPscNr1M0ErEVIducSL0DGe4Dro22egw6ZOMSJHAb8d9CfLeQwZtan05BEoQ4gU/ESIftNJCXDudveyAY5vHdp9i7vsBks5bJ44W7HRAWOhLE3wRKgHWADegF2oE36ZX8J5yAzC1Aju7UzvjcggzXcwxoMqix6Yy2m7JFluwtMAE10XYnsZP+b6KuksZlVWxN5FNzIaC2jNOOcloT+ZJdxeOKhy/ZgpKbYkeNZK+hCiwCZqPdgIkuoazBUmKJHUPrTAQozBbZH+uSb+JC/hRoc4HbBZZpMGMiF3Mm4LsfR8MyMOhBr4dNy6FvEHvOBBTNwPfsPQRDmj1/B1YLoWwJSIR6QBzlyJIFI3thQ4qYKRNU9gNLx0uEHTgOnARqU4xVy6xIcxOyqgYxqmwfLxHpotJp1/6K3C5kxUJ6ci2ABcXIoUakrhLJUxLf+dnGRAX2EHtB/+M/0sZP1ZYXWxt+GxEAAAAASUVORK5CYII=) 15 15, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur150540 1.25s linear infinite forwards;
}
