@keyframes rwdcur101752 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 7 0, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 7 0, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7UlEQVRYhcWXz0tUURTHP/e9cWbMMUQXidDWkLYZQctQSKKiNuV/EBRtNKJoG0QuCgraFEIDuYtoF1QU7QyqRdEiF0KNqYngmOOM8963xX3OD6fxvcknncvh/bjn3vO5951z732wvSjQXRMnzCCrCsh/ESEE2rWZMKEAdX5NlDbxAmjLwE3MEOEASa+hhSm6sUGEBqFpN5h2AwZ+G1gGZtMexBQToQB4dqAmbci0G/IGVoHPMUGEArjl6n2pIFKCZPAcB0RoDLgdPl7CPqyuixJQCio3Qbp3EBPhadghtOHXWW8Abba22lHp3yDCAdJCfgBQAnAaG7UBKWC19RQNT0PXpqFxHDv0JpIA2lJQKLYGEZ4FAF6NcwHKgAxJAVegG+gE0kXost8ltmVbQnYvuCXRpKQk9SB1B9oT495hnd9t7nyzpCWZ58/EeI1tDBAKtoO60u85QpvavFyIAaIB4KwcDcvRkLaHuCi0KLSk5I4g6jq9IfRI6I1QVmhUKOnXglg9KrQkJA+Na0TkmsdE+DogF7Cp+AoYAJbpY8DL8dWFWeAl4AL7gUFgMFg2njjHGaUfFu5AStDlRPH59xkY8NEHIZWRdM5em6mHxjQkNCbmJX5JiXxRzuliw0wkopIY4AB9QA68KXBH+I7PXjwylFnhNS7wlGHuUWZ67oVdZQy4lHGdIv7wBE5mDT+7R5szERngiwHhgHseWCfLEWbI8413tHOMaQp85HBgXbDfxEDCrOFqg9KDCXh7FXPiJo7J4z/urEBsJ0LVLLgkJI1qRg81pVPq9CeFNyZ+yAbaXCXYomqo1KXhtUoMnNSI7lc7Cpw782qp85YBqrNwptaJvZ+XWFiTu7jSEkCkU7EBkDXtBX6ahrYiJ/vGAfZVqnZ8cFUQBMFMNF3VBOiQbts4mIu+GYWfims8YEq1rxrMplllpfcyk72fasF2JMFvWaQRCZB0UO9lr/EAXPda6ah+S4rQLsK/YSS7rfaRffwBlrgqIRvQ/hwAAAAASUVORK5CYII=) 7 0, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 7 0, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 7 0, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 7 0, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPElEQVRYhcWXT2gcZRTAf9/sJjvNFmJbqVVaqPXgwYKiXqqBIlQRIVALWj2IB0EED5JUDxYkKAbtpcaDFdGDQikKQqlgL54ED14KKoKCWnKQNsmmJW3aTdxu5udhJpu4+TOz+YPf8Ibd+d6893vf996bGVh9mMmmjShfxdbpfwIARq5sGkQ+wPBVmAU+2ByIXIDK8VsEAgHg1OSGQ+QCNIYqCGwb2A5lqG5yTrQPGb7iNrSKdqG0ZGMgQh5AFfkHaAagkl2cFUoS5kpFbKwPgGDquAw2kqUGGuuDyAfYKt5IaE+XwMIeZCm6JohcADM3+dbXBlEuohQgC7fdvosuCQQ7hcgtwyBgWMFuAANbFwN1WB0FWvFyjv97200HqbbUO4PIT8LM1F3C4QB/ELEF+KalklZGN9IV0q7d7E4KV0ehHDgGPBqgFwgknAF2G/H3IvPzbUKgJw5siRNmrkcd50T7cI84JdpM5SfxM/GgkWQSxLihO7KO2ZNJtUDHzM2BIaCX51v/75+DB4ApFpqSwK2ukwQgXiTl+cl1tO00co/4l/3+7lOtlXhLsiNq/Qq+a/j6W3lD0db1Adf+ZqVNvOwnjvqY5+xXn9Am/irub7lY+XhNrIsXvXtZiPwyLB3mRyb5nIf5kj4+BOqlg9w3B+eAB4F4mdhuB74DTgIT7OUV7oGJpSVaoAoadFHnFLvZQcJFprmNEi+W+tiX/MAF4EIE54Hvs4j2Z47JHiF7eQ64npbJbAJx8epQP3LEY+7zfbmk+JKPeMJBh/zCPhWdWyo17/CQh8RBmVCmlKZyZth33l6ojvyHkR8zwk4GLh1Jte88ms6MfcVDu96jxFkO0E1EiQP8zLPhWpHA5kfuKqj9Hk9G0+gvK2MajScy1opCfFl8NZ3v8FsidwX+9F7qPMNRevlt7HWImpRDg+bO6vz9qbNxF9zuWvv7wRKAPaI+7qeeTldhfNnuZuXqtPG1GeObMx2vwqoAZC1l1POe8JeVDAtYmZm00qgZWysMUOhpuB2oAaWw6j2GJ29AVCJUJDnbU9RHLoAUa6UCRk/XjZ0yemF6Q7ah028AY2tGp98svA35W1BMr12/sI9/AYb36nxJt6Z9AAAAAElFTkSuQmCC) 7 0, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 7 0, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 7 0, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 7 0, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADK0lEQVRYhcWXz2tcVRTHP/fNTN4knXYaaG1B/A/cSDH+Wii2KCr4ayPiQnThUuqPIhQRFBF/goILN124cqUEQYsVREHdqbss3CmI7XQYkmZMMsm8+bh4b14mYzLvpUnwPA4Db8495zPfe++5d2CymfmBWVQU8KVvD0H+H4APWQY9UIhJJir25Js3Dnw6tgd4ecNUgqHvL0QoBNi2Xigzdv8AxP+Ehn2CKFyEArWs3Khnyux5OgoBAtAfljJk/sJo/T1BFE9BYfoGhG6ZXNtaoQJDOwzcAxwRTmyB6g41uC4lChU4I3SBeY6R0OYHYAH4hYiL4506lMq5K9ME7aM+rj7hgif9SnxGfMRIjGT4PL//fUJ9wGXvV+9LQfr4q/id+FAOMIQ4t+tmVbgGPuJWfmaOL6jze+VBAHrAn9tU2dS+/O4oBFgg8Bw3MsvNTGc5I+ADIr7OowYATPEutazyepyUgigE+I0Kx+nyOd9zU3IRgD+AhTz1II89FDYr1oROSYhJJn8rPuud3uGKd2s/XYCMLcBYnUWrqCQ6lWic+iSI4j4QJcAKDXpMkwBQHQuZ7kojDIkhNANhOhDqmSSNnddEIUAcrVJpfcYlTrHMjwDMAaPSj2aZiqAy2hpClDaSHRZmiU6YEIUEWOVbbocAp/PvUojVmfcZZp8aQONaoLkUmFkKHOpBDeA819Uxjdtt46vL4qOe9h31Nk3wpc32kz4XfrKJNknXQhM9gtZRPCviY9n9ajcQOUBobYhPeq+n1Dlb4vlxCPGuxU/l0rysHd3y3swf9kwKVBIiA1i01lqRK4pPOZ8lWxHfEo+LeTl25SUBOh3jzjVr7Q25qlzW17wlT2SCf22Vt7TEhadh3G5DFEFUASr0jUmSKhzLr2QCXLbJCZbSpLs4FQt3Qd8IBgPWL7wH1YRqbWW0eP55kqcJnCXwYg5fBqDIpPWP1cVl49VFo09e30ne9P2S0lV65U/E4itZqw+1NeozshYfnjRGTIAEWIfQKFWjGOCKEHpwQ70oPv3Fr3R49egsVOHNc3u/uqeHUfn5TLf7x+m2LzOuxB+TUnHj8aVr/As0ngYNmBsJ/gAAAABJRU5ErkJggg==) 7 0, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADHElEQVRYhcWXT4gbVRzHP2/SZGa7cXH9QxUWFEQQL+JBsGAPouhFVBb0UNDiQexJEVRaRBAvlXryYOlZD0UEF9FbDwoWLepBxaIVYfHW2m3cuJtN1s3Mx8Mk2W027kzaLH3DSyYzv9/7ft7v/d4vM7Bzs9d3rUVFBn94vA9yfQDmWQbdNYhQcF8UjpCjHgtlfCYMsG3ik4UoXIIhGmSyy1EYAYe0wpVn1xyJwgiEfhfC6c96WMAbk4lEiSQsNcJVR2KsHBjZ3PK5WwBTwPvA173+wrDrNULs1Gw6ZcMZdV67aBcXxTPiviwSI+kfVwFRGIEZHmaWB2nShsrTANyZBhrAOyHj7q2S3sa4EIUAXVY4zgO0WOV3On0l7gDOAukVw1ygPmadKAS4h+f5lTof8hBxTw7gG2CRiOqQfY2BfimIQoBbucw5Em6iy3Tv2ncV+ICIr4DzASADIHBk4GctLQVRCHCWH/menznHXm7JTgOwAPwysMgGZ1WOsd7/EeBCXAxRvA3/OgW0+YEvBuVmYYRZjNQDOUCAjd71P5OdIQoB4tCBi6d4hMcB+K0CewZ389knyHTIVWqAZlSFfcDtgjtEojgCYZ0owBlmIOynOsKp3ouMgDH9TAShlgRCiPi/xCwB0IXQ5kt+osO33JXBvUA++wg4OciCAPybQqhGhKlAqEXQCmzu3qltEKVKcSWkwAbvch8EeBGo2oc4TNPNf82kC9UW0AywCtUuVACcBtqcH7NsGy8tGV9akYuKh/3ERzXFg+LejM0yrPKyzpL3G9E6yuuKOCe+JmbinHOly7Zxo2Hc+Mc9Sxvisz7h/ZqhKb4t2w/G6iUAWg3jVsNkdc1wORWfE1/RLWIf98RvdrzBSwGEE0dNsksm/m2t05FlxUNbRSTfeWr+PVmAp1aNnlkzcdnEpkl7fZSAb7rfxzzg4phRKH4km28R1QLEkGUpfHTDKL9cbMl8XwVgdjIPrWLT6NCa0cJbRbOytwh5n1AuSHtdDm6UGcw+8Euffi5HlycEsNIeZyBFX33yPfN3umK/Eq9mpeyG7Utr/AcY2LRbsMb0hwAAAABJRU5ErkJggg==) 7 0, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 7 0, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 7 0, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 7 0, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 7 0, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 7 0, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/0lEQVRYhbWXPYgdVRSAvztvfPOyL2YlGtBSERE0kj8sErQIiCA2KoraGIuoKJZKcCOCRQoL7QTRTgtFECsb0aCNhSgi9tpEd9esMXHjri8z81ncyeTNZt0Zd2fP5cB9b84757v3njPnXdhYrHTbJGkzMMbfNohWgADg9kGEluc2woZOv+kX4C7hPuBbIAW+7BmiFUD3Ek/q4YhQzhEG/UG0Aiz5Ll+QU1DwPWf4ipv4iF+4ObzZG8SGAPxmQw94UjzuO7637SUaARYKWZzIQi7zFcgZpXjBt31+yxCtZZgmf5IlF8iSFdJAvemHktt5w/285hxbgWjNgezsWTAld0Sx50lghrvZxwH+5lZOcwuz3MaEO8NnXfxdJWmbQemAwhGlGbCHI/zIU/zK00xYIeXa4tNImkNIcTMQG4nJ4qosKD7nx97rBVEf0JyoPlrNgz/Zf++QRT3q677iES3RAs+J34hfi6fFz8Wfq8/3m/QKIT7hSQ9qifPiCfGw1GOmxHvE4+KLIiZRe4LwQffWKz9Yh0020KnRAaI1CfcxAuCDBL6rvy278gNhS4npinHrDzXX1jJeNvZwNfbyTR+HiksN5285Uq9HeUmHOvVsLNoILspsuWkIFeemAR6PwXev0Z3okKuDOywiwHj9nWjNAYD9U/PdH0YvJTCpNF9LDdEigzCKxz9Ado5Lzl9MGjnR2gsAjtazO8irAI7ln12SzwqVOiwxK7mYlZzLIOyYyr0BnH//dxg1/9619oKJcI0wA6wEGAcZAmUGy5nkq9aeLgHLwF8BMuHGHeFKqDxAUTldlRDX3lodvmqiJR6razue93XoYFepw0KHhctZ4XxWXD7nrtoq4rMqflKn4SlTdPZKeemwcJIV/tEE6EXEx3xEtMQfpnZhKkgNYRZB+gW4pHjMh8y0xBvWf8VGqLTx4umnF+BqBfGMpzz8X46tIWrtDWApQhStTtcD2DJE3FKXujiLNv+zG7ZfTJAQzbp0NJ0KGTrcotrvht3s1tp3jvEvKQyCZfumgtsAAAAASUVORK5CYII=) 7 0, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 7 0, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 7 0, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 7 0, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 7 0, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6UlEQVRYhcWXsW8URxSHv7d73jvfXRycFLaUIj0tjhD/AFEUpDTQuLMCASGnCBEpEqU0JfQ0UASJLjVSFKTUrpCwRIkUQSIbmdg+fHfenV+Knb3bc+ybjX0nZvU0ups38/t23sybWRhf5G1qJQp67KsAeS9FKBVXNPWZOB7g6101tKloZXcqEOEQNCL61xOIIVreY9IQYQBlkALOwcU1Gm5zohAWkudah6ifkjxMgRpkBt0a3XazSv/TA0TaIaEHJLhunYNuHaVABizaRCDGAljWUa3TFW8ltiS0Iv6S0M3cThmOWpDgnyZp3/9Y+J4lPuOHhTbrnOeAlCd6wIatiCnNhNANoW/1ky5IIrds1Da0OLU8ob8V56IO/Sp0W+gLoVWhfSGl3nRpKhCSQ8+EPhdHPhdk+r0AySZ/dmj3GOHy843QkwJCX00UYlRqGdUkoTOHECL9LKTUPMTliUHkAkgfIH3k7WOkSD+OAFxSpKflNZFWC0c4FfMJLfL96ko2w9qI1xzwEngVw4sYwLgl/xJjSjAPtOxPZoAeoDk/1o7RW78HS4WX47ki+hbhcPwBnIvF3ULeOHGe0DxSE4m6xIcut1hqof8sxrMuEor0paJDLSe/T2geKSYXV5LlAE0JirQUer4TPn8dBREMAQB10L4PaFdYAzDLJ1XjZldgJdUZwYGNdAguwj6QecyOwTaw1xU0vIMBVrxcyWxU3IpVzOgdMwjgCgqDPeCNr/ecQ7jhSHbIyiooP74z4M4utpoOmoP3gSaiA5A4tg1eG7SBuvK6JQ/oh7IqO3tYLLgG3vmhlQE1SEpt7V6cUyYZg/ftD5orbbvquFlEwhBgsRcPRKwfY7Ner/3/dlsY4GpeGdA6iKgLPu0OxUt1DpEOek72LBi3l/1/mp1zatYlftmsnHiCM7AI8Pg3AIxjL6EG5fCPgJ2qDHNdeLDcpyHxaFPc35rIkZwDVB9IJBqErEq/8IdJNb/D/pU1/gVSzhGUpc+SowAAAABJRU5ErkJggg==) 7 0, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 7 0, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 7 0, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 7 0, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 7 0, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 7 0, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 7 0, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 7 0, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 7 0, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 7 0, auto;}
}
div.testarea{
animation:rwdcur101752 2.6666666666667s linear infinite forwards;
}
