@keyframes rwdcur162137 {
0%,1.4625%,100% {cursor:url(data:image/png;base64,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) 15 7, auto;}
1.5625%,3.025% {cursor:url(data:image/png;base64,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) 15 7, auto;}
3.125%,4.5875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1ElEQVRYhe2Wa0xbZRjH/+dQeqMwegHLxdIBm3WWWS8hHTPIZcVEyZyL0YSRzHiJy5gXpnFZ/LBk0c/bsoQPSpaxzUUXMIsmMt3YJt0wWYFloKybHS1Qq9QC9ZSeHg7nvK8fZIlmauiB4Qf3+/jenl+ePHmeF7jH/x1G8c0TuSYWzCYAHAE9h+a4pOQZVZpBqwBmDwvoCaiLgFoWdl4EcOruCrybzyJCvdBQlugJoKN/rEsMwLMOJcEBgF30yVGOFPfzfo2fAEEVEM0Ewmrso2/jS8cnXykVyFj0yesSNorzG42x+QqNSDDDM4CWQVwbwwH+4yBOpy4pEVh0BrY/xrIMg8rDLS14jsvBpZr9OCjmcxb9j+9ARY4qCQ78Sw1Ul+01aM0Fn2UbCuwpIT6UFLz5hJ4vz5y4jjpHEXJ+Po+dT21TvbXGWcIUP/vLsgtI3GwzySVPUwpIkrhuChWw2RKYjvQjy+xGRyAPu4039GJwXHEB/qPAoedZ64WhyZLYjAEAhc2cgHntAD5V93N8KNFb+0hDo3MuiMjRYehGfKRHr9fX8zy/bAKhGOmWM0ZcUtQMfjaJZIY4i1yub6IsZWtNkH11x4+5rQN9WjVkQ7C6ocG8devj2LGjV4nAHUXY8z5MZVYUWrK1EGQeVJQw+H106Ijj6uvIJA6uwjNg2d16xX+8qz1a8wwmZfBs99kuXsdWLovA2BjWxRPID00WgpPiAACL2noRzfFQvUA7s62e05dVhha/IKGvxhPLsZeKZb7vDKAktiwChGAwJSLisv+KTJ0gpeRkG4AOANg2+rKom9aW8oLwmizLP8C++o2kzfY53VUT0A20p9fWF7ijEX0xjPntbhjLi8PVTuuttiNXr+0KC74pAHAOh6TpC+ea7PVVllWWwmsatfpBrTTxSokrq0hOcEUfHOtNex787TRsbwILIBcA9+pJ/GXKdbzX+GalMePQuO6J0fuY7JuBMyfKZeuMocFhqTXu+dafrkDavLAezg+3POT9xuOmvBZ0rK7Q+9HmLNddD/xnNmxoP3CwwEP9m5+ksyfhXspbix9GCzxa12mVVNq2G6aHs6bXV4IjVcGus197lQqkXbmU0JfAMPkCmwnfT3b4IuWKfkK3Wfx/YAFtpCcPiShAZCSnxiHf6ry4ogIa8cxldWwwivAI5ufmIMK4aUUFnEXjvQATSaWmwcbGMK8pvrmiAjo12Xv/qoTLpNNhywNX0LqmSVEHvE3al1fn4bBG1d1oy81ba9YEMJNA6VIE0s7AzlMI2fN+qy02BfaLFGGWonMpAvf4z/kdmwN/4VuadooAAAAASUVORK5CYII=) 15 7, auto;}
4.6875%,6.15% {cursor:url(data:image/png;base64,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) 15 7, auto;}
6.25%,7.7125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkElEQVRYhe2VW2wUVQCG/5ndsdvt3qvdbm2bUaS7QNOYajcsbUotICZEBAMRAjE2YCkgSnixxviiomkaNTXxEkK8BKJCmiKCXIIoWEsooZUU20CbunQvsJ29dLc72y2zM3N8kcQQu510Fl/kfzzn5Pxf/vOfc4D7+r+Lmm3B/s20XhDRHE9hwZmhdW2Z9MNxu2vJMxRFcQDOdZ5dJ6oB0GYxBoAWDS2/brGCvc65IJKyZtpkgCCkwTB6yPLtfQC2qQGgZ5pgtOiwWeXPrDaw3iAwnakBYyoGkSQkol7wqRCS/PiLjdXtC3MOcPZNWOx2ebNMARf/AEYCHn4kYO1K+8e2iOGYw73Qu08jRCDLko4QPKgG4F+PYDIJdvQmTGMh+CQJ7wfCrsM/+z+O3ZnfU7N0JFaYwtBo2bX8mOOCGoAZtcMDdocHlrvHyfFXtMf2rm2vbl9MFrzn2nNPzGfS40V0yUcbFnXz3zWR9Z/bCA5aOtTuOWMJ7xbxH2082dXRI4qZuuFgAuYCJ5y35Ib/DCDZc+pRMjbEPr1ije+XgRHs948i42PK6bdKVJVQo3Thp2TwuZ8GB5YCRvMB+SrCWgYTTklHijNhdE3PuYiKE0gQ8kn98tcGftBxaKp7Gwc9HXi54AUgqjXO1RxQmMCUntbtGkZrWpecX9nQcv3JR2pa/N4wnQynwhejV7ahm5fmCqAoAUGmKmiQVk/3YFUVJy2ORRPuYqvlSPOVYMXUh1zRXM2BLH/BP3WIsUbKZCH+wIRg0fT3CYKjdIvxcm95aefXU4CsUwOgWLvYwtMf2O3kkslCxiur+nwNHnK77aVetfsqLmFAH0Vd63LMKwWMy4qryWoz6Nr57vTR3fVqABQdwRPLOtnJiX794JnzsETSiE76cOAQN9yWT78jRiZ+u6cA9et76mmN9se4JBqCfZfxa7nn+5WO+Pba5DRv2n6CV2OuCCAd51bpzEUGosmDd8nzqFx0orf83XMhtcZ3lPUdeIqF1hfU7aTBOClKg9D4ZOj8JcPOULw7mSuArAlQFF4toq+uTgXykJ/3EABs/P3G3pu5MgdmuQWE4AtjAdNvLCz5G4iqyKX5rACbammbx+V+TMx3AABPCLmWa4DsJSQyzxq+5Zy3njXVuEOCmTk9vPVGbgGyJrD1G3BpIfJGqfFLIRw7aUukZFtu7RVcw91d6PyqCQGRoBEC/sw1wH39BRI3YCQR3X69AAAAAElFTkSuQmCC) 15 7, auto;}
7.8125%,9.275% {cursor:url(data:image/png;base64,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) 15 7, auto;}
9.375%,10.8375% {cursor:url(data:image/png;base64,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) 15 7, auto;}
10.9375%,12.4% {cursor:url(data:image/png;base64,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) 15 7, auto;}
12.5%,13.9625% {cursor:url(data:image/png;base64,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) 15 7, auto;}
14.0625%,15.525% {cursor:url(data:image/png;base64,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) 15 7, auto;}
15.625%,17.0875% {cursor:url(data:image/png;base64,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) 15 7, auto;}
17.1875%,18.65% {cursor:url(data:image/png;base64,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) 15 7, auto;}
18.75%,20.2125% {cursor:url(data:image/png;base64,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) 15 7, auto;}
20.3125%,21.775% {cursor:url(data:image/png;base64,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) 15 7, auto;}
21.875%,23.3375% {cursor:url(data:image/png;base64,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) 15 7, auto;}
23.4375%,24.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
25%,26.4625% {cursor:url(data:image/png;base64,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) 15 7, auto;}
26.5625%,28.025% {cursor:url(data:image/png;base64,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) 15 7, auto;}
28.125%,29.5875% {cursor:url(data:image/png;base64,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) 15 7, auto;}
29.6875%,31.15% {cursor:url(data:image/png;base64,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) 15 7, auto;}
31.25%,32.7125% {cursor:url(data:image/png;base64,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) 15 7, auto;}
32.8125%,34.275% {cursor:url(data:image/png;base64,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) 15 7, auto;}
34.375%,35.8375% {cursor:url(data:image/png;base64,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) 15 7, auto;}
35.9375%,37.4% {cursor:url(data:image/png;base64,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) 15 7, auto;}
37.5%,38.9625% {cursor:url(data:image/png;base64,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) 15 7, auto;}
39.0625%,40.525% {cursor:url(data:image/png;base64,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) 15 7, auto;}
40.625%,42.0875% {cursor:url(data:image/png;base64,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) 15 7, auto;}
42.1875%,43.65% {cursor:url(data:image/png;base64,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) 15 7, auto;}
43.75%,45.2125% {cursor:url(data:image/png;base64,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) 15 7, auto;}
45.3125%,46.775% {cursor:url(data:image/png;base64,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) 15 7, auto;}
46.875%,48.3375% {cursor:url(data:image/png;base64,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) 15 7, auto;}
48.4375%,49.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
50%,51.4625% {cursor:url(data:image/png;base64,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) 15 7, auto;}
51.5625%,53.025% {cursor:url(data:image/png;base64,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) 15 7, auto;}
53.125%,54.5875% {cursor:url(data:image/png;base64,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) 15 7, auto;}
54.6875%,56.15% {cursor:url(data:image/png;base64,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) 15 7, auto;}
56.25%,57.7125% {cursor:url(data:image/png;base64,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) 15 7, auto;}
57.8125%,59.275% {cursor:url(data:image/png;base64,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) 15 7, auto;}
59.375%,60.8375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6ElEQVRYhe3UX2hTZxjH8e85OUnT2CZp1RinpWlotLolOkHoIMhUBLVBEHRIJxbRDSYqrBdjMEE3cYigN2IvxmAw6sUYWtGIiAakRdN2tdWy0XbVtobqojUxaY/JSXr+eKPgxkBa8UI4n+uH3/O8vM/7gul9FY3G7NFozP22OcIsm4tAM7A6OzXldJWXb49E1svvfICcQ6wEVgm7vmyKRbZ/AajX5KsD59Tf5Udk2kH4A0joO9PtMxrg550iNhsRVatJnulovAdkAAe+4DpHhbfpQMPImrWevU7HNl0U0G2ab+mv5YNDTQC0ugeAuv/EKp5CzY3g2UbZRXWfKAgJwzC6g/PjySO/nZp8vVIC6B/TD4VqOTqvQuWDshwPp0o7EYRaEOdZbA7udlvwpixULrSjb16JUe3T+WboXy03TAtIGlyxG4BhP6hnNwq+FD0j1dt0ATRtGjlvU4589nXPiqre9OPJ6raAt/W8BKBqfDiYgEDxAVXO+4xlAvUA0nSB588e8/AfmO4UaK0Q6LsaZ7l3GIBoNObpVXo8FwrnaBwfpXZiEcHUI5pCy8iG75J2Zek4lcZmnUMunyZn1+xPnsjhYlaiROoPa7KuSy8PcCyXJ3xriMWjT4dyo0m11yKKCb/DXa8W5vvzeo4Rm5MUKkVVw7Xq8y3RbxtEIOQUnZUSEn5tIStDdfRdGqfjXgKvX6dMm+R5KqHIqqoahWJ33/3iWJ2//9qd4UDGtyB24/BlFAmgJc6f+z4hMDFFvUUYuCUXB4oAKEEJ5UH4b1hTZfW5PPlEyGrM/UjUDS/QrBQKH7d1tdFd2s+J4TIOuWuS162FpxdT8oXvr+ixJY5h1AnnYDzTknx1VfHbAF0w8toSzsR3bm+ZtWHTp0u3bL1kEUW6/rrNnHLjxA83j/8CjHNemdFznNU/APDjyZazBuwoLSn5aYnP91Uksn5WOdKbS/6fpuu7gdPN+/d0zjbDZDKZTCaTyQTwAjtrLFaiwra0AAAAAElFTkSuQmCC) 15 7, auto;}
60.9375%,62.4% {cursor:url(data:image/png;base64,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) 15 7, auto;}
62.5%,63.9625% {cursor:url(data:image/png;base64,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) 15 7, auto;}
64.0625%,65.525% {cursor:url(data:image/png;base64,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) 15 7, auto;}
65.625%,67.0875% {cursor:url(data:image/png;base64,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) 15 7, auto;}
67.1875%,68.65% {cursor:url(data:image/png;base64,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) 15 7, auto;}
68.75%,70.2125% {cursor:url(data:image/png;base64,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) 15 7, auto;}
70.3125%,71.775% {cursor:url(data:image/png;base64,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) 15 7, auto;}
71.875%,73.3375% {cursor:url(data:image/png;base64,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) 15 7, auto;}
73.4375%,74.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
75%,76.4625% {cursor:url(data:image/png;base64,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) 15 7, auto;}
76.5625%,78.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACqUlEQVRYhe3UXUhTYRgH8P85O550Tt3m/CqHA7WmgigaOEsLLPQqyFQwyYpuLCjICLrwblAXXkkidFNh+f2B2iizLB2hhU5z4JLcTIfN4ebaB0533M7pIroIA22jLuL8rt6b5/88F8/zArwQaDSjwlAzyFCKLVZreXvnYHEoGUQwRV2t3fWR0tjXuoXZDo3tmVZHL/YA0LNqi/2vDDDU0qJMsd1UTI5wslxlWuVG9Ikye/5peuzTWzw81ArsCIAFwokw0kBGUVoQxDirtgzvJ5v6+Xh0kSyIlbIds0uV8YP6I70ApnAwLSEqWVkXSPosE0kopH5JQPbV694Vf6bF196mKJC+wcMoAnCROLu0Kab9gcKuYxGFuZvn7yQXqUCHCQ0sF9Cmx8zMHz+sHW4aLV8f1d12/3YAr4+9FbEFhUafBo7jagHUAgIQhACJEgscc0L4CBKe5cV1EyexS/JKpgf87ysAACyH6qJSeM2rsCSagOEkUIJwcBwyGd9m5vyaBHJJBmry3tlL02s+psa1VZ+7D/svA5jWMDVvRoXDY4KHYREjlEHk/AoXRUM/5IbfCGSLAR8p9atOll2YmNDZjS7pKXBmMSQBVEnGgJQfWUUAnK4VCAgKzJYbqTIHZhY4IxWwGliWGV9egXfXDlxTgTI7UG9x5R81WOP7AEzLE+XFIlFSZSTNKVXrI4osZhElufFM7AdDunAb5ktDlwcfOwbOgCGBHQLwEcAGoEnJwd2GjGmO8WsBjAMwTDpbjPvZiT11R4qLnz/pqQMA9YPGJtTHcbghs+GKeA5VwiaUh//RWQZ1hn39LxoO0HSr7Zt99OXUq3udq0970b/t3rtyt6A+IoPJ1GtzOHQOp0ecJc+ZCLZ5SNSNzdHqxubof96Yx+PxeDwe77/zHXpxDpKnQEC1AAAAAElFTkSuQmCC) 15 7, auto;}
78.125%,79.5875% {cursor:url(data:image/png;base64,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) 15 7, auto;}
79.6875%,81.15% {cursor:url(data:image/png;base64,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) 15 7, auto;}
81.25%,82.7125% {cursor:url(data:image/png;base64,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) 15 7, auto;}
82.8125%,84.275% {cursor:url(data:image/png;base64,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) 15 7, auto;}
84.375%,85.8375% {cursor:url(data:image/png;base64,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) 15 7, auto;}
85.9375%,87.4% {cursor:url(data:image/png;base64,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) 15 7, auto;}
87.5%,88.9625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6ElEQVRYhe3UX2hTZxjH8e85OUnT2CZp1RinpWlotLolOkHoIMhUBLVBEHRIJxbRDSYqrBdjMEE3cYigN2IvxmAw6sUYWtGIiAakRdN2tdWy0XbVtobqojUxaY/JSXr+eKPgxkBa8UI4n+uH3/O8vM/7gul9FY3G7NFozP22OcIsm4tAM7A6OzXldJWXb49E1svvfICcQ6wEVgm7vmyKRbZ/AajX5KsD59Tf5Udk2kH4A0joO9PtMxrg550iNhsRVatJnulovAdkAAe+4DpHhbfpQMPImrWevU7HNl0U0G2ab+mv5YNDTQC0ugeAuv/EKp5CzY3g2UbZRXWfKAgJwzC6g/PjySO/nZp8vVIC6B/TD4VqOTqvQuWDshwPp0o7EYRaEOdZbA7udlvwpixULrSjb16JUe3T+WboXy03TAtIGlyxG4BhP6hnNwq+FD0j1dt0ATRtGjlvU4589nXPiqre9OPJ6raAt/W8BKBqfDiYgEDxAVXO+4xlAvUA0nSB588e8/AfmO4UaK0Q6LsaZ7l3GIBoNObpVXo8FwrnaBwfpXZiEcHUI5pCy8iG75J2Zek4lcZmnUMunyZn1+xPnsjhYlaiROoPa7KuSy8PcCyXJ3xriMWjT4dyo0m11yKKCb/DXa8W5vvzeo4Rm5MUKkVVw7Xq8y3RbxtEIOQUnZUSEn5tIStDdfRdGqfjXgKvX6dMm+R5KqHIqqoahWJ33/3iWJ2//9qd4UDGtyB24/BlFAmgJc6f+z4hMDFFvUUYuCUXB4oAKEEJ5UH4b1hTZfW5PPlEyGrM/UjUDS/QrBQKH7d1tdFd2s+J4TIOuWuS162FpxdT8oXvr+ixJY5h1AnnYDzTknx1VfHbAF0w8toSzsR3bm+ZtWHTp0u3bL1kEUW6/rrNnHLjxA83j/8CjHNemdFznNU/APDjyZazBuwoLSn5aYnP91Uksn5WOdKbS/6fpuu7gdPN+/d0zjbDZDKZTCaTyQTwAjtrLFaiwra0AAAAAElFTkSuQmCC) 15 7, auto;}
89.0625%,90.525% {cursor:url(data:image/png;base64,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) 15 7, auto;}
90.625%,92.0875% {cursor:url(data:image/png;base64,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) 15 7, auto;}
92.1875%,93.65% {cursor:url(data:image/png;base64,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) 15 7, auto;}
93.75%,95.2125% {cursor:url(data:image/png;base64,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) 15 7, auto;}
95.3125%,96.775% {cursor:url(data:image/png;base64,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) 15 7, auto;}
96.875%,98.3375% {cursor:url(data:image/png;base64,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) 15 7, auto;}
98.4375%,99.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
}
div.testarea{
animation:rwdcur162137 4.2666666666667s linear infinite forwards;
}
