@keyframes rwdcur211713 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADhklEQVRYhb3XT4scZRTF4eetqu7p6Z5M2gETSBTiPxCVKCGLIEwUjFEEVyIKLlz7CVz5HQIuXLtxJyou3LjKxAghiAQhRCXREULUGDPJTPdMd/V7XXQQQTLT3WM8yyreuj/uOXXrVrKNViKa6ELiKTyAdxI580xBO3MZTy6ntLnds+6mYof7OVEkDgVLaO/h2GGeTbRLDCI/HHx+OqL1nwMsp1THuAMnE6+3+GABWwjU2KgH+qP6hBkhtgVYiehiX/B0ortJ7xp+RoVerm3FyM3hpmHOJxJfTAuxkwUt3MTHma+Cm5kb61gbDfVGQ3Op1G22NIriarDPOCsTK213cyWiwoGEGINs4s1+Hn14u96yt5rzx3DTYtnUqRpvHU/po2mKM+7kXbWcUo3Vf147HVGHMMgj1wd9gzyibE5bdzKAuykiDHMWyJGFmBlgpwz8S4lWSslcUWkWhRyhSNs6+d8BrEQcxWudovJcq6OZCoFRzN6BiS1YiVjEsYKjj2A/5spKO49UxdSN/FvTnOxhNfPpxcguIoL5skH8DxbceSO+wcWtnF3YXBdCp2zI8r0HWInYhyN4UBoPkIONln6ud/EOTJiBO1/FV/BSYqmQVKnQQNpFAJkuA5v4Gt9HcGs08Eu9pdtsaRUzjZPJAZZTGiS+x4/BpVFkG/XQav+2OsIgRjMDTGpBhZPoJFpFSlplaaOuXVq/4eD8Hu0ZuzDpqSauJx7DyVZZ2lvNaabSII92NQknxg4WEocO8MCWpFc2LFZNt+uBRipnBpg0hNk4A+ev4Tfsr5p+3epZ7a/r18N7C3Bn4TwbfJI5FcJ6hDIVFqpqV1/DaZLTw+VgASSW5/cY4sJwpoV4aoBs3LFbpeR+rOHKsG83s2giC1Yi2lhKNBN5kEf+xGq95ceNtXs/irGIdtBGXQuX+7dcH/TdzrW0/Wq5rXZaSmEx8S6OBE8kljbzaOHCrd/d12hZasxplpVO2bhqvLi+fTyl85MC7GRBG0vB4TTejteHEQtXemuOdvd7o9N1qDnvp96ajVF9AFfx3aTFJwEojNP/vrH/56qUzj/a6ZqX3DBO5kOdrk5ZfYlXj0/5j7gTQA8DnAveywwKHt+XCiV+iOy3XOsU1ZlZirPzf0E29tWZiGuJhysWbvJtZiGl4tF2Ks4GL85SnB1C+E+tRLQSzwcvJD4L1vFycGrW4vAX91tt/vJGDGoAAAAASUVORK5CYII=) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtElEQVRYhb2Xz2tcVRTHP+fe+97MJNPpNJ2EEmIopUrAnxQUwUzdFKyg4NqNC/EPUFf9E6QLKW514dqVuM0qA0VUKohS6EJThJKmMSSTycyb9+67x8UbXKQ08+al9Wze4t33zufc77nnniOUsJ6qA9YEnMJQYEXhZoArBjYV3rkqkpT513GTsgt7qi3gFYE68F2A9kE2pmEjasZsKLxfBeKJAD3VGFgGPLAHLBn4HPggwEoLuJ+NSUPOGRfTsG6DChDmhHcdoAUsARcFOgofBlgJKH9lCZ2oRtNFJMHjVa8BP2yq1p8WQHJszc0mLAj0Qcg1MNJAy0a0ozqRyK7ACvDSLAAn5kBPdY5C847ApwqJwOUA7+1nCTXjaFrHKARqxnzSFfl6FucAbsr7BGgCfYUvAa/wzVkgcxGj3JNjyTWgmOGszuFkCQDC5LkAxAID4Mc9lN004chnbI+HBLSK7+kAXRGAPuAFUoUYuOs18HJtnoZ1HGZjVKsDTJOArkjSUw0K6xQnYxiC8jcZSfA4Y08RfwmAXhFdKrCs8KrAcmQMozzDYKhPE3GKTf18IsOOwhZFCXZWBCeW2BiS4DmFAtMBJhAJcFvgewtzuSot6zgX1cmCwilEmCoBFPVAYE0hBLgQieEgz/AhkGp+qhwoq2CqBey2wq2A0s9SHqWj0wRfHqAr4oEN4DfgLRDO1xqszrWIrflfdoCuSCIQG3jDh5yd8RH3BnscZhlGqh+F0l/2VJ3CjUvQiY3FieDE0LCO8F/BfIYAAisCS4sUl8OFWpPl+jwNa5Hyfc1jVqYQxUBT4bpA/wEwBp4DHrka9472OetmagFmA6AI2AEDhTv3oZWEfP0QJRJDy8aVnZcF8JN1t4HfgSOvYT0Ww6oYtozM0Fk+bmVyoE9xDT+YAAQjwj/piF/HQ/azMeEZ34b0VC8CV4Ah8LpByFEOsoRBnlV2Xgqgp9oBPgbWgG2B3Zqx+BDIdXL8pLoGZSTwwEMpWvNE4HoSPEd5RsM6Xmye54yNkaJrmtmmNaWGoiltC9xSeE2gk4S8nQZPw0bEYhiGnLqx+1rkyUdXRX4pCzBtBxYoZoMXBL4V6AdoXzKWc67GwGf8fPCQOwc7jDS0BXYoErW0PRFgEr2hyBOnsAt8ZWCwCjwPWIE547jcbFMXs6Hw7lObjLoigSLrU2BLi65o28KffwB3gUOfstiYZzFqVBrLYMYS0ivGrmtSzAlfeNU3nchPCm9XnY4r26ZqfVP1s1lnweP2Ly6rfCw2Mnt3AAAAAElFTkSuQmCC) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADbklEQVRYhbWXQWskRRTHf6+6uqdnMibLGLIxLu6uyBqWZQki3mZBzEGQFTx4WtjoF/AbePQk+CEEP4GwC6J72Abx4EliFERFDauGySSbjDM93V31PHSDK4Lp7jAPmqahqv+/qvq/V1VCw0hUNwVeUni3UN0ORD4Hbt8SSZv+C0AaCK8CWwJ3VuGdR6oczv9iJYyJA9sawjRoe0PgtsDdECjUYUzAzBfMvd8GPn2oGi8EIFFdFngFeNOB+R0IxbAWdRmEMZNiTqG6LS0gzgRIVCPgeeA1hb7AeK6eQP7puhx2CEVGwE3gRhOAMz1QAWxWny8Dbzv09dQVxIEl8w6DoWPMzlDk4ybiUGMGhiIZ8BMwFugDq12EjgnwqmTekXuHQtFUvBZABTEBHil8D+xN1HNSZMxcwdTlDXKpJUCiaoEYeAj8+IIYroYxU5dzmmf/8kPTsDXFB1VbCyxFgFIOvBuE5N4Rm2AxAE8IbwIbwJUfUMZZSqae0LQfPdQzYVoBxAYOBC44hdAEWIRxnmKl3ehrAVRLkAKRwgfAdZGyEK2EHQIMuW+VAPUAgKh67wNjA5cChEwdf86nZOrQ1vL1AFLKHP8VuOPhMwGmRYECzvtzyNcw4VDEA+NE1SpsAz71jsvxEjOU/dnJuWagThYAIPCcwg5gFfg5PWWUp3Qk4GKn9m/+E01yaEtgIDCIxGDFsNHp07chswWbkER1mXLkawoeYKOzRC8ISi9o+0Wok4ZQluE94BPgWERI1SMIh/mMqGUVrAUwFAHIgFEF8U2uHqfKKJsRmoDcL3AGKohjhTFwD/iuUM8lE3AhjBHAqWsNUMu+iWoPmALXgGHhPd/mU47ylJk7XyH6X4Bq/a9ReiCl3IyuA+ynE6Yup9DFFqK4eqA8Dd0UmHQDS6GeQISnwx7mHDviWQApMBHoK6wbeFFhPfUFz3R6DMKYgY04ckXrQ1Gtfonqe8BF4C4wmPqit2IsA+A39cy946kg/KMy6s4tka/rAtSdu12BL4CDCHprxnJYzEkmR+yejnicpwDrAsfAbl3x2gBDkQdaQrz/LHAZ6BoLonivxDYE+Ap4q+n1rIl7rEL2C3y0BycOeJxnXO2vsGrjLxVeHYocNBGHZpdTC1wBrMCxwn1gC3ig8Ebb23HrSFR7ieqHbS6kT8bff1Jsl4xP6AoAAAAASUVORK5CYII=) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcUlEQVRYhbWXz2skRRTHP6+6uqczM5tMfpBkZVmWEHeXEEQkB12MiCwIrrL+BR68+Qd42j/AqwgK+wd4W/biSRCRnRUE8RbwpCyr6JKE2WSczHRXd9XzMO1FkXRPmO+laHjU+/Dq++p1CTXUV90U2FK4C2TAl8B9D28a+AZ47w2RrM5e/5bUSG4FdoBbwCeAA4Yetie+IDYRsZiZIUyNmFJhHTACJ21Y97A9LHI2ohgrwsSXt4GvHqmm8wBYr+JcgOEIOPOO2ET8WToO3ZhhmeNVbwt83RSiDoADUEiAVOAwFksWSpx6YjEsJSlWZAhcBXabAJzrAYC+apspwDvA24XqB6dlhg+Bjk0QhE5kPwa+2BcZNwGoUwGqTUeAE0gigY6JicRw7CYAKPzRNHltgAqiBB4DVyKEQgMAG0mbhcg2zdscoK+aAG+14PVLQCwGBQZFRhbK+QMIdAW2LjE1w9Q9yqh0lCHMF6CvioIFHh7BgyMgQrictEkji0gtL88G0Fc1AlvAywpd4PtJKBkUGU8mf7Ecp1ipXcj/qI57FhWuATcFLiusWzF0bcKodDx3GautBSCaCaAO+hgIwIbC2RJ8mIrBayASw2mZX8gD51ZgX8T1VR8LjAR6Q3gCXFNVxr4gvUALQv0uSBSeBjgAHiwAsYno2RYvdZaxZrbyNwFoV+s28MoESI0lV88VwM6zCyr9c9MkgMk1MPKOoMqPRUaufr4A+yInwFCmAE9LDSzbFrExnBQ5Ub2ZNjtABZEp3FQIkRgO3ZhTl18gdUOASp8BPxUhcJRPyNTTsQlu3lcxQF91BVgBNlrG8GJ3hbEveZafEV3AhLWauK+6COxVnxOvCiiRCAOXsdnqzBeg0lq1Dsa+5NiNaUmENbPPAag3jGD6W75YxX/UixOK4GlHlrU4hXkdQZX8qkBboZRpFQYGWE0WEGASPNOw2XReBXaBHYUXgBsK9wRuXUdIxHDkJuSh5LUkReDzvurPj1T3ztmzEUDCdBL+KvAbkMaQPAMSE/G8yNlqL3EGONWewu9M50VtnWfCA2ATOAZ6Aj842DsJvrdqE3a6ywRVxkAicqAzPM9qu6fyw66B+wpr4+CvqwYC0I3i74C7+9PHSSM1tm9f9VUD92J490wVK/Ktwp25vY7/B+J9gTsKvyh8OmtygL8BhHJfF6wrXlkAAAAASUVORK5CYII=) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSElEQVRYhb2XTYscRRjHf09Vdc9Lz46TZRGyLEaIeIjLHnQ3iOzkIDko4iUfQBEEDx49CH4FD94MCMF8g9wCioLsYBJfDqKySAQhamDJi7tudqff6/HQTRA92D2T8Q9NX6rq+VXV8696SmigiaoDRsAy8IGB3z1senjWwK7Cc+dEkiZj/VPSEGAA9IEzAp+vgvkNKNSjQCjmM+DVWSBMw3ZF/f8FuJcDaVmwIYbDPCXx5XmBT3ZUuwsBGFczGwEfe3g8AkbWMcmm5FoyLTI8nBP4qi1E0xUAeB14QmDvpioxihGDqtJzIQYOAAestwFolAMAE1UDrAAXUvUXQzHcz2JiX7IcdImse2MscrlNcKiIm8oInAWeASXzJZEL6Go1hELWNnhbgJHCuxFspwj385glF9K3jtz7WWID7XLgD+C7KRwBWBFK9ZxACIz9XwAQuATccGIIjeUgT/nmeJ+jYqbVbwcwFvEKU4Xvpe7Ys212cE6AWonAQICnXIfIBgRiaGGmf6nxFCaq28D7f+/TtQ7VecK3c8E68KTCvcSX/JAn5N5T4il1dhc0BhC4AbwDbJXouhXDMOwQWstRkS8WYKK6rFXbVWAYimE77OGAT/OEeTbhP5OwrgUcEAJ7AqNADLeAu4DOHLpS0y1Yo4LNFNYK9UzFsA8EYijmwGhiwxWqeiChug/6Hvg5fsDdLGYvPa6tuDiAaf3PgGsKRaEejxKXObl6cr/AFRiLHAI3668LXBWEQAwnuwNCsfg5bNi4IhqLJAIXTsN7p4zFo/waP2C/SNEF58BDKXyUUmWkRbidHDEt8rmc0BhgohoCL92Gr6+r56BI8ar4OY3Y9CAywNNUd8EoLUvupDEq0BUHssCDqJajSsCfBIpcSzzKWifiVG8Ji0Fga6J6diEAY5EM2BjCi8/DMLIBfevYiE5wujtgyQUAbwJXdlQ3HzkAgMBVX3ewIkQ24AzVKXVr+ifHvhwo7AI/LgRA4fAY3v4S7gCsdgbsAgGw3OnRN3am51mjarJOwhcETgKrVqRUYbSXxewb4TEbfgG8MsvbsOll5AGv4AXWV2Coxn0bhHYzENlReHmhr2N4eA5sCLylcB7YUngN+HDW4AB/AQoEP3t/nvEsAAAAAElFTkSuQmCC) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVElEQVRYhb2XzYscRRjGf29Vd0/P7GZ2DOTDNSqChs0SFw+CEd09SCSo6FniUQx48eLJY06exYN/gKAHj56E4CEtGHUhC8acQoiL4rIu4+7sfPT0x/t6mBU8aXcP2TrVoajnx1vv81SVUGMkZh8IvADcBt5VWBG4Z/DshkhaZ69/hqu5/tEYrhpcL2ElLQumqk8DX980i48D4Ms2sAAdD7zsA/r5hFTLywI/NIGoBJCYdb8zewv4pA88BxQY32QTClPAUFgT+KkuRNUK9AyuAKeBnQTIVVEMVUVEcNAHAuBiHQCpszgxC4C3FT6PgQfpkNyMU1Gbtg/e2RD5os5+MCOuKn4WWAWeMIx+kbMcL7KXTbC6qk0AgFcE3gfWclOGZU7sAx6JYgrVxgB1XLAtUHSgK8CCDzDgSYTQ1TVTM4A7Bu+N4EeHIzfj98khN8cHjMriWABSYAAMvAhghM6TaYlZ8y6oAxAbnBMoQuCpsI0XQQTm0K/WhIlZF7gKnAHS8mjyqw/Yz6fH0gMdIAY6BtsjLbhd5kzLAidCpmVjgKo2HAA3BLoGl9xRfq20Ftj2IeUx9MAYcAaBwIWWc7zqAwT4MxsfSxDFgAJDg1WP8DMwM1+tNK8PkJj1gIhZtV4HFnMz9lC8ODo+mIvhPwESs+hIHGDPzSpwMrOSPyYjlsIIMyOQh+eC7F/zVGFToK9mtL0nLQuGZf7wgmhdBGAPGAiowDmFe06Ek1GbdhAwLgvyOS6j/+2BdREF0sRszcFHL8HFWy7g7qhPpjarwBw+qHN4WwZfKbMUVIO/8hSPzGXDqm9CgGWBZ27B3QemTLVEzZho85sQqudAF3he4azAYFgU7OdTxAlngjZGcydWPQIH7ARwGVBF6YYR5zs9vAh+ZsMridmlugCVwI/y4NMLcC0DtsqcUpXHwxZjIDUjEhkYZAavbYhsVgWoVIF1kUzglxawABzmUwpTVoHDMuf+aJ+hll2DLeBOVXEAX2VRYuYExrsw2YHHRGRpWGQshi1GIuCEXhDdAN6s+0es2gOnbfYiOhD4bNGHmyeimO/HBwy14FTYbiReBwBm13E/hI8FiiUffrscn6Dno62m4nUAdoHfgPsZ7BpsA2+Ezn1o8GJTcYC/AVtabjMo7TNpAAAAAElFTkSuQmCC) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur211713 6.6666666666667s linear infinite forwards;
}
