@keyframes rwdcur105845 {
0%,49.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAN20lEQVRoge1Z248b133+5nBuHJLD2/C65C611lJntVrJltaS6ySOXLlNUcRtYyNt2qDoQ1H0oUCBvLf/QNGHFn1q0MuDkQYNHKNpU7RBI1cOEtV1JFmX1e5otVK4y11eh1zeZjgznEsftBJkabVaOXYfWn8AX8gzP37f+f3O/M53DvAZPsP/bzCPfrFw7JgM4JjrOAMAAwBdAIaqqt7/NjlKqQggBoAH0AJgqqr6kTHsHs8dI4R8Nz01fd1xnEuWZZ43RsNlSukAgP1pC6GUAgDPMIyUTCbLgiCc5nk+12q1/lHX9TUA5sPjA48GSCYS0Ux26vk3fut3T0fk2IvjsfF6v7fzsue6AoCWoihDTdP8T5G8DODLDMP8yczMzDdOnTr12unTpxer1arT6/VUTdP6Dz+zVwa6k8nkP9dvrS6dOPWyPL+4JNdqW9La6vVpdfnKV0eD/kVK6XsArquqqn1CxMMAyoSQV4LB4LmXXnpp+tVXXy1QSmXXdfHWW291Lcu6DcB49Nm9BPQs07iwsnztjxaePyNH4wmSm+JkXgiFpw/R2UZtc3q7enepXd9appR+COA6APXjlBaltATgWCgUen56evrE0aNHywsLC4eLxSJfKpWIJElkc3PTWFlZ2RqPx5dwb03uL0BVVePo0aNr+mh4aau68QpDhFgwJJNMrkiicYXlhODhYCg6q2SKS/2u9rLW3L6y02ncoJReB7AOoPckMbslEgZQAjCbTCZPlUqlpenp6aPFYjE/MzPDUkpJKpUCz/Oo1+ve8vJy9+7duxcBVFRVtZ8qAAA8zxsB+Nbq8pXZYCgq50WJMCQAlhMQV7JECsdIrL+Tbje2EyTAnRaCkdF4PPy+aQzPW6axQimtAeiqqmruEmcBxBiGyYuiWA6FQp9LJBJnM5lM6bnnngtTSkmpVCLJZBKxWAyCIGA8HmNjY8M7f/58A8C/AHiMPLDHIgYARVFcAJVeV/vlmUNHpqVwlGMYAkEQQAiB43pwPR8BViSRWDIgx5KC47pHJxP7V33fXyQMEQAYyWRipCiKQAiZ4jjuNUEQ/jgSiXwjn8+fWVxczL3wwgvBI0eOkHw+z9wnL0kSTNNEvV7H8vKy+fbbb3/oed6fqao62YvrnhlQVRWUUmNiWz/Y2rhTYHnxWCZfYgFAEAQA9xqI7wMTx4HL8CSmzPCReJ7XB53TO1rt6KBT+33bddYAGAzDHItGo+lisRguFApiJpMh2WwWmUwGiqLgYfKGYaDX62FlZcW5evXqddd1v6eqqrMXzycKeEjEj6ob61+IxJSjsUQajusCADiOQygc2h3pw/d9+D7Q7+3AMD3RsAP8hAnJguBlo1HZS6VS4UQiwaZSKZJOp3H/k0qlkEgkHpTNffKtVguVSsVbXV1d833/wpM4AgDZ70cA651243Kv297U2g1vNBphNBrBntjgWA6SJEEKBkEIgWWOMRwMMBj0vbEx8tyJRTzPkzzPkwOBAIlGo0ilUg/IK4qCRCKBaDQKjuNgWRZ6vR46nQ5u377tVavVtXq9/lMAW/sR3HMN3IemaZNEPBbkRWkaDCkHQ1Hieh4Iw4AQgslkcm/GGnU0GzWv1224xrDTcazhbd8x/xtwf8wGApssy444jhN4nhfC4TAURfHz+TwTj8fB8zxs20a/30en00G73caVK1cma2tr/9FoNP5ZVdXN/Tg+sYQewkq7vnWZ5YKvJJQpxbJt+L4P27ah6zo2KhVv82drTr/b3DKNnYZrGyrx3J+CwSXfgzoYDGYHg8HJjY2NzxWLxfJ4PE5LkpROJpNyPB5n75Pvdrtot9vY2tpCpVLpViqVywDUp5HbNwO7WRhGo5EQL0qUF8Qp1w8QH4BuGGg266jcUa3a3ct1e9z/pufYfwHf/5aqqv+laVpN0zRb07SmpmlXk8nkv/V6vR/funWr8f777/PXrl1TTpw4Ifi+T7rdLjRNQ7PZxNWrV51KpfJuu93+J1VVb/3cAgBAURTCgJEty/qFcDTFOq6Lfq+HdrPm7WjbVdvo/R2AbwKoqqpqPWEiPEVRdgAsA3iv3+/PHTp0KOu6blDXdabVaqHRaODy5ct2p9P5W8uyfqJp2mOd9+MK0H3fh+u6n4/EUlHTmpB+v4dep+kag9Ztz7H+GsCd/V53uyJ8TdOcRCJhO44Tj8ViJziOS1qWxTQaDWxsbNh37ty5oev633uet6ZpmvuJCNA0zUnEYwDDFDhePDK2PG7YHzCjfttwzN51+N7fADA07WB7O0VRAMDwPO8XI5HIlOu6pNlserdv3x5pmvYd27bPq6raPUisp71GP6LDc51/7TQ3R72uhuFgxzPHuua7kzVVVXuPGo39sJup9Wq1ulWv10e1Ws1rtVperVYzHMf5Ae6ZqAPhWQQMXMd+Xx907g6HPcM0BvAcswVg9RliPICqqqZlWTcbjUZrc3MTrVbL1HV93XXd66qqjg4a58ACVFWF7/sj3/e+65i9lj8ZEsZ3BnhKo3laWE3TWtvb26Tdbjd83/+27/uP7fn3w0H6wMPwABisb3pgPIDxRfiIPWOMh9EaDAYjAHBclwUg4tmq4tkGMwwjMQzz9ZmZQnbx2IJXnptLA6DPEuMRFAozh+VM4YgHMacAeBOAtOsbDoQDC6CUhgOBwPFQKHQ4n8uJs7OzmJqaSguCsLB7evBxsFiYns3OHDoMMRSTPIab9UFewj1ffCA8SwYSLMt+KZ/PS5lMhuTzeZLL5cLFYrEA4PCuaTkQKKWglMYikShNJFPpVDpHIpEoGE4OMwzzOgDlExVAKeU5jpuWJOm1UqkkpdNpkkqlUCgUyPz8vALg83i29cQCoPnCTDYckcVQRIYcixJJTkpMgD8LJjB70KweNAPpYDC4FI/Hj83MzPDZbBbpdBqlUgmLi4sJURS/yLKsQikVKaX7xrxvLwGcPVw+ooQjMuEFAfF4HAkly7J8aJoh7BcATB+E2EG3Es/ncrmvUUrp3Nwcue+kdrfEwtWrV7P9fn/BdV0JQF9RlIGmaY8Z+91ZLQP4GiHkD7/8G7+ZjybSnGm7sCcuwDAYjXQ49jjgOdZNTdPWf24BlNKYJElfmp2d/e0zZ87I+Xwe6XT6gQ2Mx+Pk5MmTQrlczsiyfNyyrF/Sdf1MIpFQFEXxFEXRFUU5rijKr4nB4B/MHJr7vc+9cu7sr7/5O1NTxUOcz7CMaTnwARCGYDJxiWkMQ87E3Egm4nc0TRvux+8gdUtLpdKpUqmUKBQKD2xgNBoFz/OYTCaQZZnN5XKJ+fn5hCRJ3vb2drlWqx3XNG1rPDa1bL6YzhdK0+lsfjqeUBIROUrEcJzopgvHAUQxiKjswvd95MZ5jIed2MQenzKH7Q8A1D62AEopy3HcUqlUOjk/P8+mUqkHM89xHB42I47jEFEUEYvFiK7r6cFgoAyHwyXbtj3CSSQghMGLMmGFELEcBs12DzxvQgwGwbIsQuEQfACu42DY3yFjY3jcNnZOUkovqqr6xO78tAwU8vn8i8VisTw3N/eRcxvLsh6Q1zQNrVYLrVYL7XYb/X4frut6hJARwzBkbHtSo91je8MJ4YQ6glIIiXgCsXgUUddFKBwCz/GIhBnA95HJTZFhX5se9ZqnTH3nMO6d/j27AIZhzs7Pz5dLpRJJp9OPHX10Op0HTqrRaKDZbHpbW1tmtVoddbvdluu6KgBR31gtu4yocMGYFIkqYjKVhud68H0Pvg/4ACJh5sGRTSabxaCnkV63VTaN3iuU0utP2u0+cRFTSlmWZf/0jTfeePnkyZNCKpXak3y9Xsf6+rp37dq1iaqqdq1Wu2AYxl95nvfnvu//A4B3wOAnBG4D7jgyMYdJQx/647HJTFyPIQyDAAmABAgCgQAEQQDHcXA9n+iGLu+0qgHf876nKMpkL7+xpwBKKQ/g1RdffPErZ8+enZqbmyOiKMI0zQfkK5WKd+PGDffDDz8crK+v326322+PRqO/NE3zO67rXvJ9v66q6ljTNCulKF0G/hoD/yJ877Ln2IZtDovWWA+Y47FvT2zieT5IIACOZSEIAhiGYGJbTG9nxx6PenUA63s5tCeVEA/g9XPnzmVLpRIRBAGmaULTNKiq6lUqFadarTY2NzdXKpXKpU6ncxnA3d3P6NF07y5Cg1LagO/c9V1nZTI23xu69uLE1E8aeq887HcSw36XZHIFoigKRFFENjdF8sXnCt1m5esA3sUeRucxAZRSPh6Pl+Lx+MuLi4sJWZZJu932NjY2vK2tLefGjRtrq6ur65ubm9dGo9FV3LsnqDxhIh4V4gDQAGiU0g9cW6e6rR+3jJ0X9L52vNdpHe52tUI+N8WmszlCCEuS6bwckpNL1nhU3l0LH3kj7ZUBORgMLi0sLBQIIXy9Xndu3bo1uHDhwtbFixe3xuPxec/zfgRgTVXVp54a7CPGA7ACYIVS+sNRr/G83m99sVO/+1IzXcjni4fzCSUjBwhBXMlLre27ZwFs4pFLjr0ESKIoHimXy94777zTu3nzprm6unrJdd1vA/h3AINn8b8HFKMB+CGl9F3b0gvN6q1f0ep3vhKOpo7HkjlJkpMEtZ+9CuD7eKSxPXZLSSmVQqEQzWQyX7Vtu26a5gfdbndt987A/qTJ7/H/BABPAgE5wPLHCAmcA5iliTU+DvhvrqzcvPg0AQT3rJ2Ce5cKg/064aeFXR4SgAQAmZCADGB5ZeXmxy7bz/AZ/i/ifwAAcvRiLrFOagAAAABJRU5ErkJggg==) 23 23, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur105845 0.2s linear infinite forwards;
}
