"1" is to clear "2" is to startdata:image/png;base64,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"1" is to clear "2" is to 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7iv5kIY4ov8a6DhUghMioBCv9U8r9YpFoU4EOB1MtrxWoVCqPkVeUfs3AaBKgioveOkMK/aJFYhDgS4TSZ7XqNQCMsQWezRM9ncDoFLAl6LM6yBK82r22JXiAMBtq7eG+wpFML1Y7PYw6EwcBGSgPfiDGuIivPqJgYKcSDA1tUbRICXYdTwvUSHFOECAr0JRPnevYJwtUmWQhwIcJtM9rxGoRDahBhlwLSJlWsg0IZAxBeogebVe00OZ7PZB21yOcY1CLAD9SgFvUSl/habQ8pxEZxA5D/RRJlXCnEgwA6DQqEQumBgsUcXatyjTKDGxRnWPKPMK4U4EGDr6g32N+A2eNS+ZtEmJq6BwFUCU/qanoJwtalOhTgQ4DaZ7HmNQiH0DPGvtyssGrCKFTvxCUyxnqPMK4U4EGCHGaJQCNYYpvTEYM0Oe+MSmPo7OlHmlUIcCLBDrysUwlAYri/22Nzc3H/48OFXQ/nDLgS6Emg+03BxcfFuSulBSumjxWKxP5/Pv+hqT/W+KPNKIQ4E2KFLFAphaAzLT40uFosHOefPcs57R0dHvxvaL/YhsIrA8lP9pZRfbGxs7DW1eXh4eLbqvqj/HmVeKcSBADt0kUIhOGD43kXE7016scOPLQG+134zzyjzSiEOBNi2p2+0plAIDhh+5IIBOAb1afvkBeDq/EeZVwpxIMCr67H3FQqF0DvIHgZY7NEDHre2IhB5cUYrAGtcFGVeKcSBAK9RmF0vVSiErrFZ3nf9QzAppb3ZbHZq6QNb0yJwdXFGU098CHB1/qPMK4U4EODV9dj7CoVC6B2koYGpfw3EEOVkTfE1uO6pjzKvFOJAgLvXaes7FQqhdTDOF05xEYIz4lDuqJf+6YwyrxTiQID71+tKCwqFsDKIkS/giWbkBFTsnndMbJMTZV4pxIEA29bujdYUCsEBg4mLKSzDNwE1ASP8GMgwSY4yrxTiQICHqeEfWFUoBAcMpi6ufKq12Vz0OYs9TPFWbezKp+ZfyznvT31xhnWyoswrhTgQYOvqvcGeQiE4YBjEBd/rHARrlUb53rhPWqLMK4U4EGCHmlYoBAcMg7tgQA+O2N0BL7Dckaco80ohDgTYob4VCsEBg5sLFnu4oR7MEYszBkO70nCUeaUQBwK8shz7X6BQCP2jrM8Cv25TX05WnYhfz1pFaPh/jzKvFOJAgIev5zBv6TigGsQFX1MZBKupUb5mZoqzlzEF4WoToEIcCHCbTPa8RqEQeoYoczuLGupKFfmoKx/NaaLMK4U4EGCH+lcoBAcMVbngiWu8dPCOxHjs23iOMq8U4kCA21Rkz2sUCqFniLK3s9jDL3UszvBj3cdTlHmlEAcC3KdSW96rUAgtQwl7GYs9hkstizOGYzuE5SjzSiEOBHiICr5mU6EQHDBIuOB7p3Zp4nvZdiw9LUWZVwpxIMAOla1QCA4Y5FwgIOunjBcw6zOr7Y4o80ohDgTYofoVCsEBg6wLFnusTh2LM1YzUrkiyrxSiAMBdugKhUJwwCDv4v79+y9ubm42P/7wIKX00WKx2J/P51/IB9YjgOuLMy4uLvYfPXr0VQ+T3DoygSjzSiEOBNih2BUKwQFDGBdXv0ZTSvmylLI3n89PwgTYIpDma1w55wc555dSSnvn5+f7Jycn37W4lUsqJxBlXinEgQA7NINCIThgCOmiWSSRUnq3lJIvfxLxw5CBXga1XJyRcy4ppf2jo6PQ8UbO5dNiizKvFOJAgB06TKEQHDCEdhF5sQeLM0KX7o+CizKvFOJAgB16S6EQHDBMwkWkxR4szphEySLAI6YZAXaAjwA7QK7MhfJiDxZnVFZMzseJMq8U4kCAHYpboRAcMEzSxb179+7cvXu3+bBS8+npJ6WU/ePj409qhLGzs/PW5Tm3mnOenZ3tnZ6entd4Vs40HIEo80ohDgR4uDr+q2WFQnDAMHkXy8UepZRnmk8Ob21t7R0cHIwqcMvFGc1Xq3LO3zbnms1mn04+WRMGEGVeKcSBADs0mkIhOGDAxSWBGhZ7sDiDcnwagSjzSiEOBNihDxUKwQEDLq4RGGOxB4szKMNVBKLMK4U4EOBV1Wjw7wqFYBAmJjoS8FjsweKMjsmZ4G1R5pVCHAiwQ4MpFIIDBly0IGC92IPFGS2gc8kPCESZVwpxIMAOzadQCA4YcLEGgT6LPVicsQZoLv0RgSjzSiEOBNihARUKwQEDLjoQWGexB4szOgDmFgR4xBpAgB3gI8AOkIO7uG2xB4szgiffObwo80ohDgTYobh3d3c/Tik9m1J67OAOF7EJbKaUXsk5v7JYLH7ahLqxsfG/pZTmZxGb/y9ih090DgReLaX88fj4+G0HX4O5QIB7olUA2CbE7e3t93POz+ecv25zPddA4BYCfxXgUsrPmutyzn9GgKkZQwIvLBaLP8zn8/cNbbqbUtAPnoDdywKHEFifwE1vQZdSXr0U4MellAcppddyzvvNzyIeHh6ere+FOyAQhwAC3DOXCgB7hsjtELiVwG0fwrreH3wIi2KCwN8IKOgHT8BULAQqJNDma0hPGzB8DanChHIkdwIIcE/kCgB7hsjtEPgBgXUWcbTpDxZxUGBTJdCmP8ZmwxPw2BnA/+QJ7O7u/rz5NaLm/1LKl6WUvfl8frIKzDoD5voqystfPfrTKh/8OwRUCazTH2PFiACPRR6/kyfQ98cYugwYfoxh8mU3GQBd+sMbDgLsTRx/kydg9XOEfQYMP0c4+TIMD6BPf3jBQYC9SONn8gR2d3d/ffk28zPNW8BbW1t7BwcH513BWAyYd955586TJ0++f/s75/zt5VvTn3Y9E/dBoBYCFv0xdCwI8NCEsT9pAvfu3bvz3HPPvXv5N94npZT94+PjTyygWA+YnZ2dt3LOzVm3GiH+5ptv9k9PTzu/QLCIERsQ6ErAuj+6nuO2+xDgIahic/IEbtvdbAVnqAHDbmmrDGFnTAJD9YdlTAiwJU1sTZ7AOr9e1BfW0AOGxR59M8T9YxIYuj8sYkOALShiY/IE2izOsIbkNWBY7GGdOex5EPDqjz6xIMB96HHv5AmsszjDGtYYA4bFHtZZxN5QBMboj3VjQYDXJcb1kydw9YlwncUZ1uDGHDDXF3ucn5/vn5ycfGcdI/Yg0JXAmP3R9swIcFtSXDd5An0XZ1gDrGHAsNjDOqvYsyJQQ3+sigUBXkWIf588AavFGdYgaxowLPawzi72+hKoqT+eFgsC3DfL3B+WgPXiDGtQNQ4YFntYZxl7XQnU2B/XY0GAu2aX+0ISaBZn3L17t9kK1SykMF2cYQ2s9gFzdbFHs4Dk7Oxsj8Ue1lWAvacRqL0/mnMjwNQvBFJKHoszrEErDJgmZhZ7WGcee20IKPQHAtwmk1wTloDn4gxriAoD5mrMLPawrgDs3UZAoT8QYGp4kgTGWJxhDVphwNwUM4s9rCsBezcRUOgPBJjanRSBMRdnWINWGDCrYmaxxypC/HtXAgr9gQB3zS73yRCoZXGGNTCFAdM2ZhZ7tCXFdW0JKPQHAtw2m1wnR6C2xRnWABUGzLoxs9hjXWJc/zQCCv2BAFO/4QjUujjDGrTCgOkaM4s9upLjviUBhf5AgKnXMASWizOaH5Rvvne6tbW1d3BwEPYH5RUGTN/iWi72WH4vO6W0N5vNPu1rl/vjE1DoDwQ4fh2GjvD6gG6E9/j4+JPQQV8GpzBgLPNwfbFH9BdYluymaEuhPxDgKVZmgJgVF2dYY1cYMNYxN/ZY7DEE1Xg2FfoDAY5Xd6EjUl6cYZ0YhQFjHfNVeyz2GJKuvm2F/kCA9etsEhFEWJxhnSiFAWMd8032WOzhQVnPh0J/IMB6dTWpEy8XNTRB55z3jo6OPpwUgFuCVRgw3rmiXryJ1+tPoT8Q4HrrZ7Ini7o4wzqhCgPGOua29ljs0ZZU3OsU+gMBjlt/cpFFX5xhnRCFAWMd87r2WOyxLrE41yv0BwIcp95kI5nK4gzrBCkMGOuYu9pjsUdXcrr3KfQHAqxbX/Inn9riDOuEKQwY65j72mOxR1+COvcr9AcCrFNPIU7KALRLo8KAsYvW3hIvAO2Z1mRRoT8Q4JoqJvBZWJxhn1yFAWMftb1FFnvYM63BokJ/IMA1VErgM7A4Y7jkKgyY4aK3t8xiD3umY1pU6A8EeMwKCeybxRnDJ1dhwAxPwd4Diz3smY5hUaE/EOAxKiOwTxYh+CVXYcD40RjGE/U8DFcPqwr9gQB7VEJwHzwxjJNghQEzDhl7r7yjY890aIsK/YEAD10Fge2zOGPc5CoMmHEJ2XtnsYc906EsKvQHAjxU9gPbZXFGHclVGDB1kLI/BYs97JlaW1ToDwTYOuuB7fG9ybqSqzBg6iJmfxq+127P1MqiQn8gwFbZDmqHAVNvYhUGTL307E/GC1R7pn0sKvQHAtwnw4Hv5S22+pOrMGDqp2h/Qv5EY8+0i0WF/kCAu2Q28D0sztBJrsKA0aFpf1IWe9gzXceiQn8gwOtkNPC1fM1CL7kKA0aPqv2J+ZqePdM2FhX6AwFuk8nA17BoQDe5CgNGl+4wJ6ffhuF6k1WF/kCA/eqhGk+8Iq8mFb0OojBgegUY+GbecRo+uQr9gQAPXwfVeGj+JnVxcfFuSulBSumjxWKxP5/Pv6jmgBxkLQIKA2atgCZ48fXFHpubm/sPHz78aoIozENW6A8E2Dzt9RlcfiqzlPKLjY2NvZzz3uHh4Vl9J+VE6xBQGDDrxDPla5ffOlgsFg9yzp81PXp0dPS7KTPpG7tCfyDAfbNc8f18L7Hi5BgcTWHAGIQ5KRN8794u3Qr9gQDb5bsKSzRwFWlwOYTCgHEBEdQJL6D7JVahPxDgfjmu5m4WZ1STCreDKAwYNxiBHbHYo1tyFfoDAe6W22ruuro4I6W0x4c4qknN4AdRGDCDQ5iQg+sfomz6fTabnU4IwVqhKvQHArxWSuu5mK8x1JOLsU6iMGDGYhPZL18jbJddhf5AgNvlspqr+CJ/NakY/SAKA2Z0SMEPwDx4eoIV+gMBFmhQXvEKJGmEIyoMmBGwTNIl74j9OO0K/YEAV9yuLHOvODkVHE1hwFSAaVJH4MdU/pZuhf5AgCtszyufenwt57zP4owKk1TBkRQGTAWYJnmEK9+KaDbffT7FxR4K/YEAV9SefO+vomQIHEVhwAhgDH3EKe8FUOgPBHjk9ptyg4yMXt69woCRhxwogKm9wFfoDwR4pAZjccZI4AO5VRgwgXCHCWUqiz0U+gMBdm4rfv3EGXhgdwoDJjB++dCi/zqaQn8gwE5txNcEnEBPyI3CgJlQOmRDjfo1R4X+QIAHbhu+KD8w4AmbVxgwE06PZOiR5pVCfyDAA7RJ1FeUA6DCZA8CCgOmR3jcOiKBCO/YKfQHAmxY5CzOMISJqZUEFAbMyiC4oGoCyos9FPoDATYofxZnGEDExNoEFAbM2kFxQ5UEFBd7KPQHAtyj3Kf2vboeqLh1AAIKA2aAsDE5IgGlvQUK/YEAr1nMSgW4ZmhcLkZAYcCIIeW4axCo/QFEoT8Q4JYFx+KMlqC4zI2AwoBxg4Gj0QjUuthDoT8Q4BVle31xxsXFxf6jR4++Gq3acQyBSwIKA4ZkTYfA/fv3X9zc3Gx+/OFBSumjxWKxP5/PvxiLgEJ/IMBPqY7mY/g55wc555dSSnvn5+f7Jycn341VTPiFwHUCCgOGrE2PwNWvYZZSviyl7M3n8xNvEgr9gQBfq4rlF9FzziWltH90dPShd+HgDwJtCCgMmDZxcE1cAs08TSm9W0rJlz+J6DZPFfoDAU4psTgj7gCIHJnCgInMn9jaExhjsYdCf0xagFmc0b6BuLI+AgoDpj5qnGhMAp6LPRT6Y5ICzOKMMVsQ31YEFAaMVazYiUXAY7GHQn9MSoB3dnbeyjk3n9LbKqXsn52d7Z2enp7HKm2imQoBhQEzlVwQZzcC9+7du3P37t3mw67NXH7SzOXj4+NPuln74V0K/RFegJeLM5qPxuecv20+0TybzT7SppdZAAAH50lEQVS1SDA2IDAmAYUBMyYffGsRWC72KKU808zpra2tvYODg84PSAr9EVaAWZyh1Xycdn0CCgNm/ai4Y+oErBZ7KPRHOAFmccbU23c68SsMmOlkg0itCfRd7KHQH2EEmMUZ1uWPvdoJKAyY2hlyvvoJdF3sodAf8gLM4oz6G4gTDkNAYcAMEzlWp0pgncUeCv0hKcAszphq+xH3VQIKA4aMQWAIAm0Weyj0h5QAszhjiFLGpioBhQGjypZzaxC4bbGHQn9ICHDO+XEppfmFjddyzvvNTtHDw8MzjRLhlBAYhoDCgBkmcqxC4IcEblrsUUp5tblqNpt9UCuv2gX485TSKznn81JK87NWzf8XtcLkXBBwJvD9gEkpPXb2izsIVElgsVhsbmxsvNLoRkrpTqMZs9nstSoPm1KqXYA/zjm/XEr5ba0AORcERiSAAI8IH9d1E8g5/6qU8vvZbPZ2rSetXYDfq/0thFoTy7niE+At6Pg5JsLuBBT6AwHunl/uhMCoBBQGzKiAcD5pAgr9gQBPukQJXpmAwoBR5svZtQko9AcCrF1jnH7CBBQGzITTQ+gjE1DoDwR45CLBPQS6ElAYMF1j4z4I9CWg0B8IcN8scz8ERiKgMGBGQoNbCCSF/kCAKVQIiBJQGDCiaDl2AAIK/YEAByg0QpgmAYUBM83MEHUNBBT6AwGuoVI4AwQ6EFAYMB3C4hYImBBQ6A8E2CTVGIGAPwGFAeNPBY8Q+H8CCv2BAFOtEBAloDBgRNFy7AAEFPoDAQ5QaIQwTQIKA2aamSHqGggo9AcCXEOlcAYIdCCgMGA6hMUtEDAhoNAfCLBJqjECAX8CCgPGnwoeIcDfgE1qgAFjghEjQQnQH0ETS1gmBBT6gydgk1RjBAL+BBQGjD8VPEKAJ2CTGmDAmGDESFAC9EfQxBKWCQGF/uAJ2CTVGIGAPwGFAeNPBY8Q4AnYpAYYMCYYMRKUAP0RNLGEZUJAoT94AjZJNUYg4E9AYcD4U8EjBHgCNqkBBowJRowEJUB/BE0sYZkQUOgPnoBNUo0RCPgTUBgw/lTwCAGegE1qgAFjghEjQQnQH0ETS1gmBBT6gydgk1RjBAL+BBQGjD8VPEKAJ2CTGmDAmGDESFAC9EfQxBKWCQGF/uAJ2CTVGIGAPwGFAeNPBY8Q4AnYpAYYMCYYMRKUAP0RNLGEZUJAoT94AjZJNUYg4E9AYcD4U8EjBHgCNqkBBowJRowEJUB/BE0sYZkQUOgPnoBNUo0RCPgTUBgw/lTwCAGegE1qgAFjghEjQQnQH0ETS1gmBBT6gydgk1RjBAL+BBQGjD8VPEKAJ2CTGmDAmGDESFAC9EfQxBKWCQGF/uAJ2CTVGIGAPwGFAeNPBY8Q4AnYpAYYMCYYMRKUAP0RNLGEZUJAoT94AjZJNUYg4E9AYcD4U8EjBHgCNqkBBowJRowEJUB/BE0sYZkQUOgPnoBNUo0RCPgTUBgw/lTwCAGegE1qgAFjghEjQQnQH0ETS1gmBBT6gydgk1RjBAL+BBQGjD8VPEKAJ2CTGmDAmGDESFAC9EfQxBKWCQGF/uAJ2CTVGIGAPwGFAeNPBY8Q4AnYpAYYMCYYMRKUAP0RNLGEZUJAoT94AjZJNUYg4E9AYcD4U8EjBHgCNqkBBowJRowEJUB/BE0sYZkQUOgPnoBNUo0RCPgTUBgw/lTwCAGegE1qgAFjghEjQQnQH0ETS1gmBBT6gydgk1RjBAL+BBQGjD8VPEKAJ2CTGmDAmGDESFAC9EfQxBKWCQGF/uAJ2CTVGIGAPwGFAeNPBY8Q4AnYpAYYMCYYMRKUAP0RNLGEZUJAoT94AjZJNUYg4E9AYcD4U8EjBHgCNqkBBowJRowEJUB/BE0sYZkQUOgPnoBNUo0RCPgTUBgw/lTwCAGegE1qgAFjghEjQQnQH0ETS1gmBBT6gydgk1RjBAL+BBQGjD8VPEKAJ2CTGmDAmGDESFAC9EfQxBKWCQGF/uAJ2CTVGIGAPwGFAeNPBY8Q4AnYpAZ2d3c/Tik9m1J6bGIQIxCIReDNlNJPU0r/FSssooGACYF/bHpjNpv9s4m1AYxU/QS8vb39fs75+Zzz1wPEjkkIqBN4NaX0Dyml/1YPhPNDwJpAKaXpjf88Pj5+29q2lb2qBdgqSOxAAAIQgAAEaiOAANeWEc4DAQhAAAKTIIAATyLNBAkBCEAAArURQIBrywjngQAEIACBSRBAgCeRZoKEAAQgAIHaCCDAtWWE80AAAhCAwCQIIMCTSDNBQgACEIBAbQQQ4NoywnkgAAEIQGASBBDgSaSZICEAAQhAoDYCCHBtGeE8EIAABCAwCQII8CTSTJAQgAAEIFAbAQS4toxwHghAAAIQmAQBBHgSaSZICEAAAhCojQACXFtGOA8EIAABCEyCAAI8iTQTJAQgAAEI1EYAAa4tI5wHAhCAAAQmQQABnkSaCRICEIAABGojgADXlhHOAwEIQAACkyCAAE8izQQJAQhAAAK1EUCAa8sI54EABCAAgUkQQIAnkWaChAAEIACB2gggwLVlhPNAAAIQgMAkCCDAk0gzQUIAAhCAQG0EEODaMsJ5IAABCEBgEgQQ4EmkmSAhAAEIQKA2AghwbRnhPBCAAAQgMAkCCPAk0kyQEIAABCBQGwEEuLaMcB4IQAACEJgEAQR4EmkmSAhAAAIQqI3A/wFx8bcccEDArgAAAABJRU5ErkJggg==