data:image/png;base64,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:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7t3XuQZGV5x/Hf0z1EIFKYSISsEmG6V1OFxiBoqrwk4PasidFgYrxXDKKgJhpvBVpGhXhJBUxhqVFAFMF7FWXUpJKSTM9KUCuJLl5S0ZRs9ywoSFGoFbyBy/R5Uj2zqyvs7kz3nD7Pe8773X8odrrP8z6f5935TZ85fdrEHwQQQAABBBCoXMAqr0hBBBBAAAEEEBABzCZAAAEEEEAgQIAADkCnJAIIIIAAAgQwewABBBBAAIEAAQI4AJ2SCCCAAAIIEMDsAQQQQAABBAIECOAAdEoigAACCCBAALMHEEAAAQQQCBAggAPQKYkAAggggAABzB5AAAEEEEAgQIAADkCnJAIIIIAAAgQwewABBBBAAIEAAQI4AJ2SCCCAAAIIEMDsAQQQQAABBAIECOAAdEoigAACCCBAALMHEEAAAQQQCBAggAPQKYkAAggggAABzB5AAAEEEEAgQIAADkCnJAIIIIAAAgQwewABBBBAAIEAAQI4AJ2SCCCAAAIIEMDsAQQQQAABBAIECOAAdEoigAACCCBAALMHEEAAAQQQCBAggAPQKYkAAggggAABzB5AAAEEEEAgQIAADkCnJAIIIIAAAgQwewABBBBAAIEAAQI4AJ2SCCCAAAIIEMDsAQQQQAABBAIECOAAdEoigAACCCBAALMHEEAAAQQQCBAggAPQKYkAAggggAABzB5AAAEEEEAgQIAADkCnJAIIIIAAAgQwewABBBBAAIEAAQI4AJ2SCCCAAAIIEMDsAQQQQAABBAIECOAAdEoigAACCCBAALMHEEAAAQQQCBAggAPQKYkAAggggAABzB5AAAEEEEAgQIAADkCnJAIIIIAAAgQwewABBBBAAIEAAQI4AJ2SCCCAAAIIEMDsAQQQQAABBAIECOAAdEoigAACCCBAALMHEEAAAQQQCBAggAPQKYkAAggggAABzB5AAAEEEEAgQIAADkCnJAIIIIAAAgQwewABBBBAAIEAAQI4AJ2SCCCAAAIIEMDsAQQQQAABBAIECOAAdEoigAACCCBAALMHEEAAAQQQCBAggAPQKYkAAggggAABzB5AAAEEEEAgQIAADkCnJAIIIIAAAgQwewABBBBAAIEAAQI4AJ2SCCCAAAIIEMDsAQQQQAABBAIECOAAdEoigAACCCBAALMHEEAAAQQQCBAggAPQKYkAAggggAABzB5AAAEEEEAgQIAADkCnJAIIIIAAAgQwewABBBBAAIEAAQI4AJ2SCCCAAAIIEMDsAQQQQAABBAIECOAAdEoigAACCCBAALMHEEAAAQQQCBAggAPQKYkAAggggAABzB5AAAEEEEAgQIAADkCnJAIIIIAAAgQwewABBBBAAIEAAQI4AJ2SCCCAAAIIEMDsAQQQQAABBAIECOAAdEoigAACCCBAALMHEEAAAQQQCBAggAPQKYkAAggggAABzB5AAAEEEEAgQIAADkCnJAIIIIAAAgQwewABBBBAAIEAAQI4AJ2SCCCAAAIIEMDsAQQQQAABBAIECOAAdEoigAACCCBAALMHEEAAAQQQCBAggAPQKYkAAggggEBoAHtn+ylyN1te3MkoEEAAAQQQyEkgNoC7vfMlmQ36F+SETq8IIIAAAggQwOwBBBBAAAEEAgQI4AB0SiKAAAIIIBAbwJ2FSyVv2bB/DqNAAAEEEEAgJ4HgAO5dshbASy/KCZ1eEUAAAQQQiA1gLsJiByKAAAIIZCpAAGc6eNpGAAEEEIgVIIBj/amOAAIIIJCpAAGc6eBpGwEEEEAgVoAAjvWnOgIIIIBApgKxAczbkDLddrSNAAIIIBAcwLwNiS2IAAIIIJCnQGwA8zakPHddpl3z4SOZDp62ETiIAAHM1kCgIgHnB86KpCmDQD0ECOB6zIlVNkCAAG7AEGkBgRIFCOASMTkUAocScC46ZIMggMB+AgQw2wGBigS8w0WHFVFTBoFaCBDAtRgTi2yCQNQpaC7+asLuoYcmCsQGMKfkmrin6OkgAmEBzMVf7EkEkhQIDmBOySW5K1jUTASifgccVXcmiBwUgQYJxAYwP5k3aCvRynoCUb8Djqq7ngdfRyB3AQI49x1A/5UJcAq6MmoKIVALAQK4FmNikU0QIICbMEV6QKA8AQK4PEuOhMAhBQhgNggCCOwvQACzHxCoSCDqYqiouhWxUgaB2goQwLUdHQuvm0DUxVBRdes2H9aLQNUCBHDV4tTLViDsFDTvt892z9F42gIEcNrzYXUNEogLYN5v36BtRCsNEiCAGzRMWklbICyAeb992huD1WUrQABnO3oar1qAAK5anHoIpC1AAKc9H1bXIIGoq5Gjgr9Bo6MVBGYiQADPhJWDInBvgairkaOCnz2AAAKHFogNYK7OZH9mJBD1SjQq+DMaLa0iMJVAcABzdeZUU+NJtRQIC+Bu7wpJd9ig/8pawrFoBBoqEBvAXJ3Z0G1FWwcSiDoV7J3euTJbsMHidiaDAALpCBDA6cyClTRcIPJUsHd6hQ37rYYT0x4CtRIggGs1LhZbZ4GoU9BjM+/0+ip0je3uv63OhqwdgSYJEMBNmia9JC0QGsDd3oflOsqG/TOSRmJxCGQkQABnNGxajRUIDeAOFzzGTp/qCNxbgABmVyBQkUDURVhrp6AXLpW8ZcP+ORW1SxkEEFhHgABmiyBQkUDwRViXrAXw0osqapcyCCBAALMHEEhDIPYUNK+A09gFrAKBnwvwCpjdgEBFArEBzO+AKxozZRDYsAABvGEqHojA5gRiA5hXwJubHs9GoHwBArh8U46IwAEFIi+E8vmFq6VRy5Z3PC2H8Xhn+ylS8XK1dKekYyS/XW63yrRFcpds/L3vmDULv33t/+2Bcn+DDfpfycGIHuMFYgOYKzPjdwArqEyAi7CqoXappc7CHpm/Rb4auOOgvV1mt+79/70BvPr34z97A9hd1jrHBouh3xerUaJKCgKhGy3yG1IK+KwhLwFOQc9+3j6/rSdrfcaGi3PTVvPugkv+QblfacOlz057HJ6HwHoCsQHMhzGsNx++3iCB0ABu+Clo72x/gFT0Jd2tu3y73bL0vWm3js8vnLr66lm6vw37j5r2ODwPgfUECOD1hPg6AiUJhAZwg++Ete9Vr9xPs+X+50sal7y78FUVxQdseekdZR2T4yCwvwABzH5AoCKB4AC+SvLbbLh0XkXtzrzMWvDaReOrqDb7qvdAi/Utpz9UR7Q/JlkhL15ry0vjV9j8QaA0AQK4NEoOhMChBYID+GxJZ9uw/+imzMk7C1fKvLBB/6xZ9uSd3qfl+lXJXmnLiztnWYtj5yVAAOc1b7oNFIgM4HHb3lnYqWJ0me3ecXkgQ2mlVz1dHRv2n1faQQ9woNWLRU2/J/lPJL3dBksfmWU9jp2PQGwA8zakfHYanYZ/IIJ3tn18nMM2XHp23cfhJ5x2nNqH3SwbPdoGO748y3682ztZXjxJaj1V8i9zP+1Zaud17OAA5vZ4eW23vLuNftudd3qNOQ3tnd7X5PrLMi+6Wm93Rt5IZb218fV6CsQGMG9DqueuYdVTCUSfgm7KaWif7z1H5q+y4dKpUw1iyifldjexKZl42gQCBPAEWDwUgc0IpBHA2y6UdKwNl87cTC+Rz/VO73Mq7L22e/FDVa4j+gxGlb1SqxoBArgaZ6ogoCQCuOZnncb3kFRnYcWGi+2qtxSnoKsWb349Arj5M56qQ+/2niHpz2Tac8ADuP8jV4NORpvCN/AU1jCZ2i8+2ucXXiP5E2y5/8TNHGea5/IKeBo1nnMoAQKY/XEvAe/03izZs+T+OZnf7wBEJ0n6Txsu/Tl8GxdI4Rt4CmvYuNi9H+nd3vsl3WGD/qs2c5xpnpvCGYxp1s1z0hUggNOdTeUr8xO3P0Wt4t2SLrNh/60HW4B3n/BCFa1zbLk5N3WoAjuFb+AprGEz1pHrr/vZg82489zZCBDAs3Gt1VF/4Ub2RfES273ji+s1sHpTB/k4qBtxU4f1+i3j6yl8A09hDZuxjFx/3c8ebMad585GgACejWttjvqzz06d8Eb23hlfTds61oaLtb2atuohpfANPIU1bMY9cv2R4b8ZM56brgABnO5sZr6yfeE7zWenRp4KnDnMjAqkYJbCGjbDG7n+yPDfjBnPTVeAAE53NjNd2WbCd7wwXg1MPp4UzCIDbHKxez8jcv0pzK8MQ46RjgABnM4sKlvJZsN3LYC5jeikA0vBzLu9K/ZeRfzKSdefwuMjQzCF+aUwA9ZQnkBsAPNhDOVNcoNHKiN8VwO45jd02CBXqQ+LDI99jXind67MFmywuL3U5io6WGQIsucrGnJGZYIDmFdRVe61ssKXU9DTTS2Vewl7p1fYsN+arovYZ0WGYGTtWHWqz0ogNoCDXkV5Z/spUvEmmQq5X2zDpc/OCjiV45YZvqsBPL9wtTRq2fKOp6XSY+rriHz1tr+Nd3p9FbrGdvfflrrZPdcXGYIpnMGo27xY76EFsgtgn9/Wk7Wukfz9cj9OZsfZsNk3lPD5xz1EdsQ3prna+WDbJ5UwqdM/8FS+gXu3d7Gko23Qf0Gd/KJ/9cGer9tuSX+92QSwd7adLtmbJD9Sd2m73bL0vbVTqb2vqSheZrt3XJf+uKZboXd710j2YRuU9+kxka9EplOIf1YqZw3qPLvItUfWjt+9rGAWAo0PYH/g6Y/Q4e0PSXa7pDfacPELv3A6bstpx+jIw263wWKoxSyGu++Y3ln4luzux9jg2pvLqpPKq7my+qniOKm8gqrz7CJDsM5uVexvakwuEBo6s/7H5N3eGZJdrhV/ht3Yv/ZQPN5dcBX+YFvuf2tyxnSf4Q/efqIOK/o26HfKXGUqYVJmT7M+VirfwOs8u0jDOrvNem9z/OkEGhvAa5/oo4fZsP/HG6HxE7f9qdqtl9pg8bSNPL4uj/H5J7xC1t5uw8Unlblm7/QuWvtg9z6fiLRB2FS+gUeG2AapDvqwSMM6u23WnefPRqCRAeydhX+V/AuH+kSfA3HW+e0ZB9se3l34qkZ6q+1evLrMLeSd3vXy0btt+bPjGzvwZwMCsz7js4ElrD4kMsQ2usaD7+fe+ZLMBv0LNnusSZ9fZ7dJe+Xx1Qg0KoD9hNMOV3vuVsmfbcOlz0xK6J3etZJ/1IZL7530uSk+3jsLL5IXZ9ny0u+UuT6fX3ixWnq+DRZLPW6Za0zxWKm8gvJO7zLJT5Hr7ba89JEUrZIM4KC3TdZpPqx1MoHYAC7xTlg/+1SfO+8+zr5z7XcnY1h79GqwmJ5uw8Vt0zw/ted4Z+FKqbjNhkuvKXNtszpumWtM8VipvILy7rbnyjW+FeX1Nlx6UYpWBHCdpsJapxUIDuBy7oRV5k0mmnQa2ju9d8n8CBssvXDaDXKg56XySq7Mnqo4ViqnoFd/2Czxh98q7PbViFx3ZO0qjalVnUBsAJdwSqfM8F37xlTfuwTdc9t4p/cpmb5a9u/LUnklV90/k3IqpfQNPJX3JE8qG7n3ImtP6sTj6yFQ6wAuO3xXA7jGdwm6VwB3F76i0cqZtvuzXytzO6YUJGX2NetjpfQNvLYBXMIP7dPOOaUzGNP2wPPSEqhtAM8ifPe+Av6gTMtlv2qseuwumToLKzZcbJdd27u996vwB9jy0lPKPnaTj5fSN/CUfhiYZOaRht7Z9g6ZHWWD/lmTrJnHInAwgVoG8He088hf77zuBzb8t7myR+vd3sly+7Jcj7LlxZ1lH7+q4/n8wqkyf88s7nPtnW03yuzlNuh/uqp+mlAnpTMHKa1lktlGrtvnt/2zzP7Lhv23TLJmHotAowL4lvt+6fa7f3Tqb50gu3UWo139Kds1X+ebTPj8tjfK7OSN3ohko457b3By16Tvsd7o8Zv8uJReddb2FHSnnAs3p9lns7il6zTr4DnNEajdK+BB2z8h6cPdkX1yVmOI/Cm7rJ68u/BPKkZfsOUdF5Z2zBO2/b7mWu+xweJ8WcfM6TiRp0/v6VzbAA76HfCsbuma0/6n13sL1CqABy1/tVo6rrti585ymCm9Upm2Ty/5Aiyf752llt6su9oPt5uv+f6068r5eUkFcOAryc3sgShD7y78jdwfYcP+Uzezfp6LwP4CtQnggfyxmtPfdVfs8bMeYd1fAZd9AZZ3Fz4k6ac2WCz1/cSznmNqx48KjwM51HWPRxmuXnjo/kMbLr0itX3FeuorUIsAdnlr2Nae7shKv+jqwN+c4n7PtNmt5J3tp0jFOZI9VS19UoWbWjb+pKe1/7rfKtcWtewYSbev/v/+f9a+tvZ4s7bcnyz3V9ftloWbdZzF86PC44B7fH7hamnUsuUdT5tFr7M6ZpTh3Sc+7aJi5dhj7/Pt9/DhI7MabobHrUUAD+b8i7aiv+jIKrkqOeofeRn7b+/VzxfL9SCZL47vWy/5+EXx2n/N1gJYvhbA4/+/ZwD/7PF6oOTvmua+2mX00rRjpLSv6vprlqhX7rf88n9ff/h9rn/3/b//fD58pGn/MAP7iQ3gDdwOb9D2d8p1Q7ewf6jKKeofeVn9eXfb5XK/04Y7/qqsY3KczQskFcBBFzNtVnH17m5e/NiWdzx3s8fa6PMHc366XK/vjqwR94jfaN88bvYCwQF86FO9g7Y/S9IfdUf2nNlT/LxCXV8d7OsgpW/0Vc4t9Vre6V0l+fjDMc6LXmtdf8j0Tu9cmS3YYHF7VYaDOf+cVvTaruwLVdWkTh4CsQF8iJ/Ch/JHeVuf7o5sS9WjqHuA1X39Vc+7qnre6Z0t6exZ3Bxl0h7q/ENmlR+YMmz7n7jpr7srdsqkxjwegfUEkg3gXS3faS29vrtiE3+u73pNr/f1ugfYD49986WSWkfd9oZz1uuVr1cr8JMtr955548fcdn973je5dVW/sVqdd4jPzjub687rH3rFUfc8q4rZ204mPOv2Ype15H9y6xrcfz8BJIM4F3yk2xOH++u2MMjRlL3AP7W4Tdd4ipaD77rxFp91mvErKuuufuX/u/C9txtx/7GTx56ZtW1969X5z1yy32vf+aePd3zTtxz9ExflQ7m/AmS/r67Yo+MnBW1myuQZgC3/QqTruuObOY/4R5otHV+dTDuZzjn5xeSbV2xC+qwdQfyU0yyqq5yjzRJZTbDll9aSK2thdXyLMmg5TtbhS6bl83kTMK+tz4ePtKxD5J9L3LPULu5AskF8FB+tLd1Y3dkvxLFXudXB3UM4GF7bxiM6hkGk+zTZAK47ZeMpNZDRlbLsySDtn/UpcO2juzpk/hv5LFV33dgI2viMc0USC6AB3P+JhXa0y0s7BNHUvkmOe2Wq9v6By2/RK7ju25PnrbnujwvlVeeqaxj2rkNWn6umRY6Iyv1auhx+C63tadT0U1/pu2f5zVDIL0AbvuP7zPSMcfL7owirluA3dNp2PYr3PTD7oq9PMpwo3Vvks+vtHRDUejRW2Vf3ujz6vq4YSKvPIfmV48/U7vrVqs7Ye0/90Hbi+7IWmXtBcK3LEmOs1GBpAJ40PJzZHpkd2Qv3mgDs3hc3V8dDFt+vptO7o4s+RvHD9t+nUsXd0f2qVnMMrVj7pKfrPHv54N/2EjlB4HNzGfQ9uvkWuwW9uZNHUd+ih+mV1ihZ1d1u9vNrJfnNkcgrQCe82/aip7cke2KJK77N6fd8hNW2tqxdWRJf2ygy23Y1kp3ZO3IeedYO5UfBDZjf4P8t1stvV8tzR25om1bZN+d9Hirv+9t6W6ZPuQjvTP6B6NJ18/j6y0QGsD7X228q+0vNOms7sgeE01a91PQY79B22/SSI/ryr4d7Xmw+rva/gyTXtId2emprpF1pS+wLP/dYk7/3l0Z3+98439umPNe2/UZft+7cTMeWa7ARBu23NLS/lcbD9q+5NLHto7sfWXXmfR4TQjgYduvcdcnuoW9d9L+q3j8vitNNdKJKf+QUIUFNcoRGLTHHzqy+kr27VtlXznQUW+Unzhq6YyipTNVaHREoe28zagcf44yuUBoAO8fdLvafsf9RnrQr8l+OHkb5T6jCQG8LN/ubV3aSfA0NG/zKHe/crQ1gaH81KKtl5n0PEnjHzz3fuKXfuqueZMe4dLdkr7ZHukD87KrsUMgUiCJANaKPmNzuri7En/6efUfcs1vUrBvQ+2a8wtahYpOYW+K3GT71yZ8U5lEc9cxDmJv64JC2jP+yE2TDnPXbiv0ga2ym5vbOZ3VTSCJADapFf3e3/0HV/eLsPbvZVfbb2qNVj9LOfxetrzNo27fHlgvAgjMUiCVAP5DrejFXdn1s2x2o8duwinofb3ulh83aus/3HRV5K0peeW70d3H4xBAIBeB8AB26Uh3vWDryMa/r0niT5MCeB/osOVvLEwvOHqkkx4g+1GV0IRvldrUQgCBugiEB3DheqxJo+7I/iAVtCYG8Nh2t/w3R3P630nfrrGZuRC+m9HjuQgg0GSB2ABu+aUj6Ykt6X3dwt6aCnRTLsI6mOf47RpmusBdnUO9ZWPaeQzkD9CcHqZCD5Ot3uVqbtpj8TwEEECgqQKxAdz2S1w6ozXSM+dln0sFuUkXYR3IdN/bNWTabdL5Lp2+dcWundZ//Mq6aOuiwnS0XCeZtCLpfyTdYSO9NvrOZtP2xfMQQACBWQrEBvCcn++u8+4z0vHHy74/y0YnOXZTT0EfyOA78mN+PKdFFSpaLfUl/WT8OHdtGf/HTLfue96B/m58X2N3vd5cL7VCXz9M+npKs5xk7jwWAQQQqFIgNIAHc36RfPVWhEdV2fR6tXIK4H0Wy/Kzi7Ye66Ybx39nri3FPQL4IH93AvfQXW9H8XUEEEDg3gKxAdz2KyU9vjuyTkrDGbT9Kplu667YeSmti7UggAACCDRHIDqAPy/X0d3CHp4S6aDtZ5t0dmdkj05pXawFAQQQQKA5ArEB3PJvuFRsLexhqZEOWr6zVeiyednlqa2N9SCAAAII1F8gNICHc/6lYvzh5Ct2amqUwzm/0F3Hdkd2ZmprYz0IIIAAAvUXiA7gHYXU2rpip6VG2YQPLE/NlPUggAACCPxcgABmNyCAAAIIIBAgEBrA35Q/a/xJSA+RfTSgd0oigAACCCAQJhAawGFdUxgBBBBAAIFgAQI4eACURwABBBDIU4AAznPudI0AAgggECxAAAcPgPIIIIAAAnkKEMB5zp2uEUAAAQSCBQjg4AFQHgEEEEAgTwECOM+50zUCCCCAQLAAARw8AMojgAACCOQpQADnOXe6RgABBBAIFiCAgwdAeQQQQACBPAUI4DznTtcIIIAAAsECBHDwACiPAAIIIJCnAAGc59zpGgEEEEAgWIAADh4A5RFAAAEE8hQggPOcO10jgAACCAQLEMDBA6A8AggggECeAgRwnnOnawQQQACBYAECOHgAlEcAAQQQyFOAAM5z7nSNAAIIIBAsQAAHD4DyCCCAAAJ5ChDAec6drhFAAAEEggUI4OABUB4BBBBAIE8BAjjPudM1AggggECwAAEcPADKI4AAAgjkKUAA5zl3ukYAAQQQCBYggIMHQHkEEEAAgTwFCOA8507XCCCAAALBAgRw8AAojwACCCCQpwABnOfc6RoBBBBAIFiAAA4eAOURQAABBPIUIIDznDtdI4AAAggECxDAwQOgPAIIIIBAngIEcJ5zp2sEEEAAgWABAjh4AJRHAAEEEMhTgADOc+50jQACCCAQLEAABw+A8ggggAACeQoQwHnOna4RQAABBIIFCODgAVAeAQQQQCBPAQI4z7nTNQIIIIBAsAABHDwAyiOAAAII5ClAAOc5d7pGAAEEEAgWIICDB0B5BBBAAIE8BQjgPOdO1wgggAACwQIEcPAAKI8AAgggkKcAAZzn3OkaAQQQQCBYgAAOHgDlEUAAAQTyFCCA85w7XSOAAAIIBAsQwMEDoDwCCCCAQJ4CBHCec6drBBBAAIFgAQI4eACURwABBBDIU4AAznPudI0AAgggECxAAAcPgPIIIIAAAnkKEMB5zp2uEUAAAQSCBQjg4AFQHgEEEEAgTwECOM+50zUCCCCAQLAAARw8AMojgAACCOQpQADnOXe6RgABBBAIFiCAgwdAeQQQQACBPAUI4DznTtcIIIAAAsECBHDwACiPAAIIIJCnAAGc59zpGgEEEEAgWIAADh4A5RFAAAEE8hQggPOcO10jgAACCAQLEMDBA6A8AggggECeAgRwnnOnawQQQACBYAECOHgAlEcAAQQQyFOAAM5z7nSNAAIIIBAsQAAHD4DyCCCAAAJ5ChDAec6drhFAAAEEggUI4OABUB4BBBBAIE8BAjjPudM1AggggECwAAEcPADKI4AAAgjkKUAA5zl3ukYAAQQQCBYggIMHQHkEEEAAgTwFCOA8507XCCCAAALBAgRw8AAojwACCCCQpwABnOfc6RoBBBBAIFiAAA4eAOURQAABBPIUIIDznDtdI4AAAggECxDAwQOgPAIIIIBAngIEcJ5zp2sEEEAAgWABAjh4AJRHAAEEEMhTgADOc+50jQACCCAQLEAABw+A8ggggAACeQoQwHnOna4RQAABBIIFCODgAVAeAQQQQCBPAQI4z7nTNQIIIIBAsAABHDwAyiOAAAII5ClAAOc5d7pGAAEEEAgWIICDB0B5BBBAAIE8BQjgPOdO1wgggAACwQIEcPAAKI8AAgggkKcAAZzn3OkaAQQQQCBYgAAOHgDlEUAAAQTyFCCA85w7XSOAAAIIBAsQwMEDoDwCCCCAQJ4CBHCec6drBBBAAIFgAQI4eACURwABBBDIU4AAznPudI0AAgggECxAAAcPgPIIIIAAAnkKEMB5zp2uEUAAAQSCBQjg4AFQHgEEEEAgTwECOM+50zUCCCCAQLAAARw8AMojgAACCOQpQADnOXe6RgABBBAIFiCAgwdAeQQQQACBPAUI4DznTtcIIIAAAsECBHDwACiPAAIIIJCnAAGc59xhjr8IAAACNUlEQVTpGgEEEEAgWIAADh4A5RFAAAEE8hQggPOcO10jgAACCAQLEMDBA6A8AggggECeAgRwnnOnawQQQACBYAECOHgAlEcAAQQQyFOAAM5z7nSNAAIIIBAsQAAHD4DyCCCAAAJ5ChDAec6drhFAAAEEggUI4OABUB4BBBBAIE8BAjjPudM1AggggECwAAEcPADKI4AAAgjkKUAA5zl3ukYAAQQQCBYggIMHQHkEEEAAgTwFCOA8507XCCCAAALBAgRw8AAojwACCCCQpwABnOfc6RoBBBBAIFiAAA4eAOURQAABBPIUIIDznDtdI4AAAggECxDAwQOgPAIIIIBAngIEcJ5zp2sEEEAAgWABAjh4AJRHAAEEEMhTgADOc+50jQACCCAQLEAABw+A8ggggAACeQoQwHnOna4RQAABBIIFCODgAVAeAQQQQCBPAQI4z7nTNQIIIIBAsAABHDwAyiOAAAII5ClAAOc5d7pGAAEEEAgWIICDB0B5BBBAAIE8BQjgPOdO1wgggAACwQIEcPAAKI8AAgggkKcAAZzn3OkaAQQQQCBYgAAOHgDlEUAAAQTyFCCA85w7XSOAAAIIBAsQwMEDoDwCCCCAQJ4CBHCec6drBBBAAIFgAQI4eACURwABBBDIU4AAznPudI0AAgggECxAAAcPgPIIIIAAAnkKEMB5zp2uEUAAAQSCBQjg4AFQHgEEEEAgTwECOM+50zUCCCCAQLAAARw8AMojgAACCOQp8P8t1FsO1GsVnwAAAABJRU5ErkJggg==the code moves the pen ontop of the mouse-pointer if the mouse is above y=0 the pen draws in red if the mouse is below y=0 the pen draws in pink