From 3334c4a87a1d7b2a006f438e3d5fdd21c7f3a0de Mon Sep 17 00:00:00 2001 From: Thomas Breloff Date: Mon, 28 Sep 2015 12:52:44 -0400 Subject: [PATCH] winston annotations --- examples/annotate.ipynb | 25 ++++++++++++------------- examples/ticks_and_limits.ipynb | 30 ++++++++++++++++++++++++++++++ src/backends/gadfly.jl | 9 ++++++--- src/backends/winston.jl | 25 +++++++++++++++++-------- 4 files changed, 65 insertions(+), 24 deletions(-) create mode 100644 examples/ticks_and_limits.ipynb diff --git a/examples/annotate.ipynb b/examples/annotate.ipynb index b1fe1191..30808c26 100644 --- a/examples/annotate.ipynb +++ b/examples/annotate.ipynb @@ -2,28 +2,27 @@ "cells": [ { "cell_type": "code", - "execution_count": 1, + "execution_count": 3, "metadata": { - "collapsed": false + "collapsed": false, + "scrolled": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "[Plots.jl] Default backend: immerse\n", - "[Plots.jl] Switched to backend: pyplot\n", - "[Plots.jl] Initializing backend: pyplot" + "[Plots.jl] Switched to backend: winston" ] }, { "data": { - "image/png": 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", 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", "text/plain": [ - "Plot{Plots.PyPlotPackage() n=1}" + "Plot{Plots.WinstonPackage() n=1}" ] }, - "execution_count": 1, + "execution_count": 3, "metadata": {}, "output_type": "execute_result" }, @@ -36,7 +35,7 @@ } ], "source": [ - "using Plots; pyplot!()\n", + "using Plots; winston!()\n", "plotDefault!(size=(600,400),leg=false)\n", "y = rand(10)\n", "plot(y, ann=[(3,y[3],\"this is #3\"), (8,y[8],\"this is #8\")])" @@ -44,19 +43,19 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 4, "metadata": { "collapsed": false }, "outputs": [ { "data": { - "image/png": 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XX3wBqVSKdevWYc2aNQCAIUOGYOrUqYiOjq6zlPOiqKgoKjglhBg1lmURFhYGf39/TJ06Vek9ZmZm8PPzo7oPolXyX+6vXbuGX375Bdu2bUPr1q01Xveh8rKLm5ub0qWV/Px8AEC7du3q7WthYYEdO3YgLy8PZ86cwc2bN/Hbb7+huLgYZmZm8PDwaELohBBiHPbv34/z589j8+bNDe6pQEWnRFeSkpJgYWGBkJAQrYyvcvIREBCAmzdvoqSkpFb7hQsXAPzfemRDXFxc0KdPH3h4eEAmkyEpKQkCgQC2trb19jl58qSqIRJCiMEpLS3FggULMGbMGPTr16/BexmGwfXr1xUzzoRoi7zew87OTivjq5x8jBkzBjKZDDExMYq2iooKxMbGQigUon379gCAgoICZGVloaqqqsHxNmzYgIKCAsybN6/B+xITE1UNkRBCDM7atWvx8OFDrF+/vtF7GYZBVVWVolifEG1gWRZJSUno37+/1p6hcs1HcHAwxo4di0WLFqGwsBBdu3bF999/j9zcXMTGxiruW7hwIXbv3o2cnBx07NgRALB3714cOXIE/fr1g52dHSQSCQ4dOoSPPvoIb731VoPP/fPPP5v40QghRL/l5ORg/fr1mD9/Pjp37tzo/b6+vooTbqkWjmiLfH8PvUg+AGD37t1YunQp9uzZg0ePHsHf3x/x8fHo27ev4h4ejwcej1erX/fu3fHo0SOsWLECZWVl8PLywjfffIOPPvqo0WcWFBSgoKAAbdu2VSdUQgjRe/Pnz4ezszMWLlyo0v12dnbw9PSkug+iVfJ6j969e2vtGWqd7WJlZYV169YhLy8PZWVlOH/+PAYPHlzrntjYWMhkMsWsB1CzEVlSUhIePnyIZ8+e4fLlyyolHnLyuhJCiO7w+XzMmjWr0ft27doFPp+P3NzcZj+zf//+GDBgQLPHMQSnT5/G4cOHsXbtWrXW1anolGibtus9ADWTDy44Ozvj/PnzXIdBiFFKTk7G8uXL8fjxY6XXX57FrI+q96kyjqbGehHLsmjVqhV27NgBoGbHZmUJU05ODvh8vtK/fvjhB43FI5PJEBYWht69e2PChAlq9ZUnH9XV1RqLhxA5XdR7AGouu3DB19eXkg9CtESefEyePBkODg5NGuP999/HhAkTYGlp2ex4Tpw40ewxlLl16xaKi4shFAoBACkpKWjbtm2tGdoXTZgwAcOHD6/VJu+rCd999x0yMjJw8eJFtZMthmFQUlKCnJwcdOnSRWMxEQIA165d03q9B2Agycd3330HmUzW4PvvhJCmU/Fwa6X4fL5GEg8AtQ6f1KSLFy/C3t4ePj4+AGqSD4FAUO/9PXv2VHtGQlXFxcVYsmQJJk2apDgbSx3ybQ2uXLlCyQfROF3UewAGsOzi6+uLp0+fIjMzk+tQCDEqy5Ytw4IFCwAA7u7uiuWFl5cijh07Bh8fH1hbW8PHxwdisbjWdWU1H5cuXcKQIUPQpk0b2NraokuXLvXu3PkiZTUfW7duRY8ePWBnZ4dWrVqhV69eiu2fG1JaWgqpVAqpVIqzZ8/C19cXRUVFkEqlSElJgbe3N6RSKR49elSnL8uyePr0KZ4/f97oc9T1xRdfoLy8HKtXr25S/7Zt28LV1ZXqPohW6KLeAzCA5MPb2xtmZma09EKIho0ePVpxRlJUVBT27t2LvXv3wtnZWXHPmTNnMGPGDEyYMAHr1q1DeXk5Ro8ejaKionrHLSwsRGhoKHJzc7Fo0SJ89dVXePfdd1UqHH+55mPHjh0ICwuDj48PNm/ejC+++AIMw+DixYuNjjVz5ky4uLjAxcUFMTExSElJQZs2beDi4oLbt29jzZo1cHFxUbpt9PLly9GiRQvY2NggODhYY8tBWVlZ2Lp1K5YsWaL0oE5VUdEp0QZd1XsABrDsYmNjA19fX1y4cAHTpk3jOhxCjIavry8CAgIQFxeHUaNGKa1/yMrKwrVr1+Du7g4AGDBgAPz9/REXF4cZM2YoHTc5ORnFxcWQSCS19qJYsWJFozGxLFsr+Th+/Dh8fHxw8OBBdT8eIiIi8P7776O4uBhjxozBpk2b4OfnB4lEgsjISMTHx4PH49U6l8rMzAyhoaF4++230b59e/zzzz/YtGkThg0bhp9//rlOHYi65s6di44dOzb7oC6GYbB///5mjUHIy65duwapVErJh5xQKMQff/zBdRiEmJxBgwYpEg+gJmFp2bIlsrOz6+3j5OQEAPjll1/g5+fXrDoOJycn3L17F5cuXUJQUJBafb29veHt7Y2ff/4ZFhYW+Pjjj2FjY4Mff/wRISEhGDhwYJ0+HTp0QEJCQq229957D6+++irmzZvXrOTj119/xW+//YajR48qTgNvKoZhFDujtm7dulljESKn7fNcXqT3yy4AIBAIcP369XpfBySEaIey2RAnJyeldRJy/fr1w+jRo7F8+XI4Oztj1KhR2LVrV5PqJyIiImBvb4/g4GB4enpi5syZSE5ObrRfWVmZot4jISEBDMPg2bNnkEqlOHnyJAIDAxXXG+Pk5ITJkyfjxo0bSg/XVMXz588xd+5ciEQivPnmm00a40XyotOMjIxmj0WInCrnrWmKQSQfQqEQLMsiNTWV61AIMSn1vWHW2Nsxhw4dQkpKCmbOnIl79+5hypQpCAwMxNOnT9V6vpeXF27cuIEDBw6gb9++OHLkCPr27Ytly5Y12G/t2rWKeo/o6GikpqYq6j2ysrKwYcMGuLi4wNXVVaU4XnnlFQBosNalIdu2bcOtW7cQFRWlkX1MunXrBhsbG6r7IBqjy3oPwECSD09PTzg6OlLRKSEapo0NveQEAgFWrlyJ1NRU7Nu3D5mZmThw4IDa49ja2mLcuHHYuXMncnNzMWLECKxatarBmZRJkyZBIpHgp59+AlBzkKVEIsHSpUthaWmJxMRESCQSlQtJb9++DQBo06aN2vEXFhZi+fLlmD59Onx9fdXur4yZmRn8/Pwo+SAao8t6D8BAkg8+n4/g4GDaZp0QDZO/TtfQMoq6iouL68yM+Pv7A4DaSy8PHz6s9WcLCwt4e3sDACorK+vt5+7uDpFIBHt7e/B4PEydOhUikQgVFRXo2bMnBg0aBJFIBJFIVKufsmWYe/fuYefOnfD391d5puRFS5cuBZ/PxxdffKF234bQGy9Ek3S1v4ecQRScAjVLL9u3b69TDU8IaTp5EeeSJUvwzjvvwMLCAm+88UaDa76NLbns2rUL27dvx9tvv40uXbqgpKQEO3bsgIODg0oFmy+OHxoaCjc3N4SEhMDV1RXXr1/Htm3bMGLECJX2ITh37hy8vLwUu7cmJyc3WEw3f/583L59GwMHDoSbmxtycnLwzTffoKysDJs3b270eS+7cuUKduzYgc2bN2u8MJRhGHz33XcoLy9vdgErIbqs9wAMZOYDqEk+pFJpg1X2hBDVsCwLlmURFBSEFStWICMjA5MnT8a7777baBGmsuT/xbb+/fujV69eOHDgAMLCwrB+/Xp0794dJ0+eRKdOnRod+8Wxpk+fjtLSUkRGRmLmzJn4+eefERYWhr1796r0OZOTk9GnTx8ANTMlaWlpDSYfQ4YMAY/Hw7Zt2zBjxgx8++236N+/P1JSUvDaa6+p9Ew5lmURHh4Ob29vTJ8+Xa2+qmAYBlVVVbh27ZrGxyamRdf1HvKH6qW0tDQWAJuWlsayLMtKpVIWALtv3z6OIyPE8K1YsYINCAhgpVIp16EYrUOHDrEA2MTERK2MX1payvJ4PPa7777TyvjEdPz5558sAFYikSi9/vL3sSYYzMxH69at0a1bNyo6JUQD9u7di/T0dIwaNQrl5eVch2N0ysrK8Mknn2DkyJEYPHiwVp5hZ2cHT09Pqvsgzabreg/AgJZdgJrqeSo6JaR57ty5gxs3bmD+/Pm4dOkSJk2aRMeza9jGjRuRl5eHjRs3avU5VHRKNEHX9R6AgSUfQqEQ6enp9JsaIc0gFothZmaGxYsXY//+/Th06BAiIiK4Dsto/Pvvv1i9ejXCw8PRrVs3rT5LnnxQ8kiaqrq6GqdPn9ZtvQcMMPmorKykTJ+QZkhISIBAIICjoyPeeustREVFYcOGDfjqq6+4Ds0oLFy4EPb29vj000+1/iyGYVBSUoKcnBytP4sYJ13v7yFnUMmHn58frK2tqe6DkCaqrKzE77//jiFDhijaZs+ejblz5yIsLEyxKRdpmpSUFOzbtw+rV69Gy5Yttf68gIAAAKBfyEiTcVHvARhY8mFhYYHAwEBKPghpogsXLuDJkycYOnRorfb169fj7bffxvjx46muqomqq6sRFhaGwMBAfPDBBzp5pqurK9q2bUvJB2kyLuo9AANLPgAqOiWkOcRiMVq1aoXAwMBa7Xw+H3v27EHPnj0xcuRI/PPPPxxFaLj27NmD1NRUREVFgc/X3Y9WKjolTSWv9xgwYIDOn21wyYdQKEROTg4KCgq4DoUQgyMWizF48GClB8ZZW1vjp59+gqOjI4YNG6bSia+kRklJCRYuXIj//Oc/6Nu3r06fTckHaSqu6j0AA00+ANDsByFqkkqluHTpUq16j5e1bt0av/32G4qLi/Hmm2+irKxMhxEari+//BKPHz/G2rVrdf5shmFw9+7dOufgENKYpKQkWFpaKr5Xdcngko9XXnkFbm5ulHwQoqYTJ06AZdkGkw8A6Nq1K+Lj45Geno733nsPMplMRxEapn/++QebNm1CREQEOnbsqPPnMwwDAMjIyND5s4lh46reAzDA5IPH40EoFFLRKSFqEovF8PX1Rbt27Rq9Nzg4GAcOHMDRo0cxf/58HURnuD755BO4urpy9s/Jw8MDtra2tPRC1MLV/h5yBpd8ADVFp6mpqfQbGSEqYlkWYrG40VmPF73xxhvYsmULIiMjm3Siqyn4/fffcezYMaxfv56T3x4BwMzMDH5+fpR8ELVwWe8BAOacPLWZhEIhSktLce3aNfj6+nIdDiF67+rVqygoKFAr+QCAGTNm4M6dO5gzZw46dOiAt99+W0sRGp6qqiqEh4ejb9++GDduHKexMAyDs2fPchoDMSynTp3irN4DMNCZj6CgIPD5fFp6IURFYrEYNjY2TXoTY82aNRg3bhzeffddpKSkaCE6wxQTE4PMzExERUWBx+NxGgvDMLh+/TodPUFUxmW9B6Bm8lFRUYGIiAi0a9cOtra2EAqFkEgkKvWVSCQYOHAgXFxc0KJFC/j7+2Pr1q1NOpPAzs4Ovr6+VHRKiIrEYjEGDBgAa2trtfvy+Xzs2rULvXr1wsiRI3Hr1i0tRGhYioqKsHTpUkyZMqXOnilcYBgGMpkMmZmZXIdCDADX9R6AmsnHBx98gMjISLz33nvYsmULzMzMMHz4cJw7d67BfgkJCQgNDcWDBw+wZMkSbNq0CV26dEFYWBjmzp3bpMCp6JQQ1Tx9+hRnz55Ve8nlRdbW1jh27BicnZ0xbNgwPHjwQIMRGp5ly5ahsrISq1at4joUAICvry/4fD7VfRCVZGZm4uHDh5wmH2BVdOHCBZbH47EbN25UtJWXl7MeHh5sSEhIg30nTJjAWltbs48eParV3q9fP9bBwUFpn7S0NBYAm5aWpvR6bGwsy+Px2MePH6v6EQgxSfHx8SwANisrq9lj3b59m3V1dWUFAgH79OlTDURneP766y/WzMyMXb9+Pdeh1OLl5cXOnDmT6zCIAdiyZQtraWmp8n/DjX0fN4XKMx+HDx+Gubk5pk2bpmizsrLC1KlTkZKSgnv37tXb18bGBlZWVnBwcKjV3rZt2yavNwkEArAsi9TU1Cb1J8RUJCQkoFOnTvD09Gz2WO7u7oiPj8eff/6Jd9991+TeOGNZFnPmzEGXLl0we/ZsrsOphXY6Jariut4DUGPZJT09HZ6enrC3t6/V3qtXLwANn6o4a9YsVFdX4+OPP0ZWVhbu3LmD6OhoHD16FIsWLWpS4N27d4eDgwMtvRDSCLFYjKFDh2qsKDIoKAgHDx7Ezz//jDlz5oBlWY15dSfDAAAgAElEQVSMawji4+Nx4sQJbNy4EZaWllyHUwvDMMjIyGhSHR0xHfpQ7wGo8aptfn4+3Nzc6rTL2/Ly8urt6+/vj5MnT2LkyJH49ttvAdS8m75t27ZaMynKhIeHw9HRsVbb+PHjMX78eAQHB1PRKSENyM7Oxq1btzS+7ffrr7+O7du3Y/r06ejcuXOTa7cMSUVFBebOnYvQ0FC8/vrrXIdTB8MwKCkpQXZ2Nrp27cp1OERPyes96jtMLi4uDnFxcbXaiouLNR6HyslHWVkZrKys6rTLq+cbOgMiKysLI0aMQKdOnbB+/XpYW1tj//79mDlzJlxdXfHmm2/W2zcqKgo9e/ZUek0oFCI6Ohosy3L+qhsh+kgsFsPMzAwikUjjY3/88cfIycnBvHnz0KFDB4wdO1bjz9AnW7ZsQXZ2Nn766Se9/Hkj32b9ypUrlHyQejV2nov8l/sXXb58WeNvdam87GJjY4OKioo67fL3ym1sbOrt+8knn8Dc3BxJSUmYOHEixowZgx9//BF9+/bFjBkzmrxuLBQK8eDBA2RnZzepPyHGLiEhAb17965Tb6Upq1atwvjx4/Hee+81+tabISsoKMCKFSswY8YMvPrqq1yHo5Srqyvatm1LdR+kQUlJSRAKhQ1+Z+uCysmHm5ub0qWV/Px8AGjwvIizZ89CJBLVKW4ZOXIk8vLycOfOHVXDqCU4OBgAnXBLiDKVlZU4efJks16xbQyfz0dsbCyEQiHeeOMN3LhxQ2vP4tKSJUtgaWmJZcuWcR1Kg6jolDREX+o9ADWSj4CAANy8eRMlJSW12uVf/PIpP2WqqqqUzm5UVlYqrjeFs7MzPDw8qOiUECVSUlJQUlKCoUOHavU5VlZWOHr0KFxdXTFs2DDcv39fq8/TtbS0NMTGxmLFihVwcnLiOpwGUfJBGqIX+3v8L5WTjzFjxkAmkyEmJkbRVlFRofitp3379gBqpiezsrJqJRQBAQFITExEUVGRok0mk+GHH35Ay5Ytm7U+KRAIaOaDECXEYjGcnZ3rrZnSJCcnJ/z2228oKyvDyJEj8fTpU60/UxdYlkVYWBh8fHzw0UcfcR1OoxiGwb///gupVMp1KEQPcX2ey4tUTj6Cg4MxduxYLFq0CBEREYiJiYFIJEJubi7WrVunuG/hwoV49dVXay3RLFmyBI8ePYJAIMD69euxdetW/L//9/9w+fJlREREwMzMrMkfQCgUIj09XWk9CiGmTCwWY/DgweDzdXOEU6dOnXD8+HFcu3YNEyZMMIo9QA4ePIhz584hKioK5ub6fw6nfAY6IyOD40iIPtKXeg9Aze3Vd+/ejfDwcOzZswdhYWGQyWSIj4+vdVgVj8erUwk+dOhQ/Prrr3Bzc8Py5csxf/58PHv2DN98802T9/mQEwqFeP78OdLT05s1DiHGpLCwEGlpaVqt91CmZ8+eOHToEI4fP47Zs2cb9B4gz549w/z58/HWW29p5W0hbfDw8ICtrS0tvZA69KneA1DjVVugZm133bp1tWY6XhYbG4vY2Ng67UOGDNHKD0I/Pz9YWVnhwoULejGVRIg+OHHiBAAgNDRU588eNmwYvv76a0ybNg2dO3fG/PnzdR6DJqxbtw6FhYXYsGED16GozMzMDH5+fpR8kDr++usvFBUV6U3yoZv5WC2ytLREYGAgFZ0S8gKxWAx/f3+lGwPqwkcffYQlS5ZgwYIFOHjwICcxNEdubi7Wrl2LefPmoUuXLlyHoxYqOiXKNLa/h64ZfPIB1Cy9UNEpITWqq6uRmJio8yWXl61YsQITJ07E+++/jzNnznAai7oWLFgAJyenZi8Lc4FhGFy/fl2xBxMhgH7VewBGknwIBAJkZ2cb3St+hDRFRkYG7t+/z3nywePx8N1336FPnz548803cf36dU7jUdWZM2dw8OBBrFmzBi1atOA6HLUxDAOZTIbMzEyuQyF6Qt/qPQAjST7k00g0+0FIzZKLnZ0d+vTpw3UosLS0xI8//oh27dph+PDhKCgo4DqkBslkMoSFhSE4OBgTJ07kOpwm8fX1BZ/Pp6UXoqBv9R6AkSQfHTp0QNu2bSn5IAQ1yceAAQOUnsXEBUdHR/z66694/vw5Xn/9dZSWlnIdUr127dqF9PR0REVF6ewVZU2ztbWFp6cnJR9EISkpCVZWVujduzfXoSgY5n9dL+HxeBAKhVR0SkxeaWkpzp07x/mSy8s6duyI48eP48aNG/jPf/7T5F2Ntenx48dYvHgxJk6cqFc/pJuCik7Ji+T1HvKDYPWBUSQfQM3Sy8WLF41iYyNCmurUqVOorKzUu+QDqPlCPHz4MBISEjBr1iy92wNk5cqVKC0txZo1a7gOpdkYhkFGRgaqq6u5DoVwTB/rPQAjSj4EAgFKS0sNpqiNEG1ISEiAu7s7PDw8uA5FqSFDhiAmJgbR0dFYu3Yt1+Eo3Lx5E5s3b8bixYsVR0UYMoZhUFJSQid+E72s9wCMKPkICgoCn8+npRdi0sRiMYYOHVpnl2F9MmXKFHz22WdYtGgR9u/fz3U4AIB58+ahffv2mDt3LtehaIR8m3VaeiHyeg992d9DzmiSD3t7e/j4+FDRKTFZ//zzD/755x+9XHJ52bJlyzBp0iRMnjwZp0+f5jQWsViM+Ph4rF+/Xm/2QGguV1dXtG3blpIPglOnTuldvQdgRMkHACo6JSZNLBbD3NwcAwYM4DqURvF4PMTExOC1117DqFGjcO3aNU7iqKysxJw5c9CvXz+MHj2akxi0hYpOib7WewBGmHxkZmbiyZMnXIdCiM4lJCQgJCQELVu25DoUlVhaWuLw4cPo0KEDhg0bhvz8fJ3H8PXXX+PGjRuIiorS66WqpggICKDkw8T9+eefePToESUf2iYQCMCyLC5dusR1KITo1PPnz3Hq1CkMHTqU61DU4uDggF9//RUymQwjRoxASUmJzp4tlUrx+eef46OPPlLUSBgThmHw77//QiqVch0K4Yi+1nsARpZ8eHl5oWXLlrT0QkxOcnIySktLDaLe42WvvPIKfv31V/z9998YN26czvYA+eyzz8CyLFasWKGT5+maPKHKyMjgOBLCFX3c30POqJIPPp+P4OBgKjolJkcsFqNNmzYG+xu8n58fjhw5AolEgv/5n//R+h4gV69exTfffINly5ahTZs2Wn0WV7p27Qo7OztaejFR+lzvARhZ8gH8X9Gpvm1gRIg2icVihIaGGuyW4AAwePBgfPvtt/j222/x5Zdfau05LMsiPDwc3bp1w4wZM7T2HK6ZmZnBz8+Pkg8Tpc/1HoCRJh+FhYXIycnhOhRCdOL+/ftIT083yCWXl02aNAnLly/Hp59+ir1792rlGceOHcOpU6cQGRkJCwsLrTxDX9AbL6ZLn+s9ACNMPoKDgwHQCbfEdCQmJgIAQkNDOY5EM5YuXYopU6ZgypQpOHnypEbHLi8vx7x58zB8+HAMGzZMo2PrI4ZhcP36dZSXl3MdCtExfa73AIww+WjTpg26du1KRafEZIjFYgQEBMDV1ZXrUDSCx+MhOjoaAwYMwFtvvYW//vpLY2NHRkbi7t272LRpk8bG1GcMw0AmkyEzM5PrUIgOyes99HnPH6NLPgDabIyYjurqaiQmJhrFksuLLCwscOjQIbi7u2PYsGG4d+9es8fMy8vDqlWrMHv2bHTv3l0DUeo/Hx8f8Pl8pKencx0K0SF9r/cAjDT5EAgESE9PR0VFBdehEKJV6enpePDggdElHwDQsmVLHD9+HAAwYsSIZm8euGjRItja2mLp0qWaCM8g2Nraonv37lT3YWLk9R4CgYDrUOpllMmHUCjE8+fP6T84YvTEYjHs7e0REhLCdSha0b59e/z222/Izs7G2LFjUVlZ2aRxLly4gN27d2PVqlVwdHTUcJT6jYpOTU9SUhJ69+6tt/UegJEmH/7+/rCysqKiU2L0xGIxRCIRLC0tuQ5Fa3x8fHD06FGcOnUK06dPV/s1+urqaoSFhcHf3x9TpkzRUpT6i2EYZGRkoLq6mutQiA7o+/4eckaZfFhaWqJnz55U90GM2pMnT5CcnGyUSy4vE4lE2LlzJ3bu3Kn2jqT79+/HhQsXsHnzZpiZmWkpQv3FMAxKS0tx+/ZtrkMhOnD16lW9r/cAAHOuA9AWoVCIY8eOcR0GIVpz6tQpVFVVmUTyAQATJ07EnTt38Omnn6JTp06YNGlSo31KS0sRERGBsWPHol+/fjqIUv/4+/sDAK5cuQIPDw+OoyHaZgj1HoCRznwANUWn2dnZKCws5DoUQrQiISEBXbt2RdeuXbkORWcWL16MDz/8EB9++CFOnDjR6P1r1qxBUVER1q1bp4Po9JOrqyvc3Nyo7sNEGEK9B2DEyYd8Vzeq+yDGiGVZiMVigzvFtrl4PB6+/vprDBo0CKNHj8bVq1frvTc7OxsbNmzA/Pnz0blzZ90FqYeo6NQ0VFdX448//tD7JRdAzeSjoqICERERaNeuHWxtbSEUCiGRSBrt179/f/D5fKV/aatQrmPHjnB1daXkgxilv//+G9nZ2Saz5PIic3Nz/PDDD/Dw8MDw4cPx77//Kr1v/vz5cHZ2RkREhI4j1D+UfJgGQ6n3ANSs+fjggw9w5MgRzJkzB926dUNsbCyGDx+OU6dOoU+fPvX2+/TTT+ssf5SWlmL69Ola++HJ4/FoszFitMRiMSwsLPR6B0NtatGiBY4fPw6hUIjhw4fjzJkzcHBwUFxPSkrCkSNHsHfvXtjZ2XEYqX5gGAarV6/GgwcPjPYUX2I49R4AAFZFFy5cYHk8Hrtx40ZFW3l5Oevh4cGGhISoOozCnj17WB6Px8bFxSm9npaWxgJg09LS1B5bbvXq1WyLFi3YqqqqJo9BiD4aMWIE279/f67D4FxmZibr4ODADho0iK2oqGBZlmWrqqpYPz8/tnfv3mx1dTXHEeqHGzdusADYEydOcB0K0aI333xTKz8XNPF9/DKVl10OHz4Mc3NzTJs2TdFmZWWFqVOnIiUlRe3tj/fv3w97e3u8+eabavVTh0AgQElJCbKysrT2DEJ0raKiAqdOnTK5eg9lXn31VRw7dgx//PEHPvroI7Asi2+//RZXr17F5s2bwePxuA5RL3Tt2hV2dna09GLEDKneA1Bj2SU9PR2enp6wt7ev1d6rVy8ANa9xtW/fXqWxHjx4gBMnTmD8+PGwsbFRI1z1BAUFgc/n4/z58+jRo4fWnkOILp07dw7Pnj0zyXoPZfr374/Y2Fi8++67aN26Nfbs2YMPPvhA8bOJAGZmZvDz86Pkw4jJ6z0MZSlW5ZmP/Px8uLm51WmXt+Xl5an80IMHD0Imk+Hdd99VuU9TtGjRAj4+PlR0SoyKWCyGq6sr/Pz8uA5Fb0yYMAGrV69GZGQkysvL8eWXX3Idkt6holPjlpSUBGtrawQHB3MdikpUnvkoKyuDlZVVnXb5u8RlZWUqP3T//v1wcXHB4MGDG703PDy8zlkM48ePx/jx41V6lkAgoKJTYlTEYjFCQ0PB5xvtm/JNEhERgerqanTp0kXpL0qmjmEYxMTEoKysTKszzoQbmtrfIy4uDnFxcbXaiouLmzWmMionHzY2NkpPiS0vL1dcV8Xt27dx/vx5zJo1S6UfnlFRUejZs6eqYdYhFArx7bffoqSkBC1atGjyOITog/z8fGRkZGDBggVch6J3eDweFi9ezHUYeothGMhkMmRmZiIoKIjrcIgGyes9wsPDmz2Wsl/uL1++jMDAwGaP/SKVf3Vyc3NTurSSn58PAGjXrp1K4+zfvx8AtL7kIicQCMCyLC5duqST5xGiTYmJieDxeCrNGhLyIh8fH/D5fFp6MUIZGRkGs7+HnMrJR0BAAG7evImSkpJa7fJ6CoZhVBpn//798PDw0Nm6lLe3N1q2bElLL8QoiMVi9OzZk/ZqIGqztbVF9+7dKfkwQoZW7wGokXyMGTMGMpkMMTExiraKigrExsZCKBQq3nQpKChAVlYWqqqq6oyRnp6OrKwsTJgwQQOhq4bP5yM4OJiSD2LwZDIZEhMT6S0X0mRUdGqcDOU8lxepnHwEBwdj7NixWLRoESIiIhATEwORSITc3NxahzYtXLgQr776qtIlmn379gHQ3ZKLnEAgwIULF8CyrE6fS4gmXb58GQ8fPqTkgzQZwzDIyMhAdXU116EQDZHJZAa1v4ecWuXyu3fvRnh4OPbs2YOwsDDIZDLEx8ejb9++int4PJ7SjX2qq6tx8OBBBAYGolu3bs2PXA1CoRD379/HnTt3dPpcQjRJLBajRYsW6N27N9ehEAPFMAxKS0tx+/ZtrkMhGnL16lUUFxcbd/JhZWWFdevWIS8vD2VlZTh//nydwrfY2FjIZDJ07Nix9oP4fNy9exepqanNj1pN8n3uab8PYsjEYjEGDhwICwsLrkMhBsrf3x8AaOnFiBhivQegZvJhqNq0aYMuXbpQ3QcxWI8fP0ZKSgotuZBmcXV1hZubGyUfRsQQ6z0AE0k+ANAJt8SgnTx5EjKZjJIP0mxUdGo8DLXeAzCh5EMgECA9PV3pRmmE6LuEhAR4enrC3d2d61CIgaPkw3gYar0HYELJh1AoREVFBTIyMrgOhRC1sCwLsVhMsx5EIxiGwb179/DgwQOuQyHNJK/3kNc1GhKTST4YhoGVlRUVnRKDc/PmTdy5c4eSD6IR8g0h6Rcxw5eUlISQkBCl567pO5NJPiwtLREQEEB1H8TgiMViWFpaGuTUKtE/Hh4esLOzo6UXA2fI9R6ACSUfABWdEsOUkJCAvn37ws7OjutQiBHg8/nw9/en5MPAGXK9B2BiyYdAIMDt27dprZMYjPLyciQlJWHo0KFch0KMCBWdGr5Tp04Z5P4eciaVfAiFQgC02RgxHGfPnkVZWRnVexCNYhgGWVlZKCsr4zoU0kSGXO8BmFjy0alTJ7i6utLSCzEYYrEYbm5u8PX15ToUYkQYhoFMJkNmZibXoZAmMPR6D8DEkg8ej6c4ZI4QQyAWixEaGqr0vCRCmsrHxwd8Pp+WXgxURkYGHj9+TMmHIREKhbh48SKd6kj03r179/Dnn39SvQfROBsbG3h5eVHyYaAM9TyXF5lc8iEQCPDkyRNkZWVxHQohDUpMTASPx6tzeCMhmkBFp4bL0Os9ABNMPnr16gUej0d1H0TvicViBAUFoXXr1lyHQowQwzDIyMigWWADYwz1HoAJJh8tWrSAj48PJR9Er8lkMpw4cYLeciFawzAMSktL8c8//3AdClGDMdR7ACaYfACgolOi9y5duoSioiKq9yBa4+/vDwC09GJgjKHeAzDR5EMoFOKvv/5CaWkp16EQopRYLIaDg4NBHhhFDIOLiwvatWtHyYeBSUpKQp8+fQy63gMw0eRDIBCguroaly5d4joUQpQSi8UYOHAgzM3NuQ6FGDEqOjUsxlLvAZho8uHt7Y0WLVpQ3QfRS8XFxbhw4QLVexCto+TDsBhLvQdgosmHmZkZgoODKfkgeun333+HTCaj5INoHcMwyMvLQ2FhIdehEBUkJSXBxsYGvXr14jqUZjPJ5AP4v6JTlmW5DoWQWhISEuDl5YVOnTpxHQoxcgzDAKj5jZrov1OnThn8/h5yJpt8CIVCFBQUIDc3l+tQTAafz8esWbMavW/Xrl3g8/ka+f+mf//+GDBgQLPH0RWWZSEWi2nWg+hE165dYWdnR0svBsCY6j0AE04+5G8R0NKLZiUnJ2P58uV4/Pix0uuqnlGiqbNMeDyeVs5FYVkWrVq1wo4dOwAA6enpShOmvLw8TJw4Ed27d0fLli3h6OiInj174quvvoJMJqszblZWFu7evUvJB9EJPp8Pf39/Sj4MwJUrV/DkyRNKPgydi4sL3N3dab8PDWss+VDF+++/j7KyMnTs2LHZ8Zw4cQKJiYnNHudlt27dQnFxMYRCIQAgJSUFbdu2rRPzw4cPce/ePYwbNw4bN27El19+iY4dO2L27NmYPn16nXHFYjGsrKzQr18/jcdMiDJUdGoYjKneAwBM+j0+oVBIMx9a0pxaGj6fD0tLS43Eoa1XVS9evAh7e3v4+PgAqEk+lO3J4evri1OnTtVq++9//4s33ngD33//PbZv3w4LCwvFtYSEBLz22muwtbXVStyEvIxhGERHR6OsrAw2NjZch0PqYQznubzIZGc+gJqll8uXL+P58+dch2IUli1bhgULFgAA3N3dwefzlS5FHDt2DD4+PrC2toaPjw/EYnGt68pqPi5duoQhQ4agTZs2sLW1RZcuXTB16tRGY1JW87F161b06NEDdnZ2aNWqFXr16oW4uLhGxyotLYVUKoVUKsXZs2fh6+uLoqIiSKVSpKSkwNvbG1KpFI8ePWp0rE6dOsHMzAxmZmaKtrKyMpw+fZqWXIhOMQyD6upq/PXXX1yHQuphbPUeAM18oKKiAhkZGUYzlcWl0aNH49atW4iLi0NUVBScnZ0BQPG/AHDmzBkcOXIEM2bMgL29PbZs2YLRo0cjNzcXrVq1UjpuYWEhQkND4erqikWLFsHR0RHZ2dk4evRoozG9XPOxY8cOhIWFYezYsZgzZw7Ky8uRkZGBixcvYvz48Q2ONXPmTOzevbtWW5s2bRR/v2bNGqxZswadO3fG7du3a91XXl6O0tJSlJaW4vTp09i1axfmzp0LPv//8v8zZ86gvLyckg+iUz4+PuDz+bhy5Qr9HNRTxlbvAZh48sEwDCwtLXH+/Hn6j04DfH19ERAQgLi4OIwaNUppzUZWVhauXbsGd3d3AMCAAQPg7++PuLg4zJgxQ+m4ycnJKC4uhkQiQc+ePRXtK1asaDQmlmVrJR/Hjx+Hj48PDh48qO7HQ0REBN5//30UFxdjzJgx2LRpE/z8/CCRSBAZGYn4+HjweDylU9dRUVFYvHix4s+LFy/GypUra90jFovRvn179OjRQ+3YCGkqGxsbeHl5Ud2HHjO2eg9AzWWXiooKREREoF27drC1tYVQKIREIlG5v0QigUgkgqOjI1q2bImgoCD88MMPagetKVZWVggICKCiUx0aNGiQIvEAahKWli1bIjs7u94+Tk5OAIBffvkFVVVVzXq+k5MT7t6926St9b29vSESiWBubg4LCwt8/PHHEIlEePLkCUJCQjBw4ECIRCL07t27Tt8JEyZAIpEgLi4O//nPf/Dll1/WSZ7EYjFCQ0O18nYOIQ2holP9Zmz1HoCayccHH3yAyMhIvPfee9iyZQvMzMwwfPhwnDt3rtG+sbGxGDJkCKysrLB69Wps2LABr732Gv79998mB68JVHSqW8pmQ5ycnBqsk+jXrx9Gjx6N5cuXw9nZGaNGjcKuXbuaVKsTEREBe3t7BAcHw9PTEzNnzkRycnKj/crKyhT1HgkJCWAYBs+ePYNUKsXJkycRGBiouK5Mx44dIRKJ8M4772D//v346KOP8MUXXyjqWu7evYvMzEw6xZZwgmEYZGRkoLq6mutQyEvk9R6GtF+RSlgVXbhwgeXxeOzGjRsVbeXl5ayHhwcbEhLSYN/s7GzWxsaGDQ8PV/VxbFpaGguATUtLU7lPU+zfv58FwD548ECrzzEV69evZ3k8Hnvnzp0613g8Hjtr1qw67Z07d2YnT56s+HNsbKzSMc6fP88uWbKEDQoKYnk8Huvj48OWlpY2GE+/fv3YAQMG1Gp7+vQpe/DgQXby5Mls27ZtWR6Px37++ecNjvP555+zPB6v0b/4fH6D48iJxWKWx+OxR48eZVmWZb/99luWz+ezDx8+VKk/IZqUmJjIAmBv3rzJdSjkJZcuXWIBsGfPnuUsBm18H6s883H48GGYm5tj2rRpijYrKytMnToVKSkpuHfvXr19o6OjwbIsvvjiCwA1bw2werKtuXyfBlp60QxtLhkIBAKsXLkSqamp2LdvHzIzM3HgwAG1x7G1tcW4ceOwc+dO5ObmYsSIEVi1alWDMymTJk2CRCLBTz/9BADYsGEDJBIJli5dCktLSyQmJkIikeDEiRMqxVBWVgYAioJTsViMXr161Vt0S4g2+fv7AwAtveghY6z3ANRYdklPT4enpyfs7e1rtcv/gTT0L61EIoGXlxfi4+PxyiuvoGXLlnB2dsZnn33GeRLSuXNnuLi40NKLhtjZ2QGASq+bqqq4uLjOvyfyH5bqLr08fPiw1p8tLCzg7e0NAKisrKy3n7u7O0QiEezt7cHj8TB16lSIRCJUVFSgZ8+eGDRoEEQiEUQiUa1+9S3DfPfdd7C0tIRQKERVVRUkEgm95UI44+Lignbt2lHyoYeSkpLQp08fje19pC9UftslPz8fbm5uddrlbXl5efX2vXXrFszNzTFlyhRERETA398fR44cwcqVK1FVVYUvv/yyCaFrBo/HUxwyR5ovKCgIALBkyRK88847sLCwwBtvvNHgplmNJaC7du3C9u3b8fbbb6NLly4oKSnBjh074ODggOHDhzca04vjh4aGws3NDSEhIXB1dcX169exbds2jBgxQpE4NeTcuXPw8vKCg4MDgJo3cUJCQuq9f+XKlUhOTsbQoUPRoUMHFBUV4ciRI7h06RKWL18OFxcXpKSk4NGjR1TvQThFRaf6p6qqCn/88Ydi/yRjonLyUVZWprTS1traWnG9PvJllrVr12L+/PkAgLfeegtFRUXYvHkzFi9eXGdGRS48PByOjo612saPH9/ongzqEAqFWLt2Laqrq2vtu0BUl5+fj7lz52LdunVYsWIFoqOjkZCQAJZlkZ2d3eBW6cqWal5s69+/P1JTU3HgwAHcv38fDg4OEAgEiIuLa/Tk15f3+Zg+fTr27duHyMhIlJaWokOHDggLC8Onn36q0udMTk5Gnz59ANTMlKSlpSE8PLze+19//XXcvn0bO3fuxIMHD2BjY4OAgAD88MMPGDNmDICaJRdHR0ejm1YlhoVhGOzatSDe7scAACAASURBVIvrMMgLuNjfIy4urs6mi8XFxZp/kKrFIT169GAHDRpUpz0zM5Pl8XhsTExMvX3t7OxYPp/P3r17t1b7999/z/J4PPbMmTN1+uiq4JRlWfb3339nAbDXrl3T+rOM1aJFi1gA7OjRo7kOxeAIhUJ2zJgxXIdBTNwPP/zAAmDv37/PdSjkf61fv561sbFhKyoqOI2D04JTNzc3pUsr+fn5AIB27drV21d+zdXVtVa7i4sLAM3WBzRFUFAQeDwe1X00UVlZGWJiYuDr64sjR47U2S6d1O/Ro0e4ePEi1XsQzjEMAwDIyMjgOBIiZ6z1HoAaBacBAQG4efMmSkpKarXLayXk/+IqExQUBJZl6+zpIU9mXtyimgstW7ZEjx49KPloogMHDqCoqAg//vgj+vfvj5kzZ6KiooLrsAyCRCJBdXU1JR+Ec127doWdnR3VfeiJqqoqnDlzxqi2VH+RysnHmDFjIJPJEBMTo2irqKhAbGwshEIh2rdvDwAoKChAVlZWrZ0o33nnHQA1Ff5y1dXViI2NRevWrREYGNjsD9JcVHTaNCzLYuvWrRg+fDg8PDywbds25OTkYP369VyHZhASEhLw6quvokOHDlyHQkwcn8+Hv78/JR96whjPc3mRygWnwcHBGDt2LBYtWoTCwkJ07doV33//PXJzcxEbG6u4b+HChdi9ezdycnIURYZvvvkmBg4ciNWrV0MqlcLPzw/Hjh3DuXPnEBMTU+tIca4IhULExsaitLS03uJXUte5c+eQnp6O1atXAwBeffVVzJkzB6tWrcLEiRPRuXNnbgPUYyzLQiwWY9y4cVyHQgiAmhnspKQkrsMgMN79PeTUerVj9+7dCA8Px549exAWFgaZTIb4+Hj07dtXcc/LbxfIHTt2DLNnz8bPP/+MuXPnorCwEPv27cOHH37Y/E+hAUKhENXV1U0688OUbd26FZ6enhg8eLCi7bPPPkPr1q0RFhbGYWT679q1a7h37x4tuRC9wTAMsrKyGnx7keiGMdd7AGomH1ZWVli3bh3y8vJQVlaG8+fP1/rSAWrOcJHJZHVerbSzs0NkZCTy8vJQXl6OK1euaPR12eby9vaGvb09Lb2o4d9//8WRI0cwa9asWq8o29vbIzIyEj///DPi4+M5jFC/icViWFtb47XXXuM6FEIA1CQf1dXV+Ouvv7gOxaQZe70HoGbyYczMzMwQHBxMRadqiI6Ohq2tLSZNmlTn2pgxYzBo0CDMnj2bfouqR0JCAvr16wcbGxuuQyEEAODj4wMzMzOq++CYvN7D6A6TewElHy8QCAQ4f/4851u+G4Ly8nLExMRg8uTJaNGiRZ3rPB4PX331Ff7991+sXbuWgwj127Nnz/DHH3/QkgvRKzY2NvDy8qLkg2NJSUmwtbVV7BhtjCj5eIFQKERBQQHu3r3LdSh67+DBg3jw4AFmzJhR7z3du3fHJ598gjVr1uCff/7RYXT6748//kBFRQUlH0Tv0Dbr3DP2eg+Ako9aBAIBANDSSyPkr9cOHToUnp6eDd67ZMkSuLq6YtasWTSj9AKxWIxXXnlFcagdIfqCYRhkZGSgurqa61BMkinUewCUfNTi6uqKzp07U9FpI1JSUpCWlobZs2c3eq+dnR2ioqLw22+/KY6jJzXJx9ChQ5W+GUYIlxiGwdOnT2m2kiPp6elGvb+HHCUfLxEKhTTz0YitW7eiW7duKi8ZjBo1CsOGDUNYWBiePXum5ej0X25uLq5fv05LLkQv+fv7AwAtvXDEFOo9AEo+6hAIBLh8+TKeP3/OdSh6KS8vD4cPH8aMGTNUPgGYx+Nhy5YtuH//PlatWqXlCPWfWCwGn8/HwIEDuQ6FkDratGmD9u3bU/LBEVOo9wAo+ahDKBSivLwcV69e5ToUvRQdHQ1ra2t88MEHavXz8PBAREQE1q9fj5s3b2onOAMhFoshEAjg5OTEdSiEKEVFp9wwlXoPgJKPOgICAmBpaUlLL0pUVFTgm2++waRJk+Dg4KB2/4ULF6J9+/aYOXOmyRafVlVVQSKR0JIL0WsMwyA9PZ3rMExOeno6SkpKKPkwRVZWVmAYhopOlTh06BAKCwsxc+bMJvW3sbHBli1bcOLECRw5ckTD0RmGCxcu4PHjxxg6dCjXoRBSL4ZhkJ+fj/v373MdikkxlXoPgJIPpajoVLktW7YgNDQUXl5eTR5j5MiRGDlyJMLDw1FaWqrB6AyDWCxGq1atTOKHCzFcDMMAADIyMjiOxLSYSr0HQMmHUkKhEH///TekUinXoeiNCxcuIDU1FbNmzWr2WJs3b8bD/9/efYZFdbVtA742RToqoAIigigqFjYanLElGhtqMMWKxkosEQWNsUdfY3nUaNQAlhgVxIL10xiTMAR7QVFQsUQBDVHpFpRehvX9yAvvQwCZgZnZU+7zOObPntl7X2Nhbmbda62XL7Fq1SoFJNMsEokE/fv3h76+vtBRCKlRq1atYG5uTn0fKqRL/R4AFR/VKl9sLCYmRuAk6iMwMBAuLi4YMmRIva/l7OyMJUuWYNOmTXjw4IEC0mmGly9f4saNG9TvQdSenp4e3N3dqfhQIV3q9wCo+KiWs7MzmjRpQkMv/ys9PR1Hjx6Va3ptbebPn4+WLVvqVPNpVFQUGGNUfBCNQDNeVEuX+j0AKj6qxXEcRCIRNZ3+rx9//BGGhoaYPHmywq5pbGyM4OBgnDt3DocOHVLYddVZREQEOnbsiObNmwsdhZBa8TyPR48e0cKAKnL+/Hn06tVLJ/o9ACo+aiQWi3H9+nWd39+guLgYO3bswMSJE9GoUSOFXtvLywuffvop5s2bh7dv3yr02uqGMYbIyEj61oNoDJ7nUVZWhnv37gkdRevpWr8HQMVHjcRiMd68eYNHjx4JHUVQx44dQ3p6ep2n19Zmy5YtyM7OxooVK5RyfXVx7949pKamUvFBNEaHDh2gr69PQy8qoGv9HgAVHzXy9PQEx3E6P/QSFBSEfv36wc3NTSnXd3R0xLJlyxAYGIi7d+8q5R7qQCKRwMTEBL179xY6CiEyMTExQbt27aj4UIFz587pVL8HQMVHjSwtLeHm5qbTTac3btzAtWvXZNq9tj7mzZuH1q1bw8/PT2ubTyMiItCnTx8YGxsLHYUQmVHTqWqU93sYGhoKHUVlqPh4B11vOg0KCoKTkxOGDh2q1Ps0aNAAwcHBuHTpEvbv36/UewkhLy8Ply5doiEXonF4nkd8fDykUqnQUbSWLvZ7AFR8vJNYLEZ8fDzy8vKEjqJyGRkZOHToEGbNmqWSBbH69++PUaNG4euvv0Z2drbS76dKFy5cQHFxMRUfROPwPI+8vDw8fvxY6ChaKy4uDrm5uVR8kP8jFotRVlaGmzdvCh1F5Xbu3AlDQ0NMmTJFZff8/vvvkZeXh+XLl6vsnqogkUjg6OiItm3bCh2FELm4u7sDAA29KJGure9RjoqPd3Bzc4O5ubnODb2UlJRg+/bt+Pzzz1W67buDgwNWrFiBrVu3atWOmhKJBF5eXuA4TugohMilSZMmaN68ORUfSqSL/R4AFR/vpK+vD09PT51rOj1+/DjS0tIUso+LvAICAtCuXTv4+flpxRorycnJePToEQ25EI1FTafKo6v9HgAVH7Uq3+FWW2dhVCcoKAh9+/ZFx44dVX5vQ0NDbN26FdHR0QgNDVX5/RVNIpFAX18f/fr1EzoKIXVCxYfy6Gq/B0DFR61EIhHS0tLw/PlzoaOoRGxsLK5evSrItx7l+vTpg7Fjx2LhwoV49eqVYDkUQSKRQCwWo2HDhkJHIaROeJ5HWloaMjIyhI6idXS13wOg4qNW5Tvc6srQS1BQEFq2bAlvb29Bc2zcuBFFRUVYunSpoDnqo6SkBGfOnIGXl5fQUQipM57nAQB37twROIn20dV+D4CKj1rZ2tqiZcuWOtF0mpmZifDwcMycORMGBgaCZrGzs8PKlSvx448/auxso2vXruHt27fU70E0WqtWrWBubk5DLwpW3u/Rt29foaMIQq7io6ioCAsXLoS9vT1MTU0hFosRFRVV63mhoaHQ09Or9pGZmVnn8KpS3veh7X766Sfo6+vjiy++EDoKAGDWrFno2LEjZs6cqZGLHEkkElhbW6NLly5CRyGkzvT09ODu7k7Fh4Lpcr8HAMj16+2kSZNw/PhxzJ07F23atEFISAiGDBmCc+fOoWfPnrWev2rVKjg7O1c6pglj4WKxGIsXL0ZJSYnWfj1WPr123LhxsLKyEjoOAMDAwADbtm1D7969sXv3bkybNk3oSHKRSCQYMGCAShZpI0SZeJ7H2bNnhY6hVc6fPw8zMzN07dpV6CiCkLn4iImJweHDh7Fx40Z89dVXAIDx48ejY8eOWLBgAa5cuVLrNQYPHqyRvwWKRCIUFhYiPj5ea/+hnDx5EikpKYI2mlanV69emDhxIhYvXozPPvsMNjY2QkeSSVZWFmJjY+Hn5yd0FELqjed5bN++Hfn5+TA1NRU6jlY4d+6czvZ7AHIMuxw7dgwGBgaVfvs0MjKCr68voqOjkZKSUus1GGPIycnRuK/QPTw8YGhoqNVDL4GBgfjggw/QuXNnoaNUsX79ekilUixevFjoKDL7448/wBijfg+iFXieR1lZGe7duyd0FK1QUlKCy5cv6+yQCyBH8XHr1i24urrC3Ny80nFPT08Asi2/27dvXzRs2BBmZmb4+OOPkZSUJGdcYRgbG4Pnea1tOr19+zYuX76sdt96lGvWrBnWrFmDXbt2aUwBKJFI0LlzZ9jZ2QkdhZB669ChA/T19anvQ0F0vd8DkGPYJS0trdofpOXHUlNTazzXzMwMkydPRt++fWFpaYmbN29i06ZN6NGjB+Li4uDg4FDjuXPmzEGjRo0qHfPx8YGPj4+s0RVCLBYjIiJCpfdUlaCgILRo0QIff/yx0FFqNGPGDOzevRt+fn6IiYlR6z4KxhgiIyMxfvx4oaMQohAmJiZo164dFR8Kos79HuHh4QgPD690TCmbfTIZtWrVig0dOrTK8cePHzOO49gPP/wg66UYY4xdvnyZ6enpsRkzZlT7fGxsLAPAYmNj5bqushw4cIABYC9evBA6ikJlZWUxIyMjtnbtWqGj1Co6OpoBYFu3bhU6yjvdvn2bAWBRUVFCRyFEYcaNG8e6d+8udAyt4OXlxQYNGiR0DJkp4/NY5mEXExMTFBUVVTleWFhY8bw8evbsCZFIJNNUXXVQvthYTEyMwEkUa9euXQCgNtNr30UsFsPX1xdLly5V6ynaEokEpqam6NWrl9BRCFEYDw8PxMfHa1zPnrqhfo9/yFx82NnZVTu0kpaWBgCwt7eX++YODg54/fq13OcJoVWrVrCxsdGYngNZlJaWYtu2bRg7dqzGzCJZt24dOI7DwoULhY5So4iICPTt2xdGRkZCRyFEYXieR15eHh4/fix0FI1G/R7/kLn48PDwQEJCAnJyciodL2/CLF+CVx5PnjxBkyZN5D5PCBzHQSQSaVXx8fPPP+PZs2dq22haHRsbG6xduxahoaEyTe9WtdzcXFy+fJlmuRCt4+7uDkC2yQWkZurc76FKMhcfI0aMgFQqxc6dOyuOFRUVISQkBGKxGM2bNwcApKen4+HDhygtLa14XVZWVpXr/fbbb4iLi9OofS/EYjFiYmK0Yqt34J9G0169esHDw0PoKHL54osv4OnpiZkzZ1b6d6YOzp8/j5KSEio+iNaxsbGBg4MDFR/1pMv7ufw3mWe7dOvWDSNHjsTixYuRmZkJFxcX7N27F0+fPkVISEjF6xYtWoSwsDAkJyfD0dERANCjRw906dIFXbt2RcOGDREXF4c9e/bA0dERS5YsUfy7UhKxWIzs7GwkJCSgXbt2Qsepl/j4eFy4cAFHjhwROorc9PX1sW3bNnTr1g1bt25FQECA0JEqSCQSODk5oU2bNkJHIUTheJ6n4qMeyvs9NHnDTEWRa2+XsLAwzJkzB/v27UNAQACkUilOnz5dqbGO4zhwHFfpvDFjxiAxMRFr166Fv78/IiMjMX36dNy4cUNjhl2Af9Y04ThOK9b7CAoKQvPmzfHJJ58IHaVO3nvvPUyfPh3Lly+v6DtSBxEREfDy8qryf4AQbUDFR/2U93vo6mZylShs3oyCqdtU23Jubm41Tg/WFC9evGAmJiZs9erVQkepl5cvXzIbGxs2btw4oaMwxv6Zdg6AnThxQugohCjFsWPHGACWnp4udBSNtG7dOmZubs6Ki4uFjiIXQafakn9oww63u3fvRllZmcZt1PZvVlZWWL9+PQ4cOIALFy4IHQcSiQQGBgb48MMPhY5CiFKUTyy4c+eOwEk0k67v5/LfqPiQk0gkwt27d5GXlyd0lDopLS3F1q1bMWbMGI0a8qrJpEmT0L17d/j5+aGkpETQLBKJBN27d4elpaWgOQhRFmdnZ1hYWODWrVtCR9E4tL5HZVR8yEksFkMqlSI2NlboKHXyyy+/4OnTpxo1vfZd9PT0sHXrVvz5558IDAwULEdxcTHOnj2rUbO3CJGXnp4e3N3dqe+jDmJjY5GXl0fFx/+i4kNOHTp0gJmZmcY2nQYFBaFHjx5aNcfcw8MDM2fOxIoVK2TaXVkZoqOjkZOTQ1NsidajptO6OX/+PMzNzdGlSxeho6gFKj7kpK+vD09PT43s+7h37x7OnTunNd96/LdVq1bB1NQU8+bNE+T+EokETZo00bg1UwiRF8/zePTokcYOPQuF1veojIqPOtDUptOgoCDY29tj+PDhQkdRuEaNGmHDhg04fPgwzpw5o/L7SyQSDBgwAHp69F+KaDee58EYw71794SOojGo36Mq+klZByKRCKmpqXj+/LnQUWT2+vVr7N+/HzNmzNDaynv8+PHo1asX/Pz8UFxcrLL7ZmZmIi4ujoZciE7o0KED9PX1aehFDtTvURUVH3VQvsOtJn37sWfPHpSWlmr89Np34TgO27ZtQ1JSEjZt2qSy+0ZGRgIABg4cqLJ7EiIUY2NjtG/fnooPOVC/R1VUfNSBnZ0dHB0dNabpVCqVIjg4GKNHj0azZs2EjqNUnTp1gr+/P1atWoWnT5+q5J4SiQQ8z8PW1lYl9yNEaNR0Kh/q96iKio860qS+j19//RXJycla2WhanRUrVqBhw4aYO3eu0u9VVlaGyMhIGnIhOoXnecTHx0MqlQodRe1Rv0f1qPioI7FYjJs3bwq+sJUsAgMDIRKJ4OnpKXQUlbC0tMT333+P//f//h8iIiKUeq87d+4gMzOTig+iU3ieR35+PpKSkoSOovao36N6VHzUkUgkQmFhIe7evSt0lHd68OABzpw5A39/f6GjqNSYMWPQt29fzJ49G4WFhUq7j0QigZmZGXr27Km0exCibtzd3QGAhl5kUN7voU1rKykCFR915OHhAUNDQ7UfegkODoatrS1GjBghdBSV4jgOwcHBSE5OxsaNG5V2n4iICHz44Ydo0KCB0u5BiLqxsbGBg4MDFR8yOH/+PHr37g0DAwOho6gVKj7qyMTEBDzPq3XxkZ2djb1792L69Ok6+eHo5uaGuXPnYs2aNfjrr78Ufv2cnBxcuXKFhlyITqKm09pRv0fNqPioB5FIpNYzXkJCQlBSUoLp06cLHUUwy5cvh7W1NebMmaPwa587dw6lpaVUfBCdRMVH7W7evEn9HjWg4qMexGIxEhIS8OrVK6GjVFE+vXbkyJGws7MTOo5gzM3NsXnzZpw6dQqnT59W6LUlEglcXFzQunVrhV6XEE3A8zzS09ORnp4udBS1Ret71IyKj3ooX2wsJiZG4CRV/f7773jy5InONZpWZ8SIERgwYAD8/f1RUFCgsOtGRETQtx5EZ/E8D+CfGV+ketTvUTMqPurBxcUF1tbWatn3ERQUBE9Pz4oCSZdxHIegoCA8f/4c69atU8g1k5KS8OTJEyo+iM5ydnaGhYUFDb3UgPo93o2Kj3rgOE4tFxt7+PAhIiMjdWZRMVm0bdsW8+fPx/r16xWyNoFEIoGBgQH69u2rgHSEaB49PT24u7tT8VGDmzdvIj8/n4qPGlDxUU8ikQgxMTEoKysTOkqF4OBgNG3aFKNGjRI6ilpZsmQJmjVrBn9/fzDG6nUtiUSCnj17wsLCQkHpCNE81HRaM+r3eDcqPupJLBbj9evXSExMFDoKAODNmzcV02uNjIyEjqNWzMzM8MMPP+D333/Hzz//XOfrFBcX4+zZs/Dy8lJgOkI0D8/zePToEfLy8oSOonao3+PdqPiop/Ily9Vlym1oaCgKCwsxY8YMoaOopY8//hiDBw9GQEBAnX9gXrlyBXl5edTvQXQez/NgjOHevXtCR1Er1O9ROyo+6qlRo0Zo3769WvR9lJWVITg4GCNGjIC9vb3QcdQSx3EIDAxERkYG/vOf/9TpGhKJBE2bNq1YYpoQXdWhQwfo6+vT0Mu/UL9H7aj4UAB1aTqVSCRISkqiRtNatG7dGgsXLsSGDRvw6NEjuc+XSCQYOHAg9PTovw/RbcbGxmjfvj0VH/9y/vx5WFhYUL/HO9BPTwUQiUSIj49Hfn6+oDkCAwPRtWtXdO/eXdAcmmDRokVwcHDA7Nmz5Wo+TU9Px+3bt6nfg5D/RU2nVVG/R+2o+FAAsVgMqVSK2NhYwTIkJCQgIiICs2fPBsdxguXQFCYmJggMDMQff/yBY8eOyXxeZGQkAGDAgAHKikaIRuF5HvHx8ZBKpUJHUQvU7yEbKj4UoEOHDjA1NRV06CU4OBg2NjYYPXq0YBk0zUcffQRvb2/MnTsXubm5Mp0jkUjQpUsXNG3aVMnpCNEMPM8jPz9fIevnaIOrV69Sv4cM5Co+ioqKsHDhQtjb28PU1BRisRhRUVFy33Tq1KnQ09ODt7e33OeqIwMDA3h6ego24yUnJwehoaGYPn06jI2NBcmgqX744Qe8fPkSK1eurPW1ZWVliIyMpFkuhPyX8sZrGnoBCgsLMXv2bHTo0AEeHh5Cx1FrchUfkyZNwubNmzF+/HgEBgZCX18fQ4YMwZUrV2S+xs2bN7F3714YGxtr1fCAkE2ne/fuRX5+Pk2vrQNnZ2csWbIEmzdvxoMHD9752lu3buHFixdUfBDyX2xsbODg4EDFB4AFCxYgISEBBw8epH6PWshcfMTExODw4cNYt24d1q9fjy+++AJnz55Fy5YtsWDBApmuwRiDv78/Jk6ciGbNmtU5tDoSiURISUnB8+fPVXrfsrIyBAUF4bPPPoODg4NK760t5s+fDycnJ/j5+b2z+VQikcDCwoIaegn5Fw8PD50vPn799VcEBQVhw4YN6Ny5s9Bx1J7MxcexY8dgYGCAadOmVRwzMjKCr68voqOjkZKSUus19u3bhwcPHmD16tX1Xt5a3ZRv4KbqoZc//vgDCQkJtHttPRgbGyMoKAjnz5/HoUOHanxdREQEPvzwQzRo0ECF6QhRf7o+4yUtLQ2TJk3C0KFDMWvWLKHjaASZi49bt27B1dUV5ubmlY6Xr/BZ2z+8nJwcLFy4sGJ/DW1jb28PR0dHlQ+9BAUFged59OzZU6X31TZeXl747LPPMG/ePLx9+7bK82/fvkV0dDQNuRBSDZ7nkZ6ejvT0dKGjqFxZWRkmTpwIAwMDhISEaFU7gTLJXHykpaXBzs6uyvHyY6mpqe88f+XKlTAzM8PcuXPljKg5RCKRSr/5SEpKwm+//UbTaxVk8+bNePPmDVasWFHlubNnz6K0tJSKD0KqwfM8AODOnTsCJ1G9TZs24Y8//kBYWBiaNGkidByNIXNHTEFBQbUblZXPrigoKKjx3ISEBAQGBuLQoUMwNDSUK+CcOXPQqFGjSsd8fHzg4+Mj13VUQSwW45tvvkFJSYnc77Mutm7dCisrK7X8s9BEjo6OWLZsGb755htMnjwZnTp1qnhOIpGgTZs2aNWqlYAJCVFPTk5OsLS0xO3bt3WqQI+NjcWSJUvw9ddfa83aP+Hh4QgPD690LDs7W+H3kbn4MDExQVFRUZXjhYWFFc/XJCAgAD179sSnn34qd8AtW7ZozBK1IpEIBQUFuHfvntKnWeXm5mLPnj2YOXPmO//siXy++uorhIaGws/PDxcuXADHcWCMISIiAh999JHQ8QhRS3p6enB3d9epvo/c3Fz4+PigU6dOWLNmjdBxFKa6X+7j4uLQtWtXhd5H5mEXOzu7aodW0tLSAKDGjczOnj0LiUQCf39/JCcnVzxKS0uRn5+Pv//+Gzk5OXWMr166dOkCAwMDlfR9hIWFIS8vD19++aXS76VLGjRogODgYFy6dAn79+8HACQmJiI5OVmnfqMjRF661nQaEBCAlJQUhIeHUxN6HchcfHh4eCAhIaFKoVDe41A+5vdvT58+BQB89tlnaNWqVcUjNTUVZ8+ehbOzM0JCQuqaX62YmJiA53mlFx+MMQQFBeGTTz6Bo6OjUu+li/r3749Ro0bh66+/RnZ2NiQSCQwNDWnFQkLeged5PHr0CHl5eUJHUbojR45gz549CAoKgqurq9BxNJLMxceIESMglUqxc+fOimNFRUUICQmBWCxG8+bNAfyz8dbDhw9RWloKAOjXrx9OnjxZ6XHixAk0adIEnp6eOHnypFZ9na2KptOoqCg8fPiQdq9Vok2bNiEvLw/Lly+HRCJB7969q8z0IoT8H57nwRjD3bt3hY6iVH///TemTZuGUaNGYfLkyULH0Vgy93x069YNI0eOxOLFi5GZmQkXFxfs3bsXT58+rfTNxaJFixAWFobk5GQ4OjqiRYsWaNGiRZXrBQQEoFmzZhg2bJhi3omaEIvF2Lp1K169egUrKyul3CMoKAidO3fG+++/r5TrE6B58+ZYsWIFFi5cCENDQ5mWXydEl7m5ucHAwAC3b9+GWCwWOo5SlJaWYty4cWjYsCF+/PFHmmVYD3Itrx4WFoY5c+Zgixe7JAAAHdhJREFU3759CAgIgFQqxenTp9GrV6+K13AcJ9NfiLb+pZUvNhYTE6OU6z958gSnT5+m6bUqEBAQgHbt2qGoqIj6PQiphbGxMdq3b6/VfR//+c9/EB0djQMHDlSZhUnkI1fxYWRkhO+++w6pqakoKCjAtWvXqkwvCgkJgVQqrbUX4a+//sKpU6fkT6zmWrduDSsrK6UNvWzduhWNGjXC2LFjlXJ98n8MDQ0RGhoKX19fWi6ZEBloc9PplStX8O2332LZsmWVfuEmdUM73ygYx3FK22QuNzcXu3fvxvTp02Fqaqrw65OqPD09K1bxJYS8G8/zOHbsGKRSKfT19YWOozDZ2dkYN24cunfvjm+++UboOFpBrm8+iGzKm04VvX/N/v37kZOTg5kzZyr0uoQQogg8z6OgoACJiYlCR1EYxhhmzJiB7OxsHDhwgHarVRAqPpRALBbj9evXCv0PyBhDcHAwPv74Y7Rs2VJh1yWEEEVxd3cHUPteX5pk7969OHz4MH788Uf62atAVHwoQbdu3QBAoUMv586dw/3792l6LSFEbVlbW6NFixZaU3wkJiZi1qxZmDx5MkaPHi10HK1CxYcSNGrUCO3atVNo02lgYCA6duxIC10RQtSatjSdFhcXw8fHB/b29ggMDBQ6jtah4kNJFNl0mpycjF9++YWm1xJC1J62FB/Lli1DfHw8Dh48SAsMKgEVH0oiEokQHx+P/Pz8el9r27ZtsLS0xLhx4xSQjBBClIfneWRkZCA9PV3oKHUWFRWF7777DmvWrMF7770ndBytRMWHkojFYpSWliIuLq5e18nPz8euXbvg6+sLMzMzBaUjhBDlKN/nS1O//cjKysKECRPQv39/zJs3T+g4WouKDyXp2LEjTE1N6z30cuDAAWRnZ8PPz09ByQghRHmcnJxgaWmpkcUHYwy+vr4oKSlBWFgY9PToI1JZaMKykhgYGOC9996rV9MpYwyBgYHw9vaGs7OzAtMRQohy6Onpwd3dXSOLj23btuGXX37BqVOnYGdnJ3QcrUZlnRLVt+n0woULuHfvHk2vJYRoFE1sOr137x7mzZsHPz8/eHt7Cx1H61HxoUQikQjPnz9HSkpKnc4PCgpC+/bt0a9fPwUnI4QQ5eF5HgkJCcjLyxM6ikwKCgowZswYtGnTBhs2bBA6jk6g4kOJyreVrsvQy99//42TJ0/S9FpCiMbheR6MMdy9e1foKDKZP38+Hj9+jPDwcJiYmAgdRydQ8aFE9vb2aNGiRZ2GXrZv3w4LCwuMHz9eCckIIUR53NzcYGBgoBFDL7/88gu2bt2K77//Hh07dhQ6js6g4kPJyjeZk0dBQQF++uknTJkyhRa3IYRoHGNjY7Rv317ti4/U1FRMnjwZ3t7e+PLLL4WOo1Oo+FAysViMGzduoLS0VOZzDh48iNevX9P0WkKIxlL3ptOysjJMmDABDRo0wJ49e2h4W8Wo+FAysViMgoICmcc+GWMICgrC0KFD4eLiouR0hBCiHDzPIz4+HlKpVOgo1dq4cSPOnj2Lffv2wcbGRug4OoeKDyXr0qULDAwMZB56uXTpEu7cuUPTawkhGo3neRQUFCAxMVHoKFXcvHkTS5cuxfz582k2oUCo+FAyExMTuLu7y9x0GhQUhLZt26J///5KTkYIIcrj7u4OQP2WWc/NzYWPjw94nseqVauEjqOzqPhQAVmbTp89e4YTJ05g9uzZtKwvIUSjWVtbo0WLFmpXfMyePRtpaWk4ePAgGjRoIHQcnUWfcCogFovx8OFDvH79+p2v2759O0xNTTFhwgQVJSOEEOVRt6bTQ4cOITQ0FFu3bkWbNm2EjqPTqPhQgfLFxmJiYmp8TWFhYcX0WgsLC1VFI4QQpVGn4iM5ORnTp0/HmDFj6Bc8NUDFhwq0bt0aVlZW7xx6OXToEF68eEHTawkhWoPneWRkZCA9PV3QHKWlpRg3bhwaN26M7du307RaNUDFhwpwHAeRSFRj02n57rWDBw+mrwIJIVrDw8MDgPBNp6tXr8a1a9dw8OBBNGrUSNAs5B9UfKhIedMpY6zKc1evXsWtW7fg7+8vQDJCCFEOJycnWFpaClp8XLp0CatWrcL//M//oEePHoLlIJVR8aEiYrEYr169QlJSUpXnAgMD0aZNGwwcOFCAZIQQohwcxwna9/H69WuMGzcOPXv2xNKlSwXJQKpHxYeKdOvWDQCqDL2kpKTg+PHjmDVrFk2vJYRoHaGKD8YYpk+fjrdv32L//v3Q19dXeQZSM/q0U5HGjRujbdu2VZpOd+zYARMTE0yaNEmYYIQQokQ8zyMhIQF5eXkqvW9ISAiOHj2Kn376CY6Ojiq9N6mdXMVHUVERFi5cCHt7e5iamkIsFiMqKqrW8y5evIhhw4bB0dERJiYmaNasGfr164fff/+9zsE1kVgsrvTNR2FhIX788UdMmjQJlpaWAiYjhBDl4HkejDGZ97dShEePHmH27Nnw9fXFyJEjVXZfIju5io9JkyZh8+bNGD9+PAIDA6Gvr48hQ4bgypUr7zwvMTERBgYG+PLLL7Ft2zYsWLAAr169wtChQ3HgwIF6vQFNIhKJcOfOHRQUFAAAjhw5gqysLMyaNUvgZIQQohxubm4wMDBQ2dBLUVERxo4dCwcHB/zwww8quSepAyaj69evM47j2Pfff19xrLCwkLVu3Zr16NFD1stUyM/PZ7a2tuz999+v9vnY2FgGgMXGxsp9bXUVFxfHALDLly+zsrIy1rVrVzZo0CChYxFCiFJ17tyZTZ8+XSX3+vrrr5mhoaFWfXYITRmfxzJ/83Hs2DEYGBhg2rRpFceMjIzg6+uL6OhopKSkyFX0mJiYwMbGBoaGhnKdp8k6deoEExMTXLt2DdeuXUNsbCztXksI0XqqajqNjIzExo0bsXbtWnTp0kXp9yN1ZyDrC2/dugVXV1eYm5tXOu7p6Qngn0Vkmjdv/s5rvH37FsXFxXjx4gXCwsKQkJCA7777rg6xNZOBgQHee+89XL9+HbGxsXBxccHgwYOFjkUIIUrF8zyOHj0KqVSqtFknmZmZmDBhAgYOHIi5c+cq5R5EcWQuPtLS0mBnZ1flePmx1NTUWq8xatQoREZGAgDMzMxw5MgRnfvwFYvF2LNnD968eYMNGzbQ9FpCiNbjeR4FBQVISEhA+/btFX59xhimTJmCsrIy7N27l36uagCZi4+CggIYGRlVOW5sbFzxfG3Wr1+P+fPn4+nTp9ixYwfGjBmDU6dOYcCAATWeM2fOnCrL4fr4+MDHx0fW6GpFLBZjw4YNMDMzw+TJk4WOQwghSufu7g7gn2/IlVF8BAcH49dff8Xp06dha2ur8OvrkvDwcISHh1c6lp2drfD7yFx8mJiYoKioqMrxwsLCiudrU/4PEAA+//xzdOnSBX5+fkhISKjxnC1btmjV2J1IJAIATJw4EQ0bNhQ4DSGEKJ+VlRUcHR1x+/Zthf/iGB8fj/nz58Pf3x9Dhw5V6LV1UXW/3MfFxaFr164KvY/M303Z2dlVO7SSlpYGALC3t5frxoaGhvD29kZSUpJSqip11bx5c+zatQvLly8XOgohhKiMMppO8/Pz4ePjA1dXV6xfv16h1ybKJXPx4eHhgYSEBOTk5FQ6Xr5iJ8/zct+8fKhG18bnfH190axZM6FjEEKIyvA8j1u3blW7uWZdff3113jy5AkOHTpU0QJANIPMn/ojRoyAVCrFzp07K44VFRUhJCQEYrG4YqZLeno6Hj58iNLS0orXZWZmVrlednY2jh8/jk6dOtHqnoQQouV4nkdWVhbS09MVcr2ff/4Z27dvx+bNm+Hm5qaQaxLVkbnno1u3bhg5ciQWL16MzMxMuLi4YO/evXj69ClCQkIqXrdo0SKEhYUhOTm5Yj39wYMHo0WLFujWrRuaNm1acU5WVhZCQ0MV/qYIIYSol/Jvx2/fvl3tzEl5pKSkYMqUKfjkk08wffp0RcQjKiZz8QEAYWFhWLZsGfbt24fXr1/D3d0dp0+fRq9evSpew3EcOI6rdJ6vry8OHTqELVu2IDs7G9bW1ujVqxcWL16sVc2khBBCqufk5ARLS0vcvn27XkssSKVSjB8/HsbGxti1a1eVzxuiGTimyAE4BSrvro2NjaUChRBCtMAHH3wAW1tbHD58uM7XWLduHZYsWYIzZ86gb9++CkxHaqKMz2Pd6vQkhBAimPrOeImJicGyZcuwaNEiKjw0HBUfhBBCVILneSQmJiI3N1fuc3NycjB27Fh4eHjg22+/VUI6okpUfBBCCFEJnufBGMPdu3flPnfWrFnIyMhAeHi4Tm1Iqq2o+CCEEKISbm5uMDAwkHvo5eDBgwgLC8O2bdvg4uKipHRElaj4IIQQohJGRkZwc3OTq/j466+/8OWXX2Ls2LH4/PPPlZiOqBIVH4QQQlRGnqbT0tJSjB07FtbW1ti2bRtNq9UiVHwQQghRGZ7nER8fX2kV7JqsXLkSN27cwIEDB2gjTi1DxQchhBCV4XkehYWFSExMfOfrLl68iDVr1mDFihXo3r27itIRVaHigxBCiMq4u7sDwDuHXl6/fo1x48ZVrIRNtA8VH4QQQlTGysoKjo6ONRYfjDFMnToVeXl52L9/P/T19VWckKiCXHu7EEIIIfX1rqbT3bt34/jx4zh27BhatGih4mREVeibD0IIISrF8zxu3bqFf28t9vDhQwQEBGDq1KkYPny4QOmIKlDxQQghRKV4nkdWVhbS09MrjhUVFcHHxweOjo7YvHmzgOmIKtCwCyGEEJXieR7AP02ndnZ2AIAlS5bgwYMHuHbtGszMzISMR1SAvvkghBCiUk5OTrC0tKzo+4iIiMCmTZuwbt06eHh4CJyOqAIVH4QQQlSK47iKptOMjAxMnDgRXl5eCAgIEDoaUREqPgghhKgcz/OIi4vD5MmTAQChoaHQ06OPJF1Bf9OEEEJUzsPDA0lJSfj999+xd+9eNGvWTOhIRIWo+CCEEKJy5b0dc+bMgZeXl8BpiKrRbBdCCCEq17lzZ/z666/o37+/0FGIAKj4IIQQonIcx2HIkCFCxyACoWEXQgghhKgUFR+EEEIIUSkqPgghhBCiUlR8EEIIIUSlqPgghBBCiEpR8UEIIYQQlaLiQwDh4eFCR1A4bXxPAL0vTUPvS7No4/vSxvekDHIVH0VFRVi4cCHs7e1hamoKsViMqKioWs87c+YMpkyZAldXV5iZmcHFxQVTp05Fenp6nYNrMm38x6mN7wmg96Vp6H1pFm18X9r4npRBruJj0qRJ2Lx5M8aPH4/AwEDo6+tjyJAhuHLlyjvPW7hwIS5evIjhw4cjKCgIY8aMwZEjR+Dh4YGMjIx6vQFCCCGEaBaZVziNiYnB4cOHsXHjRnz11VcAgPHjx6Njx45YsGDBOwuQLVu2oFevXpWOeXl54YMPPkBwcDBWrVpVx/iEEEII0TQyf/Nx7NgxGBgYYNq0aRXHjIyM4Ovri+joaKSkpNR47r8LDwDo3bs3rKys8PDhQzkjE0IIIUSTyfzNx61bt+Dq6gpzc/NKxz09PQEAt2/fRvPmzWW+cW5uLnJycmBjY1Pt84WFhQCAP//8U+Zraors7GzExcUJHUOhtPE9AfS+NA29L82ije9LG99T+edwQUGB4i7KZNShQwfWv3//Ksfv37/POI5jO3fulPVSjDHGVq1axTiOY+fOnav2+f379zMA9KAHPehBD3rQQw0e+/fvl+tz/l1k/uajoKAARkZGVY4bGxtXPC+rixcv4ttvv8Xo0aPRp0+fal8zaNAg7N+/H05OTjAxMZH52oQQQghRnMLCQvz1118YNGiQwq4pc/FhYmKCoqKiakOVPy+Lhw8f4tNPP0Xnzp2xa9euGl9nY2ODcePGyRqPEEIIIUrSo0cPhV5P5oZTOzs7pKamVjmelpYGALC3t6/1Gs+ePcPAgQPRuHFj/PbbbzAzM5MjKiGEEEK0gczFh4eHBxISEpCTk1Pp+PXr1wEAPM+/8/yXL19i4MCBKCkpgUQiQbNmzeoQlxBCCCGaTubiY8SIEZBKpdi5c2fFsaKiIoSEhEAsFlfMdElPT8fDhw9RWlpa8bq8vDwMGTIEaWlp+O233+Di4qLAt0AIIYQQTSJzz0e3bt0wcuRILF68GJmZmXBxccHevXvx9OlThISEVLxu0aJFCAsLQ3JyMhwdHQEA48aNw40bNzBlyhTcv38f9+/fr3i9hYUFPv74YwW+JUIIIYSoNXmmxhQWFrL58+czOzs7ZmxszEQiEYuMjKz0mkmTJjE9PT32999/VxxzcnJienp6jOO4Kg9nZ+dK5+fm5rLly5ezQYMGscaNGzOO41hoaGg9JvQILyYmhvn5+TE3NzdmZmbGHB0d2ahRo1hCQoLQ0erl3r17bMSIEaxVq1bM1NSUWVlZse7duyt0OpY6WL16NeM4jnXs2FHoKPVy7ty5av8PchzHrl+/LnS8eomNjWXe3t7MysqKmZqaso4dO7LAwEChY9XZxIkTa/y74jiOpaamCh2xzm7cuMGGDRvG7OzsmKmpKWvXrh1buXIly8/PFzpavdy8eZMNGjSIWVpaMgsLCzZw4EB2+/ZtoWPJTJ7P3gcPHrBBgwYxc3NzZmVlxcaPH8+ysrLkuh/HGGNCF0D/LTk5Ga1atULLli3h7OyM8+fPIzQ0FBMmTBA6Wp2NGDEC0dHRGDlyJDp37oy0tDQEBwcjNzcX165dQ4cOHYSOWCe///47AgMD0aNHD9jb2yM/Px/Hjh3DpUuXsGrVKixdulToiPX2/PlztG3bFnp6enB2dkZ8fLzQkers/Pnz+PDDDxEQEFCxOGC5QYMGwdraWqBk9RMZGQlvb2907doVo0ePhrm5OZKSksAYw7p164SOVyfXrl3DkydPKh0rKyvDjBkz4OzsjLt37wqUrH7u3r0LT09P2NvbY8aMGbCyssLVq1cRGhqKYcOG4eTJk0JHrJO4uDj07NkTLVu2xPTp0yGVSrFt2za8evUKMTExcHV1FTpirWT97H3+/Dk8PDzQuHFj+Pv7IycnBxs3boSjoyNiYmJgaGgo2w3rXS4pWFFREcvIyGCM/VNJchzH9u7dK3Cq+rl69SorKSmpdCwxMZEZGxuzzz//XKBUyiGVShnP88zR0VHoKAoxevRo1r9/f9anTx+t+ebj+PHjQkdRmDdv3rBmzZqx4cOHCx1F6S5dusQ4jmNr164VOkqdLVmyhHEcxx48eFDpePk3PdnZ2QIlq58hQ4Ywa2tr9urVq4pjaWlpzMLCQmP+bcr62fvll18yMzMz9uzZs4pjUVFRci82KteutqrQoEEDNG3aFADA1OtLmTrr3r07DAwqt9e0bt0abm5uWre3jZ6eHhwcHGSvftXYxYsXcfz4cWzZsgWMMXAcJ3QkhWCMIScnp1JTuKY6ePAgMjMzsWbNGgD/NLeXlZUJnEo5Dh48CI7jMHbsWKGj1Fn5elDlP+PL2draQl9fHw0aNBAiVr1dunQJ/fv3R+PGjSuO2dra4v3338fp06eRn58vYDrZyPrZe/z4cXz00UdwcHCoONavXz+4urriyJEjMt9P7YoPXcEYQ0ZGRo1722iS/Px8vHjxAo8fP8bmzZshkUiwYMECoWPVi1QqxezZszF16lSNHRaryeTJk9GwYUOYmJjgww8/RGxsrNCR6iwqKgqWlpZ49uwZ2rZtCwsLCzRs2BAzZ86sdlFETVVSUoIjR46gZ8+eFY38mmjKlClo1qwZfH19cefOHTx79gyHDx/Gjh074O/vr7GrWRcXF1eb3dTUFMXFxRo7TPZvKSkpyMrKwnvvvVflOU9PT9y6dUvma8k824Uo1oEDB5CamorVq1cLHaXevvrqq4op2AYGBggMDKy0+7Em2rFjB54+fYqzZ88KHUVhjIyMMGLECAwZMgQ2Nja4f/8+Nm7ciN69e+Pq1au1rtWjjhITE1FaWopPPvkEX3zxBdavX49z584hKCgI2dnZOHjwoNARFUIikeDVq1cav+qzvb09rly5giFDhsDDw6Pi+DfffIOVK1cKmKx+2rZti+joaJSVlUFP75/f6YuLiyvWwapugU5NVL6oqJ2dXZXn7Ozs8OrVK5SUlMj2zXe9BomU7MaNG1rR8/Fvf/75J7O0tGQ9e/ZkZWVlQsept4cPH7IzZ86wffv2MS8vL6avr6/RM5RevHjBrKys2KZNmyqOffDBB6xTp04CplKOpKQkZmpqyry8vISOUietWrViHMexmTNnVjo+Y8YMxnEcS0xMFCiZYvn4+DAjI6NKPQWaKD09nbm6ujJXV1e2a9cuduLECebr68v09PRYcHCw0PHqbMeOHYzjODZp0iT24MEDdvfuXTZ69GjWoEEDxnEcO3DggNAR5VLTZ+/FixcZx3Hs6NGjVc5ZtmwZ4ziOvXnzRqZ7UPGhYmlpaaxVq1asZcuWLC0tTeg4SjFw4EDWqFEjjZ06N2PGDObq6lqpSVhbiw/G/u+DTRML4Q4dOjCO49ilS5cqHb9w4QLjOI7t27dPoGSKk5OTw0xNTdmwYcOEjlJvfn5+zMzMjKWkpFQ6PnnyZGZmZsZevnwpULL6W7p0aUWxwXEc69atG/vmm28Yx3Hs559/FjqeXGr67C0/Xt1yCvPnz2ccx7Hi4mKZ7kE9Hyr05s0bDB48GG/fvkVERARsbW2FjqQUw4cPx5s3b/Do0SOho8gtMTERP/30E2bPno3nz58jOTkZycnJKCwsRHFxMf7++2+8fv1a6JgK5eDggOLiYuTl5QkdRW7le0r9e7uG8sY5bfi7OnnyJAoKCjR+yAUALl++DA8Pjyp7gXl7eyM/Px+3b98WKFn9rV69GhkZGbh8+TLu3r2L69evQyqVAoBGTLWVRflwS/nwy39LS0uDtbW1zJMNqPhQkcLCQnh7eyMpKQmnT59Gu3bthI6kNAUFBQBQMfapSVJSUlBWVgZ/f3+0atWq4hETE4OEhAQ4Oztj1apVQsdUqCdPnsDExATm5uZCR5FbeePb8+fPKx0vH2Nv0qSJyjMp2oEDB2BhYYFhw4YJHaXeSkpKKj6Q/30cgMbPwGrUqBF69OhR0aQeFRWFFi1aaM3P++bNm6NJkya4ceNGlediYmLk6hvTvE8HDSSVSjF69Ghcv34dR48ehUgkEjqSQmRlZVU5VlJSgrCwMFhbW2vkLJFOnTrhxIkTOHnyZMXjxIkT6NChA1q2bImTJ0/C19dX6Jh1Ut3f1507d3Dq1CkMHDhQgET1N2rUKADA7t27Kx3ftWsXDA0N0adPHwFSKU5WVhaioqLw6aefwtjYWOg49dalSxfExcUhMTGx0vHw8HDo6+ujc+fOAiVTvMOHD+PmzZuYM2eO0FEUavjw4Th9+nSlgv/MmTNITEzEyJEjZb6OWs52CQ4ORnZ2dsVvL6dOncLTp08BAP7+/rC0tBQyntzmzZuHX375Bd7e3njx4gX2799f6fnPP/9coGT1M23aNOTk5OD999+Hvb090tPTceDAASQkJCAkJAT6+vpCR5SbtbV1tXsNbd68GQA0+rfP0aNHw9TUFN27d0fTpk3x4MED7Ny5E+bm5hq7EijP85gyZQr27NmD0tJSvP/++zh//jyOHTuGJUuWaPzQ5uHDhyGVSrViyAUA5s+fj+PHj6N3796YNWsWrKyscPr0aURERGDq1Kka+/d18eJFrFy5EoMGDYKVlRWuXbuG0NBQDB48GAEBAULHk5ksn71LlizB0aNH0bdvXwQEBCAnJwcbNmxA586dMXnyZNlvppDuFAVzcnKqaNrR09Or2Bfm33vGaIo+ffrUuLeNnp6e0PHq7NChQ2zAgAHM1taWGRoaMmtrazZkyBAWFRUldDSF69Onj8Y3nAYGBjKRSMSsra2ZoaEha968OZswYQJ7/Pix0NHqpaSkhH377bfMycmJNWjQgLm6urIffvhB6FgK0b17d2Zra6uRzcA1uX79OvPy8mKWlpasQYMGrF27dmzt2rVMKpUKHa3OHj9+zAYNGsSaNGnCjI2NmZubG1u/fn2Vla3Vnayfvffv32eDBg1iZmZmFXu7ZGZmynUvtdvbhRBCCCHajXo+CCGEEKJSVHwQQgghRKWo+CCEEEKISlHxQQghhBCVouKDEEIIISpFxQchhBBCVIqKD0IIIYSoFBUfhBBCCFEpKj4IIYQQolL/H9BpwqYAE10vAAAAAElFTkSuQmCC", + "image/png": 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69OmbN2+WlpZWV1eT18vZs2dHR0fJax/Q4syZM9h2PHfuHLGRUOz8+fMjIyNK9h/IpM6fP6/7xl1dXaWlpaWlpbt27cLfNVvPRrlc7uzZs8menxcUFFRSUgK1UQwMem1rhEZHR9HLXlNT05GREVNTtv73xw9d6g1BEEIqC8O9UW0WLlyoPp4DsJpeo+4nMDc3Z+96y+Ofqi1ZssTA7vtXVVX5+vrS1TukUW24XC6sKWJgUlNTIyMjse3L6qW6MjMzly1bhr729fV99uwZvfEQKzs7OywsjK7eIY1OwczMjL0nIECdVCrVsSKJusDAQAqmxJCkpqbGy8uL7ijIonpMTwtIo1OQSCS5ubl0RwGIgfOuKJfLNZj6zb6+vlVVVXRHQYzOzk57e3saA4A0OgV/f//Kykq6owDEKC4uXrhwId1R0KCtrW3atGnj30HnBdEVD7GSk5NXrVpFYwCQRqdmtA92DU9+fj7ONDp9+nQ2rrecmpo6YXkxLpc7PDxMVzzEksvl1tbWNAYAaXRq1tbWxlkkzfCoRvxgFhoaysabPFKpVCAQTHhTKBRKpVJa4iHQ8PCwmZkZvTFAGp3a8uXLMzIy6I4C4NXT04O/SoWzszMb11tWTjYBadWqVYmJidQHQ6y0tLTly5fTGwOk0am5ubnV19fTHQXAKyUlxTjXzX727NmEaZQoOzs7Azgbraur8/T0pDcGSKPAWDQ2Nrq5ueFvh8PhsOt2uZYSc1wuV9+CT0zDhN8FpFGdsPTBAiBDQEAAu9ZbHh4e1lTRKiIiIjMzk+J4CFRWVrZgwQK6o2BtGh0cHPzxxx9PnDhx7do1CrpbsWJFeno6BR0BklRXV8+cOZOQpsRicVFRESFNUUChUGiZOz9r1ixWF9XNz88PDg7GsOOTJ09OnDhx4sQJQu50s7U2gbm5eUREhK+vLyGVBaYkEAg6Ozsp6AiQJD09XVOdSn2xq4Jibm6u9qLxTLgoxmxsbEx7SVNNPD090dXxVEvy4cHWs1ETExNPT08fHx9C7nYBg4eh3L1hqKioCAgI0LJBQEAASyeYtLS0ODk5YdvX1tbWx8fHx8eHkG8FW9Mo9by9vdle/NxoKRQKYocWsmgo8ZQnmxKJhKXTmZKTkzFXmSEWpFFdhYeHs/pmvDEjvPzPokWLCgoKCGyQJHK5XLVGpibsLWPW399PzT29KUEa1RWPx+vr66M7CoDFlBe2+po1a1Z1dTWBDZIkNTVVl6HpDg4OHR0d5IdDpP7+fgsLC7qj+AdIo3owmFV2jQ3hT1HY8k3Q8e5hVFRUUlISBfEQKCUlhSFX9AikUb3MmzePkOd6gErqxY0IweoH3BPY2tqqFnZni6amJhcXF7qj+AdIo3pYtGhRfn4+3VEA/ZD0IMLb27uuro7wZgn08uXLGTNm6LixmZkZiwo+Me1SANKoHkxNTdk+c84IdXV1oYuXEYv5pZ4yMjLQBYd1ERERwaIJJgUFBdhG3ZME0qh+IJOyi1KpVK1mTiw7OzuZTEZGy0Tp7+/n8Xg6buzt7V1TU0NqPAQqKysLCgqiO4p/gjSqn5CQkLy8PLqjALoqLS1lwpxr6o2NjZH094MJmLaUC6RR/bB6UTMjlJeXFxISQlLj5ubmjL2fWFxcLBaL9dolMDCwvLycpHgIVFdX5+HhQXcUvwFpVD9sGekCUAqFgrwFIxcsWFBSUkJS4zgVFxeLRCK9dlm8eDHD7/ai0tPTaa/TPAFbS5MMDg5euHDBycnJzc0tNjaWyq7Rcfh8Pp/KTgEGvb29pP6a5s2b98MPPyxatIi8LjAbGRnRt2aHiYkJK+77Dw4O4h94X1JScv/+fQRBmpub8YfE1jRqbm7+5ptv+vn5UT+TYdmyZRkZGatXr6a4X6CvtLS0lStXktc+Y6dR6vVwabxp06Z1dHQ4OjoSHhJRenp6CFm9zsfHZ+vWrQiCEPJgja0X9SYmJk5OTu7u7mSMrNbO09Pz5cuXFHcKMHj16pW7uzvdUdBAr6FO40VFRTF8daakpCRC1lLm8/nu7u7u7u6aClrrha1pFAAmcHR0ZOBsdL0G3o/H/MpV7e3tDg4OdEcxEaRRLNhYysHY1NbWYkslelm8eHFOTg7ZvVDJzMxsaGiI7igmh399bJJAGsUC1hRhvvT09IiICLJ7cXFxaWpqIrsXveApZowgyMqVK1NTUwmMh0CPHz/WXsmfLpBGsXBwcGhvb6c7CqBNX18ftscsbIdz3XYm3/qvrKycdKVo2kEaBQaI1OGiE5iYmDCq2pNMJpuyVLN2jB0ZzdjAII1i5OHhwfACP8YsNzdXIpFQ09ecOXOePXtGTV/UWLBgQVlZGd1RTPT8+fNZs2bRHcXkII1itGzZMlhThLHKysrmzp1LTV9isbiwsJCavqZESJ3/kJAQBk5nyszMxDaKiwJUp1GlUnnw4EGhUGhvb3/48GFNZ+klJSWrV6+2trZ2c3P77rvvKA5SF3w+v7e3l+4owOTIK+ykzsrKqr+/n5q+ppSTk4P/IYyJiQnTan8gCDIyMmJqytDpQlSn0XPnziUkJBQWFhYUFDx69OjChQvq21RVVUVHR2/btq2+vj47OzshIYHiIHXH2Js1xqyzs5OBQwupMTw8TEiucXJyamlpwd8OUaRSqUAgoDsKjahOo/Hx8Z9//rm3t7e3t/fnn39+8eJF9W2OHj168ODBLVu2CIVCT0/PK1euUBykjti7wLdhS0pKoniVHmtrayZcmhC4jnRUVFRycjIhTREiMTGRkMlLJKE6jT59+lRVyiE4OHjSonNJSUmtra2urq4ODg7bt29nbHHc0NDQx48f0x0FmKijo4Pis9Hg4GAmrLf8+PFjoh6s8fn8np4eQpoiBP7hB6Si+l5Db2+v6schEAgm/VV1dHTU1tYWFxcjCPL+++//4Q9/+P777ydsI5VKd+7cyefz7ezs0IJgAQEBGzduJDn83zAzM2NFRRyjQuVdURUfH5+0tDQKRvtrV1lZSeBDGEtLy8HBQUtLS6IaxIzA4WvPnz+/fPkygiDNzc3o+ApC7gJTnUatra3lcjlaQkYmk9nY2Khvw+fzv/nmG7TmyMmTJwMDA9W3sbOzO3r06OzZs01NTW1tbREEoWXRai6Xy9gJasbp6dOnlD2jV+FwOEwYOkrsnfoVK1akpKS8/vrrBLaJDYET0ry8vPbv348gyPDwMHof5tixY/ibpfqiPjAwULUIR35+/qQpcv78+aovhKZvhomJyYwZM3x9fWfOnOno6Ojo6DhpRiYbQ67mgApj5wuSjfCHMB4eHvX19QQ2iFlNTc3MmTMJacrMzAxNF66urr6+vr6+voScblOdRrdt23bkyJHa2tra2tojR47s2LEDfX/8hdjOnTs/+OCDtra2tra2AwcOREdHUxyk7ubPn19aWkp3FOCfFAoFLcNiPD09X716RX2/KiQVV2XCWBQmxKAd1Wl0z549kZGRYrFYLBavWrVq9+7d6tvs2rVr1qxZgYGBc+bMMTMz++abbygOUncMuZoDKMzlivGjfb3l1tZWwsstBwUF0X6WUF5ePuk1K6NQnUY5HM6xY8ekUqlUKv3iiy9UJ6ET/uD853/+Z3t7e1dX1w8//MDk8WIIglhaWg4MDNAdBUAQBKHxOY9AIJBKpbR0TZ7g4GDaJ2jl5uYy/y4NTAbFKzw8PCsri+4oJmHA6+tq8vLlSy8vL7qjoEFtba23tzfhzXI4HNpXSVEoFPouKkU9psfHfDNnziRkORf8dMybuqdXohLxvXv3IiIiLC0tXV1dd+zY0draSkizTGNmZkbXesvkzTd3dnZubGwko2VdtLa2Ur9KEAaQRgnA/Fvg4+keLYbjCggI6OjoSEpKGj+G96uvvjpw4EBLS8uzZ89mzpy5efNmfZvVBe0rLy1YsICuO4n9/f0kDfCMioqisYpzcnIykycvqUAaJQAT7ouhZ44cDmf8KeSZM2e8vLysrKwkEsmTJ0/Gb4kgSGJiolgstrKy8vLyOn/+vKY2ddkSVV1dLRQKHR0d7969++abb6reT0pK+pd/+ReBQGBjY/PBBx+QNPUrLS1txYoVZLSso3nz5ql+yFQaGxsjb+SylZUVjfNce3p6WLGSOaRRAixfvpz2NUXQM0elUjn+FPLhw4cpKSkdHR1r1qzZu3fvhF1iY2M//fRTmUyWlpamPbVNueXVq1c5HI6Pj09WVhaHwzl+/Pj27dvV7wn09fWdPn2apGRH+385U1NTWma1FRYWisVi8tq3tLSkpYQVIevRUwPSKAGmT59Oezmc5uZm9Tfj4uK8vLz4fP5HH32k/sjV1NS0qampra3N09NTyzmmLlvGxMQolcrY2Ng7d+50d3d7e3tPSOgIgnA4HGtr6+PHj584cUL/45sCqWdkDFdSUrJgwQLy2l++fHlaWhp57WvChPm1OoI0ynrPnz//9ttvJ62V5ezsjL7g8Xjqo7Ju3bqVlJQkEol8fX3v37+vpQsdt8zOzg4PD8/Ozp50hIpSqZTL5e++++6uXbumPCh95efnBwcHE96svuzt7am/vTM6Okrqs2xPT09apjPV1dVRsLYrMZTsFBcXV1ZWRncU//Trr782NDRQ3Gl3d3dcXFx6erpSqezr6+NwOOM/nfDLRcZd8o9/f2xs7O7du87Ozurt67Wlup9++kl9S7lczufzdTo8fZw9e3ZsbIzwZvXV0NDw97//ncoee3t7f/zxR7J7of7HOzY2dvbsWQo62rdvH/5G2Ho2OjAwcPz48UOHDsXFxdEdC4IgSEREREZGBpU93rhx4/bt27t37w4PD0cQhMfj2djYJCYm6t7Cpk2bysvL0dt52k9nptxSqVRevnz5vffeUyqVS5cuLS8vVyqVMTEx6Kfbtm2rqKhQKBT19fWffvopnnUrNRkdHWXCOFk3NzeKhwelp6eT8fOcYOHChUVFRWT3Ml5xcfHChQvJaz8vL+/QoUOHDh0i5ESboUX5p2Rpablnz56AgACG3BGzsbHp7u6mpq/a2tp79+69/vrrE1b4+uyzz6KjowcGBpS6DVRau3btunXr6urq/P39L126hHPLu3fv7tixQyqVtre3T1gFNzo6OiYmprKy0snJ6Y033vjhhx90CU93XV1dQqGQ2DbZ4tWrVxQUYRKLxd999x2pD7ImKCoq2rlzJ3nti0Qi9Fv68ccf42+NrWmUw+HweDxra2u6A/knCibXDw0NXb58ecaMGfv27VP/9MMPP1y5cqVqeMqEZKpUK5oVExOjOmGclO5bIgiiWqSgoqJiwkcbNmzYsGGD9t3xSElJiYqKIq99vaBlFpg/8UYvHA6H4tWZyL68MDU1RbMHIedhBvXLptecOXOqqqrIaz8pKenSpUu/+93vtKyQIRKJSkpKGLgeGanIqMqBmZ+fH6lfg/Gam5tdXFyo6cvNza2hoYGavhoaGtzc3KjpixCQRgkjkUhIGlje2tp6/PhxBweH3bt3Tzk0cuPGjX/729/ICIOxdLyJQY2FCxdSVoI2LS2NghujqJUrV6akpFDTV0pKCr0zKfTF1ot6BjI3Nx8cHCS2zdHR0atXr9rY2Bw4cEDHa5zp06cPDAwYz+qYFRUVjCqkxuPxKBusLpfLKatWTuU60gMDA1ZWVtT0RQg4GyUSl8sl8A5pbm7u+fPn16xZ89Zbb+l1n2jLli03btwgKgyGy87ODgsLozsKGigpX3WKmr8QfX19rJgAOh6kUSKJRCJCxoXI5fJTp04NDw/v2bPH3t5e393NzMz8/PzKysrwR8J8Q0NDRK0qTBQej9fX10d2L9TXM46MjExKSiK7l6SkJOY8MNQRpFEiBQUFlZSU4GlBqVTevHnz4cOH7777LjogFJsVK1YkJCTgiYQVBgYGmLB05QTUrNCVm5sbEhJCdi/jubi4NDU1kd1LS0vL9OnTye6FWJBGiWRiYoKnzG1FRcW3334bEhKyceNG/GdYb7311sOHD3E2wnAZGRnLli2jO4qJfH19KbotTZoAABcvSURBVHhYT8uqU+hMOfLaHxsbY8I0Cn1BGiWYhYXF0NCQvnv19fUdP3781atX+/fvJ6po5qxZs2pqagh/6sUoL168mDAHgQnIzjUIggwNDZmbm5PaxaSCg4Pz8/PJaz83Nzc0NJS89kkCaZRgGIY9JSYm3rx5c8+ePatXryY2mK1bt167do3YNoEuyE6jjx8/puXBWlBQEKmzQp88eTJv3jzy2icJpFGC+fr6vnjxQseNX716deLECXd399jYWDKWtLSxseHxeBTcz6JFU1OTq6sr3VFMzsPDg9TB6s+fP/f19SWvfU3IPtFm1BBg3UEaJZ4uY56Gh4f/8pe/5OXlvf/++35+fuQFs379+l9++YW89mmUnJxMxsrshAgNDc3JySGvfRqX9fbw8KirqyOjZZIW5qMAW4ffDwwMfPnllw4ODt7e3u+//z7d4fwGWqbE1tZW0waPHz8uLy/ftGkTBQU1TExMgoODqX+qS4Hu7m7KBp/ry97evquri6TG6S3FEhkZef369djYWMJbTk9P37RpE+HNTurx48dXr15FEOTVq1f4W2NrGrWysvroo48CAwMZ+FwvIiIiLS1t/GJEKu3t7fHx8WFhYWSULtYkNDT0xIkTwcHBhlQvw/DKf+guNTWVxtNwCwsL9RLghKByCHBoaCha55uQkzC2plEEQbhcLvUDPnTh4uKivqTH2NhYfHy8qanpgQMHqA97w4YNv/zyy/r16ynulzwFBQVMKHevBbo0Exl5ob29nd6Zvnw+v6enh9hLAZlMpuUCjnAcDgf9b0jIeZiR/j2nWFlZ2fnz51evXh0bG0tL6ndzc5PJZHK5nPquSVJUVCQSieiOQpv58+cb6kSyVatWJScnE9tmYmIiK9ZSnhSkUVI4OTmhi9z19PScPHmyqanp97//Pb2PlWNjYw1poj3ZCxDhN3/+fDKWra+pqaF9qCwZazh2dnZimPfMEEy8KDYAERERjx49UiqVcrn897//PRPK1Zibm7u6ulZVVdEyUIZYcrnczs6O7iimYGZmRsZ6yxkZGRs3biS8WX0RW516ZGSEmTfodMTov+fsZWdnV1FR4efn92//9m9MyKGoN95448GDB3RHQYDU1FTK6mwyzeDgIBPKCBBbNyA7O1sikRDVGvUgjZLls88+I3X1cGyioqIMoGRJY2MjYwfej0f4sCfm3MpA11kgqrWKiooJ63exCyN+JYAyAQEBVVVVZFxsAnUhISG5ubkENlhQULBo0SICG8SDwCkANM4mIASkUaOzadMmVk+0r6qqInXeF4E8PDwIWb9XpaysbP78+QQ2iMeMGTNevnyJv53KysqAgAD87dAI0qjREQqFHA6H8CetlMnMzMRTiZXVyF4vUy/Lly9PS0vD3052dvaSJUvwt0MjSKPGKCYm5ueff6Y7CowGBwdpqRGHDYG1PHp7exm1oriFhQUhZRgVCgUhqxzTCNKoMeJyuSKRiNTCkSQZGhqysLCgOwo9+Pr6Pn/+nJCm0tLSIiIiCGmKKNbW1j09PXha6OjoYM7i2JhBGjVSYWFhGRkZrKtLxroregIHBjFw9fZVq1bhHPiRmJjIupWX1LF1yGt/f/+f/vQne3t7b2/vDz/8kO5wWGn9+vW//vrrW2+9RXcgeqiqqmJscbxJ8Xi83t5euqMgy7Rp09ra2vC0IJfLqZxKr5KVlXXlyhUEQQgp+sfWNMrj8T755JO5c+fSHQiLeXh4PHjwgF3r2bJ9ZAxmDQ0NzBwqy+VyR0dHsd3cpHFV17CwMHT5gP379+NvDS7qjdrWrVvRqous0Nzc7OLiQncUeiNkeff09HSm3RhFLV68GHOBanor/hEI0qhRs7KycnR0JGT0HwVSU1MjIyPpjkJvCxcuLCwsxNkI4YXpiDJ37twnT55g2/fly5czZswgNh5aQBo1dmvXrr179y7dUehEKpXSch8NJz8/P5zrLTP8SSC28JRKJcOPS3eQRgESHh5OyDhqUrH3riiHwxkdHcXTAsPXy5w5c6buyziqlJaWBgUFkREP9SCNgn+smjsyMkJ3INoUFxcvXLiQ7ijokZuby5yp9OoiIiIyMjL03SsvL4/JB6UXSKMAQRBk8+bN169fpzsKbfLz88enUebMidSFm5tbY2Mj5t0ZXo7T3Nx8aGhI370MaTUtAzkMgNO0adNGRkY6OzvpDkSjPXv26DKqRvf0SlQi5vzWpNuEhoZiLvXEiolbtra2MplM9+0bGxudnZ3Ji4dikEbBP2zevPlvf/sb3VFMrru7W8ctdX9qgeH5RkBAQEdHR1JS0oT688pxJt3RwcGho6ND3+5QWVlZzK/c8dprryUlJem+fUpKCntXXlJHdRpVKpUHDx4UCoX29vaHDx/W/lWOiIhg17Ubq5mamvr5+ZGxfBB+6JIhE073zpw54+XlZWVlJZFIVGNuVBskJiaKxWIrKysvL6/z58+rt6n7lqjq6mqhUOjo6Hj37t1JV88myYsXL2bPnk1Zd9g4ODi0t7frvn1fXx9zVoXAj+o0eu7cuYSEhMLCwoKCgkePHl24cEHTlvHx8Qx/6GF4li9frtc5BWX+8pe/IGpDZB4+fJiSktLR0bFmzZq9e/dO2CU2NvbTTz+VyWRpaWmPHz/W0viUW169epXD4fj4+GRlZXE4nOPHj2/fvn18Qp82bRqfz583b96pU6c0PZQ3NTXF9n1myxAFExMTHQ+wv7/fkHIogvz2eoQCEonk3r176Ot79+4tWbJk0s26uro8PT0rKys1RRgXF1dWVkZWlEasoqLiwYMHdEfxG0NDQ99++y2idu3c3NyMvkZPbVTvoy88PDxOnTr16tUrTc3qviUqNjb2zp073d3d3t7e6p8ODg7m5eUtWbLkwIEDk+6ek5NTXFysvQt1XV1d169f13cvWpSVlWVmZuqy5d///vf6+nqy49HRvn378DdC9dno06dPVaMcgoODnz59Oulmhw8ffu+999hS5NyQzJkzp7a2dnh4mO5A/uH27dunTp3asGGD+keqZxQ8Hm9gYGDCp7du3UpKShKJRL6+vvfv39fShY5bZmdnh4eHZ2dnL168WP1TCwuL4ODgK1euXLx4cdLdg4KCiouLtYQxqZSUFLYs3qf7dKaGhgZ3d3ey46ES1aMoent7VUvjCgSCSYsV5uTklJWVoddxmnR0dKxbt87S0tLW1hYdxCsSiXbv3k1GzMZm69atly9f3rlzJ71hpKamlpSUvP3222vXrkX0f7AuFot/+eUXpVJ57969Xbt2NTc3Y95S1bVqIfWffvrpp59+iomJmbCliYmJpqfq5ubmGP44tbW1TZs2Td+96KLU4amdUqmk8YFHeXk5mlhaWlrQqWXE3F7Af0KrF1tb2/b2dvR1W1ubQCBQ30YikVRUVKCvNUUIF/Wkun79el1dHV29P3ny5OjRozk5OePfnDZtWnl5ueqfiNo1/oQXMTExT58+HRoaunv3rqurq3ovum+pVCovX7783nvvKZXKpUuXjg8D3b2srGxoaKi8vDwqKgrdbFLnzp3T9JEmcXFx+u5Co4SEhKqqKu3b5OTkFBYWUhOPLlh5UR8YGJiXl4e+zs/PDwwMVN8mOzvb399f9VgWHtZT75133rl9+zb1/ba1tR07dqy+vv7//b//FxISMv6jQ4cOhYWF6f5lWLt27bp16+zs7P74xz9eunQJ55bo03mpVNre3j5hKeB169Zt2bLF1tY2Ojo6NDT02LFjmjoSCoVSqVTH+BEEefHiha+vr+7b027ZsmVTTmcqLS0ViUTUxEMd/JlYL3FxcWKxuKampqamRiwW//Wvf0Xf1xSJpvfhbJRsBQUFaHl8agwMDJw/f/7atWvDw8OUdUqxuro6vR7fxcfHDw0NkRcPGc6cOYNzA4oRcjZK9b3RPXv2oAkUfQ13MxlLLBafPHlSIpGQPWNPqVTeuHGjvb1906ZNqpuPBsnT0/PRo0e6bz8wMMCixftQAoFAKpUKhcJJPzWYyngTUH1Rz+Fwjh07JpVKpVLpF198obpGU2q4Oa3pfUCBmJiYmzdvktpFRkbGV199JRKJ9u3bZ9g5FKX795nh8+g1WbVqVWJioqZP09LSVqxYQWU81IDJoEAjJyennp4euVxORuPV1dVffvmlmZnZxx9/zPxZOgTSMZPm5+ezsQCSvb29lsoMAwMDzK8PgAGkUaDNli1brl27RmybHR0dX375ZVlZ2X/8x3+EhoYS2zjDzZ49W8fSnAyvMaqFpvla3d3dbKy6rQtIo0Abc3NzDw+PZ8+eEdLa0NDQ2bNn79+//4c//OHtt982wjEYixYt0nG95dHRUZb+fMLDwzMzM9XfT0hIMIC1lCcFaRRMYc2aNXo9GJmUUqm8c+fOpUuXNmzYEBsby7onJ0Th8/mTTjmZoLu729ramoJ4yODn5zfp39329nYWTSXQC6RRMLWoqKj//d//xbx7VlbW8ePH/f39d+/ebQzPkfBj+6MY9fu/IyMjBlOkWZ3BHhggkL+//7NnzzBUOK+trT158qSpqekHH3xgVM+RtLC0tFSvADBBY2MjM1el15H6Kn7Z2dnMr5qKGaRRoBN9V7SXy+WnTp0qLS3993//9wnzkYwcIestM1x4ePiE6UyVlZUBAQF0xUM29g1MA7QQCATm5ubNzc0uLi7atxwZGbl8+TKXy927d6/R3gPVwt/f//vvv9dyalZfX8/2AkimpqYKhWL8O2ypmooNW9Nof3//n/70J3t7e29v7w8//JDucIzC7373u7Nnz7777rtatrlz505nZ+fatWvhHqgmU663nJ6ejha1YjWhUNjZ2eng4IAgSFVVFdNu6WRlZV25cgVBkLq6OvytsTWN8ni8Tz75ZO7cuXQHYkRMTEyCgoI0rYtbVFSUk5MTGRnJtP8wrNPT08Pn8+mOAq/Vq1c/evQILRSbkZGxbds2uiP6jbCwsLCwMARB9u/fj781uDcK9CCRSLKysiY8h62rqzt58qRCodi7dy/kUF24uLg0NTVN+pGS1nKcBLKzs+vq6kJfKxQKNk5s1R2kUaCf9evX37p1C33d3d197ty5J0+ewHMkvUgkEk3rLZeWli5YsIDieEiC3iHt7OzUVKnEYBjynwhABnd39wcPHsjl8lu3bpmZme3YsQOeI+lLyzqa+fn5O3bsoDYcsixfvjw9Pb2jo2P16tV0x0IuSKNAb5s2bTp9+vS2bdumfGoP9DU6OsrlcumOghizZs1KSEhA/m99bAMGaRTojc/nHzx4kO4o2I3L5apnzKGhIQMrgDQ2NmYMFytwbxQAGgQEBJSXl094MysrC318bDDmzJmzdOlSuqMgHaRRAGggEomKioomvPn8+XMDG+oQERHBruWksIE0CgANLCws1GsUGN5aDwZcjmQ8ozhIAJivvb3d0dGR7igAFpBGAaCHnZ2dTCZT/TM1NXXlypU0xgMwgzQKAD1CQkLy8vJU/zSGYeqGCtIoAPTw8vJ6+fIl3VEAArB13ChUeAKGpKqqys/Pj+4ojAhUeEIQqPAEDAVaiyQ7O3vTpk10x2JEoMITAAbCx8enpqYGQZDBwUFjmO1jqCCNAkCb4ODgvLw8hUJhMPPojROkUQBoY2Nj09PTk5eXt3jxYrpjAdhBGgWAZk+ePAkMDKQ7CoAdpFEA6ITOCjWMivdGC9IoAHQSiUS2trZ0RwFwYeuAJwAMQ0BAgJOTE91RAFzgbBQAOnG53OnTp9MdBcAF0igAAOACaZQsvb29dIdAIgM+urGxsYGBAbqjIItCoRgeHqY7CrIMDg6Ojo5S3y+kUbIcOnSI7hBIZMBH9/Lly7i4OLqjIEtKSsr9+/fpjoIsFy9erKiooL5fSKMAAIALW9MoWuFp//79X3/9tY67NDY2YuhILpdju4Dt6+vDsFdXVxe2K0psR9fW1qZQKDDsiO3ompubx8bG9N1rdHS0paUFQ3fYfiYKhQLbbxxbdwMDA11dXVR219/fT1l3MpkM21cFW3d9fX3qS7NMKisra//+/fv37yekwhNb0yha4en06dO6V8n77//+bwwdJSYm5ubmYtixoKAAw143b9589uwZhh2xHd3Fixebm5sx7Ijt6E6dOoXhP1VPT8/p06cxdIftZ9LS0oLt6LB1V15efvv2bcq6q6ioKCsro6y7hw8fFhYWUtZdQUFBfX29LluGhYWdPn369OnTM2bMwNDRBGxNowAAwBAcli5GeOPGjbt379rY2Oi+y5MnTzDUJ21paTEzM3NwcNB3x0ePHr322mv67lVfX29nZ4dhWgu2o6uurnZ1dbWystJ3R2xHV1lZ6ePjY2qq36QPhUJRU1ODoaoxtp9JZ2dnVVWVRCKhpju5XN7d3e3h4UFNd8+fPx8ZGfH396emu6amJktLS3t7e2q6y8/Pd3d3d3Z21msvbNc647E1jQIAAEPART0AAOACaRQAAHCBNAoAALhAGgUAAFwgjQIAAC6QRgEAABdIowAAgAukUQIolcqDBw8KhUJ7e/vDhw+rhuI+ePAgMjLSysrK1dX1X//1Xzs7O+mNExtNR6cSERHB3qWEtBxdSUnJ6tWrra2t3dzcvvvuOxqDxEzT0dXU1ERHRwuFQqFQGB0dXVNTQ2+c2HD+z4T3p/zGEg7SKAHOnTuXkJBQWFhYUFDw6NGjCxcuoO9/8803H330UXt7e3Fxsamp6fbt2+mNExtNR4eKj48fGRmhKzb8NB1dVVVVdHT0tm3b6uvrs7OzExIS6I0TG01Ht3Xr1gULFtTW1tbW1s6bN2/r1q30xomNUqmcNEVq/8aSGArAQyKR3Lt3D3197969JUuWqG/T3d3N5/OpjYsYWo6uq6vL09OzsrKSvV8kTUe3adOm06dP0xcXMTQdHY/H6+7uRl/L5XIej0dPfERQ/+7p8v+R4BjI7sAY2Nratre3o6/b2toEAoH6Nrdu3Vq+fDm1cRFDy9Ht2bPnz3/+s3KyrzJbaDo6JyenP/7xjy4uLvb29tu2bZNKpfTFiJ2mo3vnnXc+++wzmUwmlUqPHDnyzjvv0BcjXurfPV3+PxIcA9kdGAMTE5Ph4WH09fDwMJfLnbBBYWGht7f3s2fPKA+NAJqO7vHjx2FhYaOjo0o2p1FNR8flcrdu3dra2tra2hoTE7Njxw76YsRO09E1NDSoCsTNmDGjsbGRvhjxUv/uTfn/kfgYyO7AGGj/65ecnOzp6ZmTk0NHaATQdHQSiaSiogJ9zd40qunobG1t29ra0Netra2Ojo70xIePpqOLioo6fPiwVCqVSqWHDx+OioqiL0a8mHA2Co+YCBAYGJiXl4e+zs/PDwwMVH107dq1LVu23Lx5MyQkhKbo8NJ0dNnZ2f7+/qpHpSx9WK/p6ObPn6/8v8cXStZWQdN0dJmZmYcPHxYIBAKB4NChQ1lZWfTFSDwt/x/JQnaeNgZxcXFisbimpqampkYsFv/1r39F3//66689PT1Vp2wspenoxmPvF0nT0V24cGHLli2qi/qdO3fSGyc2mo5OIpEcOXIEPRv95JNPKHgIQx71754u31iCYyC7A2MwNjb28ccfo3/bDx48ODY2hr6v/kerp6eH3lAx0HR047E3jWo5us8++8zR0VEoFMbGxrL0EZOmo6uqqnr99dft7Ozs7OzWrFnz4sULeuPERtMZoS7fWGJB2WYAAMAF7o0CAAAukEYBAAAXSKMAAIALpFEAAMAF0igAAOACaRQAAHCBNAoAALhAGgUAAFwgjQIAAC6QRgEAABdIowAAgAukUQAAwAXSKAAA4AJpFAAAcIE0CgAAuEAaBQAAXCCNAgAALpBGAQAAF0ijAACAC6RRAADABdIoAADgAmkUAABwgTQKAAC4QBoFAABcII0CAAAukEYBAAAXSKMAAIALpFEAAMAF0igAAOACaRQAAHD5//MINIMrBToAAAAAAElFTkSuQmCC", "text/plain": [ - "Plot{Plots.PyPlotPackage() n=1}" + "Plot{Plots.WinstonPackage() n=1}" ] }, - "execution_count": 2, + "execution_count": 4, "metadata": {}, "output_type": "execute_result" } diff --git a/examples/ticks_and_limits.ipynb b/examples/ticks_and_limits.ipynb new file mode 100644 index 00000000..bbfd115a --- /dev/null +++ b/examples/ticks_and_limits.ipynb @@ -0,0 +1,30 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "using Plots; gadfly!()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Julia 0.4.0-rc1", + "language": "julia", + "name": "julia-0.4" + }, + "language_info": { + "file_extension": ".jl", + "mimetype": "application/julia", + "name": "julia", + "version": "0.4.0" + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} diff --git a/src/backends/gadfly.jl b/src/backends/gadfly.jl index b6cb092d..fd9f78d9 100644 --- a/src/backends/gadfly.jl +++ b/src/backends/gadfly.jl @@ -8,7 +8,7 @@ gadfly!() = plotter!(:gadfly) supportedArgs(::GadflyPackage) = setdiff(_allArgs, [:heatmap_c, :pos, :screen, :yrightlabel]) -supportedAxes(::GadflyPackage) = setdiff(_allAxes, [:right]) +supportedAxes(::GadflyPackage) = [:auto, :left] supportedTypes(::GadflyPackage) = [:none, :line, :path, :steppost, :sticks, :scatter, :heatmap, :hexbin, :hist, :bar, :hline, :vline, :ohlc] supportedStyles(::GadflyPackage) = [:auto, :solid, :dash, :dot, :dashdot, :dashdotdot] supportedMarkers(::GadflyPackage) = [:none, :auto, :rect, :ellipse, :diamond, :utriangle, :dtriangle, :cross, :xcross, :star1, :star2, :hexagon, :octagon] @@ -227,14 +227,17 @@ function addGadflySeries!(gplt, d::Dict, initargs::Dict) nothing end +function replaceType(vec, val) + filter!(x -> !isa(x, typeof(val)), vec) + push!(vec, val) +end function addTicksGuide(gplt, ticks, isx::Bool) ticks == :auto && return ttype = ticksType(ticks) if ttype == :ticks gtype = isx ? Gadfly.Guide.xticks : Gadfly.Guide.yticks - filter!(x -> !isa(x, gtype), gplt.guides) - push!(gplt.guides, gtype(ticks = sort(collect(ticks)))) + replaceType(gplt.guides, gtype(ticks = collect(ticks))) else error("Invalid input for $(isx ? "xticks" : "yticks"): ", ticks) end diff --git a/src/backends/winston.jl b/src/backends/winston.jl index 294e81ba..9d2fd903 100644 --- a/src/backends/winston.jl +++ b/src/backends/winston.jl @@ -37,6 +37,11 @@ supportedStyles(::WinstonPackage) = intersect(_allStyles, collect(keys(winston_l supportedMarkers(::WinstonPackage) = intersect(_allMarkers, collect(keys(winston_marker))) subplotSupported(::WinstonPackage) = false + +function preparePlotUpdate(plt::Plot{WinstonPackage}) + Winston.ghf(plt.o) +end + # --------------------------------------------------------------------------- @@ -183,13 +188,15 @@ end # ------------------------------- -# function savepng(::WinstonPackage, plt::PlottingObject, fn::AbstractString; kw...) -# f = open(fn, "w") -# window, canvas, wplt = getWinstonItems(plt) -# addWinstonLegend(plt, wplt) -# writemime(f, "image/png", wplt) -# close(f) -# end +function createWinstonAnnotationObject(plt::Plot{WinstonPackage}, x, y, val::AbstractString) + Winston.text(x, y, val) +end + +function addAnnotations{X,Y,V}(plt::Plot{WinstonPackage}, anns::AVec{Tuple{X,Y,V}}) + for ann in anns + createWinstonAnnotationObject(plt, ann...) + end +end # ------------------------------- @@ -201,7 +208,9 @@ end # ---------------------------------------------------------------- function addWinstonLegend(plt::Plot, wplt) - Winston.legend(wplt, [sd[:label] for sd in plt.seriesargs]) + if plt.initargs[:legend] + Winston.legend(wplt, [sd[:label] for sd in plt.seriesargs]) + end end function Base.writemime(io::IO, ::MIME"image/png", plt::PlottingObject{WinstonPackage})