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Save ggplot into base64

Usage

save_base64(plot, width = NULL, height = NULL, dpi = NULL, ...)

Arguments

plot

object for ggplot2 or a function for plot

width

image width

height

image height

dpi

image resolution

...

Other arguments for plot function

Value

character string for base64 image

Examples


library(ggplot2)
p <- cars |>
    ggplot() +
    geom_point(aes(speed, dist))
p |> save_base64()
#> [1] "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWgAAAEgCAIAAAAWjH6DAAAACXBIWXMAAAsSAAALEgHS3X78AAAgAElEQVR4nO3deUAUZf8A8O/M7AUsCAoeHHIoeAPemWKJmZr6FkqIJ6h5lKVpYT8trXzzeM0jU9PMMs0rRckTU1E8MsUjURC8kEtBTnU5lmN3fn9M7bsuyMuwc+yO389fz6zrfJ9hd747zzPPPA9B0zQghBAbpNgVQAhZH0wcCCHWZFzuTFeWn51b7uDm4aQkoKLg3t3cchqAsGvh591EzmUghJCozE0cVWnxF6igIE8KKm/t+PyHrLad7e8m0sM+fa/rw4Mbd5W197UnyGY9vLyayAlO6osQsgBmJA5ac/fskd+if5eN6x3kSelun7nmHbEoopMs127BL9e1/lDUuN+U8cH2tSWM8vJyvV7f8NA1kCRJkmR1dTWH+6wVRVE6nY7XEARByGSyqqoqXqOAIMcCAHK5vLq6mu8+eGGORSaT0TQtwBeAIAhuT5CaWJ0ycrlcoVAYv2LOFYfcsWVAz3aX/2Lq0Tp0jqe9HKAsN7fKwYcsvJOffnnd0vPl4D5kckQPZwIAUlNTs7OzASAgIEClUpkR2hRFURRFVVZWcrjPWsnlcr5PaZIk5XJ5RUUFr1FAkGMBAJlMVl1dzfdpIJPJ+A4BACRJ6vV6AU5pARIHq1OmZmXMSByEytnLz8tZde3vLSdnZXnGqR82HiNDojopCMWb03p3C2hWdXX9gj2Jnd8NlANcu3btzJkzANCuXTtHR8eGh66B+Vtzm4xqRVEUQfDb6mJ+cKRxLABAEIRCoeD7ioP5/eQ1BABQFCVAIOZDkck47X+sgTmQen7Nan583FWOfnJ509eHZEOmf9HLVQl6rVundmo5EDKfVo6xBeU0yAkIDw8PDw8HgOLi4idPnnAWGkClUsnlco1Gw+E+a2VnZ1daWsprCIqiHB0duf371EqAYwEAJyenkpISvluRNjY2Wq2W7/SkVqt1Ol15eTmvUWQyGUmSfF8+K5VKpVL59OnT+rzZ1tbWpKnCWe6sTt0XUz1izoRerkoAgKrkrV9uvPyErs6/cr3az1eNXaMISYiZVxyE0sXbzZ4EoMs1NJUdvejTaACQtQ2dO3ZM5MM9m5fHk+59pozwxOEiCEkJIcqQ8+LiYm67pqXXVCksLOQ1CgjYVNFoNNhUqT/LbKrY2toav4KXAggh1jBxIIRY4/eWD0JISAkJCZcuXQoICOjTpw+vgTBxICQRMTExU6ZMYcrLly+PiIjgLxY2VRCSiJiYGEP5999/5zUWJg6EJMLBwcFQ5nvkMSYOhCQiKiqqb9++ABAUFDRnzhxeY2EfB0IS4enpuXfv3oKCgiZNmvD9FBImDoQkxdnZWYAo2FRBCLGGiQMhxBomDoQQa5g4EEKsYeJACLGGiQMhxBomDoQQa5g4EEKsYeJACLEmzshRZgUAzncowGT/8M/s9XzvXxrHAkJ9NMJ8+kIei4VHESdxcL7QBjNNowBrkchkMt6fOyRJ4P/pRhDkWOCfdVX4XiWEORYB1osTYMkb8h+8RmF1ytSsjDiJo6KigvPJigGA71lkAYAkSb6jUBSlUqmkcSwAoFKpKioqBFidU4DJipmFJiUzWTFBEPU8FpOZigH7OBBCDYCJAyHEGiYOhBBrmDgQQqxh4kAIsYaJAyHEGiYOhBBrmDgQQqxh4kAIsYaJAyHEGiYOhBBrmDgQQqxh4kAIsYaJAyHEGiYOhBBrmDgQQqxh4kAIsYaJAyHEGqeJQ1eWl5GRV6arfRMhJBXmzjlalRZ/gQoK8qSAfhS3cvVl59b07fyuM6IGNM9/ZrMFXtogJB1mnM+05u6ZX1d/s/VKnh4A9Jmnz9iEzJww8cO3VPHxGVXPbuJVB0JSYs4Vh9yxZUDPdpf/AgAA3aNcwr2vEoB2c6cSCqqe3dSDNwWQnp6el5cHAD4+PnK5nJMDYFAURZIkt/uslQBRmKnopXEsAEAQhEwm43uVEIqi5HI537OcC/PRMF9mAWZsr/8XoObHZ0biIFTOXn5ezqprAACgq6gAuQwACLmM1morn93UAcgB4uPj4+LiAGDx4sWOjo4ND10DSZIEQdjZ2XG4z+cFoiiK1xDMMjnSOBYAIAjCxsZGgFOa76Vb4J/EwXcg5ixVKBR8RyFJsp5fM71eb/IKZ38CmYODPvupHpxBo6EdvFTPbjJhIiMjIyMjAaC4uPjx48dchQYAlUoll8s1Gg2H+6yVnZ1daWkpryEoinJ0dOT271MrAY4FAJycnDQaDd/rqtjY2AiwroparZbSuipKpfLp06f1ebOtra1JIuOsz1Lm69/41qXMysr0S7dd/H1Vz26Ks+4TQogfZp7RhNLF282eBACwfSkyJGfn2rXg/XbkS7ZAPLuJEJIQgu+ru1oVFxdzvgSkxJoqhYWFvEYBbKqw9yI3VUxWgcThFQgh1jBxIIRYw8SBEGINEwdCiDVMHAgh1jBxIIRYw5FZCEkETdN79+69fPlyYGBgWFgYM0CeJ5g4EJKIH3/8ce7cuUw5Jydn1qxZ/MXCpgpCEnHq1ClD+cKFC7zGwsSBkEQUFRUZyjk5ObzGwsSBkESo1WpD2dnZmddYmDgQkog2bdoYyi1btuQ1FiYOhCTik08+CQ8PB4CwsLD58+fzGgvvqiAkEfb29mvWrFmzZo0AsfCKAyHEGiYOhBBrmDgQQqxh4kAIsYaJAyHEmjhzjnI+a6Mw0zQCgFwur6qq4jUEQRBKpVKr1fIaBQQ5FgBQqVSVlZU1F+bglkwm0+l0fH+ZFQqFXq/ne/5UZpEgbiflrYmiKIqi6nnKkCSpVCqNXxHndqxWq+VjsmIBpt4VZrJipVIpjWMBAIVCUV5eLo3JipnzWUqTFdfzC2AyUzHgOA6EXkyZmZkajcbLy6thC9NhHwdCL5yVK1d27NixV69eo0ePLisra8AeMHEgaSoqKjp+/Hh6errYFbE4Wq12yZIlTPnUqVO//fZbA3aCTRUkQcnJya+++ipTXrt27ciRI0WtjmUx6V5sWAc5XnEgCfrpp58M5X379olYEwtkZ2c3efJkw+awYcMasBO84kASRFGU2FWwaIsXLx45cuTTp0+7du1a845JfeAVB5KgKVOmGMrjxo0TsSYWq0ePHkOGDGlY1gC84kCS1Lp16/v37yclJfn4+DRt2lTs6kgQJg4kTWq1+qWXXhK7FpKFTRWEEGt4xYFYu3///qZNmwBg4sSJrVq1Ers6SASYOBA7Go2mR48eTHnjxo13795t1KiRuFVCwsOmCmLnxo0bxpuJiYli1QSJCBMHYsdk3n0vLy+RKoLEhIkDsePu7m6YR3v16tV8r9+BLBP2cSDWwsPDmfU70AsLrzgQQqxh4kAIscZZ4tA/yUxO+lvy3fwKqCi4x7yQfL+Q94ktETJWVlY2ffp0FxeX8ePH379/X+zqSBBnfRy6wnvXrmbpAOjSOxfz+/57nvvBjbvK2vvaE2SzHl5eTeQEV5EQ+l++++673bt3A0BsbCxJkj///LPYNZIazhKH3KffGB8AqLy1fa3N6682qb5Q1LjflPHB9pgwkODS0tIM5cOHD4tYE6ni+K4KnRd3+GmfqT5y/cO8/PTL65aeLwf3IZMjejgTAJCenp6XlwcAPj4+crmcw7gURZEkye0+ayVAFJIkAUAaxwIABEHIZDKC4PcHhKIouVxumOV84MCBe/bsYcrTpk3j6jCF+WiYLzPfM7azOmVqfnzcJo6q1CN/tRj4iR0BtG2HN6f17hbQrOrq+gV7Eju/GygHiI+Pj4uLA4DFixc7OjpyGJhZisLOzo7DfT4vEN+TxBAEIZljAQCCIGxsbPg+DUiSNJ6tOyIiwtbW9vjx4x07dpw6darJmiDmRAGAhk0LXn/MWapQKPiOQpJkPb9mNZfF4XRBpspr3y+9NeizkZ4k6LWaMlKtVhD0498XraNmzHvNwShnFRcX87Guikaj4XCftRJmXRVHR8fCwkJeo4BQ66o4OTlpNBpprKuiVqsltq7K06dP6/NmW1tbkyl/uLwdW337cpZnoDsJAFCVvPXLjZef0NX5V65X+/mqsacDIQnh8KKLfvKY6BDoyVz7KruMiXy4Z/PyeNK9z5QRnjhcBCEp4TBxEE36TBr13y3HDsMmd2jI/MkIIUuHlwIIIdYwcSCEWMPEgZB0pKSkbNu27fr163wHwsfqEZKIo0ePGhaRWbduXVhYGH+x8IoDIYnYtWuXodywpaTrDxMHQhJhY2NjKPM98BQTB3qhabXaH3744fPPP7906ZLYdTHXrFmzai3zAfs40Att1qxZ0dHRAPDdd98dPXq0a9euYteo4fz8/B4+fJidne3m5oZXHAjxRa/XM1mDcfToURErwwm5XO7t7c131gBMHOhFxjztauDh4SFWTawOJg70Qjt06BBTGDVq1KhRo+p+M7cePnw4e/bs8ePH830HhA/Yx4FeaD179szPzxcl9OzZs5npaWJjY5s2bfryyy+LUo2GwSsOhESg1WqZrMH4888/RaxMA2DiQEgEKpXKeNPf31+smjRMrYlDn3tyy6G0/87QVZ28R7AKIWSZtm/f/q9//Wv48OEnT57kZIfnzp0bOnRocHDwwoULBwwYwMk+BWM6dSD95Oy3n20/fzE2pcWg3q5/p5XylGM/x9/jMCpOHVgHnDqwAfieOjAlJaVv376GzbS0NHt7e55iWcXUgaado4TSvUtwf13BpdK2wa91/PtficFjOKkrQlbq9u3bxptZWVnt27cXqzKWoEZTReUdFPL2jO+j57TW2HV9a3CrvEMbv9916bEYdUPIUnTr1s14s3Xr1mLVxELU3jmq/WPx1LU3aSrv1wXflL45MyhlvsDVQsiiuLm5xcbGjh49etKkSQkJCQIMzbRwtY7j0D28cct38r5Bjf+IvN9/6qQ3utht4jaqSZey+ZhmoQBrkcjlcr6jMMtqSONYAIAkSRsbm5oLc3BLJpNRFMXr8givvPLKgAED9Ho93/01zCJBAiz7RFFUPb8AJkNs4TmJg2ru552xdcuvD45d6PLe6orbMbGpEyLMrqkRrVbLR+eoAF19wnSOKpVKaRwLACgUivLycmvvHGUQBCGxdVXq+QUw6RmF5zVVHIYtWtrlxp4k/68WDNYeXL5D/bG51UTSkp6enp6eLnYtkGhME0fxX7/9cup+wfXLuS2C3ni97dP4Xw5rXwrvhePE0H999NFH3bt37969+4cffsj3jzyyTKZNlYqizLT8VhXwICM916gtwfsKo8haJCcnb926lSlv3759woQJAQEB4lYJCc80cTh2HBSSW14AfUJCjV/GFRzR37RabR2b6AVhmjhyTqyety1NB9rMhLP3ZL6BbV2q0q8l6ztrs06LUj9kaQICAl5//fVjx44BwIABA7p06SJ2jZAITBOH95h1h8ZA2amZwWtGXd8xxU8FUJW1I1LQeQqQJZPJZD///DPzvEZwcDDfdw2RZap9HEfmxSuN+ke1ZgZbyN2D+zoIWilk2eRy+cCBA8WuBRJTrbdLKI9u/ukbPt/216PyKm1e4o4F33H5hBtCyNrVPgOYXf//7Ima/38Ten6cVW7XsttbH+0WuFoImSkhISE+Pr5du3ZDhw5lBuOaKScnZ//+/SqVavjw4Q4OL/o1+HOmDiTs/cd/c2T8N8JWBiFunDhxwjCB6KxZs+bNm2fmDouKigxz7Rw+fHjnzp0y2Qs97SaO7EIStH//fkN51apV5u/w/PnzhnJ8fPzdu3fN36dVw8SBJKhp06aG8uuvv27+Dps1a2a86eLiYv4+rRomDsSj3bt3jx07dunSpSUlJULGff/99w33fT755BPzd9i9e/cPPviAKX/99ddNmjQxf5/1d/Hixffff3/u3LlZWVlCxq2D6dSBwsCpA+sgmakDDxw4MGnSJKYcHh6+Zs0a/mLV+nSsVqvldgIHZhoOvp9bNXk6Ni0trWfPnkw5KChoz549FMXBIyBmTh2IVxyIL2fOnDGUd+3aJXwFOJ/2RaFQcHLSspKQkGAonz171kIuOjBxIL60adPGUB48eLCINbFqvr6+xpstWrQQqybGMHEgvkRGRr7zzjsAMGzYsIULF4pdHXPFxMS8+eabYWFhAi+e1LVr1yVLlgDAa6+9tm/fPqVSKWT058E+Dnawj4MtaSyPcPv27d69exs209PT+Zt10SqWR+DwiqOi4F5yUlJSUlLy/cIqAABdWV5GRl4ZlwkCIVGkpKQYb+LsZ9yNftOlHdy4q6y9rz1BNuvh5dW46OTK1ZedW9O387vOiBrQAttEyIp17tzZeLNVq1Zi1cRCcHc+VxUUNe43fvz48ePHDmxrR2eePmMTMnPCxA/fUsXHZ+BVB+LEunXrXFxcXFxcfvnlFyHjtmzZct++fSEhIWFhYWfOnOH8fo3V4eyKQ1+Yl59+ed3S8+XgPmRyROdHuYR7XyUA7eZOJRTowZsCSE9Pz8vLAwAfHx9u53GgKIokSQHmhhAgCjMVvTSOBQAIgpDJZJw8ZpaamvrFF18w5dmzZw8ePNhwi4GiKLlczmuHXXBw8JAhQ/R6fUVFBX9R4J8vM9+dj6xOmZofH2eJg7Dt8Oa03t0CmlVdXb9gT2K7jhUglwEAIZfRWq0OQA4QHx8fFxcHAIsXL3Z0dOQqNPyzFIUwq4TwfSefIAjJHAsAEARhY2PDyWmQn59vvFlYWGhYUY0kSQGeOmNyOt+BmLOU7zWfCIKo/1JENZfF4exPQNu4dWqnlgMh82nlGFtQZe+gz36qB2fQaGgHLyZMZGRkZGQkABQXFz9+zOWyktK7q8Lt36dWVndXpW3btoZyUFCQp6en4a8kzLoqGo1GJpPZ2NjwGsUy76qYJDLO+jiqkrd+ufHyE7o6/8r1aj9fRz//xrcuZVZWpl+67eLv+0I/gYw44ujoePXq1Q8//DAqKmr9+vVCdjTQND1jxgwfH5+WLVt+/fXXgsW1WNyN46AfJx/aczz1MeneJ3REL1cF/TgxZmdcOngPGP1Wp0bPNpFwHEcdcBxHA/B9xXHu3LmQkBDD5o0bN5o3b85TLMu84jAZx8HdpQDh2GHY5A7DjLYDhr+LC24gSTA5wTQaDX+Jwyrg8Ar0X2lpaSdOnCguLha7IoJKTU09efJk3Q/+9+3b11AeNGgQjuPAzgf0t23bts2aNYsp//HHH35+fuLWRxirV6/+6quvmHJiYqKrq2utb1Or1UxWtbGx6d+/f83V2180L/rxIwND1gCAn3/+WbyKCIemaUPWgP/17L+9vf24ceNCQkJwKRnAxIFq9WL+or6YR90w+JdCf1u/fr2hzDwOL3kEQSxevNiwOWbMGBErY12wjwP9LTQ0tHfv3unp6f7+/gKMW7UQkydPHjhw4MOHDzt37mwhU11YBUwc6L9atGhhIRNMCally5YtW7YUuxZWBpsqCCHW8IoDSdOBAwdOnz7dpk2byMhIvh8YewFh4kASFBMTM2XKFKacnp5u3AOKOIFNFSRBJ06cMJR/+OEHEWsiVZg4kAR5eXkZykOGDBGvIpKFiQOJLzc3d8aMGeHh4evXr6/7Cdf4+PixY8dGRkYaL1NU0/Tp08PCwgBg0KBBCxYs4Li6CJdHYAsfq2erPo/VR0ZGHj58mCmvX78+NDS01rc9ePAgMDDQsHnnzh3DPHLCTOSjVqt1Ol15eTmvUazisXq84kDiM2QNALhy5crz3nbz5k3jzTt37vBYJ1QnTBxIfMbdEF27dn3e29q3b2+8abI2IhIS3o5F4luyZImDg0NeXl5QUNCIESOe9zY3N7fdu3f/9NNPJEm+99573M53jVjBPg52sI+DLWlMHcjAPg4DbKoghFgT54qD85wtTJIGALlcXlVVxWsIgiCUSqVWq+U1Cph3LGVlZQBg8itUK5VKVVlZWXNhDm7JZDKdTtewL3N1dXVJSUl9Gj4KhUKv1/N99cQsEsTtJXlNFEVRFFXPU4YkSZNHh8Xp49BqtXw0VQS48BamqaJUKi35WJYuXbpixQoAmDVr1rx58+p+s0KhKC8vt9imyu+//z527FgAGDx48Pfff1/3minM+Sylpko9vwA1fyGwqYLYuXPnDpM1AGDVqlWpqani1sdMTNYAgNjY2G3btolbGSuCiQOxYzIHugCduPwxaUBZ9bEIDBOHxcnLyzt37lzds/Xz5Pr165s3by4oKKjjPQEBAYa1Avr27VvHsAvLR5IksyYp48033xSvLlYGb8eyw3cfx+HDhw1f5XPnzrVp04a/WCbHMnfu3E2bNjHl/fv3v/zyy8/7jxqNZu/evQAwfPhwBweHuqNY+O1YvV5/6NChBw8eDBw40MfHp+434+1YA0wc7PCdOMLDw+Pi4pjyuHHjVq5cyV8sk2Np06ZNUVERU+7UqdPJkyc5iWLhiYMVTBwG2FSxXHzfkDNhyBpQo/GPkAlMHJbFeMC1wGsUMM+hM+bOnStkaAA4d+7czp07s7Oz635beXn53r17Dxw4IMCYHRMlJSU7d+7cv38/3wN5rAI2VdgRYBxHRkbGgwcP2rRp06RJE14D1TyWU6dOXbhwYdSoUcYT4ZipPk2VJUuWGBplZ86cadeuXa1v02q1Y8eOPX36NAC89tprv/zyi0z290AkvpsqJSUl48aNO3fuHAAMHjx4y5YtBEHwFAubKqghfHx8hg0bxnfWqFW/fv3mzp3LYdaoJ+OunF9//fV5b7t48SKTNQDgxIkTJk/Z8+rs2bNM1gCA2NjYe/fuCRbaMmHiQJZFrVbX85/qeCfnTGK9OAtWPQ8mDiS+LVu2MIVXX3114sSJz3tb165dDfeqP/jgg/9595RDvXv3Dg8PZ8pRUVEv4LJVJrCPgx18rJ6tet6OLS0tzc/P9/DwoCiq7nfm5OTIZDIXFxfjF4W5Hfv48WO5XM735YZV9HHgRD7IItjZ2dXzhBTx197d3V2AcRxWAZsqCCHWMHFYq+Tk5KlTp06aNOnixYt1v3PHjh1jxoyZN28ePsSFuIJNFatUUlLy6quvMuUDBw4kJia6urrW+s4jR47MnDmTKefk5GzevFmYGiJpwysOq2SyMkBiYuLz3vnnn38ayocOHeKxTuhFgonDKnl7extvPm+oJQB07NjRUH799dd5rBN6kXCaOHRl+RlpmcUVNABARcG95KSkpKSk5PuFOLa/vh4+fDhp0iSSJKOioioqKp73NkdHx+jo6AEDBvTv33/z5s11jPUMCwuLiorq37//W2+9Vfei7ZmZmRMnTnRxcZk7d27dj2McOnRo5MiRI0eOPHDgQB1vq66unjdvnkwmi4yMTE9Pr+OdyOpwN46j8taOz3/IatvZ/m4iPezT97o+/HnejrL2vvYE2axHyOtt7YxH9uM4jueZPHnyb7/9xpTnzp07e/Zs/mKZHIvxOoz//ve/p02bVuv/ysnJ8ff3N2xeu3bNzc2t1ndu2rTJ8LDc4MGDt27dyk29a4OP1bNlKeM4dLfPXPOOWBTRSZZrt+CX61p/KGrcb8r4YHu+HgWSJkPWAICUlBQhQxuvw1hH6LS0NOPNu3fvPi9xGE9HGhsba3YFkQXhLHGQrUPneNrLAcpyc6scfMjCO/npl9ctPV8O7kMmR/RwJgAgNzeXmbHSxcXF8FwjN9FJkiRJbvf5vEC8Rpk0adKPP/7IlPv168dVrMrKSoVCYfKiybGMGTNm+/btTDk4OPh5oY2XfQaALl26PO+dr7zyimEs+ahRo3j9uzHHwvcVB0mSNE3z/TWjKEqALzOrKDUfBeZ0yDldnhH/88Zj5L+ipvQgbl3IdOwW0Kzq6voFF19e8m6gHGDDhg3ML8+3337r7u7OWVwAgiAIghBg+hmSJHmNUlZWtmLFips3bwYHB7/zzjvmP7tdXl4+YcKE6OhoADh58qRhulCocSwajWb58uW3bt0aPHhwREREHftMSkr65ptvaJqeOXOmcbOlpq1bt8bGxvr5+X300Uf/c5JBc/D9uRii0DTNd3piPnQBotT/lNHr9XK5/Jn/zln96CeXN319SDZkyuherkrQazVlpFqtIOjHvy9aR82Y95qD0SmAfRx14PZZlQ0bNsyfP9+wmZ+fbyhb1LMqZsI+DrYsZT6O6tR9MdUj5kzo5aoEAKhK3vrlxstP6Or8K9er/XzV2NMhktzcXLGrgCSIq3YUXa6hqezoRZ9GA4CsbejcsWMiH+7ZvDyedO8zZYSn1Q0XKSkpycrK8vb2VqlUYtfFLEOHDl23bh1TrrsBglD94WP1tTh//rxhiQ2TNQqsrqkCAImJibGxsV5eXqGhocadYdhUYQubKgb4rEotvvvuO0N5zZo1a9euFbEy5gsICAgICBC7FkhSrK4NIQTjruY6hm8i9MLCxFGL4cOHG8oS6BcoKCg4ePDgtWvXhA/96NGj6OjoGzduCB8a8QqbKrUIDQ3t2LFjUlJSz549PTw8xK6OWdLS0nr27MmU582bN2vWLMFCp6SkGIaNfPXVV1OnThUsNOIbXnHUrm3btqGhodaeNQBg586dhnLdD7lxbtu2bYbyZ599JmRoxDdMHBIn4u1k49D9+vUTqxqID5g4LAtN0wcPHvzyyy8TEhI42WFERERQUBBTNgzoEMakSZMM5XHjxgkZGvEN+zgsy7Jly5YvX86Ut23bNnDgQDN36OzsvGvXrtu3bzdv3tzZ2dnsCrLg6ur64MGDnJwcJycnXh9UQcLDxGFZDFkDAGJiYupIHMwEotXV1ePGjTOZEMyEQqEwngdMSAqFIjAwUIABYEhg2FSxLIMGDTKUmzVr9ry3VVRUTJ8+fdWqVWvWrOnRo0dRUZEgtUPob5g4zJKRkfHJJ5/MmDHjypUrnOxwzpw5TGHAgAGG2clrSk1NPXv2rGGTqw4RhOoJmyoNV1lZ2a1bN6a8c+fOq1evmn/7tlOnTkVFRQqFou4HIkxWM/P09DQzLkKs4BVHw92/f994k8OffZMHitqYchUAAAwMSURBVGpq2rTpmjVrmPLChQvrmOUcIT7gFUfDmUxiZvwQrQDCw8MN66cjJDC84mg4Ozu73bt3BwcHA8Dy5cvFunNRN5qmV6xYMXr06KlTp2ZmZopdHSQReMVhln79+ln4mMjo6OilS5cy5ZKSEsN0xAiZA684JO769euG8rFjx0SsCZISTBwSZ3g0FgCGDh0qYk2QlGBTReKGDh26YsWK48ePu7q6RkVFiV0dJBHizDnK+ayNwkzTCAByubzudVXNRxCEUqnUarW8RgFBjgUAVCpVZWUl34ueyGQynU7H95dZoVDo9Xq+h8+TJEkQBLeT8tZEURRFUfU8ZUiSVCqVxq+Ic8Wh1Wr5mKxYgKl3hZmsWKlUSuNYAIAZzCaNyYqZ81lKkxXX8wtQc2CRRfdxVFZWZmVlCfCrKACaph88eCDAiYqQACw3cSQlJbm5uXXp0sXV1fXWrVtiV8cspaWlo0ePDgwM9PLy2rdvn9jVQchclps4VqxYYSivXLlSxJqYb8eOHSdOnGDKU6dOFaVfCSEOWW7iMG7j8d2q5JvJsjd893shxDfLTRzGaxSEhYWJWBPzhYSEGMrvvPOO8XJqCFkjy/0GjxgxonXr1levXu3Ro0eHDh3Ero5ZfHx8EhMT4+Li3NzcLHyIOkL1YbmJA6S1dqGrqytO2Iskw3KbKgghi4WJAyHEGiYOhBBrmDgQQqxh4kAIsWbRd1XEUl1dvW3btqSkpF69eg0fPpwgCLFrhJBlwcRRi2XLlq1atQoAtmzZUlpaOn78eLFrhJBlwaZKLW7cuGEox8XFiVgThCwTJo5aGK+QjGsdIVST5TZVysrKli1blpqa2rFjx6ioKJMJiHg1f/58rVZ75MiRkJCQ2bNnCxYXIWthuYljyZIlGzZsAIC4uDiCID799FPBQru7u2/ZskWwcAhZHT6bKrqyvIyMvLIGPkJ+9+5dQzkpKYmjOiGEOMDbFQf9KG7l6svOrenb+V1nRA1owTpD+fj4GMrt27fntHIIIbPwlTj0mafP2ITMndAdLq7+d3xG8ChviuUe5s2bR9N0RkZG69atP/74Y15qiRBqEL4Sh+5RLuHeVwlAu7lTCQV68KYAcnNzi4uLAcDFxeV/TmbTqFGjZcuW1TMcSZIkSQowQY4AUUiSBABpHAsAEARBUWx/NVhjjoXvORlJkqRpmu8/GkVRAnw0rKLUHAPJW+KoqAC5DAAIuYzWanUAcoDffvstNjYWAL799luTpd7NRBAEQRD29vYc7rNWgp1skjkWkiTt7OwEOKUVCgWvIeCfvxjfgZizVKVS8R2l/l+zmsvi8PW9kTk46LOf6sEZNBrawYsJM23atGnTpgFAcXExc+nBFWZdFY1Gw+E+ayXMuiqOjo7c/n1qJcy6Kk5OThqNRhrrqqjVaomtq2IyG+7z2NrayuVy41f4uqsi8/VvfOtSZmVl+qXbLv6+lnvXFyHEHm9ntO1LkSE5O9euBe+3I18yXQYKIWTV+LsUIBwDhr8rkQlDEULPwGdVEEKsYeJACLEmTq8lM1SBQ+Xl5SUlJcI8CMf3qAS9Xp+dna1Wq3mNwhBghEVOTo5KpeI7EDNahO+7Ko8fPyZJ0uT+AueYQUl8/8W0Wm1JSUk9b/rWMpcVLQl79+6dM2eO2LXgRlZWVr9+/cSuBWeGDRuWkpIidi24sXDhwi1btohdC24cPXr0/fffb/B/x6YKQog1iQyw8Pb2FrsKnLGzsxs6dKjYteDMwIEDHR0dxa4FN7p06dKkSROxa8ENDw+Pl19+ucH/naB5bhYihKRHClcctCY7NfOxjgZC5uTZxk0tkTnJqzUPsx+rmrs3Vln7AVn7B6TXFj14qLFp0dLZhgAAWluYlVvp5N7C3hrPHl1ZfnZuuYObh5OSgIqCe3dzy2kAwq6Fn3cTFp2+1BdffMFbHYVBa86uW3laQ5fk5hTK3Np72Fvb99KALrt5+oqupbuaAF36b4vX/PE4/+y+PxVdenjYWN8x0UVXT9+y9WyuIqz7A9JlHfr3ov0FuryTO05UB/b2rr60fsmu+5pbhw7mePVu15j3u1Kcqry1Y8GK0yXVGYd3XlL36N48c/eynXerK4tyH1U4+bVyVtT/k7HGnGlCX5APgW+NG9/Guj5DE3TRzeOH98VccPsw6KXmoEs5cdlz3JcRfppji1afL3xpiLN1nWyPrh05GL3/dpeFfQMbEVb9Aemzz593GDF/Um+VpsV/ViQUBFDHNMEz5vS3S/npsxMp/2rlb01nkO72mWveEYsiOsly7Rb8cl3rD0WN+00ZH9yAVG5Nh/0cuoJHmX/9uiybrrTrNnbqkFb8Po3MG1WTVt26tU7OBQCgS3MeqT3cKSDsPdx0Fwv04GxVJx1p27Tty13+us9sWfUHRLYYNHuSjQ1AZX6uRt1SmXenukVvNQGku4d9UV45DdZ0/US2Dp3jaS8HKMvNrXLwIQvv5KdfXrf0fDm4D5kc0YPNr5MEEge49o2Y7vtSa9vcAwu/P97t82HNrOijNCBsm7Xy83CS5wIAQEVFlcxRBgAgk+kqKqyt/5qwd/X1beFA5jCbVv0BKRo5KypzL27ZsK+w/8yRtnlJOmaeGZlcVlFaAcD7tCkcIlROzsryjFM/bDxGhkR1UhCKN6f17hbQrOrq+gV7Eju/G1j/Tg4JJA6icetApT0B0LSVZ1VCsR6aWdWvc20I+0Z2ZU80NCj1mhLSwZp+1Gph3R8QXZay++vtBX0mfT7e25bQaRuRTzU0AF3ytEzd2Nr6eeknlzd9fUg2ZPoXvVyVoNe6dWqnlgMh82nlGFtQToO83sdj/QPA6IJjy5ccyKqkS29fyWja1s36jwgAlO39Fdcu5elKky/lePt7WNOJVoN1f0D6B7G/Zr7y8Xv9vW0JAKA8/D0fJNws0z26dN3Gv71wa/1wojp1X0z1iDkTerkqAQCqkrd+ufHyE7o6/8r1aj9fVllQCuM4KrPO7dl/4UFlow5vjHyjrYOV/QgY0aUf2XKrU+RADxJAl3dx9+4/HinbDxkz0NfWCo9JdzN6S+GrE4KcCav+gKqTdy3acYOZjItsOXjWlN7KO0d3HEmpaNYnLKxHU6tK6bQmYfPX++8x65XI2obOHet979Ce46mPSfc+oSN6ubKZEVEKiQMhJDDrum5ECFkETBwIIdYwcSCEWMPEgYRXfm3XxpM5pkt1ICuCiQMJji77a8cGTBxWTQIDwBDP9MVJR/YeTylxDBjy9gBfNaFLjfkp27tD3tnzebbtBgx/o4MTAUCX3DkZ8/u1QrX/kBGv+drX+krlgz9jDiQUNenZp0rsY0JmwisOVLfqa4sGjdyUqXTU/zl/0MRdeTRU39zz2agRn5wsVekSVwzr939nS6H03KcDRq67RdsTN1e91X/eWU3NV/RZ20a/MmVvLln513/eWZSAqcO64RUHqpv2dtID96Dh4RMC3xk68GalLQAAXdlq6o/fz/Gj6HDXt7t8EzP5X9Hbm47dPLiLErp4FPw5cdOpD/r/9OwrcSHeK++E/XTpy+4KmNimsEOU2MeFzIKJA9VN/eaS71I/n/WKb5ai/RvTFy0K8AQg7Nq096QAgHBs39HlQfqd3Hz66d3TJzQkAMhee3+QR1G2ySvuOcfzWg9opwAAsOkY4CfLEfWokJkwcaA60fnXLlW8sfrkAqfytC0R/T7ZMfhoJNCld29l64e2ImnN7dT8poPb+/kor/X7cMHbTgRdcGLVpoqmLX19lM2fecXTs/m95FtV0FUOVen3MnW4LKhVw8SB6qYoOPZ/H+9J+XBo89yDKY07z3IkAIC4teHd94nQdg+jVyeP2PiDZ+8OEctGDZ/5YLRv9q9rEwZGf+DgNzPiP8+84u8/o9WrEyOU7/alz0Ufq5S9JfaBIXPgsyrof9Fmnt134EJWVeOOA4YP6uhEVewb3f73sP0jiuJuVnsFhw7zb0wC0CV34vbFXityCBz69mut7aC2Vyqz/9h74FJx455D/fPjHnWP6NcC++atFSYOxFbFvtHtj01I2TCAzdOUSFow5SO2SI+Xh3Vvjt+cFxpecSCEWMPfDYQQa5g4EEKsYeJACLGGiQMhxBomDoQQa/8PKfLlAnKKQnYAAAAASUVORK5CYII="