Created
September 9, 2016 03:42
-
-
Save ZeccaLehn/a805be84fea59cc2a7e4ef93f47e70d1 to your computer and use it in GitHub Desktop.
[R] Baltic Dry Index (BDI) versus SP500 Lagged Changes -- Lag Theory Analysis
This file contains hidden or bidirectional Unicode text that may be interpreted or compiled differently than what appears below. To review, open the file in an editor that reveals hidden Unicode characters.
Learn more about bidirectional Unicode characters
{ | |
"cells": [ | |
{ | |
"cell_type": "code", | |
"execution_count": 10, | |
"metadata": { | |
"collapsed": true | |
}, | |
"outputs": [], | |
"source": [ | |
"## Baltic Dry Index (BDI) versus SP500 Lagged Changes -- Lag Theory Analysis\n", | |
"# Zeccca Lehn 9/8/2016\n", | |
"# MIT Open Source License" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 44, | |
"metadata": { | |
"collapsed": true | |
}, | |
"outputs": [], | |
"source": [ | |
"library(Quandl)\n", | |
"library(zoo)\n", | |
"library(quantmod)\n", | |
" \n", | |
"# Params:\n", | |
"lagDays <- 125\n", | |
"# https://www.quandl.com/data/LLOYDS\n", | |
"# CODES: \"LLOYDS/BDI\" Baltic Dry Index is a measure of the price of shipping major raw materials such as metals, grains, and fossil fuels by sea. It is created by the London Baltic Exchange based on daily assessments from a panel of shipbrokers. The BDI is a composite of 3 sub-indices, each covering a different carrier size: Capesize, Panamax, and Supramax. Capesize carriers are the largest ships with a capacity greater than 150,000 DWT. Panamax refers to the maximum size allowed for ships travelling through the Panama Canal, typically 65,000 - 80,000 DWT. The Supramax Index covers carriers with a capacity of 50,000 - 60,000 DWT.\n", | |
"# \"LLOYDS/BSI\" Baltic Supramax Index is one of the sub-indices used in constructing the Baltic Dry Index, which is an indicator of the cost associated with shipping raw materials such as metals, grains, and fossil fuels. The Supramax Index only includes carriers with a capacity of 50,000 - 60,000 DWT.\n", | |
"# \"LLOYDS/BPI\" The Panamax Index is one of the sub-indices used in constructing the Baltic Dry Index, which is an indicator of the cost associated with shipping raw materials such as metals, grains, and fossil fuels. The Panamax Index only includes vessels whose size is less than the maximum size allowed for travelling through the Panama Canal, typically 65,000 - 80,000 DWT. \n", | |
"# \"LLOYDS/BCI\" The Capesize Index is one of the sub-indices used in constructing the Baltic Dry Index, which is an indicator of the cost associated with shipping raw materials such as metals, grains, and fossil fuels. The Capesize Index only includes carriers with a capacity greater than 150,000 DWT.\n", | |
"lloydsCode <- \"LLOYDS/BDI\"\n", | |
"\n", | |
"apiKEY <- \"YourKeyString\" # From free Quandl Account\n" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 45, | |
"metadata": { | |
"collapsed": false | |
}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/html": [ | |
"\"SPY\"" | |
], | |
"text/latex": [ | |
"\"SPY\"" | |
], | |
"text/markdown": [ | |
"\"SPY\"" | |
], | |
"text/plain": [ | |
"[1] \"SPY\"" | |
] | |
}, | |
"execution_count": 45, | |
"metadata": {}, | |
"output_type": "execute_result" | |
}, | |
{ | |
"data": { | |
"application/pdf": "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", | |
"image/jpeg": "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", | |
"image/png": "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", | |
"image/svg+xml": [ | |
"<?xml version=\"1.0\" encoding=\"UTF-8\"?>\n", | |
"<svg xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\" width=\"504pt\" height=\"504pt\" viewBox=\"0 0 504 504\" version=\"1.1\">\n", | |
"<defs>\n", | |
"<g>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-0\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 -4.46875 L 0 -3.414063 L -6.71875 -3.417969 C -6.476563 -3.160156 -6.234375 -2.828125 -5.996094 -2.417969 C -5.75 -2.003906 -5.570313 -1.632813 -5.449219 -1.308594 L -6.46875 -1.308594 C -6.742188 -1.894531 -7.078125 -2.410156 -7.476563 -2.851563 C -7.871094 -3.292969 -8.253906 -3.605469 -8.625 -3.792969 L -8.625 -4.472656 Z M 0 -4.46875 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-1\">\n", | |
"<path style=\"stroke:none;\" d=\"M -4.234375 -0.5 C -5.246094 -0.496094 -6.0625 -0.601563 -6.6875 -0.8125 C -7.304688 -1.019531 -7.785156 -1.328125 -8.121094 -1.742188 C -8.457031 -2.152344 -8.625 -2.671875 -8.625 -3.300781 C -8.625 -3.757813 -8.53125 -4.164063 -8.347656 -4.511719 C -8.160156 -4.859375 -7.890625 -5.144531 -7.542969 -5.371094 C -7.191406 -5.59375 -6.765625 -5.773438 -6.265625 -5.90625 C -5.761719 -6.035156 -5.085938 -6.097656 -4.234375 -6.101563 C -3.222656 -6.097656 -2.410156 -5.996094 -1.792969 -5.789063 C -1.175781 -5.578125 -0.695313 -5.265625 -0.359375 -4.859375 C -0.0195313 -4.445313 0.144531 -3.925781 0.148438 -3.296875 C 0.144531 -2.464844 -0.148438 -1.816406 -0.742188 -1.347656 C -1.457031 -0.78125 -2.621094 -0.496094 -4.234375 -0.5 Z M -4.234375 -1.582031 C -2.824219 -1.582031 -1.886719 -1.746094 -1.417969 -2.074219 C -0.949219 -2.402344 -0.714844 -2.808594 -0.71875 -3.296875 C -0.714844 -3.777344 -0.949219 -4.183594 -1.421875 -4.519531 C -1.886719 -4.847656 -2.824219 -5.015625 -4.234375 -5.015625 C -5.648438 -5.015625 -6.589844 -4.847656 -7.054688 -4.519531 C -7.515625 -4.1875 -7.746094 -3.777344 -7.75 -3.289063 C -7.746094 -2.800781 -7.542969 -2.414063 -7.136719 -2.128906 C -6.613281 -1.761719 -5.644531 -1.582031 -4.234375 -1.582031 Z M -4.234375 -1.582031 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-2\">\n", | |
"<path style=\"stroke:none;\" d=\"M -2.265625 -0.503906 L -2.40625 -1.558594 C -1.808594 -1.679688 -1.378906 -1.882813 -1.113281 -2.175781 C -0.847656 -2.464844 -0.714844 -2.820313 -0.71875 -3.242188 C -0.714844 -3.734375 -0.886719 -4.152344 -1.234375 -4.496094 C -1.574219 -4.832031 -2 -5.003906 -2.511719 -5.007813 C -2.992188 -5.003906 -3.390625 -4.847656 -3.710938 -4.535156 C -4.023438 -4.21875 -4.183594 -3.816406 -4.183594 -3.328125 C -4.183594 -3.128906 -4.144531 -2.878906 -4.066406 -2.585938 L -4.992188 -2.703125 C -4.984375 -2.769531 -4.980469 -2.828125 -4.980469 -2.871094 C -4.980469 -3.320313 -5.097656 -3.722656 -5.332031 -4.085938 C -5.566406 -4.441406 -5.925781 -4.621094 -6.414063 -4.625 C -6.800781 -4.621094 -7.121094 -4.492188 -7.375 -4.230469 C -7.628906 -3.96875 -7.757813 -3.628906 -7.757813 -3.21875 C -7.757813 -2.804688 -7.628906 -2.464844 -7.371094 -2.191406 C -7.113281 -1.917969 -6.726563 -1.742188 -6.210938 -1.664063 L -6.398438 -0.609375 C -7.105469 -0.738281 -7.652344 -1.03125 -8.042969 -1.488281 C -8.429688 -1.945313 -8.625 -2.511719 -8.625 -3.195313 C -8.625 -3.660156 -8.523438 -4.09375 -8.324219 -4.488281 C -8.121094 -4.882813 -7.847656 -5.183594 -7.5 -5.394531 C -7.148438 -5.601563 -6.777344 -5.707031 -6.390625 -5.707031 C -6.019531 -5.707031 -5.683594 -5.605469 -5.378906 -5.40625 C -5.074219 -5.207031 -4.832031 -4.914063 -4.652344 -4.523438 C -4.535156 -5.03125 -4.289063 -5.425781 -3.921875 -5.707031 C -3.546875 -5.988281 -3.085938 -6.128906 -2.535156 -6.128906 C -1.78125 -6.128906 -1.144531 -5.855469 -0.628906 -5.308594 C -0.105469 -4.761719 0.152344 -4.070313 0.152344 -3.234375 C 0.152344 -2.476563 -0.0703125 -1.847656 -0.519531 -1.355469 C -0.96875 -0.855469 -1.550781 -0.574219 -2.265625 -0.503906 Z M -2.265625 -0.503906 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-3\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 -1.765625 L 0 -0.785156 L -8.589844 -0.785156 L -8.589844 -1.839844 L -5.523438 -1.839844 C -6.082031 -2.285156 -6.363281 -2.851563 -6.363281 -3.546875 C -6.363281 -3.921875 -6.285156 -4.285156 -6.128906 -4.628906 C -5.972656 -4.972656 -5.753906 -5.253906 -5.480469 -5.472656 C -5.199219 -5.691406 -4.863281 -5.863281 -4.46875 -5.992188 C -4.074219 -6.113281 -3.652344 -6.175781 -3.203125 -6.179688 C -2.136719 -6.175781 -1.3125 -5.914063 -0.730469 -5.390625 C -0.148438 -4.863281 0.140625 -4.230469 0.140625 -3.492188 C 0.140625 -2.757813 -0.164063 -2.179688 -0.777344 -1.765625 Z M -3.15625 -1.753906 C -2.410156 -1.75 -1.871094 -1.851563 -1.539063 -2.054688 C -0.996094 -2.386719 -0.726563 -2.835938 -0.726563 -3.40625 C -0.726563 -3.859375 -0.925781 -4.257813 -1.324219 -4.597656 C -1.722656 -4.929688 -2.320313 -5.097656 -3.117188 -5.101563 C -3.929688 -5.097656 -4.527344 -4.9375 -4.914063 -4.617188 C -5.300781 -4.296875 -5.496094 -3.90625 -5.496094 -3.453125 C -5.496094 -2.988281 -5.292969 -2.589844 -4.894531 -2.257813 C -4.492188 -1.917969 -3.914063 -1.75 -3.15625 -1.753906 Z M -3.15625 -1.753906 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-4\">\n", | |
"<path style=\"stroke:none;\" d=\"M -0.765625 -4.851563 C -0.433594 -4.460938 -0.199219 -4.082031 -0.0625 -3.722656 C 0.0742188 -3.355469 0.140625 -2.96875 0.140625 -2.5625 C 0.140625 -1.875 -0.0234375 -1.351563 -0.359375 -0.984375 C -0.6875 -0.617188 -1.117188 -0.433594 -1.640625 -0.433594 C -1.945313 -0.433594 -2.222656 -0.5 -2.472656 -0.640625 C -2.722656 -0.777344 -2.925781 -0.960938 -3.082031 -1.1875 C -3.234375 -1.410156 -3.347656 -1.664063 -3.429688 -1.945313 C -3.476563 -2.152344 -3.53125 -2.464844 -3.585938 -2.882813 C -3.6875 -3.734375 -3.808594 -4.359375 -3.949219 -4.765625 C -4.089844 -4.765625 -4.179688 -4.769531 -4.226563 -4.769531 C -4.648438 -4.769531 -4.953125 -4.667969 -5.132813 -4.46875 C -5.371094 -4.199219 -5.488281 -3.800781 -5.492188 -3.269531 C -5.488281 -2.773438 -5.402344 -2.40625 -5.230469 -2.171875 C -5.054688 -1.933594 -4.746094 -1.757813 -4.304688 -1.648438 L -4.445313 -0.617188 C -4.886719 -0.707031 -5.242188 -0.863281 -5.515625 -1.078125 C -5.78125 -1.292969 -5.992188 -1.601563 -6.140625 -2.011719 C -6.289063 -2.414063 -6.363281 -2.886719 -6.363281 -3.421875 C -6.363281 -3.953125 -6.300781 -4.382813 -6.175781 -4.714844 C -6.050781 -5.046875 -5.890625 -5.292969 -5.703125 -5.449219 C -5.511719 -5.605469 -5.273438 -5.714844 -4.984375 -5.777344 C -4.804688 -5.808594 -4.480469 -5.824219 -4.015625 -5.828125 L -2.605469 -5.828125 C -1.625 -5.824219 -1.003906 -5.847656 -0.746094 -5.894531 C -0.480469 -5.941406 -0.234375 -6.03125 0 -6.164063 L 0 -5.0625 C -0.21875 -4.953125 -0.472656 -4.882813 -0.765625 -4.851563 Z M -3.121094 -4.765625 C -2.960938 -4.375 -2.828125 -3.800781 -2.726563 -3.039063 C -2.660156 -2.605469 -2.589844 -2.300781 -2.515625 -2.121094 C -2.433594 -1.941406 -2.320313 -1.800781 -2.171875 -1.703125 C -2.019531 -1.605469 -1.851563 -1.558594 -1.671875 -1.558594 C -1.386719 -1.558594 -1.152344 -1.664063 -0.964844 -1.875 C -0.773438 -2.085938 -0.679688 -2.398438 -0.683594 -2.8125 C -0.679688 -3.21875 -0.769531 -3.578125 -0.949219 -3.894531 C -1.128906 -4.210938 -1.371094 -4.445313 -1.679688 -4.59375 C -1.917969 -4.707031 -2.269531 -4.761719 -2.734375 -4.765625 Z M -3.121094 -4.765625 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-5\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 -0.765625 L -8.589844 -0.769531 L -8.589844 -1.824219 L 0 -1.820313 Z M 0 -0.765625 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-6\">\n", | |
"<path style=\"stroke:none;\" d=\"M -0.941406 -3.09375 L -0.0117188 -3.246094 C 0.0507813 -2.949219 0.0820313 -2.683594 0.0820313 -2.449219 C 0.0820313 -2.066406 0.0234375 -1.769531 -0.0976563 -1.558594 C -0.21875 -1.347656 -0.378906 -1.199219 -0.574219 -1.113281 C -0.769531 -1.027344 -1.183594 -0.984375 -1.820313 -0.984375 L -5.402344 -0.984375 L -5.402344 -0.210938 L -6.222656 -0.210938 L -6.222656 -0.984375 L -7.765625 -0.984375 L -8.398438 -2.035156 L -6.222656 -2.035156 L -6.222656 -3.09375 L -5.402344 -3.09375 L -5.402344 -2.035156 L -1.761719 -2.03125 C -1.460938 -2.027344 -1.269531 -2.046875 -1.183594 -2.085938 C -1.097656 -2.125 -1.027344 -2.183594 -0.976563 -2.269531 C -0.925781 -2.351563 -0.902344 -2.472656 -0.902344 -2.632813 C -0.902344 -2.742188 -0.914063 -2.898438 -0.941406 -3.09375 Z M -0.941406 -3.09375 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-7\">\n", | |
"<path style=\"stroke:none;\" d=\"M -7.375 -0.796875 L -8.589844 -0.796875 L -8.589844 -1.851563 L -7.375 -1.851563 Z M 0 -0.796875 L -6.222656 -0.796875 L -6.222656 -1.851563 L 0 -1.851563 Z M 0 -0.796875 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-8\">\n", | |
"<path style=\"stroke:none;\" d=\"M -2.277344 -4.851563 L -2.144531 -5.890625 C -1.425781 -5.773438 -0.863281 -5.484375 -0.464844 -5.019531 C -0.0585938 -4.550781 0.140625 -3.976563 0.140625 -3.296875 C 0.140625 -2.445313 -0.136719 -1.761719 -0.695313 -1.246094 C -1.25 -0.726563 -2.046875 -0.46875 -3.085938 -0.46875 C -3.753906 -0.46875 -4.34375 -0.578125 -4.851563 -0.800781 C -5.355469 -1.023438 -5.730469 -1.363281 -5.984375 -1.820313 C -6.234375 -2.273438 -6.363281 -2.769531 -6.363281 -3.304688 C -6.363281 -3.980469 -6.191406 -4.53125 -5.847656 -4.964844 C -5.503906 -5.390625 -5.019531 -5.667969 -4.394531 -5.789063 L -4.234375 -4.765625 C -4.652344 -4.664063 -4.96875 -4.492188 -5.179688 -4.246094 C -5.390625 -3.996094 -5.496094 -3.695313 -5.496094 -3.347656 C -5.496094 -2.8125 -5.304688 -2.382813 -4.921875 -2.050781 C -4.539063 -1.71875 -3.9375 -1.550781 -3.117188 -1.554688 C -2.28125 -1.550781 -1.671875 -1.710938 -1.292969 -2.035156 C -0.914063 -2.351563 -0.726563 -2.769531 -0.726563 -3.289063 C -0.726563 -3.695313 -0.851563 -4.042969 -1.105469 -4.324219 C -1.359375 -4.601563 -1.75 -4.777344 -2.277344 -4.851563 Z M -2.277344 -4.851563 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-9\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 -0.925781 L -8.589844 -0.925781 L -8.589844 -3.886719 C -8.589844 -4.550781 -8.546875 -5.0625 -8.46875 -5.414063 C -8.351563 -5.90625 -8.148438 -6.324219 -7.851563 -6.675781 C -7.46875 -7.125 -6.976563 -7.464844 -6.382813 -7.691406 C -5.78125 -7.914063 -5.101563 -8.027344 -4.339844 -8.027344 C -3.6875 -8.027344 -3.109375 -7.949219 -2.605469 -7.796875 C -2.101563 -7.644531 -1.683594 -7.449219 -1.355469 -7.210938 C -1.019531 -6.972656 -0.761719 -6.710938 -0.574219 -6.429688 C -0.386719 -6.144531 -0.242188 -5.804688 -0.144531 -5.40625 C -0.046875 -5.003906 0 -4.542969 0 -4.023438 Z M -1.011719 -2.0625 L -1.011719 -3.898438 C -1.007813 -4.460938 -1.058594 -4.90625 -1.167969 -5.226563 C -1.269531 -5.546875 -1.421875 -5.804688 -1.617188 -6 C -1.882813 -6.269531 -2.242188 -6.476563 -2.703125 -6.628906 C -3.15625 -6.777344 -3.710938 -6.855469 -4.359375 -6.855469 C -5.257813 -6.855469 -5.945313 -6.707031 -6.429688 -6.410156 C -6.910156 -6.113281 -7.234375 -5.753906 -7.398438 -5.339844 C -7.515625 -5.03125 -7.574219 -4.542969 -7.578125 -3.867188 L -7.578125 -2.0625 Z M -1.011719 -2.0625 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-10\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 -0.78125 L -6.222656 -0.78125 L -6.222656 -1.730469 L -5.28125 -1.730469 C -5.71875 -1.96875 -6.011719 -2.191406 -6.152344 -2.398438 C -6.292969 -2.601563 -6.363281 -2.828125 -6.363281 -3.078125 C -6.363281 -3.429688 -6.25 -3.792969 -6.023438 -4.160156 L -5.046875 -3.796875 C -5.195313 -3.539063 -5.273438 -3.28125 -5.273438 -3.023438 C -5.273438 -2.792969 -5.203125 -2.585938 -5.066406 -2.402344 C -4.925781 -2.21875 -4.734375 -2.085938 -4.488281 -2.011719 C -4.113281 -1.890625 -3.703125 -1.832031 -3.257813 -1.835938 L 0 -1.835938 Z M 0 -0.78125 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-11\">\n", | |
"<path style=\"stroke:none;\" d=\"M 2.398438 -0.742188 L 1.40625 -0.625 C 1.46875 -0.855469 1.5 -1.058594 1.5 -1.230469 C 1.5 -1.464844 1.460938 -1.652344 1.382813 -1.792969 C 1.304688 -1.933594 1.195313 -2.046875 1.054688 -2.140625 C 0.949219 -2.203125 0.6875 -2.3125 0.269531 -2.460938 C 0.210938 -2.480469 0.125 -2.511719 0.0117188 -2.554688 L -6.222656 -0.195313 L -6.222656 -1.332031 L -2.617188 -2.625 C -2.160156 -2.789063 -1.679688 -2.9375 -1.175781 -3.078125 C -1.65625 -3.195313 -2.128906 -3.339844 -2.59375 -3.507813 L -6.222656 -4.839844 L -6.222656 -5.894531 L 0.105469 -3.527344 C 0.789063 -3.273438 1.257813 -3.074219 1.519531 -2.9375 C 1.863281 -2.746094 2.117188 -2.53125 2.28125 -2.289063 C 2.4375 -2.042969 2.519531 -1.753906 2.523438 -1.421875 C 2.519531 -1.214844 2.476563 -0.988281 2.398438 -0.742188 Z M 2.398438 -0.742188 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-12\">\n", | |
"<path style=\"stroke:none;\" d=\"M -2.25 -0.5 L -2.34375 -1.605469 C -1.804688 -1.683594 -1.398438 -1.871094 -1.125 -2.175781 C -0.851563 -2.472656 -0.714844 -2.835938 -0.71875 -3.257813 C -0.714844 -3.765625 -0.90625 -4.195313 -1.292969 -4.546875 C -1.671875 -4.898438 -2.179688 -5.074219 -2.816406 -5.074219 C -3.414063 -5.074219 -3.890625 -4.902344 -4.242188 -4.566406 C -4.589844 -4.226563 -4.761719 -3.785156 -4.765625 -3.242188 C -4.761719 -2.898438 -4.683594 -2.59375 -4.53125 -2.320313 C -4.375 -2.046875 -4.175781 -1.832031 -3.929688 -1.675781 L -4.0625 -0.6875 L -8.472656 -1.519531 L -8.472656 -5.789063 L -7.464844 -5.789063 L -7.464844 -2.363281 L -5.15625 -1.898438 C -5.515625 -2.414063 -5.695313 -2.953125 -5.695313 -3.523438 C -5.695313 -4.269531 -5.433594 -4.902344 -4.914063 -5.421875 C -4.394531 -5.933594 -3.726563 -6.191406 -2.910156 -6.195313 C -2.132813 -6.191406 -1.460938 -5.964844 -0.894531 -5.515625 C -0.199219 -4.960938 0.144531 -4.210938 0.148438 -3.257813 C 0.144531 -2.476563 -0.0703125 -1.835938 -0.507813 -1.34375 C -0.941406 -0.847656 -1.523438 -0.566406 -2.25 -0.5 Z M -2.25 -0.5 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-13\">\n", | |
"<path style=\"stroke:none;\" d=\"M -1.011719 -6.039063 L 0 -6.039063 L 0 -0.363281 C -0.253906 -0.355469 -0.496094 -0.394531 -0.734375 -0.488281 C -1.117188 -0.628906 -1.5 -0.859375 -1.875 -1.179688 C -2.25 -1.496094 -2.683594 -1.957031 -3.175781 -2.5625 C -3.941406 -3.492188 -4.546875 -4.125 -4.992188 -4.453125 C -5.4375 -4.78125 -5.859375 -4.945313 -6.265625 -4.945313 C -6.679688 -4.945313 -7.03125 -4.792969 -7.320313 -4.496094 C -7.601563 -4.195313 -7.746094 -3.808594 -7.75 -3.328125 C -7.746094 -2.820313 -7.59375 -2.414063 -7.292969 -2.109375 C -6.984375 -1.804688 -6.5625 -1.648438 -6.03125 -1.648438 L -6.140625 -0.5625 C -6.945313 -0.636719 -7.558594 -0.914063 -7.988281 -1.402344 C -8.410156 -1.882813 -8.625 -2.535156 -8.625 -3.351563 C -8.625 -4.175781 -8.394531 -4.828125 -7.9375 -5.308594 C -7.480469 -5.789063 -6.914063 -6.027344 -6.242188 -6.03125 C -5.894531 -6.027344 -5.558594 -5.957031 -5.226563 -5.820313 C -4.890625 -5.675781 -4.539063 -5.441406 -4.175781 -5.117188 C -3.804688 -4.789063 -3.300781 -4.25 -2.664063 -3.492188 C -2.128906 -2.859375 -1.769531 -2.453125 -1.582031 -2.273438 C -1.394531 -2.09375 -1.203125 -1.945313 -1.011719 -1.828125 Z M -1.011719 -6.039063 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-14\">\n", | |
"<path style=\"stroke:none;\" d=\"M -2.757813 -0.539063 L -2.851563 -1.613281 C -2.421875 -1.660156 -2.070313 -1.777344 -1.796875 -1.964844 C -1.519531 -2.144531 -1.296875 -2.433594 -1.125 -2.828125 C -0.953125 -3.214844 -0.867188 -3.65625 -0.871094 -4.148438 C -0.867188 -4.578125 -0.929688 -4.960938 -1.0625 -5.296875 C -1.1875 -5.628906 -1.367188 -5.875 -1.59375 -6.039063 C -1.820313 -6.199219 -2.066406 -6.28125 -2.332031 -6.28125 C -2.597656 -6.28125 -2.832031 -6.203125 -3.035156 -6.046875 C -3.238281 -5.890625 -3.40625 -5.632813 -3.542969 -5.273438 C -3.632813 -5.042969 -3.773438 -4.53125 -3.964844 -3.746094 C -4.152344 -2.953125 -4.332031 -2.402344 -4.5 -2.085938 C -4.710938 -1.675781 -4.976563 -1.367188 -5.296875 -1.167969 C -5.617188 -0.964844 -5.972656 -0.867188 -6.367188 -0.867188 C -6.800781 -0.867188 -7.207031 -0.988281 -7.582031 -1.234375 C -7.957031 -1.480469 -8.242188 -1.839844 -8.441406 -2.3125 C -8.632813 -2.785156 -8.730469 -3.3125 -8.734375 -3.890625 C -8.730469 -4.527344 -8.628906 -5.085938 -8.425781 -5.574219 C -8.222656 -6.058594 -7.921875 -6.433594 -7.523438 -6.695313 C -7.125 -6.957031 -6.671875 -7.097656 -6.171875 -7.117188 L -6.085938 -6.03125 C -6.628906 -5.96875 -7.039063 -5.769531 -7.316406 -5.433594 C -7.59375 -5.09375 -7.734375 -4.597656 -7.734375 -3.9375 C -7.734375 -3.25 -7.605469 -2.746094 -7.355469 -2.433594 C -7.097656 -2.117188 -6.796875 -1.960938 -6.445313 -1.964844 C -6.136719 -1.960938 -5.882813 -2.074219 -5.683594 -2.296875 C -5.480469 -2.515625 -5.273438 -3.085938 -5.070313 -4.011719 C -4.859375 -4.933594 -4.679688 -5.566406 -4.523438 -5.914063 C -4.292969 -6.410156 -4 -6.78125 -3.648438 -7.019531 C -3.292969 -7.253906 -2.886719 -7.371094 -2.425781 -7.375 C -1.964844 -7.371094 -1.53125 -7.242188 -1.132813 -6.984375 C -0.726563 -6.722656 -0.414063 -6.34375 -0.1875 -5.855469 C 0.0351563 -5.363281 0.144531 -4.8125 0.148438 -4.203125 C 0.144531 -3.421875 0.0351563 -2.769531 -0.191406 -2.246094 C -0.414063 -1.71875 -0.753906 -1.308594 -1.214844 -1.011719 C -1.667969 -0.710938 -2.183594 -0.554688 -2.757813 -0.539063 Z M -2.757813 -0.539063 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-15\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 -0.925781 L -8.589844 -0.925781 L -8.589844 -4.167969 C -8.589844 -4.734375 -8.5625 -5.171875 -8.507813 -5.472656 C -8.4375 -5.894531 -8.300781 -6.246094 -8.105469 -6.53125 C -7.90625 -6.816406 -7.632813 -7.046875 -7.277344 -7.222656 C -6.917969 -7.394531 -6.527344 -7.480469 -6.105469 -7.484375 C -5.371094 -7.480469 -4.75 -7.25 -4.25 -6.785156 C -3.742188 -6.316406 -3.492188 -5.476563 -3.492188 -4.265625 L -3.492188 -2.0625 L 0 -2.0625 Z M -4.507813 -2.0625 L -4.507813 -4.28125 C -4.503906 -5.011719 -4.640625 -5.535156 -4.917969 -5.847656 C -5.1875 -6.15625 -5.574219 -6.308594 -6.070313 -6.3125 C -6.429688 -6.308594 -6.734375 -6.21875 -6.992188 -6.039063 C -7.242188 -5.855469 -7.414063 -5.617188 -7.5 -5.320313 C -7.550781 -5.128906 -7.574219 -4.773438 -7.578125 -4.261719 L -7.578125 -2.0625 Z M -4.507813 -2.0625 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-16\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 -3.34375 L -3.640625 -3.347656 L -8.589844 -0.0351563 L -8.589844 -1.417969 L -6 -3.113281 C -5.515625 -3.421875 -5.03125 -3.714844 -4.546875 -3.984375 C -4.992188 -4.242188 -5.496094 -4.554688 -6.0625 -4.921875 L -8.589844 -6.585938 L -8.589844 -7.910156 L -3.636719 -4.484375 L 0 -4.484375 Z M 0 -3.34375 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-17\">\n", | |
"<path style=\"stroke:none;\" d=\"M 1.238281 -2.988281 L 0.183594 -2.988281 C 0.113281 -2.457031 0 -2.027344 -0.171875 -1.699219 C -0.335938 -1.371094 -0.609375 -1.085938 -0.992188 -0.847656 C -1.367188 -0.605469 -1.832031 -0.464844 -2.382813 -0.429688 L -2.585938 -1.488281 C -2.015625 -1.566406 -1.601563 -1.710938 -1.335938 -1.921875 C -0.960938 -2.21875 -0.75 -2.574219 -0.707031 -2.988281 L -4.066406 -2.988281 C -4.144531 -2.554688 -4.3125 -2.109375 -4.570313 -1.660156 C -4.757813 -1.320313 -5.015625 -1.0625 -5.347656 -0.882813 C -5.679688 -0.699219 -6.058594 -0.609375 -6.480469 -0.609375 C -7.230469 -0.609375 -7.835938 -0.875 -8.304688 -1.40625 C -8.613281 -1.761719 -8.804688 -2.289063 -8.875 -2.988281 L -9.382813 -2.988281 L -9.382813 -3.609375 L -8.875 -3.609375 C -8.816406 -4.222656 -8.636719 -4.707031 -8.335938 -5.070313 C -7.953125 -5.527344 -7.429688 -5.804688 -6.761719 -5.898438 L -6.597656 -4.8125 C -7.011719 -4.746094 -7.328125 -4.617188 -7.550781 -4.421875 C -7.769531 -4.222656 -7.914063 -3.953125 -7.984375 -3.609375 L -4.945313 -3.609375 C -4.8125 -4.140625 -4.707031 -4.492188 -4.632813 -4.664063 C -4.488281 -4.992188 -4.3125 -5.257813 -4.105469 -5.464844 C -3.898438 -5.671875 -3.652344 -5.832031 -3.367188 -5.941406 C -3.082031 -6.050781 -2.773438 -6.105469 -2.441406 -6.109375 C -1.710938 -6.105469 -1.101563 -5.875 -0.613281 -5.414063 C -0.125 -4.949219 0.132813 -4.347656 0.171875 -3.609375 L 1.238281 -3.609375 Z M -8 -2.988281 C -7.933594 -2.578125 -7.769531 -2.253906 -7.507813 -2.019531 C -7.238281 -1.78125 -6.925781 -1.664063 -6.5625 -1.664063 C -6.203125 -1.664063 -5.902344 -1.761719 -5.660156 -1.964844 C -5.417969 -2.164063 -5.222656 -2.507813 -5.078125 -2.988281 Z M -0.707031 -3.609375 C -0.757813 -4.019531 -0.9375 -4.355469 -1.242188 -4.625 C -1.546875 -4.890625 -1.921875 -5.027344 -2.371094 -5.027344 C -2.75 -5.027344 -3.058594 -4.929688 -3.292969 -4.742188 C -3.527344 -4.550781 -3.734375 -4.175781 -3.921875 -3.609375 Z M -0.707031 -3.609375 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-18\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 -1.089844 L -1.203125 -1.089844 L -1.199219 -2.289063 L 0 -2.289063 Z M 0 -1.089844 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-19\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 0.015625 L -8.589844 -3.28125 L -8.589844 -4.507813 L 0 -8.023438 L 0 -6.726563 L -2.601563 -5.726563 L -2.601563 -2.132813 L 0 -1.1875 Z M -3.527344 -2.460938 L -3.527344 -5.375 L -5.90625 -4.476563 C -6.628906 -4.203125 -7.222656 -4 -7.6875 -3.867188 C -7.132813 -3.757813 -6.585938 -3.601563 -6.046875 -3.40625 Z M -3.527344 -2.460938 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-20\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 -4.828125 L -0.785156 -4.828125 C -0.167969 -4.429688 0.140625 -3.847656 0.140625 -3.085938 C 0.140625 -2.589844 0.00390625 -2.132813 -0.269531 -1.71875 C -0.542969 -1.296875 -0.921875 -0.976563 -1.414063 -0.75 C -1.898438 -0.523438 -2.464844 -0.410156 -3.105469 -0.410156 C -3.726563 -0.410156 -4.289063 -0.511719 -4.796875 -0.71875 C -5.300781 -0.925781 -5.6875 -1.238281 -5.957031 -1.652344 C -6.226563 -2.066406 -6.363281 -2.527344 -6.363281 -3.042969 C -6.363281 -3.414063 -6.28125 -3.75 -6.125 -4.042969 C -5.964844 -4.335938 -5.761719 -4.574219 -5.507813 -4.757813 L -8.589844 -4.757813 L -8.589844 -5.808594 L 0 -5.804688 Z M -3.105469 -1.496094 C -2.308594 -1.492188 -1.710938 -1.660156 -1.316406 -1.996094 C -0.921875 -2.328125 -0.726563 -2.726563 -0.726563 -3.1875 C -0.726563 -3.648438 -0.914063 -4.039063 -1.289063 -4.359375 C -1.664063 -4.679688 -2.238281 -4.839844 -3.015625 -4.84375 C -3.867188 -4.839844 -4.492188 -4.675781 -4.894531 -4.351563 C -5.289063 -4.023438 -5.488281 -3.621094 -5.492188 -3.140625 C -5.488281 -2.671875 -5.296875 -2.277344 -4.917969 -1.964844 C -4.53125 -1.648438 -3.929688 -1.492188 -3.105469 -1.496094 Z M -3.105469 -1.496094 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-21\">\n", | |
"<path style=\"stroke:none;\" d=\"M -7.367188 -0.785156 L -8.589844 -0.785156 L -8.589844 -1.839844 L -7.367188 -1.839844 Z M 2.414063 0.550781 L 1.515625 0.351563 C 1.570313 0.140625 1.597656 -0.0234375 1.601563 -0.144531 C 1.597656 -0.359375 1.527344 -0.519531 1.386719 -0.625 C 1.242188 -0.730469 0.886719 -0.785156 0.316406 -0.785156 L -6.222656 -0.785156 L -6.222656 -1.839844 L 0.339844 -1.839844 C 1.105469 -1.839844 1.636719 -1.738281 1.9375 -1.539063 C 2.324219 -1.285156 2.519531 -0.863281 2.523438 -0.273438 C 2.519531 0.0117188 2.484375 0.285156 2.414063 0.550781 Z M 2.414063 0.550781 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-22\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 -4.867188 L -0.914063 -4.867188 C -0.210938 -4.378906 0.140625 -3.722656 0.140625 -2.894531 C 0.140625 -2.527344 0.0703125 -2.183594 -0.0703125 -1.867188 C -0.210938 -1.546875 -0.386719 -1.308594 -0.597656 -1.15625 C -0.808594 -1 -1.070313 -0.894531 -1.382813 -0.832031 C -1.589844 -0.789063 -1.917969 -0.765625 -2.367188 -0.769531 L -6.222656 -0.769531 L -6.222656 -1.824219 L -2.773438 -1.824219 C -2.21875 -1.820313 -1.847656 -1.84375 -1.65625 -1.886719 C -1.378906 -1.949219 -1.160156 -2.089844 -1.003906 -2.308594 C -0.839844 -2.523438 -0.761719 -2.789063 -0.765625 -3.105469 C -0.761719 -3.417969 -0.84375 -3.714844 -1.007813 -3.996094 C -1.171875 -4.273438 -1.390625 -4.46875 -1.671875 -4.585938 C -1.945313 -4.699219 -2.351563 -4.757813 -2.886719 -4.757813 L -6.222656 -4.757813 L -6.222656 -5.8125 L 0 -5.8125 Z M 0 -4.867188 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-23\">\n", | |
"<path style=\"stroke:none;\" d=\"M -1.859375 -0.371094 L -2.023438 -1.414063 C -1.601563 -1.46875 -1.28125 -1.632813 -1.058594 -1.902344 C -0.835938 -2.167969 -0.726563 -2.542969 -0.726563 -3.023438 C -0.726563 -3.507813 -0.824219 -3.867188 -1.019531 -4.101563 C -1.214844 -4.335938 -1.445313 -4.453125 -1.714844 -4.453125 C -1.953125 -4.453125 -2.140625 -4.347656 -2.277344 -4.140625 C -2.367188 -3.996094 -2.488281 -3.636719 -2.636719 -3.0625 C -2.832031 -2.289063 -3 -1.753906 -3.144531 -1.457031 C -3.285156 -1.15625 -3.480469 -0.929688 -3.734375 -0.777344 C -3.984375 -0.621094 -4.265625 -0.542969 -4.570313 -0.546875 C -4.84375 -0.542969 -5.097656 -0.605469 -5.339844 -0.734375 C -5.574219 -0.859375 -5.773438 -1.035156 -5.929688 -1.253906 C -6.046875 -1.417969 -6.148438 -1.640625 -6.234375 -1.925781 C -6.320313 -2.207031 -6.363281 -2.511719 -6.363281 -2.835938 C -6.363281 -3.324219 -6.292969 -3.75 -6.152344 -4.121094 C -6.011719 -4.488281 -5.820313 -4.761719 -5.578125 -4.9375 C -5.335938 -5.113281 -5.015625 -5.234375 -4.617188 -5.304688 L -4.476563 -4.273438 C -4.796875 -4.222656 -5.046875 -4.085938 -5.226563 -3.863281 C -5.40625 -3.636719 -5.496094 -3.320313 -5.496094 -2.914063 C -5.496094 -2.425781 -5.414063 -2.082031 -5.253906 -1.875 C -5.09375 -1.667969 -4.90625 -1.5625 -4.695313 -1.566406 C -4.554688 -1.5625 -4.433594 -1.605469 -4.324219 -1.695313 C -4.210938 -1.777344 -4.117188 -1.914063 -4.042969 -2.097656 C -4.003906 -2.203125 -3.914063 -2.511719 -3.773438 -3.03125 C -3.570313 -3.773438 -3.40625 -4.292969 -3.28125 -4.589844 C -3.15625 -4.878906 -2.972656 -5.113281 -2.730469 -5.285156 C -2.488281 -5.453125 -2.1875 -5.535156 -1.828125 -5.539063 C -1.476563 -5.535156 -1.144531 -5.433594 -0.832031 -5.230469 C -0.519531 -5.023438 -0.277344 -4.726563 -0.113281 -4.339844 C 0.0585938 -3.953125 0.140625 -3.515625 0.140625 -3.03125 C 0.140625 -2.21875 -0.0273438 -1.601563 -0.363281 -1.179688 C -0.699219 -0.753906 -1.195313 -0.484375 -1.859375 -0.371094 Z M -1.859375 -0.371094 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-24\">\n", | |
"<path style=\"stroke:none;\" d=\"M -2.003906 -5.050781 L -1.867188 -6.140625 C -1.230469 -5.96875 -0.738281 -5.648438 -0.386719 -5.183594 C -0.0351563 -4.71875 0.140625 -4.125 0.140625 -3.40625 C 0.140625 -2.492188 -0.136719 -1.769531 -0.699219 -1.238281 C -1.253906 -0.703125 -2.042969 -0.4375 -3.058594 -0.441406 C -4.105469 -0.4375 -4.917969 -0.707031 -5.496094 -1.25 C -6.074219 -1.785156 -6.363281 -2.484375 -6.363281 -3.347656 C -6.363281 -4.175781 -6.078125 -4.855469 -5.511719 -5.382813 C -4.945313 -5.910156 -4.148438 -6.175781 -3.121094 -6.175781 C -3.054688 -6.175781 -2.960938 -6.171875 -2.839844 -6.171875 L -2.84375 -1.53125 C -2.15625 -1.566406 -1.632813 -1.761719 -1.269531 -2.109375 C -0.90625 -2.457031 -0.726563 -2.890625 -0.726563 -3.410156 C -0.726563 -3.796875 -0.828125 -4.125 -1.03125 -4.402344 C -1.234375 -4.671875 -1.558594 -4.890625 -2.003906 -5.050781 Z M -3.710938 -1.589844 L -3.707031 -5.0625 C -4.226563 -5.015625 -4.621094 -4.882813 -4.886719 -4.664063 C -5.292969 -4.328125 -5.496094 -3.890625 -5.496094 -3.359375 C -5.496094 -2.871094 -5.332031 -2.464844 -5.007813 -2.136719 C -4.683594 -1.804688 -4.25 -1.621094 -3.710938 -1.589844 Z M -3.710938 -1.589844 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-0\">\n", | |
"<path style=\"stroke:none;\" d=\"M 6.039063 -1.015625 L 6.039063 0 L 0.363281 0 C 0.355469 -0.253906 0.394531 -0.496094 0.484375 -0.734375 C 0.628906 -1.117188 0.859375 -1.5 1.179688 -1.875 C 1.492188 -2.25 1.953125 -2.683594 2.5625 -3.175781 C 3.492188 -3.941406 4.125 -4.546875 4.453125 -4.992188 C 4.78125 -5.4375 4.945313 -5.859375 4.945313 -6.265625 C 4.945313 -6.679688 4.792969 -7.03125 4.496094 -7.320313 C 4.191406 -7.601563 3.804688 -7.746094 3.328125 -7.75 C 2.820313 -7.746094 2.414063 -7.59375 2.109375 -7.292969 C 1.804688 -6.984375 1.648438 -6.5625 1.648438 -6.03125 L 0.5625 -6.140625 C 0.632813 -6.945313 0.910156 -7.558594 1.398438 -7.988281 C 1.878906 -8.410156 2.53125 -8.625 3.351563 -8.625 C 4.171875 -8.625 4.824219 -8.394531 5.308594 -7.9375 C 5.789063 -7.480469 6.027344 -6.914063 6.03125 -6.242188 C 6.027344 -5.894531 5.957031 -5.558594 5.820313 -5.226563 C 5.675781 -4.890625 5.441406 -4.539063 5.117188 -4.175781 C 4.789063 -3.804688 4.25 -3.300781 3.492188 -2.664063 C 2.859375 -2.128906 2.453125 -1.769531 2.273438 -1.582031 C 2.09375 -1.394531 1.945313 -1.203125 1.828125 -1.015625 Z M 6.039063 -1.015625 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-1\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.5 -4.234375 C 0.496094 -5.246094 0.601563 -6.0625 0.8125 -6.6875 C 1.019531 -7.304688 1.328125 -7.785156 1.742188 -8.121094 C 2.148438 -8.457031 2.667969 -8.625 3.296875 -8.625 C 3.757813 -8.625 4.164063 -8.53125 4.511719 -8.347656 C 4.855469 -8.160156 5.140625 -7.890625 5.371094 -7.542969 C 5.59375 -7.191406 5.773438 -6.765625 5.90625 -6.265625 C 6.035156 -5.761719 6.097656 -5.085938 6.101563 -4.234375 C 6.097656 -3.226563 5.996094 -2.414063 5.789063 -1.796875 C 5.578125 -1.175781 5.265625 -0.695313 4.859375 -0.359375 C 4.445313 -0.0195313 3.925781 0.144531 3.296875 0.148438 C 2.464844 0.144531 1.816406 -0.148438 1.347656 -0.742188 C 0.78125 -1.457031 0.496094 -2.621094 0.5 -4.234375 Z M 1.582031 -4.234375 C 1.582031 -2.824219 1.746094 -1.886719 2.074219 -1.417969 C 2.402344 -0.949219 2.808594 -0.714844 3.296875 -0.71875 C 3.777344 -0.714844 4.183594 -0.949219 4.519531 -1.421875 C 4.847656 -1.886719 5.015625 -2.824219 5.015625 -4.234375 C 5.015625 -5.648438 4.847656 -6.589844 4.519531 -7.054688 C 4.183594 -7.515625 3.773438 -7.746094 3.289063 -7.75 C 2.800781 -7.746094 2.414063 -7.542969 2.125 -7.136719 C 1.761719 -6.613281 1.582031 -5.644531 1.582031 -4.234375 Z M 1.582031 -4.234375 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-2\">\n", | |
"<path style=\"stroke:none;\" d=\"M 2.121094 -4.65625 C 1.683594 -4.816406 1.359375 -5.046875 1.148438 -5.34375 C 0.9375 -5.640625 0.832031 -5.996094 0.832031 -6.410156 C 0.832031 -7.035156 1.054688 -7.558594 1.503906 -7.984375 C 1.953125 -8.410156 2.550781 -8.625 3.296875 -8.625 C 4.042969 -8.625 4.648438 -8.40625 5.109375 -7.972656 C 5.566406 -7.535156 5.792969 -7.003906 5.796875 -6.382813 C 5.792969 -5.976563 5.6875 -5.628906 5.480469 -5.339844 C 5.269531 -5.042969 4.953125 -4.816406 4.53125 -4.65625 C 5.054688 -4.480469 5.457031 -4.203125 5.734375 -3.824219 C 6.007813 -3.4375 6.144531 -2.980469 6.148438 -2.453125 C 6.144531 -1.714844 5.886719 -1.097656 5.367188 -0.601563 C 4.84375 -0.101563 4.160156 0.144531 3.316406 0.148438 C 2.46875 0.144531 1.785156 -0.101563 1.265625 -0.605469 C 0.742188 -1.105469 0.480469 -1.734375 0.484375 -2.484375 C 0.480469 -3.039063 0.621094 -3.503906 0.910156 -3.886719 C 1.191406 -4.261719 1.597656 -4.519531 2.121094 -4.65625 Z M 1.910156 -6.445313 C 1.910156 -6.039063 2.039063 -5.707031 2.300781 -5.449219 C 2.5625 -5.191406 2.902344 -5.0625 3.320313 -5.0625 C 3.722656 -5.0625 4.054688 -5.1875 4.320313 -5.445313 C 4.578125 -5.695313 4.710938 -6.011719 4.710938 -6.386719 C 4.710938 -6.773438 4.574219 -7.097656 4.308594 -7.363281 C 4.035156 -7.625 3.703125 -7.757813 3.3125 -7.757813 C 2.90625 -7.757813 2.574219 -7.628906 2.308594 -7.371094 C 2.042969 -7.113281 1.910156 -6.804688 1.910156 -6.445313 Z M 1.570313 -2.476563 C 1.570313 -2.175781 1.640625 -1.886719 1.785156 -1.605469 C 1.925781 -1.324219 2.136719 -1.105469 2.421875 -0.949219 C 2.699219 -0.792969 3.003906 -0.714844 3.328125 -0.71875 C 3.832031 -0.714844 4.246094 -0.878906 4.578125 -1.207031 C 4.902344 -1.53125 5.066406 -1.941406 5.070313 -2.445313 C 5.066406 -2.945313 4.898438 -3.367188 4.5625 -3.703125 C 4.222656 -4.035156 3.800781 -4.199219 3.292969 -4.203125 C 2.792969 -4.199219 2.378906 -4.035156 2.058594 -3.710938 C 1.730469 -3.378906 1.570313 -2.96875 1.570313 -2.476563 Z M 1.570313 -2.476563 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-3\">\n", | |
"<path style=\"stroke:none;\" d=\"M 4.46875 0 L 3.414063 0 L 3.414063 -6.71875 C 3.160156 -6.476563 2.828125 -6.234375 2.414063 -5.996094 C 2 -5.75 1.628906 -5.570313 1.304688 -5.449219 L 1.304688 -6.46875 C 1.894531 -6.742188 2.410156 -7.078125 2.851563 -7.476563 C 3.292969 -7.871094 3.605469 -8.253906 3.789063 -8.625 L 4.46875 -8.625 Z M 4.46875 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-4\">\n", | |
"<path style=\"stroke:none;\" d=\"M 3.878906 0 L 3.878906 -2.054688 L 0.152344 -2.054688 L 0.152344 -3.023438 L 4.070313 -8.589844 L 4.933594 -8.589844 L 4.933594 -3.023438 L 6.09375 -3.023438 L 6.09375 -2.054688 L 4.933594 -2.054688 L 4.933594 0 Z M 3.878906 -3.023438 L 3.878906 -6.898438 L 1.1875 -3.023438 Z M 3.878906 -3.023438 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-5\">\n", | |
"<path style=\"stroke:none;\" d=\"M 5.96875 -6.484375 L 4.921875 -6.40625 C 4.828125 -6.8125 4.695313 -7.113281 4.523438 -7.304688 C 4.234375 -7.605469 3.882813 -7.757813 3.46875 -7.757813 C 3.132813 -7.757813 2.835938 -7.664063 2.585938 -7.476563 C 2.25 -7.234375 1.988281 -6.878906 1.796875 -6.414063 C 1.605469 -5.949219 1.507813 -5.289063 1.5 -4.429688 C 1.753906 -4.8125 2.0625 -5.097656 2.433594 -5.289063 C 2.796875 -5.472656 3.183594 -5.566406 3.585938 -5.570313 C 4.289063 -5.566406 4.886719 -5.308594 5.382813 -4.792969 C 5.875 -4.277344 6.121094 -3.609375 6.125 -2.789063 C 6.121094 -2.25 6.003906 -1.746094 5.773438 -1.285156 C 5.539063 -0.820313 5.222656 -0.46875 4.816406 -0.222656 C 4.410156 0.0234375 3.949219 0.144531 3.433594 0.148438 C 2.554688 0.144531 1.835938 -0.175781 1.285156 -0.820313 C 0.726563 -1.46875 0.449219 -2.535156 0.453125 -4.019531 C 0.449219 -5.675781 0.757813 -6.882813 1.371094 -7.640625 C 1.902344 -8.296875 2.621094 -8.625 3.53125 -8.625 C 4.207031 -8.625 4.761719 -8.433594 5.195313 -8.054688 C 5.625 -7.675781 5.882813 -7.152344 5.96875 -6.484375 Z M 1.664063 -2.78125 C 1.664063 -2.417969 1.738281 -2.070313 1.894531 -1.738281 C 2.042969 -1.40625 2.261719 -1.152344 2.542969 -0.980469 C 2.820313 -0.800781 3.109375 -0.714844 3.414063 -0.71875 C 3.859375 -0.714844 4.242188 -0.894531 4.566406 -1.257813 C 4.882813 -1.613281 5.042969 -2.101563 5.046875 -2.726563 C 5.042969 -3.316406 4.886719 -3.785156 4.570313 -4.128906 C 4.25 -4.46875 3.851563 -4.640625 3.375 -4.640625 C 2.898438 -4.640625 2.492188 -4.46875 2.160156 -4.128906 C 1.828125 -3.785156 1.664063 -3.335938 1.664063 -2.78125 Z M 1.664063 -2.78125 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-6\">\n", | |
"<path style=\"stroke:none;\" d=\"M 1.117188 0 L 1.117188 -8.589844 L 2.257813 -8.589844 L 2.257813 0 Z M 1.117188 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-7\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.789063 0 L 0.789063 -6.222656 L 1.742188 -6.222656 L 1.742188 -5.335938 C 2.195313 -6.019531 2.855469 -6.363281 3.71875 -6.363281 C 4.089844 -6.363281 4.433594 -6.292969 4.753906 -6.160156 C 5.066406 -6.023438 5.304688 -5.847656 5.460938 -5.632813 C 5.617188 -5.410156 5.726563 -5.152344 5.789063 -4.851563 C 5.828125 -4.65625 5.847656 -4.3125 5.847656 -3.828125 L 5.847656 0 L 4.792969 0 L 4.792969 -3.785156 C 4.792969 -4.214844 4.75 -4.535156 4.667969 -4.75 C 4.585938 -4.960938 4.441406 -5.128906 4.234375 -5.257813 C 4.023438 -5.382813 3.777344 -5.449219 3.5 -5.449219 C 3.046875 -5.449219 2.660156 -5.304688 2.332031 -5.019531 C 2.003906 -4.734375 1.839844 -4.195313 1.84375 -3.398438 L 1.84375 0 Z M 0.789063 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-8\">\n", | |
"<path style=\"stroke:none;\" d=\"M 4.828125 0 L 4.828125 -0.785156 C 4.429688 -0.167969 3.847656 0.140625 3.085938 0.140625 C 2.589844 0.140625 2.132813 0.00390625 1.71875 -0.269531 C 1.296875 -0.542969 0.976563 -0.921875 0.75 -1.414063 C 0.523438 -1.898438 0.410156 -2.464844 0.410156 -3.105469 C 0.410156 -3.726563 0.511719 -4.289063 0.71875 -4.796875 C 0.925781 -5.300781 1.238281 -5.6875 1.652344 -5.957031 C 2.066406 -6.226563 2.527344 -6.363281 3.039063 -6.363281 C 3.410156 -6.363281 3.746094 -6.28125 4.042969 -6.125 C 4.335938 -5.964844 4.574219 -5.761719 4.757813 -5.507813 L 4.757813 -8.589844 L 5.804688 -8.589844 L 5.804688 0 Z M 1.492188 -3.105469 C 1.488281 -2.308594 1.65625 -1.710938 1.996094 -1.316406 C 2.328125 -0.921875 2.726563 -0.726563 3.1875 -0.726563 C 3.648438 -0.726563 4.039063 -0.914063 4.359375 -1.292969 C 4.679688 -1.667969 4.839844 -2.242188 4.84375 -3.015625 C 4.839844 -3.867188 4.675781 -4.492188 4.351563 -4.894531 C 4.019531 -5.289063 3.617188 -5.488281 3.140625 -5.492188 C 2.671875 -5.488281 2.277344 -5.296875 1.964844 -4.917969 C 1.644531 -4.53125 1.488281 -3.929688 1.492188 -3.105469 Z M 1.492188 -3.105469 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-9\">\n", | |
"<path style=\"stroke:none;\" d=\"M 5.050781 -2.003906 L 6.140625 -1.867188 C 5.96875 -1.230469 5.648438 -0.738281 5.183594 -0.386719 C 4.71875 -0.0351563 4.125 0.140625 3.40625 0.140625 C 2.492188 0.140625 1.769531 -0.136719 1.238281 -0.699219 C 0.699219 -1.253906 0.433594 -2.042969 0.4375 -3.058594 C 0.433594 -4.105469 0.703125 -4.917969 1.246094 -5.496094 C 1.78125 -6.074219 2.480469 -6.363281 3.34375 -6.363281 C 4.175781 -6.363281 4.855469 -6.078125 5.382813 -5.511719 C 5.910156 -4.945313 6.175781 -4.148438 6.175781 -3.125 C 6.175781 -3.058594 6.171875 -2.964844 6.171875 -2.84375 L 1.53125 -2.84375 C 1.5625 -2.15625 1.757813 -1.632813 2.109375 -1.269531 C 2.457031 -0.90625 2.890625 -0.726563 3.410156 -0.726563 C 3.796875 -0.726563 4.125 -0.828125 4.402344 -1.03125 C 4.671875 -1.234375 4.890625 -1.558594 5.050781 -2.003906 Z M 1.585938 -3.710938 L 5.0625 -3.710938 C 5.015625 -4.226563 4.882813 -4.621094 4.664063 -4.886719 C 4.328125 -5.292969 3.890625 -5.496094 3.359375 -5.496094 C 2.871094 -5.496094 2.464844 -5.332031 2.136719 -5.007813 C 1.804688 -4.683594 1.621094 -4.25 1.585938 -3.710938 Z M 1.585938 -3.710938 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-10\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.0859375 0 L 2.359375 -3.234375 L 0.257813 -6.222656 L 1.578125 -6.222656 L 2.53125 -4.765625 C 2.710938 -4.484375 2.855469 -4.253906 2.964844 -4.066406 C 3.136719 -4.324219 3.292969 -4.550781 3.4375 -4.75 L 4.488281 -6.222656 L 5.75 -6.222656 L 3.597656 -3.292969 L 5.914063 0 L 4.617188 0 L 3.339844 -1.933594 L 3 -2.453125 L 1.367188 0 Z M 0.0859375 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-0\">\n", | |
"<path style=\"stroke:none;\" d=\"M 1.054688 -10.308594 L 5.175781 -10.308594 C 5.988281 -10.304688 6.597656 -10.273438 7 -10.207031 C 7.398438 -10.136719 7.757813 -9.992188 8.074219 -9.78125 C 8.390625 -9.5625 8.652344 -9.277344 8.867188 -8.917969 C 9.074219 -8.558594 9.179688 -8.15625 9.183594 -7.714844 C 9.179688 -7.226563 9.050781 -6.78125 8.792969 -6.382813 C 8.53125 -5.976563 8.179688 -5.675781 7.734375 -5.476563 C 8.359375 -5.292969 8.839844 -4.980469 9.179688 -4.542969 C 9.515625 -4.097656 9.683594 -3.582031 9.6875 -2.988281 C 9.683594 -2.519531 9.574219 -2.0625 9.359375 -1.621094 C 9.140625 -1.175781 8.84375 -0.820313 8.46875 -0.558594 C 8.085938 -0.289063 7.621094 -0.128906 7.074219 -0.0703125 C 6.722656 -0.03125 5.886719 -0.0078125 4.5625 0 L 1.054688 0 Z M 3.136719 -8.59375 L 3.136719 -6.207031 L 4.5 -6.207031 C 5.308594 -6.203125 5.8125 -6.214844 6.011719 -6.242188 C 6.367188 -6.28125 6.644531 -6.40625 6.851563 -6.613281 C 7.050781 -6.8125 7.152344 -7.082031 7.15625 -7.417969 C 7.152344 -7.734375 7.066406 -7.992188 6.890625 -8.191406 C 6.714844 -8.390625 6.453125 -8.511719 6.109375 -8.558594 C 5.902344 -8.578125 5.308594 -8.589844 4.332031 -8.59375 Z M 3.136719 -4.492188 L 3.136719 -1.738281 L 5.0625 -1.738281 C 5.8125 -1.734375 6.285156 -1.753906 6.488281 -1.800781 C 6.792969 -1.851563 7.046875 -1.988281 7.246094 -2.210938 C 7.4375 -2.425781 7.535156 -2.71875 7.539063 -3.085938 C 7.535156 -3.394531 7.460938 -3.65625 7.3125 -3.875 C 7.160156 -4.085938 6.941406 -4.242188 6.660156 -4.34375 C 6.375 -4.4375 5.761719 -4.488281 4.816406 -4.492188 Z M 3.136719 -4.492188 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-1\">\n", | |
"<path style=\"stroke:none;\" d=\"M 2.511719 -5.1875 L 0.71875 -5.511719 C 0.917969 -6.230469 1.265625 -6.765625 1.757813 -7.113281 C 2.25 -7.460938 2.980469 -7.632813 3.953125 -7.636719 C 4.832031 -7.632813 5.488281 -7.53125 5.917969 -7.324219 C 6.347656 -7.113281 6.648438 -6.847656 6.828125 -6.527344 C 7 -6.207031 7.089844 -5.617188 7.09375 -4.761719 L 7.074219 -2.453125 C 7.070313 -1.792969 7.101563 -1.308594 7.167969 -1 C 7.226563 -0.6875 7.347656 -0.355469 7.523438 0 L 5.570313 0 C 5.515625 -0.128906 5.453125 -0.320313 5.378906 -0.582031 C 5.34375 -0.695313 5.320313 -0.773438 5.308594 -0.816406 C 4.96875 -0.484375 4.605469 -0.238281 4.222656 -0.078125 C 3.835938 0.0859375 3.425781 0.164063 2.996094 0.167969 C 2.222656 0.164063 1.617188 -0.0429688 1.175781 -0.457031 C 0.730469 -0.871094 0.507813 -1.398438 0.511719 -2.039063 C 0.507813 -2.460938 0.609375 -2.835938 0.8125 -3.167969 C 1.011719 -3.496094 1.292969 -3.75 1.660156 -3.925781 C 2.019531 -4.101563 2.546875 -4.253906 3.234375 -4.386719 C 4.15625 -4.558594 4.792969 -4.71875 5.152344 -4.871094 L 5.152344 -5.070313 C 5.148438 -5.445313 5.054688 -5.71875 4.871094 -5.882813 C 4.679688 -6.042969 4.328125 -6.121094 3.8125 -6.125 C 3.457031 -6.121094 3.183594 -6.054688 2.988281 -5.917969 C 2.789063 -5.777344 2.628906 -5.53125 2.511719 -5.1875 Z M 5.152344 -3.585938 C 4.894531 -3.5 4.496094 -3.398438 3.949219 -3.285156 C 3.402344 -3.164063 3.042969 -3.046875 2.875 -2.9375 C 2.613281 -2.75 2.484375 -2.519531 2.488281 -2.242188 C 2.484375 -1.964844 2.585938 -1.726563 2.796875 -1.523438 C 3 -1.320313 3.265625 -1.21875 3.585938 -1.222656 C 3.941406 -1.21875 4.28125 -1.335938 4.605469 -1.574219 C 4.84375 -1.75 5 -1.96875 5.078125 -2.230469 C 5.125 -2.394531 5.148438 -2.714844 5.152344 -3.191406 Z M 5.152344 -3.585938 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-2\">\n", | |
"<path style=\"stroke:none;\" d=\"M 1.035156 0 L 1.035156 -10.308594 L 3.007813 -10.308594 L 3.007813 0 Z M 1.035156 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-3\">\n", | |
"<path style=\"stroke:none;\" d=\"M 4.457031 -7.46875 L 4.457031 -5.890625 L 3.109375 -5.890625 L 3.109375 -2.882813 C 3.105469 -2.273438 3.117188 -1.917969 3.144531 -1.816406 C 3.167969 -1.714844 3.226563 -1.628906 3.320313 -1.566406 C 3.410156 -1.496094 3.523438 -1.464844 3.65625 -1.46875 C 3.835938 -1.464844 4.097656 -1.527344 4.449219 -1.660156 L 4.621094 -0.125 C 4.15625 0.0703125 3.636719 0.164063 3.058594 0.167969 C 2.699219 0.164063 2.375 0.105469 2.09375 -0.0117188 C 1.804688 -0.128906 1.597656 -0.28125 1.464844 -0.472656 C 1.332031 -0.660156 1.238281 -0.917969 1.1875 -1.246094 C 1.144531 -1.472656 1.125 -1.9375 1.125 -2.636719 L 1.125 -5.890625 L 0.21875 -5.890625 L 0.21875 -7.46875 L 1.125 -7.46875 L 1.125 -8.949219 L 3.109375 -10.105469 L 3.109375 -7.46875 Z M 4.457031 -7.46875 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-4\">\n", | |
"<path style=\"stroke:none;\" d=\"M 1.035156 -8.480469 L 1.035156 -10.308594 L 3.007813 -10.308594 L 3.007813 -8.480469 Z M 1.035156 0 L 1.035156 -7.46875 L 3.007813 -7.46875 L 3.007813 0 Z M 1.035156 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-5\">\n", | |
"<path style=\"stroke:none;\" d=\"M 7.542969 -5.257813 L 5.597656 -4.90625 C 5.527344 -5.292969 5.378906 -5.585938 5.148438 -5.785156 C 4.914063 -5.980469 4.613281 -6.082031 4.246094 -6.082031 C 3.75 -6.082031 3.355469 -5.910156 3.066406 -5.570313 C 2.769531 -5.230469 2.625 -4.664063 2.628906 -3.867188 C 2.625 -2.980469 2.773438 -2.351563 3.074219 -1.988281 C 3.371094 -1.621094 3.769531 -1.441406 4.273438 -1.441406 C 4.644531 -1.441406 4.953125 -1.546875 5.195313 -1.761719 C 5.433594 -1.972656 5.601563 -2.339844 5.703125 -2.863281 L 7.644531 -2.53125 C 7.4375 -1.640625 7.050781 -0.964844 6.480469 -0.511719 C 5.910156 -0.0585938 5.144531 0.164063 4.183594 0.167969 C 3.089844 0.164063 2.21875 -0.175781 1.570313 -0.863281 C 0.921875 -1.550781 0.597656 -2.507813 0.597656 -3.726563 C 0.597656 -4.957031 0.921875 -5.914063 1.574219 -6.605469 C 2.222656 -7.289063 3.105469 -7.632813 4.21875 -7.636719 C 5.125 -7.632813 5.847656 -7.4375 6.386719 -7.046875 C 6.921875 -6.652344 7.304688 -6.054688 7.542969 -5.257813 Z M 7.542969 -5.257813 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-6\">\n", | |
"<path style=\"stroke:none;\" d=\"\"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-7\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.984375 0 L 0.984375 -10.308594 L 3.066406 -10.308594 L 3.066406 0 Z M 0.984375 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-8\">\n", | |
"<path style=\"stroke:none;\" d=\"M 7.824219 0 L 5.851563 0 L 5.851563 -3.8125 C 5.847656 -4.613281 5.804688 -5.132813 5.722656 -5.375 C 5.636719 -5.609375 5.5 -5.792969 5.3125 -5.925781 C 5.121094 -6.054688 4.890625 -6.121094 4.625 -6.125 C 4.28125 -6.121094 3.976563 -6.027344 3.703125 -5.84375 C 3.429688 -5.652344 3.242188 -5.40625 3.144531 -5.097656 C 3.042969 -4.785156 2.992188 -4.210938 2.996094 -3.382813 L 2.996094 0 L 1.019531 0 L 1.019531 -7.46875 L 2.855469 -7.46875 L 2.855469 -6.371094 C 3.503906 -7.210938 4.324219 -7.632813 5.316406 -7.636719 C 5.746094 -7.632813 6.144531 -7.554688 6.507813 -7.398438 C 6.867188 -7.238281 7.140625 -7.039063 7.328125 -6.796875 C 7.511719 -6.554688 7.640625 -6.277344 7.714844 -5.96875 C 7.785156 -5.65625 7.820313 -5.214844 7.824219 -4.640625 Z M 7.824219 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-9\">\n", | |
"<path style=\"stroke:none;\" d=\"M 7.882813 0 L 6.046875 0 L 6.046875 -1.097656 C 5.742188 -0.667969 5.378906 -0.351563 4.964844 -0.144531 C 4.546875 0.0625 4.128906 0.164063 3.710938 0.167969 C 2.851563 0.164063 2.117188 -0.179688 1.507813 -0.867188 C 0.890625 -1.558594 0.585938 -2.523438 0.589844 -3.761719 C 0.585938 -5.027344 0.882813 -5.988281 1.480469 -6.648438 C 2.074219 -7.304688 2.828125 -7.632813 3.742188 -7.636719 C 4.574219 -7.632813 5.296875 -7.285156 5.90625 -6.59375 L 5.90625 -10.308594 L 7.882813 -10.308594 Z M 2.609375 -3.894531 C 2.605469 -3.09375 2.714844 -2.515625 2.9375 -2.164063 C 3.253906 -1.644531 3.699219 -1.386719 4.273438 -1.390625 C 4.726563 -1.386719 5.113281 -1.582031 5.433594 -1.96875 C 5.75 -2.355469 5.910156 -2.933594 5.914063 -3.707031 C 5.910156 -4.5625 5.757813 -5.179688 5.449219 -5.558594 C 5.136719 -5.933594 4.738281 -6.121094 4.261719 -6.125 C 3.789063 -6.121094 3.398438 -5.9375 3.082031 -5.566406 C 2.765625 -5.191406 2.605469 -4.632813 2.609375 -3.894531 Z M 2.609375 -3.894531 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-10\">\n", | |
"<path style=\"stroke:none;\" d=\"M 5.359375 -2.375 L 7.328125 -2.046875 C 7.070313 -1.320313 6.667969 -0.773438 6.125 -0.398438 C 5.578125 -0.0234375 4.898438 0.164063 4.078125 0.167969 C 2.777344 0.164063 1.816406 -0.257813 1.195313 -1.105469 C 0.703125 -1.78125 0.457031 -2.636719 0.457031 -3.675781 C 0.457031 -4.910156 0.777344 -5.882813 1.425781 -6.585938 C 2.070313 -7.285156 2.890625 -7.632813 3.882813 -7.636719 C 4.988281 -7.632813 5.863281 -7.265625 6.507813 -6.535156 C 7.148438 -5.796875 7.457031 -4.675781 7.433594 -3.164063 L 2.480469 -3.164063 C 2.492188 -2.578125 2.652344 -2.121094 2.960938 -1.796875 C 3.261719 -1.46875 3.640625 -1.304688 4.097656 -1.308594 C 4.402344 -1.304688 4.664063 -1.390625 4.878906 -1.558594 C 5.085938 -1.726563 5.246094 -1.996094 5.359375 -2.375 Z M 5.46875 -4.375 C 5.453125 -4.941406 5.308594 -5.375 5.027344 -5.675781 C 4.746094 -5.972656 4.402344 -6.121094 4 -6.125 C 3.566406 -6.121094 3.210938 -5.964844 2.933594 -5.652344 C 2.648438 -5.335938 2.507813 -4.910156 2.515625 -4.375 Z M 5.46875 -4.375 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-11\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.0859375 0 L 2.777344 -3.847656 L 0.195313 -7.46875 L 2.609375 -7.46875 L 3.929688 -5.414063 L 5.324219 -7.46875 L 7.644531 -7.46875 L 5.113281 -3.929688 L 7.875 0 L 5.449219 0 L 3.929688 -2.3125 L 2.398438 0 Z M 0.0859375 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-12\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.519531 -3.355469 L 2.546875 -3.550781 C 2.664063 -2.871094 2.910156 -2.371094 3.285156 -2.050781 C 3.65625 -1.730469 4.160156 -1.570313 4.796875 -1.574219 C 5.464844 -1.570313 5.96875 -1.710938 6.308594 -2 C 6.648438 -2.28125 6.820313 -2.613281 6.820313 -2.996094 C 6.820313 -3.234375 6.746094 -3.441406 6.605469 -3.617188 C 6.457031 -3.785156 6.207031 -3.933594 5.855469 -4.0625 C 5.609375 -4.144531 5.054688 -4.296875 4.191406 -4.515625 C 3.070313 -4.789063 2.289063 -5.128906 1.84375 -5.535156 C 1.207031 -6.097656 0.890625 -6.789063 0.894531 -7.609375 C 0.890625 -8.128906 1.039063 -8.617188 1.339844 -9.078125 C 1.632813 -9.53125 2.0625 -9.882813 2.625 -10.125 C 3.183594 -10.363281 3.859375 -10.480469 4.65625 -10.484375 C 5.945313 -10.480469 6.917969 -10.199219 7.574219 -9.632813 C 8.226563 -9.0625 8.570313 -8.304688 8.605469 -7.363281 L 6.523438 -7.269531 C 6.429688 -7.796875 6.238281 -8.179688 5.949219 -8.414063 C 5.652344 -8.644531 5.214844 -8.757813 4.632813 -8.761719 C 4.027344 -8.757813 3.554688 -8.632813 3.214844 -8.386719 C 2.992188 -8.222656 2.882813 -8.011719 2.882813 -7.75 C 2.882813 -7.503906 2.984375 -7.292969 3.191406 -7.121094 C 3.453125 -6.898438 4.089844 -6.671875 5.105469 -6.433594 C 6.113281 -6.191406 6.863281 -5.941406 7.351563 -5.691406 C 7.832031 -5.433594 8.210938 -5.085938 8.488281 -4.644531 C 8.761719 -4.199219 8.898438 -3.652344 8.902344 -3.003906 C 8.898438 -2.410156 8.734375 -1.855469 8.410156 -1.34375 C 8.078125 -0.824219 7.613281 -0.441406 7.015625 -0.191406 C 6.414063 0.0585938 5.667969 0.179688 4.773438 0.183594 C 3.46875 0.179688 2.46875 -0.117188 1.769531 -0.71875 C 1.070313 -1.320313 0.652344 -2.199219 0.519531 -3.355469 Z M 0.519531 -3.355469 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-13\">\n", | |
"<path style=\"stroke:none;\" d=\"M 1.046875 0 L 1.046875 -10.308594 L 4.386719 -10.308594 C 5.648438 -10.304688 6.472656 -10.253906 6.863281 -10.152344 C 7.449219 -9.996094 7.945313 -9.660156 8.347656 -9.144531 C 8.742188 -8.625 8.941406 -7.957031 8.945313 -7.136719 C 8.941406 -6.503906 8.824219 -5.96875 8.597656 -5.539063 C 8.363281 -5.105469 8.074219 -4.769531 7.722656 -4.523438 C 7.367188 -4.277344 7.007813 -4.113281 6.644531 -4.035156 C 6.144531 -3.933594 5.421875 -3.882813 4.484375 -3.886719 L 3.128906 -3.886719 L 3.128906 0 Z M 3.128906 -8.5625 L 3.128906 -5.640625 L 4.269531 -5.640625 C 5.085938 -5.636719 5.632813 -5.691406 5.914063 -5.800781 C 6.1875 -5.90625 6.40625 -6.074219 6.5625 -6.304688 C 6.71875 -6.535156 6.796875 -6.800781 6.800781 -7.109375 C 6.796875 -7.480469 6.6875 -7.789063 6.46875 -8.035156 C 6.246094 -8.277344 5.964844 -8.429688 5.632813 -8.492188 C 5.378906 -8.535156 4.878906 -8.558594 4.132813 -8.5625 Z M 3.128906 -8.5625 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-14\">\n", | |
"<path style=\"stroke:none;\" d=\"M 3.753906 0 L 3.753906 -4.339844 L -0.0195313 -10.308594 L 2.417969 -10.308594 L 4.84375 -6.230469 L 7.222656 -10.308594 L 9.617188 -10.308594 L 5.828125 -4.324219 L 5.828125 0 Z M 3.753906 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-15\">\n", | |
"<path style=\"stroke:none;\" d=\"M 4.308594 3.03125 L 2.953125 3.03125 C 2.234375 1.945313 1.6875 0.824219 1.316406 -0.34375 C 0.9375 -1.507813 0.75 -2.636719 0.753906 -3.734375 C 0.75 -5.085938 0.980469 -6.367188 1.449219 -7.578125 C 1.847656 -8.625 2.359375 -9.59375 2.980469 -10.484375 L 4.332031 -10.484375 C 3.683594 -9.058594 3.242188 -7.851563 3.003906 -6.855469 C 2.761719 -5.859375 2.640625 -4.804688 2.644531 -3.691406 C 2.640625 -2.921875 2.714844 -2.132813 2.859375 -1.328125 C 3 -0.519531 3.195313 0.242188 3.445313 0.96875 C 3.609375 1.445313 3.894531 2.132813 4.308594 3.03125 Z M 4.308594 3.03125 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-16\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.640625 -2.652344 L 2.609375 -2.855469 C 2.660156 -2.40625 2.828125 -2.054688 3.105469 -1.796875 C 3.382813 -1.535156 3.699219 -1.40625 4.0625 -1.40625 C 4.472656 -1.40625 4.824219 -1.570313 5.109375 -1.90625 C 5.394531 -2.238281 5.535156 -2.746094 5.539063 -3.425781 C 5.535156 -4.054688 5.394531 -4.527344 5.113281 -4.847656 C 4.828125 -5.160156 4.460938 -5.320313 4.007813 -5.324219 C 3.4375 -5.320313 2.925781 -5.070313 2.480469 -4.570313 L 0.878906 -4.800781 L 1.890625 -10.167969 L 7.117188 -10.167969 L 7.117188 -8.316406 L 3.390625 -8.316406 L 3.078125 -6.566406 C 3.515625 -6.785156 3.96875 -6.894531 4.429688 -6.898438 C 5.304688 -6.894531 6.046875 -6.578125 6.660156 -5.941406 C 7.265625 -5.300781 7.570313 -4.472656 7.574219 -3.460938 C 7.570313 -2.609375 7.324219 -1.851563 6.835938 -1.1875 C 6.160156 -0.277344 5.230469 0.175781 4.042969 0.175781 C 3.089844 0.175781 2.3125 -0.078125 1.714844 -0.589844 C 1.113281 -1.097656 0.753906 -1.785156 0.640625 -2.652344 Z M 0.640625 -2.652344 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-17\">\n", | |
"<path style=\"stroke:none;\" d=\"M 3.953125 -10.351563 C 4.949219 -10.347656 5.730469 -9.992188 6.292969 -9.28125 C 6.960938 -8.4375 7.292969 -7.035156 7.296875 -5.082031 C 7.292969 -3.128906 6.957031 -1.730469 6.285156 -0.878906 C 5.726563 -0.175781 4.949219 0.175781 3.953125 0.175781 C 2.945313 0.175781 2.136719 -0.207031 1.523438 -0.980469 C 0.910156 -1.746094 0.601563 -3.121094 0.605469 -5.105469 C 0.601563 -7.042969 0.941406 -8.441406 1.617188 -9.296875 C 2.171875 -9.996094 2.949219 -10.347656 3.953125 -10.351563 Z M 3.953125 -8.710938 C 3.710938 -8.707031 3.496094 -8.628906 3.3125 -8.480469 C 3.121094 -8.324219 2.976563 -8.054688 2.875 -7.664063 C 2.738281 -7.152344 2.671875 -6.289063 2.671875 -5.082031 C 2.671875 -3.871094 2.730469 -3.042969 2.855469 -2.589844 C 2.972656 -2.136719 3.128906 -1.835938 3.316406 -1.6875 C 3.5 -1.535156 3.710938 -1.457031 3.953125 -1.460938 C 4.1875 -1.457031 4.398438 -1.535156 4.589844 -1.6875 C 4.773438 -1.839844 4.921875 -2.113281 5.027344 -2.511719 C 5.160156 -3.015625 5.226563 -3.871094 5.230469 -5.082031 C 5.226563 -6.289063 5.164063 -7.121094 5.046875 -7.574219 C 4.921875 -8.023438 4.769531 -8.324219 4.585938 -8.480469 C 4.398438 -8.628906 4.1875 -8.707031 3.953125 -8.710938 Z M 3.953125 -8.710938 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-18\">\n", | |
"<path style=\"stroke:none;\" d=\"M 10.34375 0 L 8.078125 0 L 7.179688 -2.339844 L 3.058594 -2.339844 L 2.207031 0 L 0 0 L 4.015625 -10.308594 L 6.214844 -10.308594 Z M 6.511719 -4.078125 L 5.089844 -7.902344 L 3.699219 -4.078125 Z M 6.511719 -4.078125 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-19\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.992188 -8.480469 L 0.992188 -10.308594 L 2.96875 -10.308594 L 2.96875 -8.480469 Z M 2.96875 -7.46875 L 2.96875 -0.230469 C 2.964844 0.722656 2.902344 1.390625 2.78125 1.78125 C 2.652344 2.171875 2.414063 2.476563 2.0625 2.699219 C 1.707031 2.917969 1.253906 3.027344 0.710938 3.03125 C 0.507813 3.027344 0.296875 3.011719 0.0742188 2.976563 C -0.152344 2.941406 -0.394531 2.886719 -0.660156 2.820313 L -0.316406 1.132813 C -0.222656 1.148438 -0.132813 1.164063 -0.0507813 1.175781 C 0.03125 1.1875 0.105469 1.195313 0.175781 1.195313 C 0.375 1.195313 0.539063 1.148438 0.667969 1.0625 C 0.796875 0.972656 0.882813 0.871094 0.925781 0.75 C 0.96875 0.628906 0.988281 0.265625 0.992188 -0.34375 L 0.992188 -7.46875 Z M 2.96875 -7.46875 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-20\">\n", | |
"<path style=\"stroke:none;\" d=\"M 5.949219 0 L 5.949219 -1.117188 C 5.671875 -0.714844 5.316406 -0.402344 4.875 -0.175781 C 4.429688 0.0507813 3.960938 0.164063 3.472656 0.167969 C 2.96875 0.164063 2.519531 0.0585938 2.125 -0.160156 C 1.722656 -0.378906 1.433594 -0.691406 1.257813 -1.089844 C 1.078125 -1.488281 0.988281 -2.039063 0.992188 -2.742188 L 0.992188 -7.46875 L 2.96875 -7.46875 L 2.96875 -4.035156 C 2.964844 -2.984375 3 -2.339844 3.074219 -2.105469 C 3.144531 -1.863281 3.277344 -1.675781 3.472656 -1.542969 C 3.664063 -1.402344 3.90625 -1.335938 4.203125 -1.335938 C 4.539063 -1.335938 4.84375 -1.425781 5.109375 -1.613281 C 5.375 -1.792969 5.558594 -2.023438 5.660156 -2.300781 C 5.757813 -2.574219 5.804688 -3.246094 5.808594 -4.316406 L 5.808594 -7.46875 L 7.785156 -7.46875 L 7.785156 0 Z M 5.949219 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-21\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.335938 -2.128906 L 2.320313 -2.433594 C 2.402344 -2.042969 2.570313 -1.75 2.832031 -1.554688 C 3.085938 -1.351563 3.449219 -1.253906 3.917969 -1.257813 C 4.425781 -1.253906 4.808594 -1.347656 5.070313 -1.539063 C 5.238281 -1.667969 5.324219 -1.84375 5.328125 -2.066406 C 5.324219 -2.214844 5.277344 -2.339844 5.1875 -2.441406 C 5.085938 -2.53125 4.867188 -2.617188 4.527344 -2.699219 C 2.929688 -3.046875 1.917969 -3.367188 1.496094 -3.664063 C 0.902344 -4.0625 0.609375 -4.625 0.613281 -5.34375 C 0.609375 -5.988281 0.863281 -6.53125 1.378906 -6.972656 C 1.886719 -7.414063 2.679688 -7.632813 3.753906 -7.636719 C 4.773438 -7.632813 5.53125 -7.46875 6.03125 -7.136719 C 6.523438 -6.800781 6.867188 -6.308594 7.058594 -5.660156 L 5.195313 -5.316406 C 5.113281 -5.601563 4.960938 -5.824219 4.742188 -5.980469 C 4.515625 -6.132813 4.199219 -6.210938 3.789063 -6.214844 C 3.265625 -6.210938 2.894531 -6.136719 2.671875 -5.996094 C 2.519531 -5.890625 2.441406 -5.757813 2.445313 -5.597656 C 2.441406 -5.453125 2.507813 -5.335938 2.644531 -5.238281 C 2.816406 -5.105469 3.433594 -4.917969 4.488281 -4.683594 C 5.539063 -4.441406 6.273438 -4.148438 6.695313 -3.804688 C 7.105469 -3.449219 7.3125 -2.960938 7.3125 -2.335938 C 7.3125 -1.648438 7.023438 -1.058594 6.453125 -0.570313 C 5.878906 -0.078125 5.035156 0.164063 3.917969 0.167969 C 2.898438 0.164063 2.09375 -0.0390625 1.5 -0.449219 C 0.90625 -0.859375 0.515625 -1.417969 0.335938 -2.128906 Z M 0.335938 -2.128906 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-22\">\n", | |
"<path style=\"stroke:none;\" d=\"M 1.054688 0 L 1.054688 -10.308594 L 5.433594 -10.308594 C 6.53125 -10.304688 7.332031 -10.214844 7.835938 -10.03125 C 8.332031 -9.84375 8.734375 -9.511719 9.035156 -9.042969 C 9.332031 -8.566406 9.480469 -8.027344 9.484375 -7.417969 C 9.480469 -6.644531 9.253906 -6.003906 8.800781 -5.5 C 8.347656 -4.996094 7.667969 -4.679688 6.765625 -4.550781 C 7.210938 -4.285156 7.582031 -3.996094 7.875 -3.683594 C 8.167969 -3.367188 8.5625 -2.808594 9.0625 -2.011719 L 10.320313 0 L 7.832031 0 L 6.328125 -2.242188 C 5.792969 -3.042969 5.425781 -3.546875 5.230469 -3.757813 C 5.03125 -3.960938 4.824219 -4.105469 4.605469 -4.1875 C 4.382813 -4.261719 4.03125 -4.300781 3.558594 -4.304688 L 3.136719 -4.304688 L 3.136719 0 Z M 3.136719 -5.949219 L 4.675781 -5.949219 C 5.671875 -5.945313 6.292969 -5.988281 6.542969 -6.074219 C 6.789063 -6.15625 6.984375 -6.300781 7.128906 -6.511719 C 7.265625 -6.714844 7.335938 -6.972656 7.339844 -7.285156 C 7.335938 -7.628906 7.242188 -7.910156 7.0625 -8.125 C 6.875 -8.335938 6.613281 -8.46875 6.277344 -8.527344 C 6.105469 -8.546875 5.601563 -8.558594 4.761719 -8.5625 L 3.136719 -8.5625 Z M 3.136719 -5.949219 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-23\">\n", | |
"<path style=\"stroke:none;\" d=\"M 2.925781 0 L 0.949219 0 L 0.949219 -7.46875 L 2.785156 -7.46875 L 2.785156 -6.40625 C 3.09375 -6.902344 3.375 -7.234375 3.628906 -7.394531 C 3.878906 -7.554688 4.164063 -7.632813 4.484375 -7.636719 C 4.929688 -7.632813 5.363281 -7.507813 5.785156 -7.261719 L 5.175781 -5.539063 C 4.839844 -5.75 4.53125 -5.859375 4.246094 -5.863281 C 3.96875 -5.859375 3.734375 -5.78125 3.542969 -5.632813 C 3.347656 -5.476563 3.195313 -5.203125 3.089844 -4.808594 C 2.976563 -4.40625 2.921875 -3.570313 2.925781 -2.304688 Z M 2.925781 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-24\">\n", | |
"<path style=\"stroke:none;\" d=\"M 1.414063 -5.492188 L 1.414063 -7.46875 L 3.390625 -7.46875 L 3.390625 -5.492188 Z M 1.414063 0 L 1.414063 -1.976563 L 3.390625 -1.976563 L 3.390625 0 Z M 1.414063 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-25\">\n", | |
"<path style=\"stroke:none;\" d=\"M 3.003906 -10.308594 L 3.003906 -6.519531 C 3.636719 -7.261719 4.398438 -7.632813 5.289063 -7.636719 C 5.738281 -7.632813 6.148438 -7.550781 6.515625 -7.382813 C 6.882813 -7.210938 7.15625 -6.992188 7.34375 -6.734375 C 7.523438 -6.46875 7.652344 -6.179688 7.722656 -5.863281 C 7.789063 -5.542969 7.820313 -5.046875 7.824219 -4.378906 L 7.824219 0 L 5.851563 0 L 5.851563 -3.945313 C 5.847656 -4.722656 5.808594 -5.21875 5.738281 -5.433594 C 5.660156 -5.640625 5.527344 -5.808594 5.339844 -5.9375 C 5.144531 -6.058594 4.90625 -6.121094 4.625 -6.125 C 4.292969 -6.121094 4 -6.042969 3.746094 -5.882813 C 3.484375 -5.722656 3.296875 -5.480469 3.179688 -5.164063 C 3.058594 -4.839844 3 -4.367188 3.003906 -3.742188 L 3.003906 0 L 1.027344 0 L 1.027344 -10.308594 Z M 3.003906 -10.308594 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-26\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.578125 -3.839844 C 0.574219 -4.492188 0.734375 -5.128906 1.0625 -5.742188 C 1.382813 -6.355469 1.839844 -6.824219 2.433594 -7.148438 C 3.023438 -7.472656 3.6875 -7.632813 4.421875 -7.636719 C 5.550781 -7.632813 6.476563 -7.265625 7.199219 -6.535156 C 7.917969 -5.796875 8.277344 -4.871094 8.28125 -3.753906 C 8.277344 -2.621094 7.914063 -1.683594 7.1875 -0.945313 C 6.457031 -0.203125 5.539063 0.164063 4.4375 0.167969 C 3.75 0.164063 3.097656 0.0117188 2.476563 -0.292969 C 1.855469 -0.601563 1.382813 -1.054688 1.0625 -1.652344 C 0.734375 -2.25 0.574219 -2.976563 0.578125 -3.839844 Z M 2.601563 -3.734375 C 2.601563 -2.988281 2.777344 -2.421875 3.128906 -2.03125 C 3.480469 -1.636719 3.914063 -1.441406 4.429688 -1.441406 C 4.945313 -1.441406 5.375 -1.636719 5.726563 -2.03125 C 6.070313 -2.421875 6.246094 -2.992188 6.25 -3.746094 C 6.246094 -4.472656 6.070313 -5.035156 5.726563 -5.433594 C 5.375 -5.824219 4.945313 -6.023438 4.429688 -6.027344 C 3.914063 -6.023438 3.480469 -5.824219 3.128906 -5.433594 C 2.777344 -5.035156 2.601563 -4.46875 2.601563 -3.734375 Z M 2.601563 -3.734375 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-27\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.484375 3.03125 C 0.871094 2.191406 1.144531 1.550781 1.308594 1.109375 C 1.464844 0.660156 1.613281 0.152344 1.75 -0.429688 C 1.882813 -1.007813 1.984375 -1.558594 2.050781 -2.082031 C 2.117188 -2.601563 2.148438 -3.140625 2.152344 -3.691406 C 2.148438 -4.804688 2.03125 -5.859375 1.792969 -6.855469 C 1.550781 -7.851563 1.109375 -9.058594 0.472656 -10.484375 L 1.8125 -10.484375 C 2.515625 -9.472656 3.066406 -8.40625 3.460938 -7.277344 C 3.851563 -6.144531 4.046875 -4.996094 4.050781 -3.839844 C 4.046875 -2.855469 3.894531 -1.804688 3.585938 -0.6875 C 3.234375 0.570313 2.652344 1.804688 1.847656 3.03125 Z M 0.484375 3.03125 \"/>\n", | |
"</symbol>\n", | |
"</g>\n", | |
"<clipPath id=\"clip1\">\n", | |
" <path d=\"M 73.441406 72 L 474.761719 72 L 474.761719 245.800781 L 73.441406 245.800781 Z M 73.441406 72 \"/>\n", | |
"</clipPath>\n", | |
"<clipPath id=\"clip2\">\n", | |
" <path d=\"M 73.441406 244.800781 L 474.761719 244.800781 L 474.761719 418.601563 L 73.441406 418.601563 Z M 73.441406 244.800781 \"/>\n", | |
"</clipPath>\n", | |
"</defs>\n", | |
"<g id=\"surface196\">\n", | |
"<rect x=\"0\" y=\"0\" width=\"504\" height=\"504\" style=\"fill:rgb(100%,100%,100%);fill-opacity:1;stroke:none;\"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 73.441406 244.800781 L 473.761719 244.800781 L 473.761719 72 L 73.441406 72 L 73.441406 244.800781 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 73.441406 244.800781 L 473.761719 244.800781 L 473.761719 72 L 73.441406 72 L 73.441406 244.800781 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 73.441406 212.410156 L 73.441406 102.597656 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 73.441406 212.410156 L 66.238281 212.410156 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 73.441406 175.804688 L 66.238281 175.804688 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 73.441406 139.199219 L 66.238281 139.199219 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 73.441406 102.597656 L 66.238281 102.597656 \"/>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph0-0\" x=\"56.160156\" y=\"225.757813\"/>\n", | |
" <use xlink:href=\"#glyph0-1\" x=\"56.160156\" y=\"219.083984\"/>\n", | |
" <use xlink:href=\"#glyph0-1\" x=\"56.160156\" y=\"212.410156\"/>\n", | |
" <use xlink:href=\"#glyph0-1\" x=\"56.160156\" y=\"205.736328\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph0-2\" x=\"56.160156\" y=\"152.546875\"/>\n", | |
" <use xlink:href=\"#glyph0-1\" x=\"56.160156\" y=\"145.873047\"/>\n", | |
" <use xlink:href=\"#glyph0-1\" x=\"56.160156\" y=\"139.199219\"/>\n", | |
" <use xlink:href=\"#glyph0-1\" x=\"56.160156\" y=\"132.525391\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph0-3\" x=\"27.359375\" y=\"181.734375\"/>\n", | |
" <use xlink:href=\"#glyph0-4\" x=\"27.359375\" y=\"175.060547\"/>\n", | |
" <use xlink:href=\"#glyph0-5\" x=\"27.359375\" y=\"168.386719\"/>\n", | |
" <use xlink:href=\"#glyph0-6\" x=\"27.359375\" y=\"165.720703\"/>\n", | |
" <use xlink:href=\"#glyph0-7\" x=\"27.359375\" y=\"162.386719\"/>\n", | |
" <use xlink:href=\"#glyph0-8\" x=\"27.359375\" y=\"159.720703\"/>\n", | |
" <use xlink:href=\"#glyph0-9\" x=\"27.359375\" y=\"153.720703\"/>\n", | |
" <use xlink:href=\"#glyph0-10\" x=\"27.359375\" y=\"145.054688\"/>\n", | |
" <use xlink:href=\"#glyph0-11\" x=\"27.359375\" y=\"141.058594\"/>\n", | |
"</g>\n", | |
"<g clip-path=\"url(#clip1)\" clip-rule=\"nonzero\">\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 172.441406 173.683594 L 172.546875 176.757813 L 172.652344 180.894531 L 172.757813 183.308594 L 172.863281 183.785156 L 173.175781 184.113281 L 173.28125 184.664063 L 173.386719 185.324219 L 173.492188 186.273438 L 173.59375 187.59375 L 173.910156 188.765625 L 174.015625 189.898438 L 174.121094 191.398438 L 174.222656 192.71875 L 174.328125 193.886719 L 174.644531 194.621094 L 174.75 195.351563 L 174.851563 195.460938 L 174.957031 194.914063 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 175.480469 194.402344 L 175.585938 192.863281 L 175.691406 190.300781 L 175.796875 187.445313 L 176.109375 185.433594 L 176.214844 183.238281 L 176.320313 180.601563 L 176.425781 179.574219 L 176.53125 180.453125 L 176.84375 181.699219 L 176.949219 183.492188 L 177.054688 184.152344 L 177.160156 183.640625 L 177.265625 182.90625 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 177.683594 179.574219 L 177.789063 173.425781 L 177.894531 168.703125 L 178 167.972656 L 178.3125 167.9375 L 178.417969 166.542969 L 178.523438 163.652344 L 178.628906 159.992188 L 178.730469 155.890625 L 179.046875 153.660156 L 179.152344 152.230469 L 179.257813 151.464844 L 179.359375 149.925781 L 179.464844 147.035156 L 179.886719 141.324219 L 179.988281 133.199219 L 180.09375 128.292969 L 180.199219 121.117188 L 180.515625 114.273438 L 180.617188 98.714844 L 180.722656 91.945313 L 180.828125 99.191406 L 180.933594 109.585938 L 181.246094 115.554688 L 181.351563 120.238281 L 181.457031 122.65625 L 181.5625 121.519531 L 181.667969 117.859375 L 181.980469 111.269531 L 182.085938 104.390625 L 182.191406 101.644531 L 182.296875 99.921875 L 182.402344 100.035156 L 182.714844 101.535156 L 182.820313 107.207031 L 182.925781 111.710938 L 183.03125 113.46875 L 183.132813 113.46875 L 183.449219 112.332031 L 183.554688 111.492188 L 183.660156 112.039063 L 183.761719 114.601563 L 183.867188 120.167969 L 184.183594 125.472656 L 184.289063 131.292969 L 184.394531 135.285156 L 184.496094 138.542969 L 184.601563 139.75 L 184.917969 140.117188 L 185.023438 135.648438 L 185.125 127.339844 L 185.230469 120.863281 L 185.335938 119.359375 L 185.652344 120.496094 L 185.753906 122.546875 L 185.859375 124.300781 L 185.964844 126.207031 L 186.070313 126.570313 L 186.382813 124.300781 L 186.488281 121.8125 L 186.59375 120.933594 L 186.699219 122.910156 L 186.804688 126.390625 L 187.117188 130.011719 L 187.222656 133.378906 L 187.328125 137.332031 L 187.433594 142.605469 L 187.539063 147.546875 L 187.851563 150.585938 L 187.957031 153 L 188.0625 153.402344 L 188.167969 150.730469 L 188.269531 148.277344 L 188.585938 147.472656 L 188.691406 150.035156 L 188.796875 153.332031 L 188.898438 156.257813 L 189.003906 158.675781 L 189.320313 159.808594 L 189.425781 161.601563 L 189.527344 160.175781 L 189.632813 160.25 L 189.738281 160.394531 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 190.15625 160.320313 L 190.261719 160.6875 L 190.367188 160.652344 L 190.472656 160.613281 L 190.785156 160.101563 L 190.890625 158.894531 L 190.996094 157.832031 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 191.207031 158.675781 L 191.519531 159.332031 L 191.625 160.027344 L 191.730469 160.613281 L 191.835938 161.53125 L 191.941406 162.773438 L 192.253906 164.164063 L 192.359375 166.800781 L 192.464844 169.398438 L 192.570313 169.839844 L 192.675781 169.105469 L 192.988281 168.777344 L 193.09375 169.035156 L 193.199219 167.753906 L 193.304688 165.410156 L 193.40625 162.738281 L 193.722656 162.554688 L 193.828125 159.664063 L 193.933594 155.820313 L 194.035156 152.121094 L 194.140625 150.363281 L 194.457031 150.328125 L 194.5625 152.160156 L 194.664063 153.953125 L 194.769531 150.621094 L 194.875 149.15625 L 195.191406 147.765625 L 195.292969 145.351563 L 195.398438 142.238281 L 195.503906 139.164063 L 195.609375 137.625 L 195.921875 137.589844 L 196.027344 138.726563 L 196.132813 139.714844 L 196.238281 138.726563 L 196.34375 135.429688 L 196.65625 132.429688 L 196.761719 130.160156 L 196.867188 128.402344 L 196.972656 126.9375 L 197.078125 124.816406 L 197.390625 121.628906 L 197.496094 116.6875 L 197.601563 111.820313 L 197.707031 104.28125 L 197.808594 98.53125 L 198.125 94.542969 L 198.230469 88.648438 L 198.335938 79.058594 L 198.4375 78.398438 L 198.542969 84.039063 L 198.859375 87.113281 L 198.964844 90.148438 L 199.066406 94.03125 L 199.171875 98.238281 L 199.277344 103.546875 L 199.59375 106.730469 L 199.699219 108.597656 L 199.800781 105.597656 L 199.90625 100.328125 L 200.011719 98.679688 L 200.328125 101.277344 L 200.429688 106.183594 L 200.535156 110.246094 L 200.640625 114.640625 L 200.746094 118.007813 L 201.058594 119.800781 L 201.164063 120.238281 L 201.269531 121.851563 L 201.375 125.4375 L 201.480469 129.757813 L 201.792969 133.5625 L 201.898438 136.894531 L 202.003906 138.359375 L 202.109375 139.019531 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 203.261719 134.074219 L 203.367188 129.316406 L 203.472656 129.71875 L 203.574219 133.746094 L 203.679688 134.074219 L 203.996094 133.785156 L 204.101563 133.34375 L 204.203125 132.792969 L 204.308594 130.597656 L 204.414063 128.257813 L 204.730469 128.402344 L 204.832031 131.585938 L 204.9375 133.417969 L 205.042969 132.976563 L 205.148438 131.734375 L 205.460938 131.039063 L 205.566406 131.695313 L 205.671875 134.882813 L 205.777344 140.554688 L 205.882813 144.765625 L 206.195313 148.535156 L 206.300781 150.511719 L 206.40625 151.171875 L 206.511719 150.730469 L 206.617188 149.632813 L 206.929688 149.375 L 207.035156 149.960938 L 207.140625 152.746094 L 207.246094 154.757813 L 207.351563 154.902344 L 207.664063 155.085938 L 207.769531 153.914063 L 207.875 151.609375 L 207.980469 150.035156 L 208.082031 149.667969 L 208.398438 149.414063 L 208.503906 149.304688 L 208.609375 149.925781 L 208.710938 149.78125 L 208.816406 148.792969 L 209.132813 147.984375 L 209.238281 146.816406 L 209.339844 142.457031 L 209.445313 134.773438 L 209.550781 130.34375 L 209.867188 129.71875 L 209.96875 131.515625 L 210.074219 130.78125 L 210.179688 127.632813 L 210.285156 120.679688 L 210.597656 118.191406 L 210.703125 120.972656 L 210.808594 123.570313 L 210.914063 124.707031 L 211.019531 125.328125 L 211.332031 126.863281 L 211.4375 128.953125 L 211.542969 130.304688 L 211.648438 132.722656 L 211.753906 135.613281 L 212.066406 138.433594 L 212.171875 139.859375 L 212.277344 139.273438 L 212.382813 139.53125 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 212.90625 139.894531 L 213.011719 141.140625 L 213.113281 142.054688 L 213.21875 142.386719 L 213.535156 142.457031 L 213.640625 141.835938 L 213.742188 140.445313 L 213.847656 139.164063 L 213.953125 138.871094 L 214.269531 139.128906 L 214.371094 139.273438 L 214.476563 138.871094 L 214.582031 138.980469 L 214.6875 138.726563 L 215.003906 138.46875 L 215.105469 131.769531 L 215.210938 127.15625 L 215.316406 126.058594 L 215.421875 126.242188 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 215.839844 126.316406 L 215.945313 125.328125 L 216.050781 122.070313 L 216.15625 116.945313 L 216.46875 113.320313 L 216.574219 109.113281 L 216.679688 106.695313 L 216.785156 105.742188 L 216.890625 105.195313 L 217.203125 105.449219 L 217.308594 106.914063 L 217.414063 108.746094 L 217.519531 109.808594 L 217.621094 108.304688 L 217.9375 104.683594 L 218.042969 95.75 L 218.148438 94.945313 L 218.25 96.886719 L 218.355469 99.742188 L 218.777344 99.886719 L 218.878906 101.09375 L 218.984375 105.046875 L 219.089844 108.304688 L 219.40625 112.371094 L 219.507813 118.007813 L 219.613281 120.386719 L 219.71875 123.71875 L 219.824219 128.660156 L 220.136719 134.992188 L 220.242188 138.46875 L 220.347656 143.117188 L 220.453125 147.105469 L 220.558594 150.402344 L 220.871094 153.804688 L 220.976563 155.78125 L 221.082031 156.953125 L 221.1875 157.429688 L 221.292969 157.464844 L 221.605469 158.160156 L 221.710938 159.441406 L 221.816406 160.945313 L 221.921875 162.957031 L 222.023438 165.554688 L 222.339844 167.898438 L 222.445313 171.15625 L 222.550781 175.148438 L 222.65625 178 L 222.757813 179.394531 L 223.074219 181.664063 L 223.179688 183.492188 L 223.285156 186.457031 L 223.386719 186.785156 L 223.492188 186.054688 L 223.808594 185.617188 L 223.914063 184.554688 L 224.015625 183.820313 L 224.121094 183.089844 L 224.226563 182.175781 L 224.542969 181.625 L 224.644531 180.601563 L 224.75 179.429688 L 224.855469 177.929688 L 224.960938 177.011719 L 225.273438 176.648438 L 225.378906 177.125 L 225.484375 177.378906 L 225.589844 176.609375 L 225.695313 174.707031 L 226.007813 171.632813 L 226.113281 168.046875 L 226.21875 161.96875 L 226.324219 159.808594 L 226.429688 158.675781 L 226.742188 157.941406 L 226.847656 156.953125 L 226.953125 155.378906 L 227.058594 152.230469 L 227.160156 148.132813 L 227.476563 145.019531 L 227.582031 144.289063 L 227.6875 147.511719 L 227.789063 150.074219 L 227.894531 149.742188 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 228.316406 149.707031 L 228.417969 148.679688 L 228.523438 145.242188 L 228.628906 143.738281 L 229.046875 142.203125 L 229.152344 140.117188 L 229.257813 139.640625 L 229.363281 139.382813 L 229.675781 140.078125 L 229.78125 141.398438 L 229.886719 145.058594 L 229.992188 148.828125 L 230.097656 151.0625 L 230.410156 152.816406 L 230.515625 155.234375 L 230.621094 158.015625 L 230.726563 158.929688 L 230.832031 159.554688 L 231.144531 159.296875 L 231.25 157.355469 L 231.355469 158.675781 L 231.460938 159.480469 L 231.566406 159.261719 L 231.878906 158.308594 L 231.984375 154.976563 L 232.089844 152.414063 L 232.195313 151.574219 L 232.296875 150.328125 L 232.613281 150.363281 L 232.71875 149.488281 L 232.824219 148.425781 L 232.925781 147.65625 L 233.03125 147.914063 L 233.347656 148.132813 L 233.453125 148.570313 L 233.554688 149.121094 L 233.660156 149.449219 L 233.765625 149.195313 L 234.082031 148.425781 L 234.183594 147.328125 L 234.289063 147.105469 L 234.394531 149.925781 L 234.5 150.988281 L 234.8125 152.085938 L 234.917969 153.84375 L 235.023438 155.964844 L 235.128906 157.136719 L 235.234375 157.6875 L 235.546875 158.160156 L 235.652344 158.710938 L 235.757813 159.1875 L 235.863281 162.410156 L 235.96875 164.347656 L 236.28125 166.25 L 236.386719 167.789063 L 236.492188 168.925781 L 236.597656 169.800781 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 237.015625 169.253906 L 237.121094 168.519531 L 237.226563 168.007813 L 237.328125 168.484375 L 237.433594 169.582031 L 237.75 170.496094 L 237.855469 172.183594 L 237.957031 172.292969 L 238.0625 170.9375 L 238.167969 169.65625 L 238.484375 169.253906 L 238.589844 169.472656 L 238.691406 170.535156 L 238.796875 171.742188 L 238.902344 172.328125 L 239.21875 173.023438 L 239.320313 173.28125 L 239.425781 174.085938 L 239.53125 174.78125 L 239.636719 175.84375 L 239.949219 177.453125 L 240.054688 179.980469 L 240.160156 198.757813 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 241.523438 187.042969 L 241.628906 189.679688 L 241.734375 192.496094 L 241.835938 193.414063 L 242.152344 194.292969 L 242.257813 194.839844 L 242.363281 195.828125 L 242.464844 196.378906 L 242.570313 196.339844 L 242.992188 196.597656 L 243.09375 197.367188 L 243.199219 198.023438 L 243.304688 198.867188 L 243.621094 199.78125 L 243.722656 201.722656 L 243.828125 203.84375 L 243.933594 205.601563 L 244.039063 207.394531 L 244.351563 208.492188 L 244.457031 209.335938 L 244.5625 210.066406 L 244.667969 210.761719 L 244.773438 210.835938 L 245.085938 210.761719 L 245.191406 210.066406 L 245.296875 209.042969 L 245.402344 207.433594 L 245.507813 205.894531 L 245.820313 204.871094 L 245.925781 203.773438 L 246.03125 202.492188 L 246.136719 201.722656 L 246.242188 201.390625 L 246.660156 202.199219 L 246.765625 203.148438 L 246.871094 203.550781 L 246.972656 203.441406 L 247.289063 203.222656 L 247.394531 202.820313 L 247.5 202.125 L 247.601563 200.808594 L 247.707031 199.746094 L 248.023438 198.425781 L 248.128906 196.890625 L 248.230469 195.132813 L 248.335938 192.71875 L 248.441406 191.839844 L 248.757813 191.949219 L 248.859375 192.351563 L 248.964844 192.71875 L 249.070313 192.898438 L 249.175781 192.972656 L 249.488281 192.972656 L 249.59375 192.535156 L 249.699219 191.730469 L 249.804688 191.070313 L 249.910156 190.996094 L 250.222656 190.996094 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 250.433594 192.460938 L 250.539063 193.011719 L 250.644531 193.375 L 250.957031 194.179688 L 251.0625 195.5 L 251.167969 196.671875 L 251.273438 197.730469 L 251.375 198.648438 L 251.691406 199.269531 L 251.796875 199.890625 L 251.902344 200.550781 L 252.003906 201.101563 L 252.109375 201.574219 L 252.425781 202.015625 L 252.53125 202.492188 L 252.632813 202.820313 L 252.738281 203.113281 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 253.261719 203.257813 L 253.367188 202.929688 L 253.472656 202.5625 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 253.996094 201.722656 L 254.101563 201.355469 L 254.207031 200.917969 L 254.3125 199.964844 L 254.625 199.671875 L 254.730469 199.820313 L 254.835938 200.183594 L 254.941406 200.695313 L 255.046875 201.210938 L 255.359375 201.757813 L 255.464844 202.378906 L 255.570313 202.492188 L 255.675781 200.367188 L 255.78125 199.636719 L 256.09375 198.902344 L 256.199219 197.839844 L 256.304688 196.085938 L 256.410156 195.316406 L 256.511719 195.058594 L 256.933594 194.839844 L 257.039063 194.65625 L 257.140625 194.511719 L 257.246094 194.511719 L 257.5625 194.695313 L 257.667969 195.71875 L 257.769531 196.523438 L 257.875 196.742188 L 257.980469 197.109375 L 258.296875 197.328125 L 258.398438 197.769531 L 258.503906 197.585938 L 258.609375 196.890625 L 258.714844 196.925781 L 259.027344 197.109375 L 259.132813 197.4375 L 259.238281 197.550781 L 259.34375 197.257813 L 259.449219 196.890625 L 259.761719 196.230469 L 259.867188 196.378906 L 259.972656 197.035156 L 260.078125 197.292969 L 260.183594 196.964844 L 260.496094 197.074219 L 260.601563 196.742188 L 260.707031 196.195313 L 260.8125 195.828125 L 260.914063 195.976563 L 261.230469 196.414063 L 261.335938 197.367188 L 261.441406 198.390625 L 261.546875 198.976563 L 261.648438 199.488281 L 261.964844 199.964844 L 262.070313 200.332031 L 262.175781 200.402344 L 262.277344 200.515625 L 262.382813 200.585938 L 262.699219 200.808594 L 262.804688 201.0625 L 262.90625 201.574219 L 263.011719 202.234375 L 263.117188 202.746094 L 263.433594 203.039063 L 263.535156 203.148438 L 263.640625 202.894531 L 263.746094 202.601563 L 263.851563 202.601563 L 264.164063 202.746094 L 264.269531 203.003906 L 264.375 202.710938 L 264.480469 202.269531 L 264.585938 201.90625 L 264.898438 201.210938 L 265.003906 199.820313 L 265.109375 198.832031 L 265.214844 197.257813 L 265.320313 195.5 L 265.632813 193.558594 L 265.738281 191.730469 L 265.84375 190.375 L 265.949219 191.105469 L 266.050781 192.605469 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 266.472656 192.753906 L 266.578125 189.753906 L 266.679688 187.445313 L 266.785156 185.324219 L 267.101563 184.957031 L 267.207031 184.335938 L 267.308594 185.175781 L 267.414063 183.785156 L 267.519531 181.734375 L 267.835938 180.34375 L 267.9375 179.429688 L 268.042969 178.476563 L 268.148438 179.210938 L 268.253906 182.613281 L 268.566406 184.445313 L 268.671875 183.308594 L 268.777344 182.722656 L 268.882813 180.050781 L 268.988281 178.734375 L 269.300781 178.441406 L 269.40625 178.476563 L 269.617188 178.992188 L 269.722656 179.503906 L 270.035156 179.980469 L 270.140625 180.015625 L 270.246094 179.171875 L 270.351563 177.011719 L 270.457031 175.804688 L 270.769531 174.632813 L 270.875 171.925781 L 270.980469 171.15625 L 271.085938 170.132813 L 271.1875 169.472656 L 271.503906 169.949219 L 271.609375 170.828125 L 271.714844 170.679688 L 271.816406 169.914063 L 271.921875 170.207031 L 272.238281 170.207031 L 272.34375 169.914063 L 272.445313 170.496094 L 272.550781 172.472656 L 272.65625 175.148438 L 272.972656 177.085938 L 273.074219 179.027344 L 273.179688 180.96875 L 273.285156 182.503906 L 273.390625 183.710938 L 273.703125 184.371094 L 273.808594 184.628906 L 273.914063 183.054688 L 274.019531 181.664063 L 274.125 181.84375 L 274.4375 182.46875 L 274.542969 181.441406 L 274.648438 180.050781 L 274.753906 179.539063 L 274.859375 179.648438 L 275.171875 180.417969 L 275.277344 181.148438 L 275.382813 182.027344 L 275.488281 182.613281 L 275.589844 182.871094 L 275.90625 182.796875 L 276.011719 182.101563 L 276.117188 181.441406 L 276.21875 180.855469 L 276.324219 180.710938 L 276.640625 181.078125 L 276.746094 181.371094 L 276.851563 181.332031 L 276.953125 181.332031 L 277.058594 178.660156 L 277.375 178.367188 L 277.480469 178.660156 L 277.582031 179.027344 L 277.6875 179.867188 L 277.792969 179.90625 L 278.109375 180.015625 L 278.210938 180.269531 L 278.316406 181.078125 L 278.421875 183.601563 L 278.527344 185.394531 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 279.679688 189.570313 L 279.785156 192.203125 L 279.890625 196.816406 L 279.996094 199.707031 L 280.308594 201.136719 L 280.414063 202.964844 L 280.519531 205.347656 L 280.625 208.566406 L 280.726563 210.46875 L 281.042969 211.933594 L 281.148438 213.363281 L 281.253906 215.121094 L 281.355469 216.328125 L 281.460938 217.460938 L 281.777344 218.230469 L 281.882813 219.476563 L 281.984375 220.316406 L 282.089844 221.453125 L 282.195313 222.441406 L 282.511719 223.320313 L 282.613281 224.125 L 282.71875 224.78125 L 282.824219 225.1875 L 282.929688 225.332031 L 283.242188 225.296875 L 283.347656 224.855469 L 283.453125 224.269531 L 283.558594 223.574219 L 283.664063 222.84375 L 283.976563 222.332031 L 284.082031 222.148438 L 284.1875 222.257813 L 284.292969 222.550781 L 284.398438 222.769531 L 284.710938 222.84375 L 284.816406 223.171875 L 284.921875 223.246094 L 285.027344 223.171875 L 285.132813 222.734375 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 285.550781 222 L 285.65625 221.5625 L 285.761719 221.085938 L 285.863281 220.792969 L 286.179688 220.390625 L 286.285156 220.207031 L 286.390625 219.804688 L 286.492188 219.292969 L 286.597656 218.851563 L 286.914063 218.378906 L 287.019531 218.121094 L 287.121094 217.71875 L 287.226563 217.316406 L 287.332031 217.023438 L 287.648438 216.839844 L 287.75 216.65625 L 287.855469 216.21875 L 287.960938 215.996094 L 288.066406 215.777344 L 288.378906 215.632813 L 288.589844 215.265625 L 288.695313 214.972656 L 288.800781 214.828125 L 289.113281 214.828125 L 289.21875 214.9375 L 289.324219 215.121094 L 289.429688 215.046875 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 289.953125 215.046875 L 290.058594 214.460938 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 290.265625 213.433594 L 290.582031 213.324219 L 290.6875 212.8125 L 290.792969 212.191406 L 290.894531 211.386719 L 291 209.957031 L 291.316406 209.117188 L 291.421875 208.164063 L 291.523438 207.394531 L 291.628906 206.992188 L 291.734375 206.699219 L 292.050781 206.738281 L 292.15625 206.847656 L 292.257813 206.957031 L 292.363281 206.664063 L 292.46875 206.664063 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 292.886719 206.371094 L 292.992188 206.699219 L 293.097656 207.066406 L 293.203125 207.359375 L 293.515625 207.578125 L 293.621094 207.652344 L 293.726563 207.394531 L 293.832031 207.394531 L 293.9375 207.25 L 294.25 207.25 L 294.355469 207.761719 L 294.460938 208.75 L 294.566406 210.289063 L 294.671875 211.164063 L 294.984375 211.972656 L 295.089844 212.921875 L 295.195313 214.242188 L 295.300781 215.230469 L 295.402344 215.925781 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 295.929688 216.875 L 296.03125 217.097656 L 296.136719 216.914063 L 296.453125 216.65625 L 296.558594 216.328125 L 296.660156 215.996094 L 296.765625 215.632813 L 296.871094 215.191406 L 297.1875 214.679688 L 297.289063 214.09375 L 297.394531 213.433594 L 297.5 213.214844 L 297.917969 213.214844 L 298.023438 213.105469 L 298.128906 212.851563 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 298.339844 212.265625 L 298.652344 211.933594 L 298.757813 210.105469 L 298.863281 208.640625 L 298.96875 207.359375 L 299.074219 206.664063 L 299.386719 206.480469 L 299.492188 206.554688 L 299.597656 207.066406 L 299.703125 207.980469 L 299.804688 208.382813 L 300.121094 208.675781 L 300.226563 209.007813 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 300.4375 210.46875 L 300.539063 211.054688 L 300.855469 211.605469 L 300.960938 212.300781 L 301.066406 213.070313 L 301.167969 213.949219 L 301.273438 214.863281 L 301.589844 215.523438 L 301.695313 216.179688 L 301.796875 216.875 L 301.902344 217.5 L 302.007813 217.828125 L 302.324219 218.15625 L 302.425781 218.414063 L 302.53125 219.292969 L 302.636719 220.097656 L 302.742188 220.683594 L 303.054688 221.050781 L 303.160156 221.5625 L 303.265625 222.367188 L 303.371094 222.660156 L 303.476563 222.878906 L 303.789063 222.988281 L 303.894531 223.0625 L 304.105469 222.84375 L 304.210938 222.769531 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 304.628906 222.511719 L 304.734375 222.734375 L 304.839844 223.136719 L 304.941406 223.28125 L 305.257813 223.464844 L 305.363281 223.648438 L 305.46875 223.976563 L 305.570313 224.308594 L 305.675781 224.527344 L 305.992188 224.636719 L 306.097656 224.78125 L 306.199219 224.820313 L 306.304688 224.746094 L 306.410156 224.78125 L 306.726563 224.746094 L 306.828125 223.5 L 306.933594 222.585938 L 307.039063 221.378906 L 307.144531 220.683594 L 307.457031 220.757813 L 307.5625 221.085938 L 307.667969 221.488281 L 307.773438 221.78125 L 307.878906 220.976563 L 308.191406 220.574219 L 308.296875 220.535156 L 308.402344 219.804688 L 308.507813 218.085938 L 308.613281 216.984375 L 308.925781 216.691406 L 309.03125 216.984375 L 309.136719 216.984375 L 309.242188 215.960938 L 309.347656 215.121094 L 309.660156 214.570313 L 309.765625 213.105469 L 309.871094 212.445313 L 309.976563 212.8125 L 310.078125 212.042969 L 310.394531 211.054688 L 310.5 208.421875 L 310.605469 209.1875 L 310.707031 210.542969 L 310.8125 210.617188 L 311.128906 210.652344 L 311.234375 210.835938 L 311.335938 211.457031 L 311.441406 212.410156 L 311.546875 212.921875 L 311.863281 213.472656 L 311.964844 214.351563 L 312.070313 215.484375 L 312.175781 215.484375 L 312.28125 214.605469 L 312.59375 213.691406 L 312.699219 212.960938 L 312.804688 212.007813 L 312.910156 211.53125 L 313.015625 211.09375 L 313.328125 210.433594 L 313.433594 209.996094 L 313.539063 209.738281 L 313.644531 209.335938 L 313.75 209.117188 L 314.0625 208.96875 L 314.167969 208.859375 L 314.273438 208.605469 L 314.378906 208.859375 L 314.480469 209.261719 L 314.796875 209.59375 L 314.902344 210.433594 L 315.007813 211.605469 L 315.109375 212.777344 L 315.214844 213.65625 L 315.53125 214.714844 L 315.636719 216.070313 L 315.742188 218.78125 L 315.84375 219.769531 L 315.949219 220.316406 L 316.265625 220.976563 L 316.371094 221.816406 L 316.472656 222.660156 L 316.578125 223.097656 L 316.683594 223.390625 L 317 223.429688 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 317.941406 223.464844 L 318.046875 223.390625 L 318.152344 223.171875 L 318.464844 222.953125 L 318.570313 222.148438 L 318.675781 221.816406 L 318.78125 221.523438 L 318.886719 221.195313 L 319.199219 221.121094 L 319.304688 221.011719 L 319.410156 220.425781 L 319.515625 219 L 319.617188 218.378906 L 319.933594 218.339844 L 320.039063 218.816406 L 320.144531 219.109375 L 320.246094 219.4375 L 320.351563 219.804688 L 320.667969 220.023438 L 320.773438 220.5 L 320.875 220.941406 L 320.980469 221.195313 L 321.085938 221.5625 L 321.402344 221.746094 L 321.503906 221.964844 L 321.609375 221.929688 L 321.714844 221.597656 L 321.820313 221.636719 L 322.132813 221.707031 L 322.238281 221.671875 L 322.34375 221.523438 L 322.449219 221.636719 L 322.554688 221.453125 L 322.867188 221.671875 L 322.972656 222 L 323.078125 222.109375 L 323.183594 222.039063 L 323.289063 221.929688 L 323.601563 221.816406 L 323.707031 221.890625 L 323.8125 221.746094 L 323.917969 221.304688 L 324.023438 220.609375 L 324.335938 220.132813 L 324.441406 219.511719 L 324.652344 218.488281 L 324.753906 218.15625 L 325.070313 218.011719 L 325.175781 217.351563 L 325.28125 216.984375 L 325.382813 216.804688 L 325.488281 216.363281 L 325.804688 216.109375 L 325.910156 215.632813 L 326.011719 215.230469 L 326.117188 214.972656 L 326.222656 214.863281 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 326.640625 214.9375 L 326.746094 215.265625 L 326.851563 215.703125 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 327.375 216.21875 L 327.480469 216.914063 L 327.585938 217.316406 L 327.691406 217.5 L 328.003906 217.609375 L 328.109375 217.679688 L 328.214844 217.570313 L 328.320313 217.351563 L 328.425781 216.984375 L 328.738281 216.949219 L 328.84375 216.804688 L 328.949219 216.621094 L 329.054688 216.621094 L 329.15625 216.511719 L 329.472656 216.472656 L 329.578125 216.621094 L 329.683594 216.839844 L 329.785156 217.097656 L 329.890625 217.132813 L 330.207031 217.242188 L 330.3125 217.425781 L 330.414063 217.460938 L 330.519531 217.058594 L 330.625 216.875 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 331.046875 216.472656 L 331.148438 216.363281 L 331.253906 216.472656 L 331.359375 216.65625 L 331.675781 216.839844 L 331.777344 217.097656 L 331.988281 217.902344 L 332.09375 218.230469 L 332.40625 218.414063 L 332.511719 218.632813 L 332.617188 218.671875 L 332.722656 218.707031 L 332.828125 218.78125 L 333.246094 218.925781 L 333.351563 219.074219 L 333.457031 219.328125 L 333.5625 219.402344 L 333.875 219.511719 L 333.980469 219.546875 L 334.085938 219.695313 L 334.191406 219.511719 L 334.292969 219.292969 L 334.609375 219.183594 L 334.714844 218.816406 L 334.820313 218.011719 L 334.921875 217.058594 L 335.027344 216.070313 L 335.34375 215.15625 L 335.449219 213.800781 L 335.550781 212.59375 L 335.65625 211.972656 L 335.761719 211.421875 L 336.078125 210.140625 L 336.179688 209.117188 L 336.285156 207.835938 L 336.390625 206.882813 L 336.496094 206.152344 L 336.808594 205.859375 L 336.914063 206.1875 L 337.019531 207.542969 L 337.125 208.640625 L 337.230469 208.785156 L 337.542969 208.199219 L 337.648438 208.019531 L 337.753906 207.652344 L 337.859375 207.324219 L 337.964844 206.957031 L 338.277344 206.882813 L 338.382813 206.847656 L 338.488281 206.882813 L 338.59375 207.066406 L 338.699219 207.359375 L 339.011719 207.46875 L 339.117188 207.761719 L 339.222656 208.128906 L 339.328125 209.042969 L 339.429688 209.410156 L 339.746094 209.664063 L 339.851563 209.957031 L 339.957031 210.140625 L 340.058594 209.996094 L 340.164063 206.371094 L 340.480469 210.289063 L 340.585938 210.726563 L 340.6875 211.53125 L 340.792969 211.972656 L 340.898438 212.375 L 341.214844 212.558594 L 341.316406 212.152344 L 341.421875 210.214844 L 341.527344 209.078125 L 341.632813 208.675781 L 341.945313 208.199219 L 342.050781 207.101563 L 342.15625 206.699219 L 342.261719 206.625 L 342.367188 206.371094 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 342.785156 206.222656 L 342.890625 207.066406 L 342.996094 207.433594 L 343.101563 207.578125 L 343.414063 207.324219 L 343.519531 206.261719 L 343.625 204.539063 L 343.730469 202.199219 L 343.832031 199.527344 L 344.148438 194.914063 L 344.253906 192.605469 L 344.359375 189.421875 L 344.460938 189.679688 L 344.566406 189.128906 L 344.882813 188.582031 L 344.988281 185.324219 L 345.089844 182.320313 L 345.195313 180.929688 L 345.300781 179.320313 L 345.617188 177.746094 L 345.71875 175.035156 L 345.824219 171.15625 L 345.929688 171.667969 L 346.035156 174.121094 L 346.351563 175.695313 L 346.453125 176.023438 L 346.558594 175.511719 L 346.664063 174.085938 L 346.769531 172.730469 L 347.082031 171.597656 L 347.1875 170.460938 L 347.292969 171.230469 L 347.398438 175.402344 L 347.503906 176.355469 L 347.816406 177.234375 L 348.027344 177.085938 L 348.132813 177.269531 L 348.238281 179.429688 L 348.550781 180.269531 L 348.65625 181.40625 L 348.761719 183.640625 L 348.867188 186.496094 L 348.96875 187.847656 L 349.285156 189.753906 L 349.390625 192.242188 L 349.496094 194.695313 L 349.597656 193.960938 L 349.703125 193.191406 L 350.019531 192.203125 L 350.125 190.449219 L 350.226563 190.375 L 350.332031 190.703125 L 350.4375 191.144531 L 350.753906 191.765625 L 350.855469 192.535156 L 350.960938 192.972656 L 351.066406 193.484375 L 351.171875 193.851563 L 351.484375 194.109375 L 351.589844 194.292969 L 351.695313 193.121094 L 351.800781 194.144531 L 351.90625 194.730469 L 352.21875 194.402344 L 352.324219 193.667969 L 352.429688 191.4375 L 352.535156 186.089844 L 352.640625 182.359375 L 352.742188 182.359375 L 352.953125 180.746094 L 353.058594 178.660156 L 353.164063 176.023438 L 353.269531 170.496094 L 353.371094 169.363281 L 353.6875 169.105469 L 353.792969 167.128906 L 353.898438 164.859375 L 354.003906 163.46875 L 354.105469 163.726563 L 354.421875 165.117188 L 354.527344 167.570313 L 354.632813 170.09375 L 354.734375 170.902344 L 354.839844 168.191406 L 355.15625 166.765625 L 355.261719 165.667969 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 356.203125 171.667969 L 356.308594 174.488281 L 356.621094 177.597656 L 356.726563 180.34375 L 356.832031 182.175781 L 356.9375 186.566406 L 357.042969 193.667969 L 357.355469 197.953125 L 357.460938 198.867188 L 357.566406 198.71875 L 357.671875 197.839844 L 357.777344 197 L 358.089844 196.742188 L 358.195313 198.902344 L 358.300781 200.625 L 358.40625 202.492188 L 358.507813 203.40625 L 358.824219 204.46875 L 358.929688 205.929688 L 359.035156 206.992188 L 359.136719 207.761719 L 359.242188 208.382813 L 359.558594 209.007813 L 359.664063 209.335938 L 359.765625 209.261719 L 359.871094 209.042969 L 359.976563 209.078125 L 360.292969 208.894531 L 360.394531 209.078125 L 360.5 209.300781 L 360.605469 208.859375 L 360.710938 208.53125 L 361.023438 207.652344 L 361.128906 207.066406 L 361.234375 206.554688 L 361.339844 206.40625 L 361.445313 206.003906 L 361.757813 206.042969 L 361.863281 205.199219 L 361.96875 204.285156 L 362.074219 203.257813 L 362.179688 202.964844 L 362.492188 202.308594 L 362.597656 200.515625 L 362.703125 198.097656 L 362.808594 194.839844 L 362.914063 192.535156 L 363.226563 191.839844 L 363.332031 191.179688 L 363.4375 195.828125 L 363.542969 195.28125 L 363.644531 194.949219 L 363.960938 194.804688 L 364.066406 193.449219 L 364.171875 191.546875 L 364.273438 189.679688 L 364.378906 190.484375 L 364.695313 190.375 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 364.902344 194.253906 L 365.007813 197.328125 L 365.113281 198.757813 L 365.429688 199.160156 L 365.53125 200.84375 L 365.636719 202.417969 L 365.742188 203.808594 L 365.847656 204.90625 L 366.160156 205.601563 L 366.265625 208.824219 L 366.371094 210.175781 L 366.476563 211.347656 L 366.582031 212.335938 L 366.894531 212.8125 L 367 213.507813 L 367.105469 214.753906 L 367.210938 214.972656 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 367.945313 213.800781 L 368.046875 213.617188 L 368.363281 213.839844 L 368.46875 214.277344 L 368.574219 214.496094 L 368.675781 212.667969 L 368.78125 211.789063 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 369.203125 211.605469 L 369.304688 211.605469 L 369.410156 212.117188 L 369.515625 212.519531 L 369.832031 212.886719 L 369.9375 213.070313 L 370.039063 212.335938 L 370.144531 211.640625 L 370.25 211.421875 L 370.566406 211.605469 L 370.667969 212.042969 L 370.773438 212.851563 L 370.878906 213.65625 L 370.984375 213.726563 L 371.402344 213.398438 L 371.507813 214.09375 L 371.613281 214.605469 L 371.71875 214.828125 L 372.03125 214.828125 L 372.136719 214.3125 L 372.242188 213.910156 L 372.347656 213.253906 L 372.453125 212.8125 L 372.765625 212.445313 L 372.871094 212.265625 L 372.976563 213.398438 L 373.082031 214.644531 L 373.183594 215.851563 L 373.5 216.804688 L 373.605469 217.609375 L 373.710938 217.277344 L 373.8125 215.886719 L 373.917969 215.925781 L 374.234375 216.582031 L 374.339844 217.277344 L 374.441406 218.046875 L 374.546875 218.851563 L 374.652344 218.597656 L 374.96875 217.902344 L 375.070313 216.289063 L 375.175781 216.4375 L 375.28125 216.4375 L 375.386719 216.328125 L 375.699219 216.511719 L 375.804688 216.765625 L 375.910156 217.425781 L 376.015625 218.414063 L 376.121094 219.21875 L 376.433594 219.804688 L 376.539063 220.390625 L 376.644531 221.378906 L 376.75 222 L 376.855469 222.21875 L 377.167969 222.511719 L 377.273438 222.550781 L 377.378906 222.402344 L 377.484375 222.21875 L 377.589844 221.964844 L 377.902344 221.816406 L 378.007813 221.671875 L 378.113281 221.414063 L 378.21875 221.378906 L 378.320313 221.523438 L 378.636719 221.453125 L 378.742188 221.378906 L 378.847656 221.230469 L 378.949219 221.011719 L 379.054688 220.574219 L 379.371094 220.023438 L 379.476563 218.414063 L 379.578125 217.132813 L 379.683594 214.535156 L 379.789063 211.863281 L 380.105469 210.875 L 380.207031 210.945313 L 380.3125 210.175781 L 380.417969 208.894531 L 380.523438 209.1875 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 380.941406 209.847656 L 381.046875 210.105469 L 381.152344 208.054688 L 381.257813 207.03125 L 381.570313 206.882813 L 381.675781 206.957031 L 381.78125 207.210938 L 381.886719 207.03125 L 381.992188 206.738281 L 382.304688 206.335938 L 382.410156 205.199219 L 382.515625 205.199219 L 382.621094 205.601563 L 382.722656 205.785156 L 383.039063 206.078125 L 383.144531 206.917969 L 383.25 207.871094 L 383.351563 209.152344 L 383.457031 209.664063 L 383.773438 209.59375 L 383.878906 209.738281 L 383.980469 210.359375 L 384.085938 211.019531 L 384.191406 210.617188 L 384.507813 210.140625 L 384.609375 210.105469 L 384.714844 210.398438 L 384.820313 210.910156 L 384.925781 211.054688 L 385.242188 211.347656 L 385.34375 211.863281 L 385.449219 212.738281 L 385.554688 213.363281 L 385.660156 213.765625 L 385.972656 214.09375 L 386.078125 214.3125 L 386.183594 214.789063 L 386.289063 214.972656 L 386.394531 214.460938 L 386.707031 213.398438 L 386.8125 209.117188 L 386.917969 207.433594 L 387.023438 206.738281 L 387.128906 205.382813 L 387.441406 201.976563 L 387.546875 197.953125 L 387.652344 196.742188 L 387.757813 196.890625 L 387.859375 196.742188 L 388.175781 195.71875 L 388.28125 194.695313 L 388.386719 195.425781 L 388.488281 196.449219 L 388.59375 196.414063 L 388.910156 197.109375 L 389.015625 198.867188 L 389.117188 200.441406 L 389.222656 202.746094 L 389.328125 203.039063 L 389.644531 202.746094 L 389.746094 201.574219 L 389.851563 201.210938 L 389.957031 200.257813 L 390.0625 200.550781 L 390.375 200.808594 L 390.480469 200.953125 L 390.585938 203.660156 L 390.691406 205.566406 L 390.796875 206.808594 L 391.109375 207.394531 L 391.214844 208.054688 L 391.320313 209.519531 L 391.425781 211.714844 L 391.53125 213.070313 L 391.84375 214.167969 L 391.949219 214.863281 L 392.054688 215.667969 L 392.160156 216.546875 L 392.261719 217.425781 L 392.578125 218.085938 L 392.683594 218.339844 L 392.789063 218.742188 L 392.894531 219.21875 L 392.996094 219.621094 L 393.3125 219.949219 L 393.417969 220.171875 L 393.523438 220.390625 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 394.464844 220.792969 L 394.78125 221.160156 L 394.882813 221.269531 L 394.988281 221.78125 L 395.09375 222.511719 L 395.199219 223.0625 L 395.511719 222.550781 L 395.617188 221.121094 L 395.722656 221.304688 L 395.933594 221.890625 L 396.246094 221.964844 L 396.351563 221.453125 L 396.457031 220.828125 L 396.5625 221.523438 L 396.667969 222.660156 L 396.980469 223.28125 L 397.085938 223.832031 L 397.191406 224.636719 L 397.296875 225.882813 L 397.398438 226.757813 L 397.714844 227.417969 L 397.820313 227.894531 L 397.925781 228.1875 L 398.027344 228.371094 L 398.132813 228.554688 L 398.449219 228.734375 L 398.554688 228.664063 L 398.65625 228.773438 L 398.761719 229.25 L 398.867188 229.613281 L 399.183594 229.90625 L 399.285156 230.128906 L 399.390625 230.382813 L 399.496094 230.308594 L 399.601563 230.238281 L 399.914063 230.273438 L 400.019531 230.128906 L 400.125 229.835938 L 400.230469 229.503906 L 400.335938 229.25 L 400.648438 228.957031 L 400.753906 228.773438 L 400.859375 228.554688 L 400.964844 228.480469 L 401.070313 228.332031 L 401.382813 228.222656 L 401.488281 228.222656 L 401.59375 228.332031 L 401.699219 228.515625 L 401.804688 228.445313 L 402.117188 228.371094 L 402.222656 228.222656 L 402.328125 228.113281 L 402.433594 227.636719 L 402.535156 227.382813 L 402.851563 227.273438 L 402.957031 227.164063 L 403.0625 227.125 L 403.164063 227.125 L 403.269531 227.199219 L 403.585938 227.089844 L 403.691406 226.980469 L 403.792969 227.199219 L 403.898438 227.492188 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 404.421875 227.675781 L 404.527344 227.785156 L 404.738281 227.785156 L 405.050781 227.859375 L 405.15625 227.746094 L 405.261719 227.566406 L 405.367188 227.308594 L 405.472656 227.164063 L 405.785156 227.125 L 405.890625 227.015625 L 405.996094 227.050781 L 406.101563 227.089844 L 406.207031 227.050781 L 406.519531 227.050781 L 406.625 227.015625 L 406.730469 227.234375 L 406.835938 227.382813 L 406.9375 227.527344 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 407.359375 227.785156 L 407.464844 227.96875 L 407.566406 228.039063 L 407.671875 228.003906 L 407.988281 227.859375 L 408.09375 227.457031 L 408.199219 225.808594 L 408.300781 225.699219 L 408.40625 225.808594 L 408.722656 225.953125 L 408.828125 226.320313 L 408.929688 226.832031 L 409.035156 227.34375 L 409.140625 227.566406 L 409.558594 227.636719 L 409.664063 227.527344 L 409.875 227.457031 L 410.1875 227.457031 L 410.292969 227.382813 L 410.398438 227.125 L 410.503906 226.941406 L 410.609375 226.6875 L 410.921875 226.6875 L 411.027344 226.613281 L 411.132813 226.394531 L 411.238281 225.992188 L 411.34375 225.515625 L 411.65625 225.003906 L 411.761719 224.085938 L 411.867188 222.476563 L 411.972656 220.71875 L 412.074219 220.5 L 412.390625 220.5 L 412.496094 220.097656 L 412.601563 218.671875 L 412.703125 218.671875 L 412.808594 218.890625 L 413.125 219.253906 L 413.230469 219.730469 L 413.332031 219.949219 L 413.4375 219.949219 L 413.542969 219.546875 L 413.859375 219.183594 L 413.960938 218.632813 L 414.066406 218.265625 L 414.171875 217.792969 L 414.277344 217.023438 L 414.589844 216.070313 L 414.695313 215.523438 L 414.800781 214.203125 L 414.90625 212.082031 L 415.011719 210.652344 L 415.324219 209.957031 L 415.429688 208.273438 L 415.535156 208.089844 L 415.746094 209.261719 L 416.058594 209.117188 L 416.164063 208.96875 L 416.269531 208.605469 L 416.375 208.75 L 416.480469 207.617188 L 416.792969 206.882813 L 416.898438 205.089844 L 417.003906 204.285156 L 417.109375 205.054688 L 417.210938 205.089844 L 417.527344 205.199219 L 417.632813 206.480469 L 417.738281 209.007813 L 417.839844 210.726563 L 417.945313 210.398438 L 418.261719 210.105469 L 418.367188 210.726563 L 418.46875 211.277344 L 418.574219 211.898438 L 418.679688 212.628906 L 418.996094 213.582031 L 419.097656 214.535156 L 419.203125 215.414063 L 419.308594 215.886719 L 419.414063 215.960938 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 419.832031 215.667969 L 419.9375 215.851563 L 420.042969 216.402344 L 420.148438 216.984375 L 420.460938 216.949219 L 420.566406 217.058594 L 420.671875 217.71875 L 420.777344 218.632813 L 420.882813 219.074219 L 421.195313 219.546875 L 421.300781 219.660156 L 421.40625 219.21875 L 421.511719 216.691406 L 421.613281 213.875 L 421.929688 213.214844 L 422.035156 215.230469 L 422.140625 215.449219 L 422.242188 215.265625 L 422.347656 214.496094 L 422.664063 214.496094 L 422.769531 215.121094 L 422.871094 216.070313 L 422.976563 216.511719 L 423.082031 216.472656 L 423.398438 216.765625 L 423.503906 217.207031 L 423.605469 218.230469 L 423.710938 219.109375 L 423.816406 219.402344 L 424.132813 219.402344 L 424.234375 219.585938 L 424.339844 220.207031 L 424.445313 220.976563 L 424.550781 221.414063 L 424.863281 221.671875 L 424.96875 221.121094 L 425.074219 220.464844 L 425.179688 220.242188 L 425.285156 220.683594 L 425.597656 221.230469 L 425.703125 221.964844 L 425.808594 222.074219 L 425.914063 222.367188 L 426.019531 222.625 L 426.332031 223.171875 L 426.4375 224.125 L 426.542969 224.964844 L 426.648438 225.589844 L 426.75 225.917969 L 427.066406 226.027344 L 427.171875 226.246094 L 427.277344 227.089844 L 427.378906 227.820313 L 427.484375 228.515625 L 427.800781 228.882813 L 427.90625 229.359375 L 428.007813 230.015625 L 428.113281 230.566406 L 428.21875 230.785156 L 428.535156 230.128906 L 428.636719 229.6875 L 428.742188 229.027344 L 428.847656 228.445313 L 428.953125 227.746094 L 429.265625 227.636719 L 429.371094 227.125 L 429.476563 227.417969 L 429.582031 228.003906 L 429.6875 228.40625 L 430 228.847656 L 430.105469 228.847656 L 430.210938 229.027344 L 430.316406 229.46875 L 430.421875 229.90625 L 430.734375 230.421875 L 430.839844 231.296875 L 430.945313 231.773438 L 431.050781 231.773438 L 431.15625 231.554688 L 431.46875 231.519531 L 431.574219 231.664063 L 431.679688 231.628906 L 431.785156 231.519531 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 432.9375 231.703125 L 433.042969 231.882813 L 433.144531 231.921875 L 433.25 232.726563 L 433.355469 233.3125 L 433.671875 233.824219 L 433.773438 234.300781 L 433.878906 234.59375 L 433.984375 234.996094 L 434.089844 235.363281 L 434.402344 235.507813 L 434.507813 235.726563 L 434.613281 235.910156 L 434.71875 236.019531 L 434.824219 236.058594 L 435.136719 236.058594 L 435.242188 236.386719 L 435.347656 236.679688 L 435.453125 237.117188 L 435.558594 237.410156 L 435.871094 237.519531 L 435.976563 237.667969 L 436.082031 237.925781 L 436.1875 238.105469 L 436.289063 238.144531 L 436.605469 238.289063 L 436.710938 238.363281 L 436.816406 238.398438 L 436.917969 238.398438 L 437.023438 238.363281 L 437.339844 238.21875 L 437.445313 237.996094 L 437.546875 237.777344 L 437.652344 237.558594 L 437.757813 237.484375 L 438.074219 237.449219 L 438.175781 237.375 L 438.28125 237.230469 L 438.386719 237.117188 L 438.492188 237.046875 L 438.804688 236.972656 L 439.015625 236.753906 L 439.121094 236.496094 L 439.226563 236.242188 L 439.539063 236.058594 L 439.644531 235.617188 L 439.75 235.253906 L 439.855469 234.960938 L 439.960938 234.8125 L 440.273438 234.628906 L 440.378906 234.519531 L 440.484375 234.628906 L 440.589844 234.667969 L 440.695313 234.554688 L 441.007813 234.445313 L 441.113281 234.445313 L 441.21875 234.335938 L 441.324219 234.152344 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 441.847656 234.042969 L 441.953125 233.859375 L 442.054688 233.3125 L 442.160156 232.542969 L 442.476563 231.773438 L 442.582031 231.1875 L 442.683594 230.714844 L 442.789063 230.089844 L 442.894531 229.285156 L 443.210938 228.699219 L 443.3125 228.515625 L 443.417969 228.261719 L 443.523438 227.164063 L 443.628906 225.769531 L 443.941406 224.894531 L 444.046875 224.453125 L 444.152344 224.527344 L 444.257813 224.488281 L 444.363281 223.832031 L 444.675781 223.757813 L 444.78125 223.246094 L 444.886719 222.84375 L 444.992188 223.027344 L 445.097656 223.28125 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 445.515625 224.050781 L 445.621094 225.148438 L 445.726563 225.515625 L 445.828125 225.917969 L 446.144531 226.46875 L 446.25 227.273438 L 446.355469 227.820313 L 446.457031 227.820313 L 446.5625 227.050781 L 446.878906 226.578125 L 446.984375 225.476563 L 447.089844 225.515625 L 447.191406 225.808594 L 447.296875 226.136719 L 447.613281 226.175781 L 447.71875 226.394531 L 447.820313 226.871094 L 447.925781 227.015625 L 448.03125 226.832031 L 448.449219 226.613281 L 448.554688 226.613281 L 448.660156 226.832031 L 448.765625 226.6875 L 449.078125 226.796875 L 449.183594 226.832031 L 449.289063 226.6875 L 449.394531 226.648438 L 449.5 226.6875 L 449.8125 226.722656 L 449.917969 226.757813 L 450.023438 226.90625 L 450.128906 227.125 L 450.234375 227.527344 L 450.546875 227.710938 L 450.652344 227.785156 L 450.757813 227.601563 L 450.863281 227.199219 L 450.964844 226.722656 L 451.28125 226.46875 L 451.386719 226.0625 L 451.492188 225.589844 L 451.59375 224.855469 L 451.699219 224.234375 L 452.015625 223.832031 L 452.121094 223.683594 L 452.222656 223.613281 L 452.328125 223.429688 L 452.433594 223.28125 L 452.75 223.246094 L 452.851563 222.988281 L 452.957031 222.441406 L 453.0625 222 L 453.167969 221.746094 L 453.480469 221.636719 L 453.585938 221.707031 L 453.796875 222.441406 L 453.902344 222.734375 L 454.214844 223.0625 L 454.320313 223.539063 L 454.425781 224.160156 L 454.53125 224.671875 L 454.636719 225.003906 L 454.949219 225.222656 L 455.054688 225.40625 L 455.160156 225.550781 L 455.265625 225.734375 L 455.683594 225.734375 L 455.789063 225.917969 L 455.894531 225.660156 L 456 225.113281 L 456.101563 224.453125 L 456.417969 224.085938 L 456.523438 223.867188 L 456.628906 223.941406 L 456.730469 224.050781 L 456.835938 224.015625 L 457.152344 223.867188 L 457.257813 223.683594 L 457.359375 223.171875 L 457.464844 222.734375 L 457.570313 222.660156 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 457.988281 222.84375 L 458.09375 222.988281 L 458.199219 222.953125 L 458.304688 222.660156 L 458.617188 222.511719 L 458.722656 221.746094 L 458.828125 220.71875 \"/>\n", | |
"</g>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 126.320313 417.601563 L 432.621094 417.601563 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 126.320313 417.601563 L 126.320313 424.800781 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 202.945313 417.601563 L 202.945313 424.800781 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 279.46875 417.601563 L 279.46875 424.800781 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 356.097656 417.601563 L 356.097656 424.800781 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 432.621094 417.601563 L 432.621094 424.800781 \"/>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph1-0\" x=\"112.972656\" y=\"443.519531\"/>\n", | |
" <use xlink:href=\"#glyph1-1\" x=\"119.646484\" y=\"443.519531\"/>\n", | |
" <use xlink:href=\"#glyph1-1\" x=\"126.320313\" y=\"443.519531\"/>\n", | |
" <use xlink:href=\"#glyph1-2\" x=\"132.994141\" y=\"443.519531\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph1-0\" x=\"189.597656\" y=\"443.519531\"/>\n", | |
" <use xlink:href=\"#glyph1-1\" x=\"196.271484\" y=\"443.519531\"/>\n", | |
" <use xlink:href=\"#glyph1-3\" x=\"202.945313\" y=\"443.519531\"/>\n", | |
" <use xlink:href=\"#glyph1-1\" x=\"209.619141\" y=\"443.519531\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph1-0\" x=\"266.121094\" y=\"443.519531\"/>\n", | |
" <use xlink:href=\"#glyph1-1\" x=\"272.794922\" y=\"443.519531\"/>\n", | |
" <use xlink:href=\"#glyph1-3\" x=\"279.46875\" y=\"443.519531\"/>\n", | |
" <use xlink:href=\"#glyph1-0\" x=\"286.142578\" y=\"443.519531\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph1-0\" x=\"342.75\" y=\"443.519531\"/>\n", | |
" <use xlink:href=\"#glyph1-1\" x=\"349.423828\" y=\"443.519531\"/>\n", | |
" <use xlink:href=\"#glyph1-3\" x=\"356.097656\" y=\"443.519531\"/>\n", | |
" <use xlink:href=\"#glyph1-4\" x=\"362.771484\" y=\"443.519531\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph1-0\" x=\"419.273438\" y=\"443.519531\"/>\n", | |
" <use xlink:href=\"#glyph1-1\" x=\"425.947266\" y=\"443.519531\"/>\n", | |
" <use xlink:href=\"#glyph1-3\" x=\"432.621094\" y=\"443.519531\"/>\n", | |
" <use xlink:href=\"#glyph1-5\" x=\"439.294922\" y=\"443.519531\"/>\n", | |
"</g>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 73.441406 417.601563 L 473.761719 417.601563 L 473.761719 244.800781 L 73.441406 244.800781 L 73.441406 417.601563 \"/>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph1-6\" x=\"258.921875\" y=\"472.320313\"/>\n", | |
" <use xlink:href=\"#glyph1-7\" x=\"262.255859\" y=\"472.320313\"/>\n", | |
" <use xlink:href=\"#glyph1-8\" x=\"268.929688\" y=\"472.320313\"/>\n", | |
" <use xlink:href=\"#glyph1-9\" x=\"275.603516\" y=\"472.320313\"/>\n", | |
" <use xlink:href=\"#glyph1-10\" x=\"282.277344\" y=\"472.320313\"/>\n", | |
"</g>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 73.441406 369.722656 L 73.441406 270.199219 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 73.441406 369.722656 L 66.238281 369.722656 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 73.441406 319.960938 L 66.238281 319.960938 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 73.441406 270.199219 L 66.238281 270.199219 \"/>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph0-0\" x=\"56.160156\" y=\"379.734375\"/>\n", | |
" <use xlink:href=\"#glyph0-1\" x=\"56.160156\" y=\"373.060547\"/>\n", | |
" <use xlink:href=\"#glyph0-1\" x=\"56.160156\" y=\"366.386719\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph0-0\" x=\"56.160156\" y=\"329.972656\"/>\n", | |
" <use xlink:href=\"#glyph0-12\" x=\"56.160156\" y=\"323.298828\"/>\n", | |
" <use xlink:href=\"#glyph0-1\" x=\"56.160156\" y=\"316.625\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph0-13\" x=\"56.160156\" y=\"280.210938\"/>\n", | |
" <use xlink:href=\"#glyph0-1\" x=\"56.160156\" y=\"273.537109\"/>\n", | |
" <use xlink:href=\"#glyph0-1\" x=\"56.160156\" y=\"266.863281\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph0-14\" x=\"27.359375\" y=\"383.566406\"/>\n", | |
" <use xlink:href=\"#glyph0-15\" x=\"27.359375\" y=\"375.5625\"/>\n", | |
" <use xlink:href=\"#glyph0-16\" x=\"27.359375\" y=\"367.558594\"/>\n", | |
" <use xlink:href=\"#glyph0-17\" x=\"27.359375\" y=\"359.554688\"/>\n", | |
" <use xlink:href=\"#glyph0-14\" x=\"27.359375\" y=\"352.880859\"/>\n", | |
" <use xlink:href=\"#glyph0-15\" x=\"27.359375\" y=\"344.876953\"/>\n", | |
" <use xlink:href=\"#glyph0-16\" x=\"27.359375\" y=\"336.873047\"/>\n", | |
" <use xlink:href=\"#glyph0-18\" x=\"27.359375\" y=\"328.869141\"/>\n", | |
" <use xlink:href=\"#glyph0-19\" x=\"27.359375\" y=\"325.535156\"/>\n", | |
" <use xlink:href=\"#glyph0-20\" x=\"27.359375\" y=\"317.53125\"/>\n", | |
" <use xlink:href=\"#glyph0-21\" x=\"27.359375\" y=\"310.857422\"/>\n", | |
" <use xlink:href=\"#glyph0-22\" x=\"27.359375\" y=\"308.191406\"/>\n", | |
" <use xlink:href=\"#glyph0-23\" x=\"27.359375\" y=\"301.517578\"/>\n", | |
" <use xlink:href=\"#glyph0-6\" x=\"27.359375\" y=\"295.517578\"/>\n", | |
" <use xlink:href=\"#glyph0-24\" x=\"27.359375\" y=\"292.183594\"/>\n", | |
" <use xlink:href=\"#glyph0-20\" x=\"27.359375\" y=\"285.509766\"/>\n", | |
"</g>\n", | |
"<g clip-path=\"url(#clip2)\" clip-rule=\"nonzero\">\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 88.265625 353.730469 L 88.371094 353.484375 L 88.476563 354.40625 L 88.789063 353.875 L 88.894531 353.972656 L 89 353.589844 L 89.105469 353.082031 L 89.210938 352.203125 L 89.628906 352.429688 L 89.734375 352.382813 L 89.839844 352.773438 L 89.945313 352.542969 L 90.257813 352.902344 L 90.363281 352.5625 L 90.46875 351.621094 L 90.574219 353.003906 L 90.675781 353.109375 L 90.992188 353.171875 L 91.097656 352.570313 L 91.203125 351.785156 L 91.304688 351.082031 L 91.410156 350.917969 L 91.726563 350.886719 L 91.832031 350.851563 L 91.9375 350.589844 L 92.039063 350.746094 L 92.144531 351.628906 L 92.460938 352.03125 L 92.566406 351.039063 L 92.667969 350.265625 L 92.773438 350.109375 L 92.878906 350.167969 L 93.296875 349.914063 L 93.402344 349.960938 L 93.507813 350.050781 L 93.613281 350.519531 L 93.925781 350.625 L 94.03125 355.257813 L 94.136719 354.089844 L 94.242188 354.433594 L 94.347656 355.933594 L 94.660156 357.015625 L 94.765625 355.09375 L 94.871094 355.207031 L 94.976563 354.242188 L 95.082031 354.210938 L 95.394531 354.039063 L 95.5 356.277344 L 95.605469 355.4375 L 95.710938 355.28125 L 95.8125 355.601563 L 96.128906 354.230469 L 96.234375 353.597656 L 96.339844 351.695313 L 96.441406 351.785156 L 96.546875 351.613281 L 96.863281 351.769531 L 96.96875 352.046875 L 97.070313 352.902344 L 97.175781 352.777344 L 97.28125 352.753906 L 97.597656 352.621094 L 97.699219 351.367188 L 97.804688 351.238281 L 97.910156 350.917969 L 98.328125 350.753906 L 98.433594 350.613281 L 98.539063 351.097656 L 98.644531 350.570313 L 98.75 350.03125 L 99.0625 348.898438 L 99.167969 348.578125 L 99.273438 348.429688 L 99.378906 348.464844 L 99.484375 347.324219 L 99.796875 347.78125 L 99.902344 347.734375 L 100.007813 346.617188 L 100.113281 346.476563 L 100.21875 346.578125 L 100.53125 347.59375 L 100.636719 347.28125 L 100.742188 346.570313 L 100.847656 345.902344 L 100.949219 345.4375 L 101.265625 345.410156 L 101.371094 345.574219 L 101.476563 345.238281 L 101.578125 346.535156 L 101.683594 345.484375 L 102 345.757813 L 102.105469 345.722656 L 102.207031 344.878906 L 102.3125 345.125 L 102.417969 344.042969 L 102.734375 344.109375 L 102.835938 344.207031 L 102.941406 344.191406 L 103.046875 345.320313 L 103.152344 344.804688 L 103.570313 344.355469 L 103.675781 343.335938 L 103.78125 343.46875 L 103.886719 342.84375 L 104.199219 342.828125 L 104.304688 343.328125 L 104.410156 344.683594 L 104.515625 346.929688 L 104.621094 345.339844 L 104.933594 345.125 L 105.039063 346.476563 L 105.144531 344.640625 L 105.25 343.84375 L 105.351563 343.132813 L 105.667969 343.28125 L 105.773438 342.96875 L 105.878906 344.722656 L 105.980469 344.03125 L 106.085938 345.207031 L 106.402344 345.800781 L 106.507813 347.070313 L 106.609375 345.332031 L 106.714844 345.347656 L 106.820313 345.308594 L 107.136719 344.1875 L 107.242188 343.734375 L 107.449219 343.863281 L 107.554688 343.207031 L 107.871094 343.105469 L 107.972656 344.902344 L 108.078125 344.019531 L 108.183594 342.042969 L 108.289063 341.664063 L 108.601563 341.679688 L 108.707031 341.746094 L 108.8125 341.976563 L 108.917969 341.484375 L 109.023438 342.777344 L 109.335938 342.390625 L 109.441406 344.589844 L 109.546875 344.335938 L 109.652344 347.292969 L 109.757813 349.691406 L 110.070313 347.820313 L 110.175781 349.1875 L 110.28125 348.601563 L 110.386719 347.636719 L 110.488281 350.769531 L 110.804688 348.785156 L 110.910156 347.5 L 111.015625 345.800781 L 111.117188 349.460938 L 111.222656 350.019531 L 111.539063 349.589844 L 111.644531 351.421875 L 111.746094 353.042969 L 111.851563 352.167969 L 111.957031 350.019531 L 112.273438 350.078125 L 112.375 349.839844 L 112.480469 348.421875 L 112.585938 348.527344 L 112.691406 347.035156 L 113.003906 348.175781 L 113.109375 350.835938 L 113.214844 348.511719 L 113.320313 348.832031 L 113.425781 347.648438 L 113.84375 346.417969 L 113.949219 347.480469 L 114.054688 347.203125 L 114.160156 348.898438 L 114.472656 349.128906 L 114.578125 347.730469 L 114.683594 347.414063 L 114.789063 346.558594 L 114.894531 346.566406 L 115.207031 347.226563 L 115.3125 343.632813 L 115.417969 342.894531 L 115.523438 343.78125 L 115.625 343.445313 L 115.941406 343.675781 L 116.046875 343.925781 L 116.152344 343.261719 L 116.253906 342.515625 L 116.359375 342.9375 L 116.675781 341.515625 L 116.78125 341.6875 L 116.882813 341.945313 L 116.988281 341.746094 L 117.09375 340.230469 L 117.410156 340.917969 L 117.511719 339.710938 L 117.617188 339.925781 L 117.722656 340.546875 L 117.828125 339.835938 L 118.140625 340.925781 L 118.246094 341.945313 L 118.351563 341.554688 L 118.457031 342.019531 L 118.5625 345.347656 L 118.875 344.628906 L 118.980469 343.617188 L 119.085938 343.847656 L 119.191406 343.550781 L 119.296875 342.078125 L 119.609375 341.65625 L 119.714844 342.542969 L 119.820313 341.226563 L 119.925781 344.222656 L 120.027344 344.082031 L 120.34375 345.035156 L 120.449219 343.359375 L 120.554688 346.804688 L 120.65625 347.425781 L 120.761719 349.097656 L 121.078125 350.289063 L 121.183594 346.664063 L 121.285156 347.003906 L 121.390625 348.765625 L 121.496094 348.558594 L 121.8125 350.238281 L 121.914063 349.511719 L 122.019531 351.960938 L 122.230469 349.933594 L 122.546875 352.566406 L 122.648438 351.226563 L 122.753906 347.449219 L 122.859375 347.410156 L 122.964844 346.183594 L 123.277344 346.996094 L 123.382813 348.089844 L 123.488281 346.058594 L 123.59375 344.296875 L 123.699219 344.320313 L 124.011719 343.351563 L 124.117188 346.804688 L 124.222656 345.597656 L 124.328125 345.851563 L 124.433594 347.417969 L 124.746094 349.15625 L 124.851563 348.484375 L 124.957031 348.484375 L 125.0625 347.722656 L 125.164063 345.972656 L 125.480469 345.054688 L 125.691406 344.789063 L 125.792969 346.355469 L 125.898438 346.664063 L 126.214844 347.570313 L 126.421875 348.636719 L 126.527344 348.691406 L 126.632813 351.648438 L 126.949219 351.746094 L 127.050781 353.644531 L 127.15625 352.429688 L 127.261719 351.664063 L 127.367188 352.613281 L 127.679688 351.671875 L 127.785156 354.261719 L 127.890625 355.25 L 127.996094 358.207031 L 128.101563 359.34375 L 128.519531 360.460938 L 128.625 357.847656 L 128.730469 356.90625 L 128.835938 358.53125 L 129.148438 356.699219 L 129.253906 356.140625 L 129.359375 356.972656 L 129.464844 354.925781 L 129.566406 353.085938 L 129.882813 354.550781 L 129.988281 357.621094 L 130.09375 358.519531 L 130.199219 357.789063 L 130.300781 358.503906 L 130.617188 357.9375 L 130.722656 356.90625 L 130.828125 355.757813 L 130.929688 356.757813 L 131.035156 356.78125 L 131.457031 356.464844 L 131.558594 356.132813 L 131.664063 357.074219 L 131.769531 356.382813 L 132.085938 354.960938 L 132.1875 354.101563 L 132.292969 354.21875 L 132.398438 355.34375 L 132.503906 357.878906 L 132.816406 358.148438 L 132.921875 358.570313 L 133.027344 357.871094 L 133.132813 360.175781 L 133.238281 361.300781 L 133.550781 362.722656 L 133.65625 358.894531 L 133.761719 359.929688 L 133.867188 359.6875 L 133.972656 361.382813 L 134.285156 362.472656 L 134.390625 358.039063 L 134.496094 360.792969 L 134.601563 358.785156 L 135.019531 356.578125 L 135.125 356.46875 L 135.230469 357.847656 L 135.332031 358.199219 L 135.4375 359.261719 L 135.753906 358.875 L 135.859375 354.996094 L 135.960938 354.921875 L 136.066406 354.636719 L 136.171875 354.761719 L 136.488281 354.703125 L 136.589844 354.820313 L 136.695313 355.648438 L 136.800781 355.488281 L 136.90625 357.699219 L 137.21875 358.074219 L 137.324219 357.8125 L 137.429688 354.796875 L 137.535156 354.628906 L 137.640625 353.433594 L 137.953125 353.375 L 138.058594 353.882813 L 138.164063 354.066406 L 138.269531 353.566406 L 138.375 352.496094 L 138.6875 352.46875 L 138.792969 352.929688 L 138.898438 353.617188 L 139.003906 351.222656 L 139.109375 350.898438 L 139.421875 351.464844 L 139.527344 350.445313 L 139.632813 352.5625 L 139.738281 352.863281 L 139.839844 353.082031 L 140.15625 351.777344 L 140.261719 351.757813 L 140.367188 351.515625 L 140.46875 350.046875 L 140.890625 349.609375 L 140.996094 350.582031 L 141.097656 352.585938 L 141.203125 352.570313 L 141.308594 354.132813 L 141.726563 353.28125 L 141.832031 352.746094 L 141.9375 352.160156 L 142.042969 351.867188 L 142.355469 353.082031 L 142.460938 353.757813 L 142.566406 353.816406 L 142.671875 351.507813 L 142.777344 355.261719 L 143.089844 354.988281 L 143.195313 355.554688 L 143.300781 357.230469 L 143.40625 356.800781 L 143.511719 355.378906 L 143.824219 355.3125 L 143.929688 355.867188 L 144.035156 356.96875 L 144.140625 356.828125 L 144.242188 358.652344 L 144.558594 358.761719 L 144.664063 358.980469 L 144.769531 358.457031 L 144.871094 361.46875 L 144.976563 362.054688 L 145.292969 361.679688 L 145.398438 361.34375 L 145.503906 363.191406 L 145.605469 363.082031 L 146.027344 364.164063 L 146.132813 362.300781 L 146.234375 364.359375 L 146.339844 363.929688 L 146.445313 365.15625 L 146.761719 366.097656 L 146.863281 367.554688 L 146.96875 365.058594 L 147.074219 364.015625 L 147.179688 363.359375 L 147.492188 363.300781 L 147.597656 362.097656 L 147.703125 361.519531 L 147.808594 363.753906 L 147.914063 363.777344 L 148.226563 365.324219 L 148.332031 363.105469 L 148.4375 361.214844 L 148.542969 362.644531 L 148.648438 363.207031 L 148.960938 364.191406 L 149.066406 361.359375 L 149.171875 360.878906 L 149.277344 362.492188 L 149.378906 360.507813 L 149.695313 359.382813 L 149.800781 360.527344 L 149.90625 361.183594 L 150.007813 360.367188 L 150.113281 359.835938 L 150.429688 361.332031 L 150.535156 362.511719 L 150.636719 362.015625 L 150.742188 361.828125 L 150.847656 360.273438 L 151.164063 362.484375 L 151.265625 362.175781 L 151.371094 361.132813 L 151.476563 359.820313 L 151.582031 360.996094 L 152 361.667969 L 152.105469 361.761719 L 152.210938 364.996094 L 152.316406 364.671875 L 152.628906 362.511719 L 152.734375 365.679688 L 152.839844 365.257813 L 152.945313 363.753906 L 153.050781 363.265625 L 153.363281 368.308594 L 153.46875 366.621094 L 153.574219 371.234375 L 153.679688 368.328125 L 153.785156 364.320313 L 154.097656 366.695313 L 154.203125 369.027344 L 154.308594 368.707031 L 154.414063 367.132813 L 154.515625 367.082031 L 154.832031 375.089844 L 154.9375 371.191406 L 155.042969 371.132813 L 155.144531 374.691406 L 155.25 375.96875 L 155.566406 380.71875 L 155.671875 384.683594 L 155.773438 386.8125 L 155.878906 392.570313 L 155.984375 394.429688 L 156.300781 383.566406 L 156.402344 384.835938 L 156.507813 393.144531 L 156.613281 389.976563 L 156.71875 390.449219 L 157.03125 385.714844 L 157.136719 388.207031 L 157.242188 392.621094 L 157.347656 391.734375 L 157.453125 395.664063 L 157.765625 398.277344 L 157.871094 389.984375 L 157.976563 390.558594 L 158.082031 387.835938 L 158.1875 387.386719 L 158.5 387.152344 L 158.605469 384.363281 L 158.710938 387.929688 L 158.816406 392.433594 L 158.917969 389.898438 L 159.234375 390.9375 L 159.339844 393.355469 L 159.445313 396.695313 L 159.546875 392.171875 L 159.652344 396.019531 L 159.96875 396.992188 L 160.074219 395.628906 L 160.175781 400.347656 L 160.28125 405.460938 L 160.386719 402.023438 L 160.703125 397.363281 L 160.804688 396.832031 L 160.910156 394.03125 L 161.121094 393.085938 L 161.4375 399.832031 L 161.539063 397.160156 L 161.644531 395.429688 L 161.75 397.136719 L 161.855469 394.914063 L 162.167969 392.316406 L 162.273438 393.585938 L 162.378906 393.070313 L 162.484375 394.902344 L 162.589844 394.015625 L 162.902344 395.0625 L 163.007813 391.574219 L 163.113281 392.324219 L 163.21875 393.761719 L 163.324219 394.085938 L 163.636719 395.050781 L 163.742188 395.816406 L 163.847656 395.390625 L 164.054688 394.964844 L 164.371094 395.179688 L 164.476563 393.421875 L 164.582031 392.339844 L 164.789063 390.023438 L 165.105469 390.117188 L 165.210938 389.585938 L 165.3125 391.972656 L 165.417969 391.660156 L 165.523438 393.320313 L 165.839844 395.144531 L 165.941406 395.007813 L 166.046875 397.34375 L 166.152344 397.316406 L 166.257813 396.753906 L 166.675781 400.582031 L 166.78125 397.617188 L 166.886719 398.722656 L 166.992188 398.417969 L 167.304688 397.929688 L 167.410156 397.207031 L 167.515625 394.769531 L 167.621094 397.1875 L 167.726563 398.65625 L 168.039063 398.867188 L 168.144531 397.878906 L 168.25 398.230469 L 168.355469 397.171875 L 168.457031 395.117188 L 168.773438 395.015625 L 168.878906 398.417969 L 168.984375 398 L 169.089844 397.949219 L 169.191406 398.714844 L 169.613281 401.730469 L 169.71875 401.894531 L 169.820313 402.617188 L 169.925781 403.265625 L 170.242188 405.625 L 170.347656 403.214844 L 170.449219 403.734375 L 170.554688 404.800781 L 170.660156 406.238281 L 170.976563 409.078125 L 171.078125 409.53125 L 171.183594 408.113281 L 171.289063 410.613281 L 171.394531 410.507813 L 171.707031 411.199219 L 171.8125 407.738281 L 171.917969 407.339844 L 172.023438 404.902344 L 172.128906 404.398438 L 172.441406 404.59375 L 172.546875 402.617188 L 172.652344 401.125 L 172.757813 401.96875 L 172.863281 403.402344 L 173.175781 398.671875 L 173.28125 400.0625 L 173.386719 399.335938 L 173.492188 397.910156 L 173.59375 399.195313 L 173.910156 401.617188 L 174.015625 400.992188 L 174.121094 399.667969 L 174.222656 397.636719 L 174.328125 396.921875 L 174.644531 397.488281 L 174.75 399.164063 L 174.851563 398.40625 L 174.957031 395.59375 L 175.378906 395.574219 L 175.480469 396.84375 L 175.585938 396.074219 L 175.691406 395 L 175.796875 394.503906 L 176.109375 397.636719 L 176.214844 396.234375 L 176.320313 396.683594 L 176.425781 395.96875 L 176.53125 394.863281 L 176.84375 395.566406 L 176.949219 395.796875 L 177.054688 394.234375 L 177.160156 394.210938 L 177.265625 393.808594 L 177.578125 391.242188 L 177.683594 391.507813 L 177.789063 390.160156 L 177.894531 391.257813 L 178 389.4375 L 178.3125 390.929688 L 178.417969 391.164063 L 178.523438 393.128906 L 178.628906 392.476563 L 178.730469 393.101563 L 179.046875 390.941406 L 179.152344 391.035156 L 179.257813 391.558594 L 179.359375 392.675781 L 179.464844 392.835938 L 179.886719 390.878906 L 179.988281 392.277344 L 180.09375 391.207031 L 180.199219 389.824219 L 180.515625 387.902344 L 180.617188 387.832031 L 180.722656 388.863281 L 180.828125 388.109375 L 180.933594 388.089844 L 181.246094 388.425781 L 181.351563 388.011719 L 181.457031 388.21875 L 181.5625 387.859375 L 181.667969 387.636719 L 181.980469 389.507813 L 182.085938 390.589844 L 182.191406 390.664063 L 182.296875 390.089844 L 182.402344 389.796875 L 182.714844 392.179688 L 182.820313 392.121094 L 182.925781 391.457031 L 183.03125 389.765625 L 183.132813 389.972656 L 183.449219 389.230469 L 183.554688 389.875 L 183.660156 389.546875 L 183.761719 391.722656 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 184.183594 391.730469 L 184.289063 393.234375 L 184.394531 393.285156 L 184.496094 393.140625 L 184.601563 393.320313 L 184.917969 391.472656 L 185.023438 391.03125 L 185.125 388.746094 L 185.230469 388.875 L 185.335938 387.996094 L 185.652344 387.132813 L 185.753906 386.75 L 185.859375 386.769531 L 185.964844 384.949219 L 186.070313 384.601563 L 186.382813 384.351563 L 186.488281 384.75 L 186.59375 384.957031 L 186.699219 384.074219 L 186.804688 383.953125 L 187.117188 382.546875 L 187.222656 382.324219 L 187.328125 382.574219 L 187.433594 383.023438 L 187.539063 381.890625 L 187.851563 382.074219 L 187.957031 383.160156 L 188.0625 382.238281 L 188.167969 381.574219 L 188.269531 382.246094 L 188.585938 384.386719 L 188.691406 383.714844 L 188.796875 382.960938 L 188.898438 382.074219 L 189.003906 380.363281 L 189.320313 380.371094 L 189.425781 380.199219 L 189.527344 380.191406 L 189.632813 379.992188 L 189.738281 380.011719 L 190.054688 380.804688 L 190.15625 382.753906 L 190.261719 383.082031 L 190.367188 382.367188 L 190.472656 381.148438 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 190.890625 380.390625 L 190.996094 379.707031 L 191.101563 378.792969 L 191.207031 378.808594 L 191.519531 378.371094 L 191.625 377.992188 L 191.730469 376.609375 L 191.835938 376.746094 L 191.941406 376.6875 L 192.253906 376.921875 L 192.359375 376.386719 L 192.464844 377.15625 L 192.570313 378.171875 L 192.675781 378.65625 L 192.988281 377.035156 L 193.09375 377.3125 L 193.199219 377.667969 L 193.304688 379.941406 L 193.40625 380.355469 L 193.722656 379.03125 L 193.828125 377.738281 L 193.933594 377.484375 L 194.035156 376.785156 L 194.140625 376.21875 L 194.457031 375.855469 L 194.5625 376.046875 L 194.664063 374.441406 L 194.769531 374.09375 L 194.875 374.804688 L 195.191406 374.027344 L 195.292969 374.527344 L 195.398438 375.378906 L 195.503906 374.425781 L 195.609375 375.507813 L 195.921875 376.523438 L 196.027344 376.949219 L 196.132813 378.691406 L 196.238281 376.75 L 196.34375 379.429688 L 196.65625 378.769531 L 196.761719 378.484375 L 196.867188 378.25 L 196.972656 376.574219 L 197.078125 376.332031 L 197.390625 374.214844 L 197.496094 374.199219 L 197.601563 373.714844 L 197.707031 374.683594 L 197.808594 374.171875 L 198.125 372.792969 L 198.230469 372.679688 L 198.335938 372.742188 L 198.4375 374 L 198.542969 374.339844 L 198.859375 373.132813 L 198.964844 372.984375 L 199.066406 372.648438 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 199.277344 374.214844 L 199.59375 373.894531 L 199.699219 372.714844 L 199.800781 372.757813 L 199.90625 373.515625 L 200.011719 372.96875 L 200.328125 373.113281 L 200.429688 374.183594 L 200.535156 373.828125 L 200.640625 373.289063 L 200.746094 372.882813 L 201.058594 372.222656 L 201.164063 372.671875 L 201.269531 372.523438 L 201.375 373.6875 L 201.480469 373.148438 L 201.792969 372.171875 L 201.898438 371.820313 L 202.003906 371.628906 L 202.109375 371.167969 L 202.527344 370.957031 L 202.632813 371.097656 L 202.738281 371.132813 L 202.84375 372.074219 L 203.261719 370.425781 L 203.367188 370.164063 L 203.472656 370.09375 L 203.574219 369.675781 L 203.679688 369.34375 L 203.996094 369.207031 L 204.101563 370.136719 L 204.203125 369.300781 L 204.308594 369.03125 L 204.414063 370.15625 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 204.832031 368.917969 L 204.9375 369.9375 L 205.042969 371.847656 L 205.148438 374.019531 L 205.460938 373.53125 L 205.566406 373.933594 L 205.671875 373.476563 L 205.777344 374.578125 L 205.882813 375.605469 L 206.195313 374.148438 L 206.300781 373 L 206.40625 373.476563 L 206.511719 376.433594 L 206.617188 376.242188 L 206.929688 376.914063 L 207.035156 375.753906 L 207.140625 375.9375 L 207.246094 374.960938 L 207.351563 375.039063 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 207.769531 373.558594 L 207.875 373.101563 L 207.980469 372.535156 L 208.082031 372.335938 L 208.398438 372.320313 L 208.503906 373.496094 L 208.609375 372.613281 L 208.710938 372.746094 L 208.816406 372.683594 L 209.132813 371.683594 L 209.238281 371.410156 L 209.339844 371.324219 L 209.445313 371.027344 L 209.550781 369.625 L 209.867188 369.605469 L 209.96875 369.441406 L 210.074219 368.996094 L 210.179688 368.578125 L 210.285156 368.570313 L 210.597656 368.542969 L 210.703125 367.742188 L 210.808594 367.140625 L 210.914063 367.191406 L 211.019531 367.707031 L 211.332031 367.164063 L 211.4375 366.445313 L 211.542969 366.945313 L 211.648438 367.113281 L 211.753906 367.175781 L 212.066406 366.527344 L 212.171875 366.457031 L 212.277344 366.804688 L 212.382813 366.105469 L 212.800781 365.265625 L 212.90625 365.019531 L 213.011719 365.617188 L 213.113281 365.257813 L 213.21875 364.574219 L 213.535156 364.40625 L 213.640625 364.328125 L 213.742188 363.136719 L 213.847656 363.050781 L 213.953125 364.738281 L 214.269531 364.347656 L 214.371094 363.410156 L 214.476563 363.601563 L 214.582031 363.285156 L 214.6875 362.59375 L 215.003906 362.996094 L 215.105469 365.511719 L 215.210938 364.722656 L 215.316406 363.425781 L 215.421875 365.222656 L 215.734375 363.875 L 215.839844 366.351563 L 215.945313 366.964844 L 216.050781 370.359375 L 216.15625 371.832031 L 216.46875 367.542969 L 216.574219 367.832031 L 216.679688 366.414063 L 216.785156 367.691406 L 216.890625 369.527344 L 217.203125 369.476563 L 217.308594 370.832031 L 217.414063 371.394531 L 217.519531 375.089844 L 217.621094 373.714844 L 217.9375 374.941406 L 218.042969 374.84375 L 218.148438 375.414063 L 218.25 372.269531 L 218.355469 373.488281 L 218.777344 375.097656 L 218.878906 372.644531 L 218.984375 372.3125 L 219.089844 375.71875 L 219.40625 376.882813 L 219.507813 375.894531 L 219.613281 376.394531 L 219.71875 373.679688 L 219.824219 373.214844 L 220.136719 373.363281 L 220.242188 371.183594 L 220.347656 371.21875 L 220.453125 371.0625 L 220.558594 370.953125 L 220.871094 371.238281 L 220.976563 372.855469 L 221.082031 373.152344 L 221.1875 374.746094 L 221.292969 374.351563 L 221.605469 374.648438 L 221.710938 377.570313 L 221.816406 378.441406 L 221.921875 378.847656 L 222.023438 379.339844 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 222.445313 378.75 L 222.550781 375.898438 L 222.65625 374.976563 L 222.757813 374.269531 L 223.074219 374.210938 L 223.179688 372.777344 L 223.285156 372.785156 L 223.386719 372.757813 L 223.492188 375.414063 L 223.808594 374.859375 L 223.914063 373.8125 L 224.015625 375.054688 L 224.121094 372.953125 L 224.226563 372.117188 L 224.542969 371.105469 L 224.644531 371.113281 L 224.75 371.746094 L 224.855469 372.222656 L 224.960938 372.238281 L 225.273438 370.046875 L 225.378906 370.523438 L 225.484375 369.863281 L 225.589844 369.96875 L 225.695313 370.375 L 226.007813 369.847656 L 226.113281 370.382813 L 226.21875 373.09375 L 226.324219 373.683594 L 226.429688 373.964844 L 226.742188 374.007813 L 226.847656 372.835938 L 226.953125 372.660156 L 227.058594 374.34375 L 227.160156 374.648438 L 227.476563 375.011719 L 227.582031 376.410156 L 227.6875 376.046875 L 227.789063 376.671875 L 227.894531 375.238281 L 228.210938 376.601563 L 228.316406 376.601563 L 228.417969 373.832031 L 228.523438 372.941406 L 228.628906 371.695313 L 229.046875 372.792969 L 229.152344 372.117188 L 229.257813 371.667969 L 229.363281 371.175781 L 229.675781 370.085938 L 229.78125 370.144531 L 229.886719 369.765625 L 229.992188 369.792969 L 230.097656 369.757813 L 230.410156 368.234375 L 230.515625 368.4375 L 230.621094 368.933594 L 230.726563 369.746094 L 230.832031 367.695313 L 231.144531 368.183594 L 231.25 367.828125 L 231.355469 368.003906 L 231.460938 368.304688 L 231.566406 367.882813 L 231.878906 368.640625 L 231.984375 366.617188 L 232.089844 366.625 L 232.195313 366.75 L 232.296875 366.175781 L 232.613281 366.078125 L 232.71875 365.757813 L 232.824219 364.953125 L 232.925781 365.359375 L 233.03125 365.148438 L 233.347656 364.636719 L 233.453125 366.007813 L 233.554688 365 L 233.660156 364.769531 L 233.765625 364.574219 L 234.082031 364.265625 L 234.183594 364.246094 L 234.289063 364.546875 L 234.394531 364.53125 L 234.5 364.449219 L 234.8125 364.414063 L 234.917969 363.582031 L 235.023438 363.160156 L 235.128906 361.117188 L 235.234375 360.707031 L 235.546875 360.914063 L 235.652344 361.691406 L 235.757813 361.257813 L 235.863281 361.664063 L 235.96875 362.9375 L 236.28125 363.089844 L 236.386719 364.742188 L 236.492188 364.6875 L 236.597656 363.148438 L 236.699219 362.859375 L 237.015625 362.945313 L 237.121094 364.484375 L 237.226563 362.9375 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 237.433594 364.175781 L 237.75 363.859375 L 237.855469 364.449219 L 237.957031 362.222656 L 238.0625 360.851563 L 238.167969 360.558594 L 238.484375 360.671875 L 238.589844 360.613281 L 238.691406 360.214844 L 238.796875 359.789063 L 238.902344 359.152344 L 239.21875 359.082031 L 239.320313 358.984375 L 239.425781 359.488281 L 239.53125 358.851563 L 239.636719 358.734375 L 239.949219 358.464844 L 240.054688 357.765625 L 240.160156 357.417969 L 240.265625 357.578125 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 240.683594 357.53125 L 240.789063 357.375 L 240.894531 357.292969 L 241 357.472656 L 241.105469 357.445313 L 241.417969 356.289063 L 241.523438 356.351563 L 241.628906 355.765625 L 241.734375 355.984375 L 241.835938 356.207031 L 242.152344 356.351563 L 242.257813 355.949219 L 242.363281 354.929688 L 242.464844 355.113281 L 242.570313 354.289063 L 242.992188 354.09375 L 243.09375 355.222656 L 243.199219 355.371094 L 243.304688 355.113281 L 243.621094 354.464844 L 243.722656 354.402344 L 243.828125 353.960938 L 243.933594 353.675781 L 244.039063 355.691406 L 244.351563 354.839844 L 244.457031 353.007813 L 244.5625 353.230469 L 244.667969 352.972656 L 244.773438 352.644531 L 245.085938 351.914063 L 245.191406 351.378906 L 245.296875 351.648438 L 245.402344 351.601563 L 245.507813 350.902344 L 245.820313 350.617188 L 245.925781 350.988281 L 246.03125 350.242188 L 246.136719 349.886719 L 246.242188 349.636719 L 246.660156 352.039063 L 246.765625 352.757813 L 246.871094 352.839844 L 246.972656 351.59375 L 247.289063 350.863281 L 247.394531 352.839844 L 247.5 352.589844 L 247.601563 350.582031 L 247.707031 351.46875 L 248.023438 352.394531 L 248.128906 351.371094 L 248.230469 351.539063 L 248.335938 353.71875 L 248.441406 352.917969 L 248.757813 353.621094 L 248.859375 354.945313 L 248.964844 357.0625 L 249.070313 355.578125 L 249.175781 355.164063 L 249.488281 353.394531 L 249.59375 353.796875 L 249.699219 353.46875 L 249.804688 352.359375 L 249.910156 352.003906 L 250.222656 352.289063 L 250.328125 351.503906 L 250.433594 350.691406 L 250.539063 350.851563 L 250.644531 350.351563 L 250.957031 350.253906 L 251.0625 350.269531 L 251.167969 349.894531 L 251.273438 350.199219 L 251.375 350.609375 L 251.691406 350.96875 L 251.796875 351.851563 L 251.902344 351.859375 L 252.003906 351.769531 L 252.109375 351.34375 L 252.425781 352.664063 L 252.53125 351.992188 L 252.632813 350.394531 L 252.738281 349.789063 L 253.160156 349.914063 L 253.261719 348.886719 L 253.367188 348.101563 L 253.472656 347.707031 L 253.578125 347.421875 L 253.894531 347.609375 L 253.996094 348.046875 L 254.101563 348.851563 L 254.207031 349.941406 L 254.3125 349.414063 L 254.625 348.949219 L 254.730469 347.921875 L 254.835938 349.199219 L 254.941406 348.628906 L 255.046875 349.554688 L 255.359375 350.316406 L 255.464844 350.332031 L 255.570313 349.269531 L 255.675781 348.984375 L 255.78125 349.941406 L 256.09375 351.324219 L 256.199219 351.421875 L 256.304688 351.03125 L 256.410156 350.484375 L 256.511719 350.03125 L 256.933594 348.789063 L 257.039063 351.492188 L 257.140625 351.617188 L 257.246094 352.789063 L 257.5625 354.019531 L 257.667969 354.09375 L 257.769531 354.574219 L 257.875 353.699219 L 257.980469 355.304688 L 258.296875 355.21875 L 258.398438 353.769531 L 258.503906 355.824219 L 258.609375 355.574219 L 258.714844 355.234375 L 259.027344 354.652344 L 259.132813 353.082031 L 259.238281 353.78125 L 259.34375 354.113281 L 259.449219 355.449219 L 259.761719 354.4375 L 259.867188 352.9375 L 259.972656 351.941406 L 260.078125 350.820313 L 260.183594 349.070313 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 260.601563 349.167969 L 260.707031 349.027344 L 260.8125 347.777344 L 260.914063 348.640625 L 261.230469 350.820313 L 261.335938 351.332031 L 261.441406 350.9375 L 261.546875 351.753906 L 261.648438 351.070313 L 261.964844 352.039063 L 262.070313 350.136719 L 262.175781 350.210938 L 262.277344 348.558594 L 262.382813 348.476563 L 262.699219 349.152344 L 262.804688 349.601563 L 262.90625 352.050781 L 263.011719 352.390625 L 263.117188 353.1875 L 263.433594 353.683594 L 263.535156 356.636719 L 263.640625 356.023438 L 263.746094 361.328125 L 263.851563 361.488281 L 264.164063 368.507813 L 264.269531 363.824219 L 264.375 368.480469 L 264.480469 363.957031 L 264.585938 363.25 L 264.898438 361.003906 L 265.003906 361.929688 L 265.109375 361.859375 L 265.214844 366.488281 L 265.320313 368.167969 L 265.632813 368.085938 L 265.738281 364.757813 L 265.84375 363.285156 L 265.949219 364.898438 L 266.050781 363.382813 L 266.367188 360.339844 L 266.472656 360.054688 L 266.578125 359.570313 L 266.679688 360.71875 L 266.785156 363.492188 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 267.207031 364.261719 L 267.308594 361.300781 L 267.414063 362.421875 L 267.519531 365.222656 L 267.835938 364.550781 L 267.9375 363.589844 L 268.042969 362.128906 L 268.148438 360.277344 L 268.253906 359.632813 L 268.566406 360.726563 L 268.671875 360.851563 L 268.777344 364.042969 L 268.882813 367.445313 L 268.988281 366.832031 L 269.300781 364.394531 L 269.40625 363.222656 L 269.511719 365.386719 L 269.617188 364.566406 L 269.722656 367.183594 L 270.035156 370.085938 L 270.140625 367.914063 L 270.246094 366.039063 L 270.351563 364.171875 L 270.457031 364.875 L 270.769531 361.382813 L 270.875 361.273438 L 270.980469 360.328125 L 271.085938 360.542969 L 271.1875 358.6875 L 271.503906 360.796875 L 271.609375 358.675781 L 271.714844 359.984375 L 271.816406 359.507813 L 271.921875 357.421875 L 272.238281 356.050781 L 272.34375 358.253906 L 272.445313 357.125 L 272.550781 353.21875 L 272.65625 353.246094 L 272.972656 356.042969 L 273.074219 359.199219 L 273.179688 357.40625 L 273.285156 355.367188 L 273.390625 356.0625 L 273.703125 355.359375 L 273.808594 353.898438 L 273.914063 358.152344 L 274.019531 357.109375 L 274.125 354.996094 L 274.4375 356.078125 L 274.542969 355.519531 L 274.648438 357.324219 L 274.753906 359.101563 L 274.859375 359.21875 L 275.171875 361.3125 L 275.277344 361.734375 L 275.382813 364.109375 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 275.589844 364.304688 L 275.90625 361.265625 L 276.011719 360.960938 L 276.117188 356.503906 L 276.21875 356.523438 L 276.324219 356.621094 L 276.640625 355.394531 L 276.746094 355.359375 L 276.851563 354.933594 L 276.953125 357.441406 L 277.058594 355.546875 L 277.375 357.207031 L 277.480469 358.253906 L 277.582031 359.433594 L 277.6875 359.039063 L 277.792969 358.875 L 278.109375 360.054688 L 278.210938 356.75 L 278.316406 356.53125 L 278.421875 355.535156 L 278.527344 354.519531 L 278.945313 354.425781 L 279.050781 355.933594 L 279.15625 354.761719 L 279.261719 355.324219 L 279.679688 353.511719 L 279.785156 353.328125 L 279.890625 353.019531 L 279.996094 353.320313 L 280.308594 353.039063 L 280.414063 352.03125 L 280.519531 351.96875 L 280.625 351.6875 L 280.726563 352.292969 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 281.148438 351.839844 L 281.253906 350.542969 L 281.355469 349.914063 L 281.460938 349.472656 L 281.777344 349.78125 L 281.882813 349.914063 L 281.984375 348.917969 L 282.089844 349.535156 L 282.195313 349.589844 L 282.511719 349.996094 L 282.613281 350.042969 L 282.71875 349 L 282.824219 348.808594 L 282.929688 347.121094 L 283.242188 347.203125 L 283.347656 346.894531 L 283.453125 346.53125 L 283.558594 346.375 L 283.664063 347.28125 L 283.976563 346.375 L 284.082031 346.53125 L 284.1875 347.101563 L 284.292969 345.75 L 284.398438 345.421875 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 284.816406 345.367188 L 284.921875 345.765625 L 285.027344 345.222656 L 285.132813 344.949219 L 285.445313 344.742188 L 285.550781 344.378906 L 285.65625 344.867188 L 285.761719 344.222656 L 285.863281 344.605469 L 286.179688 345.113281 L 286.285156 346.929688 L 286.390625 346.074219 L 286.492188 344.851563 L 286.597656 344.371094 L 286.914063 344.359375 L 287.019531 342.109375 L 287.121094 342.246094 L 287.226563 341.511719 L 287.332031 341.332031 L 287.648438 340.832031 L 287.75 341.207031 L 287.855469 341.414063 L 287.960938 342.335938 L 288.066406 341.925781 L 288.378906 340.140625 L 288.484375 340.539063 L 288.589844 341.179688 L 288.695313 341.398438 L 288.800781 340.867188 L 289.113281 339.929688 L 289.21875 340.457031 L 289.324219 341.734375 L 289.429688 341.796875 L 289.847656 343.230469 L 289.953125 345.34375 L 290.058594 344.339844 L 290.164063 342.710938 L 290.265625 344.214844 L 290.582031 344.296875 L 290.6875 342.445313 L 290.792969 342.875 L 290.894531 343.683594 L 291 343.476563 L 291.316406 344.535156 L 291.421875 344.058594 L 291.523438 342.34375 L 291.628906 341.460938 L 291.734375 341.25 L 292.050781 341.726563 L 292.15625 340.933594 L 292.257813 341.316406 L 292.363281 342.289063 L 292.46875 344.339844 L 292.785156 344.25 L 292.886719 344.753906 L 292.992188 345.492188 L 293.097656 345.234375 L 293.203125 345.609375 L 293.515625 346.976563 L 293.621094 347.679688 L 293.726563 348.144531 L 293.832031 349.941406 L 293.9375 350.960938 L 294.25 348.925781 L 294.355469 348.71875 L 294.460938 348.652344 L 294.566406 348.417969 L 294.671875 348.808594 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 295.089844 347.351563 L 295.195313 349.117188 L 295.300781 349.382813 L 295.402344 352.402344 L 295.71875 352.457031 L 295.824219 351.570313 L 295.929688 348.925781 L 296.03125 348.855469 L 296.136719 347.898438 L 296.453125 349.4375 L 296.558594 348.0625 L 296.660156 348.835938 L 296.765625 347.558594 L 296.871094 346.316406 L 297.1875 346.078125 L 297.289063 344.886719 L 297.394531 345.085938 L 297.5 347.875 L 297.605469 346.9375 L 297.917969 348.898438 L 298.023438 348.296875 L 298.128906 347.203125 L 298.234375 347.554688 L 298.339844 344.519531 L 298.652344 344.144531 L 298.757813 343.320313 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 298.96875 343.886719 L 299.074219 345.078125 L 299.386719 345.234375 L 299.492188 346.316406 L 299.597656 346.296875 L 299.703125 346.894531 L 299.804688 344.839844 L 300.121094 345.132813 L 300.226563 344.28125 L 300.332031 343.355469 L 300.4375 343.027344 L 300.539063 344.179688 L 300.855469 345.445313 L 300.960938 346.507813 L 301.066406 346.480469 L 301.167969 344.457031 L 301.273438 342.15625 L 301.589844 342.15625 L 301.695313 343.042969 L 301.796875 343.152344 L 301.902344 344.023438 L 302.007813 341.539063 L 302.324219 341.292969 L 302.425781 340.652344 L 302.53125 340.496094 L 302.636719 340.386719 L 302.742188 340.175781 L 303.054688 340.238281 L 303.160156 340.222656 L 303.265625 340.074219 L 303.371094 339.121094 L 303.476563 338.949219 L 303.789063 338.9375 L 303.894531 339.332031 L 304 339.277344 L 304.105469 340.339844 L 304.210938 339.5625 L 304.523438 339.535156 L 304.628906 339.664063 L 304.734375 339.5625 L 304.839844 340.496094 L 304.941406 339.882813 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 305.363281 340 L 305.46875 340.113281 L 305.570313 337.492188 L 305.675781 336.976563 L 305.992188 337.730469 L 306.097656 337.363281 L 306.199219 336.921875 L 306.304688 334.90625 L 306.410156 334.308594 L 306.726563 334.769531 L 306.828125 334.878906 L 306.933594 334.804688 L 307.039063 334.796875 L 307.144531 334.851563 L 307.457031 335.054688 L 307.5625 336.484375 L 307.667969 337.230469 L 307.773438 335.984375 L 307.878906 336.601563 L 308.191406 336.253906 L 308.296875 336.113281 L 308.402344 335.570313 L 308.507813 334.613281 L 308.613281 334.605469 L 308.925781 335.0625 L 309.03125 336.390625 L 309.136719 337.238281 L 309.242188 337.164063 L 309.347656 337.597656 L 309.660156 336.5 L 309.765625 335.15625 L 309.871094 334.546875 L 309.976563 334.898438 L 310.078125 337.136719 L 310.394531 337.117188 L 310.5 338.953125 L 310.605469 339.320313 L 310.707031 338.941406 L 310.8125 339.015625 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 311.335938 339.015625 L 311.441406 337.652344 L 311.546875 338.824219 L 311.863281 338.554688 L 311.964844 337.535156 L 312.070313 340.519531 L 312.175781 342.066406 L 312.28125 341.957031 L 312.59375 341.855469 L 312.699219 342.296875 L 312.804688 344.011719 L 312.910156 344.222656 L 313.015625 343.605469 L 313.328125 341.0625 L 313.433594 341.007813 L 313.539063 340.765625 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 313.75 339.015625 L 314.0625 339.292969 L 314.167969 339.957031 L 314.273438 338.914063 L 314.378906 338.308594 L 314.480469 338.28125 L 314.796875 338.925781 L 314.902344 339.109375 L 315.007813 338.878906 L 315.109375 338.4375 L 315.214844 338.039063 L 315.53125 337.984375 L 315.636719 337.089844 L 315.742188 337.027344 L 315.84375 337.835938 L 315.949219 338.324219 L 316.265625 336.785156 L 316.371094 335.3125 L 316.472656 336.308594 L 316.578125 335.542969 L 316.683594 336.757813 L 317 337.164063 L 317.207031 337.722656 L 317.3125 337.898438 L 317.417969 339.316406 L 317.730469 337.109375 L 317.941406 333.722656 L 318.046875 334.027344 L 318.152344 333.433594 L 318.464844 333.804688 L 318.570313 334.195313 L 318.675781 333.851563 L 318.78125 332.777344 L 318.886719 332.785156 L 319.199219 332.878906 L 319.304688 332.785156 L 319.410156 332.804688 L 319.515625 331.921875 L 319.617188 331.617188 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 320.039063 330.875 L 320.144531 330.652344 L 320.246094 330.613281 L 320.351563 329.835938 L 320.667969 330.003906 L 320.773438 329.453125 L 320.875 330.003906 L 320.980469 330.34375 L 321.085938 328.917969 L 321.402344 330.492188 L 321.503906 329.09375 L 321.609375 328.992188 L 321.714844 329.175781 L 321.820313 328.398438 L 322.132813 328.425781 L 322.238281 328.191406 L 322.34375 328.070313 L 322.449219 327.941406 L 322.554688 328.109375 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 322.972656 327.050781 L 323.078125 328.824219 L 323.183594 329.675781 L 323.289063 328.3125 L 323.601563 330.996094 L 323.707031 330.046875 L 323.8125 328.292969 L 323.917969 328.574219 L 324.023438 328.109375 L 324.335938 327.359375 L 324.441406 326.085938 L 324.546875 325.890625 L 324.652344 325.632813 L 324.753906 325.019531 L 325.070313 324.472656 L 325.175781 324.796875 L 325.28125 324.59375 L 325.382813 323.824219 L 325.488281 324.015625 L 325.804688 324.816406 L 325.910156 325.152344 L 326.011719 324.144531 L 326.117188 325.382813 L 326.222656 324.230469 L 326.539063 324.835938 L 326.640625 323.679688 L 326.746094 323.679688 L 326.851563 323.230469 L 327.269531 323.808594 L 327.375 323.09375 L 327.480469 324.574219 L 327.585938 323.988281 L 327.691406 324.640625 L 328.003906 323.660156 L 328.109375 323.15625 L 328.214844 321.367188 L 328.320313 320.882813 L 328.425781 321.246094 L 328.738281 324.675781 L 328.84375 322.542969 L 328.949219 324.6875 L 329.054688 325.589844 L 329.15625 324.339844 L 329.472656 323.699219 L 329.578125 322.195313 L 329.683594 322.105469 L 329.785156 321.507813 L 329.890625 321.769531 L 330.207031 320.78125 L 330.3125 320.425781 L 330.414063 321.730469 L 330.519531 320.359375 L 330.625 318.851563 L 330.941406 318.46875 L 331.046875 317.707031 L 331.148438 317.015625 L 331.253906 317.445313 L 331.359375 316.949219 L 331.675781 316.828125 L 331.777344 315.253906 L 331.882813 314.425781 L 331.988281 315.152344 L 332.09375 313.660156 L 332.40625 313.667969 L 332.511719 313.445313 L 332.617188 314.601563 L 332.722656 315.050781 L 332.828125 315.179688 L 333.246094 314.257813 L 333.351563 315.261719 L 333.457031 314.695313 L 333.5625 316.914063 L 333.875 316.074219 L 333.980469 316.808594 L 334.085938 318.945313 L 334.191406 317.582031 L 334.292969 315.65625 L 334.609375 315.65625 L 334.714844 317.238281 L 334.820313 318.496094 L 334.921875 316.203125 L 335.027344 317.164063 L 335.34375 315.992188 L 335.449219 314.777344 L 335.550781 316.914063 L 335.65625 320.6875 L 335.761719 320.210938 L 336.078125 322.09375 L 336.179688 320.679688 L 336.285156 319.207031 L 336.390625 318.328125 L 336.496094 318.945313 L 336.808594 318.066406 L 336.914063 318.207031 L 337.019531 318.140625 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 337.230469 316.507813 L 337.542969 315.636719 L 337.648438 314.53125 L 337.753906 314.476563 L 337.859375 312.367188 L 337.964844 312.304688 L 338.277344 311.703125 L 338.382813 312.292969 L 338.488281 311.890625 L 338.59375 311.027344 L 338.699219 310.746094 L 339.011719 310.4375 L 339.117188 310.777344 L 339.222656 311.355469 L 339.328125 310.972656 L 339.429688 310.804688 L 339.746094 311.292969 L 339.851563 311.292969 L 339.957031 311.179688 L 340.058594 309.351563 L 340.164063 309.078125 L 340.480469 309.3125 L 340.585938 310.222656 L 340.6875 310.738281 L 340.792969 310.15625 L 340.898438 310.617188 L 341.214844 310.804688 L 341.316406 310.335938 L 341.421875 311.152344 L 341.527344 313.363281 L 341.632813 313.878906 L 341.945313 314.871094 L 342.050781 314.109375 L 342.15625 315.066406 L 342.261719 313.660156 L 342.367188 313.136719 L 342.679688 313.71875 L 342.785156 316.21875 L 342.890625 315.675781 L 342.996094 315.433594 L 343.101563 315.917969 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 343.519531 315.226563 L 343.625 313.953125 L 343.730469 313.753906 L 343.832031 313.679688 L 344.148438 312.191406 L 344.253906 311.027344 L 344.359375 310.53125 L 344.460938 310.953125 L 344.566406 310.597656 L 344.882813 309.679688 L 344.988281 308.96875 L 345.089844 307.113281 L 345.195313 307.382813 L 345.300781 308.515625 L 345.617188 309.257813 L 345.71875 309.636719 L 345.824219 310.097656 L 345.929688 309.484375 L 346.035156 310.21875 L 346.351563 311.066406 L 346.453125 309.816406 L 346.558594 309.964844 L 346.664063 311.433594 L 346.769531 310.238281 L 347.082031 311.613281 L 347.1875 313.449219 L 347.292969 313.335938 L 347.398438 309.976563 L 347.503906 308.949219 L 347.816406 308.308594 L 347.921875 309.476563 L 348.027344 307.246094 L 348.132813 306.164063 L 348.238281 305.0625 L 348.550781 305.050781 L 348.65625 304.101563 L 348.761719 304.890625 L 348.867188 304.34375 L 348.96875 303.59375 L 349.285156 303.328125 L 349.390625 302.441406 L 349.496094 303.273438 L 349.597656 303.742188 L 349.703125 303.347656 L 350.019531 302.761719 L 350.125 303.289063 L 350.226563 302.441406 L 350.332031 304.550781 L 350.4375 302.332031 L 350.753906 302.300781 L 350.855469 302.640625 L 350.960938 301.304688 L 351.066406 300.464844 L 351.171875 299.730469 L 351.484375 300.324219 L 351.589844 300.691406 L 351.695313 301.21875 L 351.800781 299.863281 L 351.90625 299.015625 L 352.21875 299.1875 L 352.324219 299.140625 L 352.429688 298.722656 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 352.953125 299.28125 L 353.058594 300.015625 L 353.164063 300.03125 L 353.269531 300.777344 L 353.371094 298.894531 L 353.6875 298.460938 L 353.792969 299.074219 L 353.898438 300.984375 L 354.003906 301.539063 L 354.105469 301.558594 L 354.421875 300.511719 L 354.527344 301.050781 L 354.632813 298.179688 L 354.734375 298.375 L 354.839844 297.382813 L 355.15625 296.464844 L 355.261719 296.085938 L 355.46875 295.203125 L 355.574219 295.214844 L 355.890625 295.242188 L 355.992188 294.417969 L 356.203125 296.09375 L 356.308594 296.125 L 356.621094 296.625 L 356.726563 295.566406 L 356.832031 295.527344 L 356.9375 295.414063 L 357.042969 294.941406 L 357.355469 297.257813 L 357.460938 295.386719 L 357.566406 294.449219 L 357.671875 294.675781 L 357.777344 295.414063 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 358.195313 294.902344 L 358.300781 294.789063 L 358.40625 296.21875 L 358.507813 299.910156 L 358.824219 300.742188 L 358.929688 299.738281 L 359.035156 301.367188 L 359.136719 299.585938 L 359.242188 300.582031 L 359.558594 304.378906 L 359.664063 303.222656 L 359.765625 303.429688 L 359.871094 301.246094 L 359.976563 299.160156 L 360.292969 298.847656 L 360.394531 296.984375 L 360.5 296.898438 L 360.605469 296.007813 L 360.710938 295.054688 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 361.128906 294.84375 L 361.234375 296 L 361.339844 294.976563 L 361.445313 295.175781 L 361.757813 294.210938 L 361.863281 294.277344 L 361.96875 294.269531 L 362.074219 293.351563 L 362.179688 292.90625 L 362.492188 294.144531 L 362.597656 291.683594 L 362.703125 291.523438 L 362.808594 291.117188 L 362.914063 291.039063 L 363.226563 291.132813 L 363.332031 292.015625 L 363.4375 291.96875 L 363.542969 293.957031 L 363.644531 294.449219 L 363.960938 292.867188 L 364.066406 291.609375 L 364.171875 292.554688 L 364.273438 291.523438 L 364.378906 292.210938 L 364.695313 292.945313 L 364.800781 292.109375 L 364.902344 293.382813 L 365.007813 293.753906 L 365.113281 292.886719 L 365.429688 291.441406 L 365.53125 290.261719 L 365.636719 289.664063 L 365.742188 289.902344 L 365.847656 292.023438 L 366.160156 293.980469 L 366.265625 293.257813 L 366.371094 291.367188 L 366.476563 295.101563 L 366.582031 296.671875 L 366.894531 295.3125 L 367 294.113281 L 367.105469 292.277344 L 367.210938 292.03125 L 367.628906 291.414063 L 367.734375 290.605469 L 367.839844 291.023438 L 367.945313 290.664063 L 368.046875 292.125 L 368.363281 291.566406 L 368.46875 290.738281 L 368.574219 290.207031 L 368.675781 290.1875 L 368.78125 290.445313 L 369.097656 290.101563 L 369.203125 291.660156 L 369.304688 290.613281 L 369.410156 290.804688 L 369.515625 290.539063 L 369.832031 288.800781 L 369.9375 288.636719 L 370.039063 289.492188 L 370.144531 291.070313 L 370.25 290.453125 L 370.566406 289.796875 L 370.667969 290.929688 L 370.773438 289.425781 L 370.878906 288.988281 L 370.984375 288.265625 L 371.402344 287.152344 L 371.507813 287.289063 L 371.613281 286.347656 L 371.71875 286.050781 L 372.03125 285.84375 L 372.136719 285.9375 L 372.242188 285.566406 L 372.347656 284.367188 L 372.453125 283.484375 L 372.765625 283.292969 L 372.871094 283.273438 L 372.976563 283.921875 L 373.082031 285.234375 L 373.183594 284.671875 L 373.5 284.519531 L 373.605469 284.007813 L 373.710938 282.648438 L 373.8125 282.4375 L 373.917969 282.058594 L 374.234375 282.117188 L 374.339844 283.242188 L 374.441406 282.402344 L 374.546875 282.535156 L 374.652344 282.171875 L 374.96875 282.269531 L 375.070313 281.019531 L 375.175781 280.828125 L 375.28125 279.898438 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 375.699219 280.558594 L 375.804688 281.773438 L 375.910156 280.933594 L 376.015625 281.675781 L 376.121094 281.417969 L 376.433594 280.472656 L 376.539063 280.828125 L 376.644531 280.128906 L 376.75 282.277344 L 376.855469 280.367188 L 377.167969 280.722656 L 377.273438 279.898438 L 377.378906 279.480469 L 377.484375 279.46875 L 377.589844 280.359375 L 377.902344 280.28125 L 378.007813 281.09375 L 378.113281 281.066406 L 378.21875 284.78125 L 378.320313 285.34375 L 378.636719 284.015625 L 378.742188 285.8125 L 378.847656 285.757813 L 378.949219 286.75 L 379.054688 284.636719 L 379.371094 284.101563 L 379.476563 284.359375 L 379.578125 283.109375 L 379.683594 282.230469 L 379.789063 282.269531 L 380.105469 280.703125 L 380.207031 279.71875 L 380.3125 279.210938 L 380.417969 278.65625 L 380.523438 278.953125 L 380.835938 277.988281 L 380.941406 277.863281 L 381.046875 277.941406 L 381.152344 278.046875 L 381.257813 277.503906 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 381.675781 277.597656 L 381.78125 277.703125 L 381.886719 277.980469 L 381.992188 277.121094 L 382.304688 277.617188 L 382.410156 278.828125 L 382.515625 278.113281 L 382.621094 277.894531 L 382.722656 279.011719 L 383.039063 279.15625 L 383.144531 277.722656 L 383.25 277.464844 L 383.351563 276.441406 L 383.457031 276.617188 L 383.773438 278.101563 L 383.878906 279.195313 L 383.980469 277.710938 L 384.085938 280.800781 L 384.191406 279.304688 L 384.507813 279.648438 L 384.609375 280.148438 L 384.714844 282.710938 L 384.820313 282.679688 L 384.925781 280.628906 L 385.242188 280.847656 L 385.34375 283.757813 L 385.449219 280.511719 L 385.554688 284.253906 L 385.660156 286.367188 L 385.972656 289.371094 L 386.078125 289.09375 L 386.183594 290.3125 L 386.289063 290.464844 L 386.394531 288.355469 L 386.707031 286.597656 L 386.8125 282.980469 L 386.917969 284.304688 L 387.023438 282.152344 L 387.128906 280.714844 L 387.441406 280.972656 L 387.546875 278.8125 L 387.652344 279.101563 L 387.757813 277.882813 L 387.859375 275.695313 L 388.175781 275.589844 L 388.28125 276.261719 L 388.386719 275.042969 L 388.488281 274.265625 L 388.59375 274.082031 L 388.910156 273.46875 L 389.015625 273.273438 L 389.117188 273.488281 L 389.222656 273.265625 L 389.328125 273.21875 L 389.644531 273.09375 L 389.746094 271.960938 L 389.851563 272.277344 L 389.957031 271.929688 L 390.0625 270.875 L 390.375 270.320313 L 390.480469 270.464844 L 390.585938 269.953125 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 390.796875 270.375 L 391.109375 271.757813 L 391.214844 270.480469 L 391.320313 269.714844 L 391.425781 269.933594 L 391.53125 269.609375 L 391.84375 270.941406 L 391.949219 271.078125 L 392.054688 274.253906 L 392.160156 273.265625 L 392.261719 276.433594 L 392.578125 277.757813 L 392.683594 279.292969 L 392.789063 275.570313 L 392.894531 270.78125 L 392.996094 269.933594 L 393.3125 269.019531 L 393.417969 268.75 L 393.523438 268.730469 L 393.730469 268.082031 L 394.046875 267.8125 L 394.152344 268.894531 L 394.253906 270.882813 L 394.464844 270.988281 L 394.78125 274.566406 L 394.882813 276.402344 L 394.988281 274 L 395.09375 270.535156 L 395.199219 272.125 L 395.511719 273.671875 L 395.617188 274.21875 L 395.722656 275.398438 L 395.828125 277.171875 L 395.933594 274.65625 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 396.351563 274.238281 L 396.457031 273.253906 L 396.5625 270.339844 L 396.667969 271.429688 L 396.980469 270.96875 L 397.085938 273.582031 L 397.191406 276.09375 L 397.296875 274.308594 L 397.398438 276.757813 L 397.714844 274.375 L 397.820313 271.558594 L 397.925781 272.308594 L 398.027344 270.320313 L 398.132813 270.871094 L 398.449219 271.757813 L 398.554688 269.65625 L 398.65625 269.539063 L 398.761719 267.621094 L 398.867188 266.789063 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 399.285156 266.472656 L 399.390625 266.453125 L 399.496094 266.597656 L 399.601563 265.378906 L 399.914063 265.410156 L 400.019531 264.832031 L 400.125 265.003906 L 400.230469 265.246094 L 400.335938 265.941406 L 400.648438 264.65625 L 400.753906 265.496094 L 400.859375 266.355469 L 400.964844 266.132813 L 401.070313 268.988281 L 401.382813 268.160156 L 401.488281 271.421875 L 401.59375 271.886719 L 401.699219 269.375 L 401.804688 270.601563 L 402.117188 267.949219 L 402.222656 268.546875 L 402.328125 266.132813 L 402.433594 267.058594 L 402.535156 265.273438 L 402.851563 265.671875 L 402.957031 266.816406 L 403.0625 269.78125 L 403.164063 270.257813 L 403.269531 269.800781 L 403.585938 267.367188 L 403.691406 269.132813 L 403.792969 269.839844 L 403.898438 269.125 L 404.320313 267.777344 L 404.421875 268.308594 L 404.527344 267.628906 L 404.632813 266.738281 L 404.738281 265.632813 L 405.050781 266.554688 L 405.15625 266.167969 L 405.261719 265.253906 L 405.367188 265.3125 L 405.472656 267.660156 L 405.785156 265.816406 L 405.890625 266.058594 L 405.996094 265.0625 L 406.101563 264.546875 L 406.207031 264.074219 L 406.519531 264.925781 L 406.625 264.277344 L 406.730469 265.121094 L 406.835938 267.164063 L 406.9375 264.972656 L 407.253906 264.394531 L 407.359375 266.738281 L 407.464844 267.574219 L 407.566406 266.769531 L 407.671875 264.101563 L 407.988281 265.082031 L 408.09375 265.691406 L 408.199219 265.652344 L 408.300781 263.53125 L 408.40625 263.308594 L 408.722656 262.667969 L 408.828125 262.734375 L 408.929688 262.878906 L 409.035156 262.28125 L 409.140625 262.773438 L 409.558594 264.992188 L 409.664063 263.054688 L 409.769531 263.289063 L 409.875 264.566406 L 410.1875 264.148438 L 410.292969 264.355469 L 410.398438 263.8125 L 410.503906 265.546875 L 410.609375 265.894531 L 410.921875 267.144531 L 411.027344 267.175781 L 411.132813 264.742188 L 411.238281 264.09375 L 411.34375 265.664063 L 411.65625 266.542969 L 411.761719 265.429688 L 411.867188 265.101563 L 411.972656 262.976563 L 412.074219 263.894531 L 412.390625 262.839844 L 412.496094 262.683594 L 412.601563 264.183594 L 412.703125 264.820313 L 412.808594 264.855469 L 413.125 269.144531 L 413.230469 268.722656 L 413.332031 267.117188 L 413.4375 267.292969 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 413.859375 267.878906 L 413.960938 266.621094 L 414.066406 270.011719 L 414.171875 269.648438 L 414.277344 267.136719 L 414.589844 264.914063 L 414.695313 264.019531 L 414.800781 264.085938 L 414.90625 262.441406 L 415.011719 262.277344 L 415.324219 262.160156 L 415.429688 262.96875 L 415.535156 263.347656 L 415.640625 264.507813 L 415.746094 266.628906 L 416.058594 267.808594 L 416.164063 265.335938 L 416.269531 263.933594 L 416.375 263.882813 L 416.480469 264.195313 L 416.792969 264.886719 L 416.898438 265.285156 L 417.003906 264.613281 L 417.109375 266.289063 L 417.210938 266.679688 L 417.527344 264.125 L 417.632813 265.988281 L 417.738281 265.734375 L 417.839844 265.988281 L 417.945313 265.246094 L 418.261719 264.105469 L 418.367188 264.703125 L 418.46875 266.320313 L 418.574219 270.554688 L 418.679688 276.535156 L 418.996094 284.652344 L 419.097656 286.824219 L 419.203125 279.820313 L 419.308594 275.132813 L 419.414063 275.125 L 419.726563 276.691406 L 419.832031 282.441406 L 419.9375 278.894531 L 420.042969 278.757813 L 420.148438 281.640625 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 420.566406 276.925781 L 420.671875 279.5 L 420.777344 278.464844 L 420.882813 277.597656 L 421.195313 278.308594 L 421.300781 275.933594 L 421.40625 274.246094 L 421.511719 274.6875 L 421.613281 277.867188 L 421.929688 276.875 L 422.035156 279.382813 L 422.140625 279.675781 L 422.242188 280.363281 L 422.347656 280.390625 L 422.664063 285.152344 L 422.769531 285.042969 L 422.871094 281.605469 L 422.976563 281.117188 L 423.082031 278.304688 L 423.398438 274.910156 L 423.503906 275.574219 L 423.605469 273.988281 L 423.710938 272.226563 L 423.816406 272.109375 L 424.132813 271.921875 L 424.234375 273.164063 L 424.339844 274.105469 L 424.445313 271.109375 L 424.550781 270.207031 L 424.863281 270.109375 L 424.96875 270.363281 L 425.074219 271.597656 L 425.179688 268.261719 L 425.285156 266.058594 L 425.597656 266.554688 L 425.703125 266.949219 L 425.808594 264.648438 L 425.914063 264.765625 L 426.019531 265.644531 L 426.332031 263.238281 L 426.4375 262.640625 L 426.542969 263.265625 L 426.648438 263.472656 L 426.75 263.578125 L 427.066406 265.5 L 427.171875 265.027344 L 427.277344 265.832031 L 427.378906 268.671875 L 427.484375 270.921875 L 427.800781 267.90625 L 427.90625 268.054688 L 428.007813 264.863281 L 428.113281 265.039063 L 428.21875 264.292969 L 428.535156 264.527344 L 428.636719 264.253906 L 428.742188 264.285156 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 428.953125 264.050781 L 429.265625 264.902344 L 429.371094 262.953125 L 429.476563 265.058594 L 429.582031 267.917969 L 429.6875 263.992188 L 430 265.234375 L 430.105469 266.605469 L 430.210938 268.179688 L 430.316406 267.664063 L 430.421875 271.570313 L 430.734375 270.570313 L 430.839844 268.484375 L 430.945313 265.546875 L 431.050781 268.652344 L 431.15625 272.226563 L 431.46875 270.601563 L 431.574219 268.796875 L 431.679688 266.316406 L 431.785156 266.648438 L 432.203125 267.113281 L 432.308594 264.957031 L 432.414063 266.402344 L 432.515625 268.433594 L 432.9375 271.238281 L 433.042969 270.90625 L 433.144531 273.40625 L 433.25 278.105469 L 433.355469 280.203125 L 433.671875 280.015625 L 433.773438 278.488281 L 433.878906 283.246094 L 433.984375 280.195313 L 434.089844 284.253906 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 434.507813 284.003906 L 434.613281 286.378906 L 434.71875 285.355469 L 434.824219 281.582031 L 435.136719 284.417969 L 435.242188 281.898438 L 435.347656 283.9375 L 435.453125 282.972656 L 435.558594 278.429688 L 435.871094 278.5 L 435.976563 281.9375 L 436.082031 280.8125 L 436.1875 280.519531 L 436.289063 284.113281 L 436.605469 286.605469 L 436.710938 286.597656 L 436.816406 286.753906 L 436.917969 289.128906 L 437.023438 285.414063 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 437.445313 282.3125 L 437.546875 279.257813 L 437.652344 280.035156 L 437.757813 280.125 L 438.074219 277.386719 L 438.175781 279.808594 L 438.28125 278.941406 L 438.386719 276.636719 L 438.492188 277.082031 L 438.804688 278.589844 L 438.910156 274.105469 L 439.015625 273.230469 L 439.121094 272.460938 L 439.226563 271.820313 L 439.539063 271.664063 L 439.644531 273.820313 L 439.75 272.855469 L 439.855469 272.699219 L 439.960938 269.527344 L 440.273438 269.78125 L 440.378906 270.105469 L 440.484375 268.953125 L 440.589844 267.683594 L 440.695313 266.890625 L 441.007813 266.605469 L 441.113281 266.714844 L 441.21875 268.050781 L 441.324219 268.140625 L 441.742188 268.019531 L 441.847656 266.160156 L 441.953125 265.269531 L 442.054688 265.761719 L 442.160156 264.378906 L 442.476563 265.039063 L 442.582031 267.082031 L 442.683594 264.871094 L 442.789063 267.316406 L 442.894531 266.773438 L 443.210938 267.25 L 443.3125 265.367188 L 443.417969 263.308594 L 443.523438 263.296875 L 443.628906 263.527344 L 443.941406 262.082031 L 444.046875 261.425781 L 444.152344 261.230469 L 444.257813 262.347656 L 444.363281 262.347656 L 444.675781 262.703125 L 444.78125 262.398438 L 444.886719 261.972656 L 444.992188 263.851563 L 445.097656 264.960938 L 445.410156 263.335938 L 445.515625 265.128906 L 445.621094 266.269531 L 445.726563 266.308594 L 445.828125 265.566406 L 446.144531 265.398438 L 446.25 262.863281 L 446.355469 264.792969 L 446.457031 264.734375 L 446.5625 266.515625 L 446.878906 264.515625 L 446.984375 266.425781 L 447.089844 266.367188 L 447.191406 267.070313 L 447.296875 265.792969 L 447.613281 266.070313 L 447.71875 263.4375 L 447.820313 262.039063 L 447.925781 261.980469 L 448.03125 261.089844 L 448.449219 261.484375 L 448.554688 261.0625 L 448.660156 260.425781 L 448.765625 261.050781 L 449.078125 259.992188 L 449.183594 259.664063 L 449.289063 258.980469 L 449.394531 259.269531 L 449.5 261.257813 L 449.8125 262.863281 L 449.917969 263.269531 L 450.023438 263.554688 L 450.128906 262.941406 L 450.234375 263.710938 L 450.546875 262.386719 L 450.652344 261.800781 L 450.757813 262.136719 L 450.863281 259.441406 L 450.964844 266.972656 L 451.28125 270.597656 L 451.386719 267.015625 L 451.492188 263.570313 L 451.59375 260.765625 L 451.699219 260.328125 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 452.121094 261.828125 L 452.222656 260.585938 L 452.328125 260.714844 L 452.433594 257.609375 L 452.75 256.863281 L 452.851563 255.320313 L 452.957031 255.351563 L 453.0625 254.15625 L 453.167969 254.445313 L 453.480469 253.867188 L 453.585938 254.085938 L 453.691406 253.191406 L 453.796875 254.007813 L 453.902344 253.042969 L 454.214844 253.628906 L 454.320313 253.527344 L 454.425781 253.757813 L 454.53125 253.507813 L 454.636719 253.160156 L 454.949219 253.339844 L 455.054688 254.722656 L 455.160156 254.097656 L 455.265625 253.867188 L 455.371094 252.105469 L 455.683594 252.234375 L 455.789063 252.105469 L 455.894531 252.644531 L 456 251.636719 L 456.101563 251.828125 L 456.417969 251.199219 L 456.523438 252.324219 L 456.628906 251.917969 L 456.730469 251.429688 L 456.835938 251.746094 L 457.152344 251.757813 L 457.257813 251.320313 L 457.359375 252.433594 L 457.464844 252.582031 L 457.570313 252.992188 L 457.886719 251.925781 L 457.988281 252.285156 L 458.09375 252.902344 L 458.199219 252.890625 L 458.304688 251.917969 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 458.722656 251.257813 L 458.828125 251.28125 L 458.933594 251.777344 \"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph2-0\" x=\"178.378906\" y=\"32.515625\"/>\n", | |
" <use xlink:href=\"#glyph2-1\" x=\"188.778125\" y=\"32.515625\"/>\n", | |
" <use xlink:href=\"#glyph2-2\" x=\"196.786719\" y=\"32.515625\"/>\n", | |
" <use xlink:href=\"#glyph2-3\" x=\"200.7875\" y=\"32.515625\"/>\n", | |
" <use xlink:href=\"#glyph2-4\" x=\"205.582812\" y=\"32.515625\"/>\n", | |
" <use xlink:href=\"#glyph2-5\" x=\"209.583594\" y=\"32.515625\"/>\n", | |
" <use xlink:href=\"#glyph2-6\" x=\"217.592187\" y=\"32.515625\"/>\n", | |
" <use xlink:href=\"#glyph2-7\" x=\"221.592969\" y=\"32.515625\"/>\n", | |
" <use xlink:href=\"#glyph2-8\" x=\"225.59375\" y=\"32.515625\"/>\n", | |
" <use xlink:href=\"#glyph2-9\" x=\"234.389844\" y=\"32.515625\"/>\n", | |
" <use xlink:href=\"#glyph2-10\" x=\"243.185937\" y=\"32.515625\"/>\n", | |
" <use xlink:href=\"#glyph2-11\" x=\"251.194531\" y=\"32.515625\"/>\n", | |
" <use xlink:href=\"#glyph2-6\" x=\"259.203125\" y=\"32.515625\"/>\n", | |
" <use xlink:href=\"#glyph2-1\" x=\"263.203906\" y=\"32.515625\"/>\n", | |
" <use xlink:href=\"#glyph2-8\" x=\"271.2125\" y=\"32.515625\"/>\n", | |
" <use xlink:href=\"#glyph2-9\" x=\"280.008594\" y=\"32.515625\"/>\n", | |
" <use xlink:href=\"#glyph2-6\" x=\"288.804687\" y=\"32.515625\"/>\n", | |
" <use xlink:href=\"#glyph2-12\" x=\"292.805469\" y=\"32.515625\"/>\n", | |
" <use xlink:href=\"#glyph2-13\" x=\"302.410156\" y=\"32.515625\"/>\n", | |
" <use xlink:href=\"#glyph2-14\" x=\"312.014844\" y=\"32.515625\"/>\n", | |
" <use xlink:href=\"#glyph2-6\" x=\"321.619531\" y=\"32.515625\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph2-6\" x=\"121.574219\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-15\" x=\"125.575\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-12\" x=\"130.370313\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-13\" x=\"139.975\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-16\" x=\"149.579688\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-17\" x=\"157.588281\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-17\" x=\"165.596875\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-6\" x=\"173.605469\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-18\" x=\"177.60625\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-9\" x=\"188.005469\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-19\" x=\"196.801562\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-20\" x=\"200.802344\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-21\" x=\"209.598437\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-3\" x=\"217.607031\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-10\" x=\"222.402344\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-9\" x=\"230.410937\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-6\" x=\"239.207031\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-22\" x=\"243.207812\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-10\" x=\"253.607031\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-3\" x=\"261.615625\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-20\" x=\"266.410937\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-23\" x=\"275.207031\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-8\" x=\"280.810938\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-21\" x=\"289.607031\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-6\" x=\"297.615625\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-12\" x=\"301.616406\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-23\" x=\"311.221094\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-5\" x=\"316.825\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-24\" x=\"324.833594\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-6\" x=\"329.628906\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-14\" x=\"333.629688\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-1\" x=\"343.234375\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-25\" x=\"351.242969\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-26\" x=\"360.039063\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-26\" x=\"368.835156\" y=\"49.792969\"/>\n", | |
" <use xlink:href=\"#glyph2-27\" x=\"377.63125\" y=\"49.792969\"/>\n", | |
"</g>\n", | |
"</g>\n", | |
"</svg>\n" | |
], | |
"text/plain": [ | |
"Plot with title \"Baltic Index and SPY \n", | |
" (SP500 Adjusted Returns Src: Yahoo)\"" | |
] | |
}, | |
"metadata": { | |
"image/svg+xml": { | |
"isolated": true | |
} | |
}, | |
"output_type": "display_data" | |
} | |
], | |
"source": [ | |
"Quandl.api_key(apiKEY)\n", | |
"\n", | |
"# Frieght Costs Baltic Index\n", | |
"balticDry <- Quandl(lloydsCode, type = \"zoo\")\n", | |
"# str(balticDry)\n", | |
"# plot(balticDry)\n", | |
"\n", | |
"# SP500 Index\n", | |
"getSymbols(\"SPY\")\n", | |
"SPY <- as.zoo(SPY)\n", | |
"# plot(SPY)\n", | |
"\n", | |
"# Merge both time series\n", | |
"data <- merge(balticDry, SPY$SPY.Adjusted)\n", | |
"plot(data, main = \"Baltic Index and SPY \\n (SP500 Adjusted Returns Src: Yahoo)\")\n", | |
"names(data) <- c(\"balticDry\",\"SPY_Adj\")\n", | |
"data <- 100*(diff(data, lag = lagDays)/lag(data, -lagDays))\n", | |
"data <- data[complete.cases(data),]\n", | |
"# plot(data)\n", | |
"\n", | |
"options(warn=-1)" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 46, | |
"metadata": { | |
"collapsed": false | |
}, | |
"outputs": [ | |
{ | |
"data": { | |
"application/pdf": "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", | |
"image/jpeg": "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", | |
"image/png": "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", | |
"image/svg+xml": [ | |
"<?xml version=\"1.0\" encoding=\"UTF-8\"?>\n", | |
"<svg xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\" width=\"504pt\" height=\"504pt\" viewBox=\"0 0 504 504\" version=\"1.1\">\n", | |
"<defs>\n", | |
"<g>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-0\">\n", | |
"<path style=\"stroke:none;\" d=\"M 6.039063 -1.015625 L 6.039063 0 L 0.363281 0 C 0.355469 -0.253906 0.394531 -0.496094 0.484375 -0.734375 C 0.628906 -1.117188 0.859375 -1.5 1.179688 -1.875 C 1.492188 -2.25 1.953125 -2.683594 2.5625 -3.175781 C 3.492188 -3.941406 4.125 -4.546875 4.453125 -4.992188 C 4.78125 -5.4375 4.945313 -5.859375 4.945313 -6.265625 C 4.945313 -6.679688 4.792969 -7.03125 4.496094 -7.320313 C 4.191406 -7.601563 3.804688 -7.746094 3.328125 -7.75 C 2.820313 -7.746094 2.414063 -7.59375 2.109375 -7.292969 C 1.804688 -6.984375 1.648438 -6.5625 1.648438 -6.03125 L 0.5625 -6.140625 C 0.632813 -6.945313 0.910156 -7.558594 1.398438 -7.988281 C 1.878906 -8.410156 2.53125 -8.625 3.351563 -8.625 C 4.171875 -8.625 4.824219 -8.394531 5.308594 -7.9375 C 5.789063 -7.480469 6.027344 -6.914063 6.03125 -6.242188 C 6.027344 -5.894531 5.957031 -5.558594 5.820313 -5.226563 C 5.675781 -4.890625 5.441406 -4.539063 5.117188 -4.175781 C 4.789063 -3.804688 4.25 -3.300781 3.492188 -2.664063 C 2.859375 -2.128906 2.453125 -1.769531 2.273438 -1.582031 C 2.09375 -1.394531 1.945313 -1.203125 1.828125 -1.015625 Z M 6.039063 -1.015625 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-1\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.5 -4.234375 C 0.496094 -5.246094 0.601563 -6.0625 0.8125 -6.6875 C 1.019531 -7.304688 1.328125 -7.785156 1.742188 -8.121094 C 2.148438 -8.457031 2.667969 -8.625 3.296875 -8.625 C 3.757813 -8.625 4.164063 -8.53125 4.511719 -8.347656 C 4.855469 -8.160156 5.140625 -7.890625 5.371094 -7.542969 C 5.59375 -7.191406 5.773438 -6.765625 5.90625 -6.265625 C 6.035156 -5.761719 6.097656 -5.085938 6.101563 -4.234375 C 6.097656 -3.226563 5.996094 -2.414063 5.789063 -1.796875 C 5.578125 -1.175781 5.265625 -0.695313 4.859375 -0.359375 C 4.445313 -0.0195313 3.925781 0.144531 3.296875 0.148438 C 2.464844 0.144531 1.816406 -0.148438 1.347656 -0.742188 C 0.78125 -1.457031 0.496094 -2.621094 0.5 -4.234375 Z M 1.582031 -4.234375 C 1.582031 -2.824219 1.746094 -1.886719 2.074219 -1.417969 C 2.402344 -0.949219 2.808594 -0.714844 3.296875 -0.71875 C 3.777344 -0.714844 4.183594 -0.949219 4.519531 -1.421875 C 4.847656 -1.886719 5.015625 -2.824219 5.015625 -4.234375 C 5.015625 -5.648438 4.847656 -6.589844 4.519531 -7.054688 C 4.183594 -7.515625 3.773438 -7.746094 3.289063 -7.75 C 2.800781 -7.746094 2.414063 -7.542969 2.125 -7.136719 C 1.761719 -6.613281 1.582031 -5.644531 1.582031 -4.234375 Z M 1.582031 -4.234375 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-2\">\n", | |
"<path style=\"stroke:none;\" d=\"M 4.46875 0 L 3.414063 0 L 3.414063 -6.71875 C 3.160156 -6.476563 2.828125 -6.234375 2.414063 -5.996094 C 2 -5.75 1.628906 -5.570313 1.304688 -5.449219 L 1.304688 -6.46875 C 1.894531 -6.742188 2.410156 -7.078125 2.851563 -7.476563 C 3.292969 -7.871094 3.605469 -8.253906 3.789063 -8.625 L 4.46875 -8.625 Z M 4.46875 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-3\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.503906 -2.265625 L 1.558594 -2.40625 C 1.679688 -1.808594 1.882813 -1.378906 2.175781 -1.113281 C 2.464844 -0.847656 2.820313 -0.714844 3.242188 -0.71875 C 3.734375 -0.714844 4.152344 -0.886719 4.496094 -1.234375 C 4.832031 -1.574219 5.003906 -2 5.007813 -2.515625 C 5.003906 -2.996094 4.847656 -3.394531 4.535156 -3.710938 C 4.21875 -4.023438 3.816406 -4.183594 3.328125 -4.183594 C 3.128906 -4.183594 2.878906 -4.144531 2.585938 -4.066406 L 2.703125 -4.992188 C 2.765625 -4.984375 2.824219 -4.980469 2.871094 -4.980469 C 3.320313 -4.980469 3.722656 -5.097656 4.085938 -5.332031 C 4.441406 -5.566406 4.621094 -5.925781 4.625 -6.414063 C 4.621094 -6.800781 4.492188 -7.121094 4.230469 -7.375 C 3.964844 -7.628906 3.625 -7.757813 3.21875 -7.757813 C 2.804688 -7.757813 2.464844 -7.628906 2.191406 -7.371094 C 1.917969 -7.113281 1.742188 -6.726563 1.664063 -6.210938 L 0.609375 -6.398438 C 0.738281 -7.105469 1.03125 -7.652344 1.488281 -8.042969 C 1.941406 -8.429688 2.507813 -8.625 3.195313 -8.625 C 3.660156 -8.625 4.09375 -8.523438 4.488281 -8.324219 C 4.878906 -8.121094 5.179688 -7.847656 5.390625 -7.5 C 5.601563 -7.148438 5.707031 -6.777344 5.707031 -6.390625 C 5.707031 -6.019531 5.605469 -5.683594 5.40625 -5.378906 C 5.207031 -5.074219 4.914063 -4.832031 4.523438 -4.652344 C 5.03125 -4.535156 5.425781 -4.289063 5.707031 -3.921875 C 5.988281 -3.546875 6.128906 -3.085938 6.128906 -2.539063 C 6.128906 -1.785156 5.855469 -1.148438 5.308594 -0.628906 C 4.761719 -0.105469 4.070313 0.152344 3.234375 0.152344 C 2.476563 0.152344 1.847656 -0.0703125 1.355469 -0.519531 C 0.855469 -0.96875 0.574219 -1.550781 0.503906 -2.265625 Z M 0.503906 -2.265625 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-4\">\n", | |
"<path style=\"stroke:none;\" d=\"M 3.878906 0 L 3.878906 -2.054688 L 0.152344 -2.054688 L 0.152344 -3.023438 L 4.070313 -8.589844 L 4.933594 -8.589844 L 4.933594 -3.023438 L 6.09375 -3.023438 L 6.09375 -2.054688 L 4.933594 -2.054688 L 4.933594 0 Z M 3.878906 -3.023438 L 3.878906 -6.898438 L 1.1875 -3.023438 Z M 3.878906 -3.023438 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-5\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.5 -2.25 L 1.605469 -2.34375 C 1.683594 -1.804688 1.871094 -1.398438 2.175781 -1.125 C 2.472656 -0.851563 2.835938 -0.714844 3.257813 -0.71875 C 3.765625 -0.714844 4.195313 -0.90625 4.546875 -1.292969 C 4.898438 -1.671875 5.074219 -2.179688 5.074219 -2.820313 C 5.074219 -3.414063 4.902344 -3.890625 4.566406 -4.242188 C 4.226563 -4.589844 3.785156 -4.761719 3.242188 -4.765625 C 2.898438 -4.761719 2.59375 -4.683594 2.320313 -4.53125 C 2.046875 -4.375 1.832031 -4.175781 1.675781 -3.929688 L 0.6875 -4.0625 L 1.515625 -8.472656 L 5.789063 -8.472656 L 5.789063 -7.464844 L 2.359375 -7.464844 L 1.898438 -5.15625 C 2.414063 -5.515625 2.953125 -5.695313 3.523438 -5.695313 C 4.269531 -5.695313 4.902344 -5.433594 5.421875 -4.914063 C 5.933594 -4.394531 6.191406 -3.726563 6.195313 -2.914063 C 6.191406 -2.132813 5.964844 -1.460938 5.515625 -0.898438 C 4.960938 -0.199219 4.210938 0.144531 3.257813 0.148438 C 2.476563 0.144531 1.835938 -0.0703125 1.34375 -0.507813 C 0.84375 -0.941406 0.5625 -1.523438 0.5 -2.25 Z M 0.5 -2.25 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-6\">\n", | |
"<path style=\"stroke:none;\" d=\"M 5.96875 -6.484375 L 4.921875 -6.40625 C 4.828125 -6.8125 4.695313 -7.113281 4.523438 -7.304688 C 4.234375 -7.605469 3.882813 -7.757813 3.46875 -7.757813 C 3.132813 -7.757813 2.835938 -7.664063 2.585938 -7.476563 C 2.25 -7.234375 1.988281 -6.878906 1.796875 -6.414063 C 1.605469 -5.949219 1.507813 -5.289063 1.5 -4.429688 C 1.753906 -4.8125 2.0625 -5.097656 2.433594 -5.289063 C 2.796875 -5.472656 3.183594 -5.566406 3.585938 -5.570313 C 4.289063 -5.566406 4.886719 -5.308594 5.382813 -4.792969 C 5.875 -4.277344 6.121094 -3.609375 6.125 -2.789063 C 6.121094 -2.25 6.003906 -1.746094 5.773438 -1.285156 C 5.539063 -0.820313 5.222656 -0.46875 4.816406 -0.222656 C 4.410156 0.0234375 3.949219 0.144531 3.433594 0.148438 C 2.554688 0.144531 1.835938 -0.175781 1.285156 -0.820313 C 0.726563 -1.46875 0.449219 -2.535156 0.453125 -4.019531 C 0.449219 -5.675781 0.757813 -6.882813 1.371094 -7.640625 C 1.902344 -8.296875 2.621094 -8.625 3.53125 -8.625 C 4.207031 -8.625 4.761719 -8.433594 5.195313 -8.054688 C 5.625 -7.675781 5.882813 -7.152344 5.96875 -6.484375 Z M 1.664063 -2.78125 C 1.664063 -2.417969 1.738281 -2.070313 1.894531 -1.738281 C 2.042969 -1.40625 2.261719 -1.152344 2.542969 -0.980469 C 2.820313 -0.800781 3.109375 -0.714844 3.414063 -0.71875 C 3.859375 -0.714844 4.242188 -0.894531 4.566406 -1.257813 C 4.882813 -1.613281 5.042969 -2.101563 5.046875 -2.726563 C 5.042969 -3.316406 4.886719 -3.785156 4.570313 -4.128906 C 4.25 -4.46875 3.851563 -4.640625 3.375 -4.640625 C 2.898438 -4.640625 2.492188 -4.46875 2.160156 -4.128906 C 1.828125 -3.785156 1.664063 -3.335938 1.664063 -2.78125 Z M 1.664063 -2.78125 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-7\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.539063 -2.757813 L 1.609375 -2.851563 C 1.660156 -2.421875 1.777344 -2.070313 1.964844 -1.796875 C 2.144531 -1.519531 2.433594 -1.296875 2.828125 -1.128906 C 3.214844 -0.957031 3.65625 -0.871094 4.148438 -0.875 C 4.578125 -0.871094 4.960938 -0.9375 5.296875 -1.066406 C 5.628906 -1.191406 5.875 -1.367188 6.039063 -1.59375 C 6.199219 -1.820313 6.28125 -2.066406 6.28125 -2.332031 C 6.28125 -2.597656 6.203125 -2.832031 6.046875 -3.035156 C 5.890625 -3.238281 5.632813 -3.40625 5.273438 -3.546875 C 5.042969 -3.632813 4.53125 -3.773438 3.746094 -3.964844 C 2.953125 -4.152344 2.402344 -4.332031 2.085938 -4.5 C 1.671875 -4.710938 1.363281 -4.976563 1.167969 -5.296875 C 0.964844 -5.617188 0.867188 -5.972656 0.867188 -6.367188 C 0.867188 -6.800781 0.988281 -7.207031 1.234375 -7.582031 C 1.480469 -7.957031 1.839844 -8.242188 2.3125 -8.441406 C 2.785156 -8.632813 3.3125 -8.730469 3.890625 -8.734375 C 4.523438 -8.730469 5.082031 -8.628906 5.574219 -8.425781 C 6.058594 -8.222656 6.433594 -7.921875 6.695313 -7.523438 C 6.957031 -7.125 7.097656 -6.671875 7.117188 -6.171875 L 6.03125 -6.085938 C 5.96875 -6.628906 5.769531 -7.039063 5.433594 -7.316406 C 5.09375 -7.59375 4.597656 -7.734375 3.9375 -7.734375 C 3.25 -7.734375 2.746094 -7.605469 2.433594 -7.355469 C 2.113281 -7.097656 1.957031 -6.796875 1.960938 -6.445313 C 1.957031 -6.136719 2.070313 -5.882813 2.296875 -5.683594 C 2.515625 -5.480469 3.085938 -5.273438 4.011719 -5.070313 C 4.933594 -4.859375 5.566406 -4.679688 5.914063 -4.523438 C 6.410156 -4.292969 6.78125 -4 7.019531 -3.648438 C 7.253906 -3.292969 7.371094 -2.886719 7.375 -2.425781 C 7.371094 -1.96875 7.242188 -1.535156 6.984375 -1.132813 C 6.722656 -0.726563 6.34375 -0.414063 5.855469 -0.1875 C 5.363281 0.0351563 4.8125 0.144531 4.203125 0.148438 C 3.421875 0.144531 2.769531 0.0351563 2.246094 -0.191406 C 1.71875 -0.414063 1.308594 -0.753906 1.011719 -1.214844 C 0.710938 -1.667969 0.554688 -2.183594 0.539063 -2.757813 Z M 0.539063 -2.757813 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-8\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.925781 0 L 0.925781 -8.589844 L 4.164063 -8.589844 C 4.734375 -8.589844 5.171875 -8.5625 5.472656 -8.507813 C 5.894531 -8.4375 6.246094 -8.300781 6.53125 -8.105469 C 6.816406 -7.90625 7.046875 -7.632813 7.222656 -7.277344 C 7.394531 -6.917969 7.480469 -6.527344 7.484375 -6.105469 C 7.480469 -5.371094 7.25 -4.75 6.785156 -4.25 C 6.316406 -3.742188 5.476563 -3.492188 4.265625 -3.492188 L 2.0625 -3.492188 L 2.0625 0 Z M 2.0625 -4.507813 L 4.28125 -4.507813 C 5.011719 -4.503906 5.535156 -4.640625 5.847656 -4.917969 C 6.15625 -5.1875 6.308594 -5.574219 6.3125 -6.070313 C 6.308594 -6.429688 6.21875 -6.734375 6.039063 -6.992188 C 5.855469 -7.242188 5.617188 -7.414063 5.320313 -7.5 C 5.125 -7.550781 4.769531 -7.574219 4.257813 -7.578125 L 2.0625 -7.578125 Z M 2.0625 -4.507813 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-9\">\n", | |
"<path style=\"stroke:none;\" d=\"M 3.34375 0 L 3.34375 -3.640625 L 0.0351563 -8.589844 L 1.417969 -8.589844 L 3.109375 -6 C 3.417969 -5.515625 3.710938 -5.03125 3.984375 -4.546875 C 4.242188 -4.992188 4.554688 -5.496094 4.921875 -6.0625 L 6.585938 -8.589844 L 7.910156 -8.589844 L 4.484375 -3.640625 L 4.484375 0 Z M 3.34375 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-10\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.878906 0 L 0.878906 -8.589844 L 4.101563 -8.589844 C 4.757813 -8.589844 5.28125 -8.5 5.679688 -8.328125 C 6.070313 -8.152344 6.382813 -7.886719 6.609375 -7.527344 C 6.835938 -7.164063 6.949219 -6.785156 6.949219 -6.390625 C 6.949219 -6.023438 6.847656 -5.679688 6.648438 -5.355469 C 6.449219 -5.027344 6.148438 -4.765625 5.75 -4.570313 C 6.265625 -4.417969 6.664063 -4.15625 6.945313 -3.792969 C 7.222656 -3.421875 7.363281 -2.988281 7.367188 -2.492188 C 7.363281 -2.085938 7.277344 -1.710938 7.109375 -1.367188 C 6.9375 -1.019531 6.730469 -0.753906 6.480469 -0.570313 C 6.230469 -0.378906 5.914063 -0.238281 5.539063 -0.144531 C 5.160156 -0.046875 4.699219 0 4.15625 0 Z M 2.015625 -4.980469 L 3.875 -4.980469 C 4.375 -4.980469 4.738281 -5.011719 4.957031 -5.078125 C 5.246094 -5.164063 5.460938 -5.308594 5.609375 -5.507813 C 5.75 -5.703125 5.824219 -5.953125 5.828125 -6.257813 C 5.824219 -6.542969 5.757813 -6.792969 5.625 -7.011719 C 5.488281 -7.226563 5.292969 -7.375 5.039063 -7.457031 C 4.78125 -7.535156 4.34375 -7.574219 3.734375 -7.578125 L 2.015625 -7.578125 Z M 2.015625 -1.015625 L 4.15625 -1.015625 C 4.515625 -1.011719 4.773438 -1.027344 4.929688 -1.054688 C 5.1875 -1.101563 5.40625 -1.179688 5.582031 -1.289063 C 5.757813 -1.398438 5.902344 -1.554688 6.015625 -1.765625 C 6.128906 -1.96875 6.1875 -2.210938 6.1875 -2.492188 C 6.1875 -2.804688 6.105469 -3.082031 5.941406 -3.324219 C 5.777344 -3.558594 5.546875 -3.726563 5.257813 -3.824219 C 4.960938 -3.917969 4.542969 -3.964844 4 -3.96875 L 2.015625 -3.96875 Z M 2.015625 -1.015625 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-11\">\n", | |
"<path style=\"stroke:none;\" d=\"M 4.851563 -0.765625 C 4.460938 -0.433594 4.082031 -0.199219 3.722656 -0.0625 C 3.355469 0.0742188 2.96875 0.140625 2.5625 0.140625 C 1.875 0.140625 1.351563 -0.0234375 0.984375 -0.359375 C 0.617188 -0.6875 0.433594 -1.117188 0.433594 -1.640625 C 0.433594 -1.945313 0.5 -2.222656 0.640625 -2.472656 C 0.777344 -2.722656 0.960938 -2.925781 1.1875 -3.082031 C 1.410156 -3.234375 1.664063 -3.347656 1.945313 -3.429688 C 2.152344 -3.476563 2.464844 -3.53125 2.882813 -3.585938 C 3.734375 -3.6875 4.359375 -3.808594 4.765625 -3.949219 C 4.765625 -4.089844 4.769531 -4.179688 4.769531 -4.226563 C 4.769531 -4.648438 4.667969 -4.953125 4.46875 -5.132813 C 4.199219 -5.371094 3.800781 -5.488281 3.269531 -5.492188 C 2.769531 -5.488281 2.402344 -5.402344 2.167969 -5.230469 C 1.933594 -5.054688 1.757813 -4.746094 1.648438 -4.304688 L 0.617188 -4.445313 C 0.707031 -4.886719 0.863281 -5.242188 1.078125 -5.515625 C 1.289063 -5.78125 1.597656 -5.992188 2.007813 -6.140625 C 2.410156 -6.289063 2.882813 -6.363281 3.421875 -6.363281 C 3.953125 -6.363281 4.382813 -6.300781 4.714844 -6.175781 C 5.046875 -6.050781 5.292969 -5.890625 5.449219 -5.703125 C 5.605469 -5.511719 5.714844 -5.273438 5.777344 -4.984375 C 5.808594 -4.804688 5.824219 -4.480469 5.828125 -4.015625 L 5.828125 -2.609375 C 5.824219 -1.625 5.847656 -1.003906 5.894531 -0.746094 C 5.941406 -0.484375 6.03125 -0.238281 6.164063 0 L 5.0625 0 C 4.953125 -0.21875 4.882813 -0.472656 4.851563 -0.765625 Z M 4.765625 -3.125 C 4.375 -2.964844 3.800781 -2.832031 3.039063 -2.726563 C 2.605469 -2.660156 2.300781 -2.589844 2.121094 -2.515625 C 1.941406 -2.433594 1.800781 -2.320313 1.703125 -2.171875 C 1.605469 -2.019531 1.558594 -1.851563 1.558594 -1.671875 C 1.558594 -1.386719 1.664063 -1.152344 1.875 -0.96875 C 2.085938 -0.777344 2.398438 -0.683594 2.8125 -0.6875 C 3.21875 -0.683594 3.578125 -0.773438 3.894531 -0.953125 C 4.210938 -1.128906 4.445313 -1.371094 4.59375 -1.679688 C 4.707031 -1.917969 4.761719 -2.269531 4.765625 -2.734375 Z M 4.765625 -3.125 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-12\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.765625 0 L 0.765625 -8.589844 L 1.820313 -8.589844 L 1.820313 0 Z M 0.765625 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-13\">\n", | |
"<path style=\"stroke:none;\" d=\"M 3.09375 -0.945313 L 3.246094 -0.0117188 C 2.949219 0.0507813 2.683594 0.0820313 2.449219 0.0820313 C 2.066406 0.0820313 1.769531 0.0234375 1.558594 -0.0976563 C 1.347656 -0.21875 1.199219 -0.378906 1.113281 -0.578125 C 1.027344 -0.773438 0.984375 -1.1875 0.984375 -1.820313 L 0.984375 -5.402344 L 0.210938 -5.402344 L 0.210938 -6.222656 L 0.984375 -6.222656 L 0.984375 -7.765625 L 2.03125 -8.398438 L 2.03125 -6.222656 L 3.09375 -6.222656 L 3.09375 -5.402344 L 2.03125 -5.402344 L 2.03125 -1.765625 C 2.027344 -1.460938 2.046875 -1.269531 2.085938 -1.183594 C 2.125 -1.097656 2.183594 -1.027344 2.269531 -0.976563 C 2.351563 -0.925781 2.472656 -0.902344 2.632813 -0.902344 C 2.742188 -0.902344 2.898438 -0.914063 3.09375 -0.945313 Z M 3.09375 -0.945313 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-14\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.796875 -7.375 L 0.796875 -8.589844 L 1.851563 -8.589844 L 1.851563 -7.375 Z M 0.796875 0 L 0.796875 -6.222656 L 1.851563 -6.222656 L 1.851563 0 Z M 0.796875 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-15\">\n", | |
"<path style=\"stroke:none;\" d=\"M 4.851563 -2.28125 L 5.890625 -2.144531 C 5.773438 -1.425781 5.484375 -0.863281 5.019531 -0.464844 C 4.550781 -0.0585938 3.976563 0.140625 3.296875 0.140625 C 2.445313 0.140625 1.761719 -0.136719 1.246094 -0.695313 C 0.726563 -1.25 0.46875 -2.046875 0.46875 -3.085938 C 0.46875 -3.753906 0.578125 -4.34375 0.800781 -4.851563 C 1.023438 -5.355469 1.363281 -5.730469 1.816406 -5.984375 C 2.269531 -6.234375 2.765625 -6.363281 3.304688 -6.363281 C 3.980469 -6.363281 4.53125 -6.191406 4.964844 -5.847656 C 5.390625 -5.503906 5.667969 -5.019531 5.789063 -4.394531 L 4.765625 -4.234375 C 4.664063 -4.652344 4.492188 -4.96875 4.246094 -5.179688 C 3.996094 -5.390625 3.695313 -5.496094 3.34375 -5.496094 C 2.808594 -5.496094 2.378906 -5.304688 2.050781 -4.921875 C 1.71875 -4.539063 1.550781 -3.9375 1.554688 -3.117188 C 1.550781 -2.28125 1.710938 -1.671875 2.035156 -1.292969 C 2.351563 -0.914063 2.769531 -0.726563 3.289063 -0.726563 C 3.695313 -0.726563 4.042969 -0.851563 4.324219 -1.105469 C 4.601563 -1.359375 4.777344 -1.75 4.851563 -2.28125 Z M 4.851563 -2.28125 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-16\">\n", | |
"<path style=\"stroke:none;\" d=\"\"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-17\">\n", | |
"<path style=\"stroke:none;\" d=\"M 1.117188 0 L 1.117188 -8.589844 L 2.257813 -8.589844 L 2.257813 0 Z M 1.117188 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-18\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.789063 0 L 0.789063 -6.222656 L 1.742188 -6.222656 L 1.742188 -5.335938 C 2.195313 -6.019531 2.855469 -6.363281 3.71875 -6.363281 C 4.089844 -6.363281 4.433594 -6.292969 4.753906 -6.160156 C 5.066406 -6.023438 5.304688 -5.847656 5.460938 -5.632813 C 5.617188 -5.410156 5.726563 -5.152344 5.789063 -4.851563 C 5.828125 -4.65625 5.847656 -4.3125 5.847656 -3.828125 L 5.847656 0 L 4.792969 0 L 4.792969 -3.785156 C 4.792969 -4.214844 4.75 -4.535156 4.667969 -4.75 C 4.585938 -4.960938 4.441406 -5.128906 4.234375 -5.257813 C 4.023438 -5.382813 3.777344 -5.449219 3.5 -5.449219 C 3.046875 -5.449219 2.660156 -5.304688 2.332031 -5.019531 C 2.003906 -4.734375 1.839844 -4.195313 1.84375 -3.398438 L 1.84375 0 Z M 0.789063 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-19\">\n", | |
"<path style=\"stroke:none;\" d=\"M 4.828125 0 L 4.828125 -0.785156 C 4.429688 -0.167969 3.847656 0.140625 3.085938 0.140625 C 2.589844 0.140625 2.132813 0.00390625 1.71875 -0.269531 C 1.296875 -0.542969 0.976563 -0.921875 0.75 -1.414063 C 0.523438 -1.898438 0.410156 -2.464844 0.410156 -3.105469 C 0.410156 -3.726563 0.511719 -4.289063 0.71875 -4.796875 C 0.925781 -5.300781 1.238281 -5.6875 1.652344 -5.957031 C 2.066406 -6.226563 2.527344 -6.363281 3.039063 -6.363281 C 3.410156 -6.363281 3.746094 -6.28125 4.042969 -6.125 C 4.335938 -5.964844 4.574219 -5.761719 4.757813 -5.507813 L 4.757813 -8.589844 L 5.804688 -8.589844 L 5.804688 0 Z M 1.492188 -3.105469 C 1.488281 -2.308594 1.65625 -1.710938 1.996094 -1.316406 C 2.328125 -0.921875 2.726563 -0.726563 3.1875 -0.726563 C 3.648438 -0.726563 4.039063 -0.914063 4.359375 -1.292969 C 4.679688 -1.667969 4.839844 -2.242188 4.84375 -3.015625 C 4.839844 -3.867188 4.675781 -4.492188 4.351563 -4.894531 C 4.019531 -5.289063 3.617188 -5.488281 3.140625 -5.492188 C 2.671875 -5.488281 2.277344 -5.296875 1.964844 -4.917969 C 1.644531 -4.53125 1.488281 -3.929688 1.492188 -3.105469 Z M 1.492188 -3.105469 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-20\">\n", | |
"<path style=\"stroke:none;\" d=\"M 5.050781 -2.003906 L 6.140625 -1.867188 C 5.96875 -1.230469 5.648438 -0.738281 5.183594 -0.386719 C 4.71875 -0.0351563 4.125 0.140625 3.40625 0.140625 C 2.492188 0.140625 1.769531 -0.136719 1.238281 -0.699219 C 0.699219 -1.253906 0.433594 -2.042969 0.4375 -3.058594 C 0.433594 -4.105469 0.703125 -4.917969 1.246094 -5.496094 C 1.78125 -6.074219 2.480469 -6.363281 3.34375 -6.363281 C 4.175781 -6.363281 4.855469 -6.078125 5.382813 -5.511719 C 5.910156 -4.945313 6.175781 -4.148438 6.175781 -3.125 C 6.175781 -3.058594 6.171875 -2.964844 6.171875 -2.84375 L 1.53125 -2.84375 C 1.5625 -2.15625 1.757813 -1.632813 2.109375 -1.269531 C 2.457031 -0.90625 2.890625 -0.726563 3.410156 -0.726563 C 3.796875 -0.726563 4.125 -0.828125 4.402344 -1.03125 C 4.671875 -1.234375 4.890625 -1.558594 5.050781 -2.003906 Z M 1.585938 -3.710938 L 5.0625 -3.710938 C 5.015625 -4.226563 4.882813 -4.621094 4.664063 -4.886719 C 4.328125 -5.292969 3.890625 -5.496094 3.359375 -5.496094 C 2.871094 -5.496094 2.464844 -5.332031 2.136719 -5.007813 C 1.804688 -4.683594 1.621094 -4.25 1.585938 -3.710938 Z M 1.585938 -3.710938 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph0-21\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.0859375 0 L 2.359375 -3.234375 L 0.257813 -6.222656 L 1.578125 -6.222656 L 2.53125 -4.765625 C 2.710938 -4.484375 2.855469 -4.253906 2.964844 -4.066406 C 3.136719 -4.324219 3.292969 -4.550781 3.4375 -4.75 L 4.488281 -6.222656 L 5.75 -6.222656 L 3.597656 -3.292969 L 5.914063 0 L 4.617188 0 L 3.339844 -1.933594 L 3 -2.453125 L 1.367188 0 Z M 0.0859375 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-0\">\n", | |
"<path style=\"stroke:none;\" d=\"M -2.578125 -0.382813 L -3.640625 -0.382813 L -3.640625 -3.621094 L -2.578125 -3.621094 Z M -2.578125 -0.382813 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-1\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 -4.46875 L 0 -3.414063 L -6.71875 -3.417969 C -6.476563 -3.160156 -6.234375 -2.828125 -5.996094 -2.417969 C -5.75 -2.003906 -5.570313 -1.632813 -5.449219 -1.308594 L -6.46875 -1.308594 C -6.742188 -1.894531 -7.078125 -2.410156 -7.476563 -2.851563 C -7.871094 -3.292969 -8.253906 -3.605469 -8.625 -3.792969 L -8.625 -4.472656 Z M 0 -4.46875 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-2\">\n", | |
"<path style=\"stroke:none;\" d=\"M -2.25 -0.5 L -2.34375 -1.605469 C -1.804688 -1.683594 -1.398438 -1.871094 -1.125 -2.175781 C -0.851563 -2.472656 -0.714844 -2.835938 -0.71875 -3.257813 C -0.714844 -3.765625 -0.90625 -4.195313 -1.292969 -4.546875 C -1.671875 -4.898438 -2.179688 -5.074219 -2.816406 -5.074219 C -3.414063 -5.074219 -3.890625 -4.902344 -4.242188 -4.566406 C -4.589844 -4.226563 -4.761719 -3.785156 -4.765625 -3.242188 C -4.761719 -2.898438 -4.683594 -2.59375 -4.53125 -2.320313 C -4.375 -2.046875 -4.175781 -1.832031 -3.929688 -1.675781 L -4.0625 -0.6875 L -8.472656 -1.519531 L -8.472656 -5.789063 L -7.464844 -5.789063 L -7.464844 -2.363281 L -5.15625 -1.898438 C -5.515625 -2.414063 -5.695313 -2.953125 -5.695313 -3.523438 C -5.695313 -4.269531 -5.433594 -4.902344 -4.914063 -5.421875 C -4.394531 -5.933594 -3.726563 -6.191406 -2.910156 -6.195313 C -2.132813 -6.191406 -1.460938 -5.964844 -0.894531 -5.515625 C -0.199219 -4.960938 0.144531 -4.210938 0.148438 -3.257813 C 0.144531 -2.476563 -0.0703125 -1.835938 -0.507813 -1.34375 C -0.941406 -0.847656 -1.523438 -0.566406 -2.25 -0.5 Z M -2.25 -0.5 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-3\">\n", | |
"<path style=\"stroke:none;\" d=\"M -4.234375 -0.5 C -5.246094 -0.496094 -6.0625 -0.601563 -6.6875 -0.8125 C -7.304688 -1.019531 -7.785156 -1.328125 -8.121094 -1.742188 C -8.457031 -2.152344 -8.625 -2.671875 -8.625 -3.300781 C -8.625 -3.757813 -8.53125 -4.164063 -8.347656 -4.511719 C -8.160156 -4.859375 -7.890625 -5.144531 -7.542969 -5.371094 C -7.191406 -5.59375 -6.765625 -5.773438 -6.265625 -5.90625 C -5.761719 -6.035156 -5.085938 -6.097656 -4.234375 -6.101563 C -3.222656 -6.097656 -2.410156 -5.996094 -1.792969 -5.789063 C -1.175781 -5.578125 -0.695313 -5.265625 -0.359375 -4.859375 C -0.0195313 -4.445313 0.144531 -3.925781 0.148438 -3.296875 C 0.144531 -2.464844 -0.148438 -1.816406 -0.742188 -1.347656 C -1.457031 -0.78125 -2.621094 -0.496094 -4.234375 -0.5 Z M -4.234375 -1.582031 C -2.824219 -1.582031 -1.886719 -1.746094 -1.417969 -2.074219 C -0.949219 -2.402344 -0.714844 -2.808594 -0.71875 -3.296875 C -0.714844 -3.777344 -0.949219 -4.183594 -1.421875 -4.519531 C -1.886719 -4.847656 -2.824219 -5.015625 -4.234375 -5.015625 C -5.648438 -5.015625 -6.589844 -4.847656 -7.054688 -4.519531 C -7.515625 -4.1875 -7.746094 -3.777344 -7.75 -3.289063 C -7.746094 -2.800781 -7.542969 -2.414063 -7.136719 -2.128906 C -6.613281 -1.761719 -5.644531 -1.582031 -4.234375 -1.582031 Z M -4.234375 -1.582031 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-4\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 -0.878906 L -8.589844 -0.878906 L -8.589844 -4.101563 C -8.589844 -4.757813 -8.5 -5.28125 -8.328125 -5.679688 C -8.152344 -6.074219 -7.886719 -6.386719 -7.527344 -6.613281 C -7.164063 -6.835938 -6.785156 -6.949219 -6.390625 -6.949219 C -6.023438 -6.949219 -5.679688 -6.847656 -5.355469 -6.648438 C -5.027344 -6.449219 -4.765625 -6.148438 -4.570313 -5.75 C -4.417969 -6.265625 -4.15625 -6.664063 -3.789063 -6.945313 C -3.417969 -7.222656 -2.984375 -7.363281 -2.488281 -7.367188 C -2.085938 -7.363281 -1.710938 -7.277344 -1.367188 -7.109375 C -1.015625 -6.9375 -0.75 -6.730469 -0.566406 -6.480469 C -0.375 -6.230469 -0.234375 -5.914063 -0.140625 -5.539063 C -0.046875 -5.160156 0 -4.699219 0 -4.15625 Z M -4.980469 -2.015625 L -4.980469 -3.875 C -4.980469 -4.375 -5.011719 -4.738281 -5.078125 -4.957031 C -5.164063 -5.246094 -5.308594 -5.460938 -5.507813 -5.609375 C -5.703125 -5.75 -5.953125 -5.824219 -6.257813 -5.828125 C -6.542969 -5.824219 -6.792969 -5.757813 -7.011719 -5.625 C -7.226563 -5.488281 -7.375 -5.292969 -7.457031 -5.039063 C -7.535156 -4.785156 -7.574219 -4.347656 -7.578125 -3.734375 L -7.578125 -2.015625 Z M -1.011719 -2.015625 L -1.011719 -4.15625 C -1.007813 -4.515625 -1.023438 -4.773438 -1.054688 -4.929688 C -1.101563 -5.1875 -1.179688 -5.40625 -1.289063 -5.582031 C -1.398438 -5.757813 -1.554688 -5.902344 -1.765625 -6.015625 C -1.96875 -6.128906 -2.210938 -6.1875 -2.488281 -6.1875 C -2.804688 -6.1875 -3.082031 -6.105469 -3.324219 -5.941406 C -3.558594 -5.777344 -3.726563 -5.546875 -3.820313 -5.257813 C -3.914063 -4.960938 -3.960938 -4.542969 -3.964844 -4 L -3.96875 -2.015625 Z M -1.011719 -2.015625 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-5\">\n", | |
"<path style=\"stroke:none;\" d=\"M -0.765625 -4.851563 C -0.433594 -4.460938 -0.199219 -4.082031 -0.0625 -3.722656 C 0.0742188 -3.355469 0.140625 -2.96875 0.140625 -2.5625 C 0.140625 -1.875 -0.0234375 -1.351563 -0.359375 -0.984375 C -0.6875 -0.617188 -1.117188 -0.433594 -1.640625 -0.433594 C -1.945313 -0.433594 -2.222656 -0.5 -2.472656 -0.640625 C -2.722656 -0.777344 -2.925781 -0.960938 -3.082031 -1.1875 C -3.234375 -1.410156 -3.347656 -1.664063 -3.429688 -1.945313 C -3.476563 -2.152344 -3.53125 -2.464844 -3.585938 -2.882813 C -3.6875 -3.734375 -3.808594 -4.359375 -3.949219 -4.765625 C -4.089844 -4.765625 -4.179688 -4.769531 -4.226563 -4.769531 C -4.648438 -4.769531 -4.953125 -4.667969 -5.132813 -4.46875 C -5.371094 -4.199219 -5.488281 -3.800781 -5.492188 -3.269531 C -5.488281 -2.773438 -5.402344 -2.40625 -5.230469 -2.171875 C -5.054688 -1.933594 -4.746094 -1.757813 -4.304688 -1.648438 L -4.445313 -0.617188 C -4.886719 -0.707031 -5.242188 -0.863281 -5.515625 -1.078125 C -5.78125 -1.292969 -5.992188 -1.601563 -6.140625 -2.011719 C -6.289063 -2.414063 -6.363281 -2.886719 -6.363281 -3.421875 C -6.363281 -3.953125 -6.300781 -4.382813 -6.175781 -4.714844 C -6.050781 -5.046875 -5.890625 -5.292969 -5.703125 -5.449219 C -5.511719 -5.605469 -5.273438 -5.714844 -4.984375 -5.777344 C -4.804688 -5.808594 -4.480469 -5.824219 -4.015625 -5.828125 L -2.605469 -5.828125 C -1.625 -5.824219 -1.003906 -5.847656 -0.746094 -5.894531 C -0.480469 -5.941406 -0.234375 -6.03125 0 -6.164063 L 0 -5.0625 C -0.21875 -4.953125 -0.472656 -4.882813 -0.765625 -4.851563 Z M -3.121094 -4.765625 C -2.960938 -4.375 -2.828125 -3.800781 -2.726563 -3.039063 C -2.660156 -2.605469 -2.589844 -2.300781 -2.515625 -2.121094 C -2.433594 -1.941406 -2.320313 -1.800781 -2.171875 -1.703125 C -2.019531 -1.605469 -1.851563 -1.558594 -1.671875 -1.558594 C -1.386719 -1.558594 -1.152344 -1.664063 -0.964844 -1.875 C -0.773438 -2.085938 -0.679688 -2.398438 -0.683594 -2.8125 C -0.679688 -3.21875 -0.769531 -3.578125 -0.949219 -3.894531 C -1.128906 -4.210938 -1.371094 -4.445313 -1.679688 -4.59375 C -1.917969 -4.707031 -2.269531 -4.761719 -2.734375 -4.765625 Z M -3.121094 -4.765625 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-6\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 -0.765625 L -8.589844 -0.769531 L -8.589844 -1.824219 L 0 -1.820313 Z M 0 -0.765625 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-7\">\n", | |
"<path style=\"stroke:none;\" d=\"M -0.941406 -3.09375 L -0.0117188 -3.246094 C 0.0507813 -2.949219 0.0820313 -2.683594 0.0820313 -2.449219 C 0.0820313 -2.066406 0.0234375 -1.769531 -0.0976563 -1.558594 C -0.21875 -1.347656 -0.378906 -1.199219 -0.574219 -1.113281 C -0.769531 -1.027344 -1.183594 -0.984375 -1.820313 -0.984375 L -5.402344 -0.984375 L -5.402344 -0.210938 L -6.222656 -0.210938 L -6.222656 -0.984375 L -7.765625 -0.984375 L -8.398438 -2.035156 L -6.222656 -2.035156 L -6.222656 -3.09375 L -5.402344 -3.09375 L -5.402344 -2.035156 L -1.761719 -2.03125 C -1.460938 -2.027344 -1.269531 -2.046875 -1.183594 -2.085938 C -1.097656 -2.125 -1.027344 -2.183594 -0.976563 -2.269531 C -0.925781 -2.351563 -0.902344 -2.472656 -0.902344 -2.632813 C -0.902344 -2.742188 -0.914063 -2.898438 -0.941406 -3.09375 Z M -0.941406 -3.09375 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-8\">\n", | |
"<path style=\"stroke:none;\" d=\"M -7.375 -0.796875 L -8.589844 -0.796875 L -8.589844 -1.851563 L -7.375 -1.851563 Z M 0 -0.796875 L -6.222656 -0.796875 L -6.222656 -1.851563 L 0 -1.851563 Z M 0 -0.796875 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-9\">\n", | |
"<path style=\"stroke:none;\" d=\"M -2.277344 -4.851563 L -2.144531 -5.890625 C -1.425781 -5.773438 -0.863281 -5.484375 -0.464844 -5.019531 C -0.0585938 -4.550781 0.140625 -3.976563 0.140625 -3.296875 C 0.140625 -2.445313 -0.136719 -1.761719 -0.695313 -1.246094 C -1.25 -0.726563 -2.046875 -0.46875 -3.085938 -0.46875 C -3.753906 -0.46875 -4.34375 -0.578125 -4.851563 -0.800781 C -5.355469 -1.023438 -5.730469 -1.363281 -5.984375 -1.820313 C -6.234375 -2.273438 -6.363281 -2.769531 -6.363281 -3.304688 C -6.363281 -3.980469 -6.191406 -4.53125 -5.847656 -4.964844 C -5.503906 -5.390625 -5.019531 -5.667969 -4.394531 -5.789063 L -4.234375 -4.765625 C -4.652344 -4.664063 -4.96875 -4.492188 -5.179688 -4.246094 C -5.390625 -3.996094 -5.496094 -3.695313 -5.496094 -3.347656 C -5.496094 -2.8125 -5.304688 -2.382813 -4.921875 -2.050781 C -4.539063 -1.71875 -3.9375 -1.550781 -3.117188 -1.554688 C -2.28125 -1.550781 -1.671875 -1.710938 -1.292969 -2.035156 C -0.914063 -2.351563 -0.726563 -2.769531 -0.726563 -3.289063 C -0.726563 -3.695313 -0.851563 -4.042969 -1.105469 -4.324219 C -1.359375 -4.601563 -1.75 -4.777344 -2.277344 -4.851563 Z M -2.277344 -4.851563 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-10\">\n", | |
"<path style=\"stroke:none;\" d=\"\"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-11\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 -1.117188 L -8.589844 -1.121094 L -8.589844 -2.257813 L 0 -2.257813 Z M 0 -1.117188 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-12\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 -0.789063 L -6.222656 -0.792969 L -6.222656 -1.742188 L -5.335938 -1.742188 C -6.019531 -2.195313 -6.363281 -2.855469 -6.363281 -3.722656 C -6.363281 -4.089844 -6.292969 -4.433594 -6.160156 -4.753906 C -6.023438 -5.066406 -5.847656 -5.304688 -5.632813 -5.460938 C -5.410156 -5.617188 -5.152344 -5.726563 -4.851563 -5.789063 C -4.65625 -5.828125 -4.3125 -5.847656 -3.824219 -5.847656 L 0 -5.847656 L 0 -4.792969 L -3.785156 -4.792969 C -4.214844 -4.792969 -4.535156 -4.75 -4.75 -4.667969 C -4.960938 -4.585938 -5.128906 -4.441406 -5.257813 -4.234375 C -5.382813 -4.023438 -5.449219 -3.777344 -5.449219 -3.5 C -5.449219 -3.046875 -5.304688 -2.660156 -5.019531 -2.335938 C -4.734375 -2.007813 -4.195313 -1.84375 -3.398438 -1.847656 L 0 -1.84375 Z M 0 -0.789063 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-13\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 -4.828125 L -0.785156 -4.828125 C -0.167969 -4.429688 0.140625 -3.847656 0.140625 -3.085938 C 0.140625 -2.589844 0.00390625 -2.132813 -0.269531 -1.71875 C -0.542969 -1.296875 -0.921875 -0.976563 -1.414063 -0.75 C -1.898438 -0.523438 -2.464844 -0.410156 -3.105469 -0.410156 C -3.726563 -0.410156 -4.289063 -0.511719 -4.796875 -0.71875 C -5.300781 -0.925781 -5.6875 -1.238281 -5.957031 -1.652344 C -6.226563 -2.066406 -6.363281 -2.527344 -6.363281 -3.042969 C -6.363281 -3.414063 -6.28125 -3.75 -6.125 -4.042969 C -5.964844 -4.335938 -5.761719 -4.574219 -5.507813 -4.757813 L -8.589844 -4.757813 L -8.589844 -5.808594 L 0 -5.804688 Z M -3.105469 -1.496094 C -2.308594 -1.492188 -1.710938 -1.660156 -1.316406 -1.996094 C -0.921875 -2.328125 -0.726563 -2.726563 -0.726563 -3.1875 C -0.726563 -3.648438 -0.914063 -4.039063 -1.289063 -4.359375 C -1.664063 -4.679688 -2.238281 -4.839844 -3.015625 -4.84375 C -3.867188 -4.839844 -4.492188 -4.675781 -4.894531 -4.351563 C -5.289063 -4.023438 -5.488281 -3.621094 -5.492188 -3.140625 C -5.488281 -2.671875 -5.296875 -2.277344 -4.917969 -1.964844 C -4.53125 -1.648438 -3.929688 -1.492188 -3.105469 -1.496094 Z M -3.105469 -1.496094 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-14\">\n", | |
"<path style=\"stroke:none;\" d=\"M -2.003906 -5.050781 L -1.867188 -6.140625 C -1.230469 -5.96875 -0.738281 -5.648438 -0.386719 -5.183594 C -0.0351563 -4.71875 0.140625 -4.125 0.140625 -3.40625 C 0.140625 -2.492188 -0.136719 -1.769531 -0.699219 -1.238281 C -1.253906 -0.703125 -2.042969 -0.4375 -3.058594 -0.441406 C -4.105469 -0.4375 -4.917969 -0.707031 -5.496094 -1.25 C -6.074219 -1.785156 -6.363281 -2.484375 -6.363281 -3.347656 C -6.363281 -4.175781 -6.078125 -4.855469 -5.511719 -5.382813 C -4.945313 -5.910156 -4.148438 -6.175781 -3.121094 -6.175781 C -3.054688 -6.175781 -2.960938 -6.171875 -2.839844 -6.171875 L -2.84375 -1.53125 C -2.15625 -1.566406 -1.632813 -1.761719 -1.269531 -2.109375 C -0.90625 -2.457031 -0.726563 -2.890625 -0.726563 -3.410156 C -0.726563 -3.796875 -0.828125 -4.125 -1.03125 -4.402344 C -1.234375 -4.671875 -1.558594 -4.890625 -2.003906 -5.050781 Z M -3.710938 -1.589844 L -3.707031 -5.0625 C -4.226563 -5.015625 -4.621094 -4.882813 -4.886719 -4.664063 C -5.292969 -4.328125 -5.496094 -3.890625 -5.496094 -3.359375 C -5.496094 -2.871094 -5.332031 -2.464844 -5.007813 -2.136719 C -4.683594 -1.804688 -4.25 -1.621094 -3.710938 -1.589844 Z M -3.710938 -1.589844 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-15\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 -0.0859375 L -3.234375 -2.359375 L -6.222656 -0.257813 L -6.222656 -1.578125 L -4.765625 -2.53125 C -4.484375 -2.710938 -4.253906 -2.855469 -4.066406 -2.964844 C -4.324219 -3.136719 -4.550781 -3.292969 -4.75 -3.441406 L -6.222656 -4.488281 L -6.222656 -5.75 L -3.292969 -3.597656 L 0 -5.914063 L 0 -4.617188 L -1.933594 -3.339844 L -2.453125 -3 L 0 -1.367188 Z M 0 -0.0859375 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-16\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 -0.925781 L -8.589844 -0.925781 L -8.589844 -4.167969 C -8.589844 -4.734375 -8.5625 -5.171875 -8.507813 -5.472656 C -8.4375 -5.894531 -8.300781 -6.246094 -8.105469 -6.53125 C -7.90625 -6.816406 -7.632813 -7.046875 -7.277344 -7.222656 C -6.917969 -7.394531 -6.527344 -7.480469 -6.105469 -7.484375 C -5.371094 -7.480469 -4.75 -7.25 -4.25 -6.785156 C -3.742188 -6.316406 -3.492188 -5.476563 -3.492188 -4.265625 L -3.492188 -2.0625 L 0 -2.0625 Z M -4.507813 -2.0625 L -4.507813 -4.28125 C -4.503906 -5.011719 -4.640625 -5.535156 -4.917969 -5.847656 C -5.1875 -6.15625 -5.574219 -6.308594 -6.070313 -6.3125 C -6.429688 -6.308594 -6.734375 -6.21875 -6.992188 -6.039063 C -7.242188 -5.855469 -7.414063 -5.617188 -7.5 -5.320313 C -7.550781 -5.128906 -7.574219 -4.773438 -7.578125 -4.261719 L -7.578125 -2.0625 Z M -4.507813 -2.0625 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-17\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 -0.78125 L -6.222656 -0.78125 L -6.222656 -1.730469 L -5.28125 -1.730469 C -5.71875 -1.96875 -6.011719 -2.191406 -6.152344 -2.398438 C -6.292969 -2.601563 -6.363281 -2.828125 -6.363281 -3.078125 C -6.363281 -3.429688 -6.25 -3.792969 -6.023438 -4.160156 L -5.046875 -3.796875 C -5.195313 -3.539063 -5.273438 -3.28125 -5.273438 -3.023438 C -5.273438 -2.792969 -5.203125 -2.585938 -5.066406 -2.402344 C -4.925781 -2.21875 -4.734375 -2.085938 -4.488281 -2.011719 C -4.113281 -1.890625 -3.703125 -1.832031 -3.257813 -1.835938 L 0 -1.835938 Z M 0 -0.78125 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-18\">\n", | |
"<path style=\"stroke:none;\" d=\"M -3.011719 -7.054688 L -2.722656 -8.191406 C -1.789063 -7.953125 -1.078125 -7.523438 -0.585938 -6.90625 C -0.0976563 -6.285156 0.144531 -5.527344 0.148438 -4.632813 C 0.144531 -3.707031 -0.0390625 -2.953125 -0.417969 -2.375 C -0.792969 -1.792969 -1.339844 -1.351563 -2.054688 -1.050781 C -2.769531 -0.746094 -3.539063 -0.597656 -4.359375 -0.597656 C -5.253906 -0.597656 -6.03125 -0.765625 -6.699219 -1.109375 C -7.363281 -1.449219 -7.871094 -1.9375 -8.214844 -2.570313 C -8.558594 -3.199219 -8.730469 -3.894531 -8.734375 -4.652344 C -8.730469 -5.511719 -8.511719 -6.234375 -8.078125 -6.820313 C -7.636719 -7.40625 -7.023438 -7.8125 -6.234375 -8.046875 L -5.96875 -6.925781 C -6.589844 -6.722656 -7.046875 -6.433594 -7.335938 -6.058594 C -7.621094 -5.679688 -7.761719 -5.203125 -7.765625 -4.628906 C -7.761719 -3.96875 -7.605469 -3.414063 -7.289063 -2.972656 C -6.96875 -2.527344 -6.542969 -2.21875 -6.011719 -2.039063 C -5.480469 -1.859375 -4.929688 -1.769531 -4.367188 -1.769531 C -3.632813 -1.769531 -2.996094 -1.875 -2.449219 -2.085938 C -1.902344 -2.296875 -1.492188 -2.628906 -1.226563 -3.082031 C -0.953125 -3.53125 -0.820313 -4.015625 -0.824219 -4.539063 C -0.820313 -5.175781 -1.003906 -5.714844 -1.375 -6.15625 C -1.738281 -6.597656 -2.285156 -6.898438 -3.011719 -7.054688 Z M -3.011719 -7.054688 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-19\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 -0.789063 L -8.589844 -0.792969 L -8.589844 -1.847656 L -5.507813 -1.847656 C -6.078125 -2.335938 -6.363281 -2.957031 -6.363281 -3.710938 C -6.363281 -4.164063 -6.269531 -4.566406 -6.089844 -4.910156 C -5.90625 -5.25 -5.65625 -5.492188 -5.339844 -5.640625 C -5.015625 -5.785156 -4.550781 -5.859375 -3.941406 -5.859375 L 0 -5.859375 L 0 -4.804688 L -3.941406 -4.804688 C -4.46875 -4.804688 -4.851563 -4.6875 -5.09375 -4.460938 C -5.328125 -4.226563 -5.449219 -3.90625 -5.453125 -3.492188 C -5.449219 -3.179688 -5.367188 -2.882813 -5.210938 -2.609375 C -5.046875 -2.332031 -4.828125 -2.136719 -4.550781 -2.023438 C -4.273438 -1.902344 -3.890625 -1.84375 -3.40625 -1.847656 L 0 -1.84375 Z M 0 -0.789063 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-20\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.515625 -0.597656 L 0.667969 -1.625 C 0.980469 -1.664063 1.210938 -1.785156 1.359375 -1.980469 C 1.554688 -2.242188 1.652344 -2.597656 1.652344 -3.054688 C 1.652344 -3.539063 1.554688 -3.917969 1.359375 -4.183594 C 1.164063 -4.449219 0.890625 -4.628906 0.539063 -4.722656 C 0.324219 -4.777344 -0.125 -4.800781 -0.8125 -4.796875 C -0.269531 -4.335938 0 -3.761719 0 -3.078125 C 0 -2.21875 -0.308594 -1.558594 -0.925781 -1.089844 C -1.542969 -0.621094 -2.28125 -0.386719 -3.148438 -0.386719 C -3.738281 -0.386719 -4.285156 -0.492188 -4.789063 -0.707031 C -5.289063 -0.921875 -5.679688 -1.234375 -5.953125 -1.644531 C -6.226563 -2.050781 -6.363281 -2.53125 -6.363281 -3.082031 C -6.363281 -3.816406 -6.066406 -4.421875 -5.472656 -4.898438 L -6.222656 -4.898438 L -6.222656 -5.871094 L -0.84375 -5.871094 C 0.125 -5.871094 0.808594 -5.769531 1.214844 -5.574219 C 1.617188 -5.375 1.9375 -5.0625 2.175781 -4.636719 C 2.40625 -4.207031 2.523438 -3.683594 2.523438 -3.058594 C 2.519531 -2.316406 2.351563 -1.714844 2.023438 -1.257813 C 1.6875 -0.800781 1.1875 -0.582031 0.515625 -0.597656 Z M -3.222656 -1.472656 C -2.40625 -1.46875 -1.808594 -1.632813 -1.433594 -1.957031 C -1.054688 -2.28125 -0.867188 -2.6875 -0.871094 -3.175781 C -0.867188 -3.660156 -1.054688 -4.066406 -1.429688 -4.394531 C -1.804688 -4.722656 -2.390625 -4.886719 -3.1875 -4.886719 C -3.945313 -4.886719 -4.519531 -4.714844 -4.910156 -4.378906 C -5.296875 -4.039063 -5.488281 -3.632813 -5.492188 -3.160156 C -5.488281 -2.6875 -5.296875 -2.289063 -4.917969 -1.964844 C -4.535156 -1.632813 -3.972656 -1.46875 -3.222656 -1.472656 Z M -3.222656 -1.472656 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-21\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 -1.9375 L -6.222656 -0.0351563 L -6.222656 -1.125 L -2.632813 -2.117188 L -1.292969 -2.484375 C -1.359375 -2.5 -1.789063 -2.605469 -2.578125 -2.804688 L -6.222656 -3.796875 L -6.222656 -4.882813 L -2.613281 -5.8125 L -1.421875 -6.125 L -2.625 -6.480469 L -6.222656 -7.546875 L -6.222656 -8.570313 L 0 -6.625 L 0 -5.53125 L -3.726563 -4.539063 L -4.789063 -4.300781 L 0 -3.039063 Z M 0 -1.9375 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-22\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.148438 0 L -8.734375 -2.492188 L -8.734375 -3.335938 L 0.148438 -0.851563 Z M 0.148438 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-23\">\n", | |
"<path style=\"stroke:none;\" d=\"M -1.011719 -6.039063 L 0 -6.039063 L 0 -0.363281 C -0.253906 -0.355469 -0.496094 -0.394531 -0.734375 -0.488281 C -1.117188 -0.628906 -1.5 -0.859375 -1.875 -1.179688 C -2.25 -1.496094 -2.683594 -1.957031 -3.175781 -2.5625 C -3.941406 -3.492188 -4.546875 -4.125 -4.992188 -4.453125 C -5.4375 -4.78125 -5.859375 -4.945313 -6.265625 -4.945313 C -6.679688 -4.945313 -7.03125 -4.792969 -7.320313 -4.496094 C -7.601563 -4.195313 -7.746094 -3.808594 -7.75 -3.328125 C -7.746094 -2.820313 -7.59375 -2.414063 -7.292969 -2.109375 C -6.984375 -1.804688 -6.5625 -1.648438 -6.03125 -1.648438 L -6.140625 -0.5625 C -6.945313 -0.636719 -7.558594 -0.914063 -7.988281 -1.402344 C -8.410156 -1.882813 -8.625 -2.535156 -8.625 -3.351563 C -8.625 -4.175781 -8.394531 -4.828125 -7.9375 -5.308594 C -7.480469 -5.789063 -6.914063 -6.027344 -6.242188 -6.03125 C -5.894531 -6.027344 -5.558594 -5.957031 -5.226563 -5.820313 C -4.890625 -5.675781 -4.539063 -5.441406 -4.175781 -5.117188 C -3.804688 -4.789063 -3.300781 -4.25 -2.664063 -3.492188 C -2.128906 -2.859375 -1.769531 -2.453125 -1.582031 -2.273438 C -1.394531 -2.09375 -1.203125 -1.945313 -1.011719 -1.828125 Z M -1.011719 -6.039063 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-24\">\n", | |
"<path style=\"stroke:none;\" d=\"M 2.398438 -0.742188 L 1.40625 -0.625 C 1.46875 -0.855469 1.5 -1.058594 1.5 -1.230469 C 1.5 -1.464844 1.460938 -1.652344 1.382813 -1.792969 C 1.304688 -1.933594 1.195313 -2.046875 1.054688 -2.140625 C 0.949219 -2.203125 0.6875 -2.3125 0.269531 -2.460938 C 0.210938 -2.480469 0.125 -2.511719 0.0117188 -2.554688 L -6.222656 -0.195313 L -6.222656 -1.332031 L -2.617188 -2.625 C -2.160156 -2.789063 -1.679688 -2.9375 -1.175781 -3.078125 C -1.65625 -3.195313 -2.128906 -3.339844 -2.59375 -3.507813 L -6.222656 -4.839844 L -6.222656 -5.894531 L 0.105469 -3.527344 C 0.789063 -3.273438 1.257813 -3.074219 1.519531 -2.9375 C 1.863281 -2.746094 2.117188 -2.53125 2.28125 -2.289063 C 2.4375 -2.042969 2.519531 -1.753906 2.523438 -1.421875 C 2.519531 -1.214844 2.476563 -0.988281 2.398438 -0.742188 Z M 2.398438 -0.742188 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-25\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 -3.878906 L -2.054688 -3.878906 L -2.054688 -0.152344 L -3.023438 -0.152344 L -8.589844 -4.074219 L -8.589844 -4.933594 L -3.023438 -4.933594 L -3.023438 -6.09375 L -2.054688 -6.09375 L -2.054688 -4.933594 L 0 -4.933594 Z M -3.023438 -3.878906 L -6.898438 -3.878906 L -3.023438 -1.191406 Z M -3.023438 -3.878906 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-26\">\n", | |
"<path style=\"stroke:none;\" d=\"M -2.757813 -0.539063 L -2.851563 -1.613281 C -2.421875 -1.660156 -2.070313 -1.777344 -1.796875 -1.964844 C -1.519531 -2.144531 -1.296875 -2.433594 -1.125 -2.828125 C -0.953125 -3.214844 -0.867188 -3.65625 -0.871094 -4.148438 C -0.867188 -4.578125 -0.929688 -4.960938 -1.0625 -5.296875 C -1.1875 -5.628906 -1.367188 -5.875 -1.59375 -6.039063 C -1.820313 -6.199219 -2.066406 -6.28125 -2.332031 -6.28125 C -2.597656 -6.28125 -2.832031 -6.203125 -3.035156 -6.046875 C -3.238281 -5.890625 -3.40625 -5.632813 -3.542969 -5.273438 C -3.632813 -5.042969 -3.773438 -4.53125 -3.964844 -3.746094 C -4.152344 -2.953125 -4.332031 -2.402344 -4.5 -2.085938 C -4.710938 -1.675781 -4.976563 -1.367188 -5.296875 -1.167969 C -5.617188 -0.964844 -5.972656 -0.867188 -6.367188 -0.867188 C -6.800781 -0.867188 -7.207031 -0.988281 -7.582031 -1.234375 C -7.957031 -1.480469 -8.242188 -1.839844 -8.441406 -2.3125 C -8.632813 -2.785156 -8.730469 -3.3125 -8.734375 -3.890625 C -8.730469 -4.527344 -8.628906 -5.085938 -8.425781 -5.574219 C -8.222656 -6.058594 -7.921875 -6.433594 -7.523438 -6.695313 C -7.125 -6.957031 -6.671875 -7.097656 -6.171875 -7.117188 L -6.085938 -6.03125 C -6.628906 -5.96875 -7.039063 -5.769531 -7.316406 -5.433594 C -7.59375 -5.09375 -7.734375 -4.597656 -7.734375 -3.9375 C -7.734375 -3.25 -7.605469 -2.746094 -7.355469 -2.433594 C -7.097656 -2.117188 -6.796875 -1.960938 -6.445313 -1.964844 C -6.136719 -1.960938 -5.882813 -2.074219 -5.683594 -2.296875 C -5.480469 -2.515625 -5.273438 -3.085938 -5.070313 -4.011719 C -4.859375 -4.933594 -4.679688 -5.566406 -4.523438 -5.914063 C -4.292969 -6.410156 -4 -6.78125 -3.648438 -7.019531 C -3.292969 -7.253906 -2.886719 -7.371094 -2.425781 -7.375 C -1.964844 -7.371094 -1.53125 -7.242188 -1.132813 -6.984375 C -0.726563 -6.722656 -0.414063 -6.34375 -0.1875 -5.855469 C 0.0351563 -5.363281 0.144531 -4.8125 0.148438 -4.203125 C 0.144531 -3.421875 0.0351563 -2.769531 -0.191406 -2.246094 C -0.414063 -1.71875 -0.753906 -1.308594 -1.214844 -1.011719 C -1.667969 -0.710938 -2.183594 -0.554688 -2.757813 -0.539063 Z M -2.757813 -0.539063 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-27\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 0.015625 L -8.589844 -3.28125 L -8.589844 -4.507813 L 0 -8.023438 L 0 -6.726563 L -2.601563 -5.726563 L -2.601563 -2.132813 L 0 -1.1875 Z M -3.527344 -2.460938 L -3.527344 -5.375 L -5.90625 -4.476563 C -6.628906 -4.203125 -7.222656 -4 -7.6875 -3.867188 C -7.132813 -3.757813 -6.585938 -3.601563 -6.046875 -3.40625 Z M -3.527344 -2.460938 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-28\">\n", | |
"<path style=\"stroke:none;\" d=\"M -7.367188 -0.785156 L -8.589844 -0.785156 L -8.589844 -1.839844 L -7.367188 -1.839844 Z M 2.414063 0.550781 L 1.515625 0.351563 C 1.570313 0.140625 1.597656 -0.0234375 1.601563 -0.144531 C 1.597656 -0.359375 1.527344 -0.519531 1.386719 -0.625 C 1.242188 -0.730469 0.886719 -0.785156 0.316406 -0.785156 L -6.222656 -0.785156 L -6.222656 -1.839844 L 0.339844 -1.839844 C 1.105469 -1.839844 1.636719 -1.738281 1.9375 -1.539063 C 2.324219 -1.285156 2.519531 -0.863281 2.523438 -0.273438 C 2.519531 0.0117188 2.484375 0.285156 2.414063 0.550781 Z M 2.414063 0.550781 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-29\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0 -4.867188 L -0.914063 -4.867188 C -0.210938 -4.378906 0.140625 -3.722656 0.140625 -2.894531 C 0.140625 -2.527344 0.0703125 -2.183594 -0.0703125 -1.867188 C -0.210938 -1.546875 -0.386719 -1.308594 -0.597656 -1.15625 C -0.808594 -1 -1.070313 -0.894531 -1.382813 -0.832031 C -1.589844 -0.789063 -1.917969 -0.765625 -2.367188 -0.769531 L -6.222656 -0.769531 L -6.222656 -1.824219 L -2.773438 -1.824219 C -2.21875 -1.820313 -1.847656 -1.84375 -1.65625 -1.886719 C -1.378906 -1.949219 -1.160156 -2.089844 -1.003906 -2.308594 C -0.839844 -2.523438 -0.761719 -2.789063 -0.765625 -3.105469 C -0.761719 -3.417969 -0.84375 -3.714844 -1.007813 -3.996094 C -1.171875 -4.273438 -1.390625 -4.46875 -1.671875 -4.585938 C -1.945313 -4.699219 -2.351563 -4.757813 -2.886719 -4.757813 L -6.222656 -4.757813 L -6.222656 -5.8125 L 0 -5.8125 Z M 0 -4.867188 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-30\">\n", | |
"<path style=\"stroke:none;\" d=\"M -1.859375 -0.371094 L -2.023438 -1.414063 C -1.601563 -1.46875 -1.28125 -1.632813 -1.058594 -1.902344 C -0.835938 -2.167969 -0.726563 -2.542969 -0.726563 -3.023438 C -0.726563 -3.507813 -0.824219 -3.867188 -1.019531 -4.101563 C -1.214844 -4.335938 -1.445313 -4.453125 -1.714844 -4.453125 C -1.953125 -4.453125 -2.140625 -4.347656 -2.277344 -4.140625 C -2.367188 -3.996094 -2.488281 -3.636719 -2.636719 -3.0625 C -2.832031 -2.289063 -3 -1.753906 -3.144531 -1.457031 C -3.285156 -1.15625 -3.480469 -0.929688 -3.734375 -0.777344 C -3.984375 -0.621094 -4.265625 -0.542969 -4.570313 -0.546875 C -4.84375 -0.542969 -5.097656 -0.605469 -5.339844 -0.734375 C -5.574219 -0.859375 -5.773438 -1.035156 -5.929688 -1.253906 C -6.046875 -1.417969 -6.148438 -1.640625 -6.234375 -1.925781 C -6.320313 -2.207031 -6.363281 -2.511719 -6.363281 -2.835938 C -6.363281 -3.324219 -6.292969 -3.75 -6.152344 -4.121094 C -6.011719 -4.488281 -5.820313 -4.761719 -5.578125 -4.9375 C -5.335938 -5.113281 -5.015625 -5.234375 -4.617188 -5.304688 L -4.476563 -4.273438 C -4.796875 -4.222656 -5.046875 -4.085938 -5.226563 -3.863281 C -5.40625 -3.636719 -5.496094 -3.320313 -5.496094 -2.914063 C -5.496094 -2.425781 -5.414063 -2.082031 -5.253906 -1.875 C -5.09375 -1.667969 -4.90625 -1.5625 -4.695313 -1.566406 C -4.554688 -1.5625 -4.433594 -1.605469 -4.324219 -1.695313 C -4.210938 -1.777344 -4.117188 -1.914063 -4.042969 -2.097656 C -4.003906 -2.203125 -3.914063 -2.511719 -3.773438 -3.03125 C -3.570313 -3.773438 -3.40625 -4.292969 -3.28125 -4.589844 C -3.15625 -4.878906 -2.972656 -5.113281 -2.730469 -5.285156 C -2.488281 -5.453125 -2.1875 -5.535156 -1.828125 -5.539063 C -1.476563 -5.535156 -1.144531 -5.433594 -0.832031 -5.230469 C -0.519531 -5.023438 -0.277344 -4.726563 -0.113281 -4.339844 C 0.0585938 -3.953125 0.140625 -3.515625 0.140625 -3.03125 C 0.140625 -2.21875 -0.0273438 -1.601563 -0.363281 -1.179688 C -0.699219 -0.753906 -1.195313 -0.484375 -1.859375 -0.371094 Z M -1.859375 -0.371094 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph1-31\">\n", | |
"<path style=\"stroke:none;\" d=\"M -3.109375 -0.398438 C -4.261719 -0.398438 -5.117188 -0.71875 -5.671875 -1.359375 C -6.132813 -1.894531 -6.363281 -2.546875 -6.363281 -3.316406 C -6.363281 -4.171875 -6.082031 -4.871094 -5.519531 -5.414063 C -4.957031 -5.953125 -4.183594 -6.222656 -3.199219 -6.226563 C -2.394531 -6.222656 -1.761719 -6.101563 -1.308594 -5.867188 C -0.847656 -5.625 -0.492188 -5.277344 -0.238281 -4.820313 C 0.015625 -4.359375 0.140625 -3.859375 0.140625 -3.316406 C 0.140625 -2.441406 -0.136719 -1.734375 -0.695313 -1.203125 C -1.253906 -0.664063 -2.058594 -0.398438 -3.109375 -0.398438 Z M -3.109375 -1.484375 C -2.308594 -1.480469 -1.710938 -1.65625 -1.320313 -2.003906 C -0.921875 -2.347656 -0.726563 -2.785156 -0.726563 -3.316406 C -0.726563 -3.839844 -0.925781 -4.273438 -1.324219 -4.621094 C -1.722656 -4.96875 -2.328125 -5.144531 -3.144531 -5.144531 C -3.914063 -5.144531 -4.496094 -4.96875 -4.894531 -4.617188 C -5.289063 -4.265625 -5.488281 -3.832031 -5.492188 -3.316406 C -5.488281 -2.789063 -5.292969 -2.351563 -4.898438 -2.003906 C -4.5 -1.65625 -3.902344 -1.480469 -3.109375 -1.484375 Z M -3.109375 -1.484375 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-0\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.519531 -3.355469 L 2.546875 -3.550781 C 2.664063 -2.871094 2.910156 -2.371094 3.285156 -2.050781 C 3.65625 -1.730469 4.160156 -1.570313 4.796875 -1.574219 C 5.464844 -1.570313 5.96875 -1.710938 6.308594 -2 C 6.648438 -2.28125 6.820313 -2.613281 6.820313 -2.996094 C 6.820313 -3.234375 6.746094 -3.441406 6.605469 -3.617188 C 6.457031 -3.785156 6.207031 -3.933594 5.855469 -4.0625 C 5.609375 -4.144531 5.054688 -4.296875 4.191406 -4.515625 C 3.070313 -4.789063 2.289063 -5.128906 1.84375 -5.535156 C 1.207031 -6.097656 0.890625 -6.789063 0.894531 -7.609375 C 0.890625 -8.128906 1.039063 -8.617188 1.339844 -9.078125 C 1.632813 -9.53125 2.0625 -9.882813 2.625 -10.125 C 3.183594 -10.363281 3.859375 -10.480469 4.65625 -10.484375 C 5.945313 -10.480469 6.917969 -10.199219 7.574219 -9.632813 C 8.226563 -9.0625 8.570313 -8.304688 8.605469 -7.363281 L 6.523438 -7.269531 C 6.429688 -7.796875 6.238281 -8.179688 5.949219 -8.414063 C 5.652344 -8.644531 5.214844 -8.757813 4.632813 -8.761719 C 4.027344 -8.757813 3.554688 -8.632813 3.214844 -8.386719 C 2.992188 -8.222656 2.882813 -8.011719 2.882813 -7.75 C 2.882813 -7.503906 2.984375 -7.292969 3.191406 -7.121094 C 3.453125 -6.898438 4.089844 -6.671875 5.105469 -6.433594 C 6.113281 -6.191406 6.863281 -5.941406 7.351563 -5.691406 C 7.832031 -5.433594 8.210938 -5.085938 8.488281 -4.644531 C 8.761719 -4.199219 8.898438 -3.652344 8.902344 -3.003906 C 8.898438 -2.410156 8.734375 -1.855469 8.410156 -1.34375 C 8.078125 -0.824219 7.613281 -0.441406 7.015625 -0.191406 C 6.414063 0.0585938 5.667969 0.179688 4.773438 0.183594 C 3.46875 0.179688 2.46875 -0.117188 1.769531 -0.71875 C 1.070313 -1.320313 0.652344 -2.199219 0.519531 -3.355469 Z M 0.519531 -3.355469 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-1\">\n", | |
"<path style=\"stroke:none;\" d=\"M 1.046875 0 L 1.046875 -10.308594 L 4.386719 -10.308594 C 5.648438 -10.304688 6.472656 -10.253906 6.863281 -10.152344 C 7.449219 -9.996094 7.945313 -9.660156 8.347656 -9.144531 C 8.742188 -8.625 8.941406 -7.957031 8.945313 -7.136719 C 8.941406 -6.503906 8.824219 -5.96875 8.597656 -5.539063 C 8.363281 -5.105469 8.074219 -4.769531 7.722656 -4.523438 C 7.367188 -4.277344 7.007813 -4.113281 6.644531 -4.035156 C 6.144531 -3.933594 5.421875 -3.882813 4.484375 -3.886719 L 3.128906 -3.886719 L 3.128906 0 Z M 3.128906 -8.5625 L 3.128906 -5.640625 L 4.269531 -5.640625 C 5.085938 -5.636719 5.632813 -5.691406 5.914063 -5.800781 C 6.1875 -5.90625 6.40625 -6.074219 6.5625 -6.304688 C 6.71875 -6.535156 6.796875 -6.800781 6.800781 -7.109375 C 6.796875 -7.480469 6.6875 -7.789063 6.46875 -8.035156 C 6.246094 -8.277344 5.964844 -8.429688 5.632813 -8.492188 C 5.378906 -8.535156 4.878906 -8.558594 4.132813 -8.5625 Z M 3.128906 -8.5625 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-2\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.640625 -2.652344 L 2.609375 -2.855469 C 2.660156 -2.40625 2.828125 -2.054688 3.105469 -1.796875 C 3.382813 -1.535156 3.699219 -1.40625 4.0625 -1.40625 C 4.472656 -1.40625 4.824219 -1.570313 5.109375 -1.90625 C 5.394531 -2.238281 5.535156 -2.746094 5.539063 -3.425781 C 5.535156 -4.054688 5.394531 -4.527344 5.113281 -4.847656 C 4.828125 -5.160156 4.460938 -5.320313 4.007813 -5.324219 C 3.4375 -5.320313 2.925781 -5.070313 2.480469 -4.570313 L 0.878906 -4.800781 L 1.890625 -10.167969 L 7.117188 -10.167969 L 7.117188 -8.316406 L 3.390625 -8.316406 L 3.078125 -6.566406 C 3.515625 -6.785156 3.96875 -6.894531 4.429688 -6.898438 C 5.304688 -6.894531 6.046875 -6.578125 6.660156 -5.941406 C 7.265625 -5.300781 7.570313 -4.472656 7.574219 -3.460938 C 7.570313 -2.609375 7.324219 -1.851563 6.835938 -1.1875 C 6.160156 -0.277344 5.230469 0.175781 4.042969 0.175781 C 3.089844 0.175781 2.3125 -0.078125 1.714844 -0.589844 C 1.113281 -1.097656 0.753906 -1.785156 0.640625 -2.652344 Z M 0.640625 -2.652344 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-3\">\n", | |
"<path style=\"stroke:none;\" d=\"M 3.953125 -10.351563 C 4.949219 -10.347656 5.730469 -9.992188 6.292969 -9.28125 C 6.960938 -8.4375 7.292969 -7.035156 7.296875 -5.082031 C 7.292969 -3.128906 6.957031 -1.730469 6.285156 -0.878906 C 5.726563 -0.175781 4.949219 0.175781 3.953125 0.175781 C 2.945313 0.175781 2.136719 -0.207031 1.523438 -0.980469 C 0.910156 -1.746094 0.601563 -3.121094 0.605469 -5.105469 C 0.601563 -7.042969 0.941406 -8.441406 1.617188 -9.296875 C 2.171875 -9.996094 2.949219 -10.347656 3.953125 -10.351563 Z M 3.953125 -8.710938 C 3.710938 -8.707031 3.496094 -8.628906 3.3125 -8.480469 C 3.121094 -8.324219 2.976563 -8.054688 2.875 -7.664063 C 2.738281 -7.152344 2.671875 -6.289063 2.671875 -5.082031 C 2.671875 -3.871094 2.730469 -3.042969 2.855469 -2.589844 C 2.972656 -2.136719 3.128906 -1.835938 3.316406 -1.6875 C 3.5 -1.535156 3.710938 -1.457031 3.953125 -1.460938 C 4.1875 -1.457031 4.398438 -1.535156 4.589844 -1.6875 C 4.773438 -1.839844 4.921875 -2.113281 5.027344 -2.511719 C 5.160156 -3.015625 5.226563 -3.871094 5.230469 -5.082031 C 5.226563 -6.289063 5.164063 -7.121094 5.046875 -7.574219 C 4.921875 -8.023438 4.769531 -8.324219 4.585938 -8.480469 C 4.398438 -8.628906 4.1875 -8.707031 3.953125 -8.710938 Z M 3.953125 -8.710938 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-4\">\n", | |
"<path style=\"stroke:none;\" d=\"\"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-5\">\n", | |
"<path style=\"stroke:none;\" d=\"M 4.457031 -7.46875 L 4.457031 -5.890625 L 3.109375 -5.890625 L 3.109375 -2.882813 C 3.105469 -2.273438 3.117188 -1.917969 3.144531 -1.816406 C 3.167969 -1.714844 3.226563 -1.628906 3.320313 -1.566406 C 3.410156 -1.496094 3.523438 -1.464844 3.65625 -1.46875 C 3.835938 -1.464844 4.097656 -1.527344 4.449219 -1.660156 L 4.621094 -0.125 C 4.15625 0.0703125 3.636719 0.164063 3.058594 0.167969 C 2.699219 0.164063 2.375 0.105469 2.09375 -0.0117188 C 1.804688 -0.128906 1.597656 -0.28125 1.464844 -0.472656 C 1.332031 -0.660156 1.238281 -0.917969 1.1875 -1.246094 C 1.144531 -1.472656 1.125 -1.9375 1.125 -2.636719 L 1.125 -5.890625 L 0.21875 -5.890625 L 0.21875 -7.46875 L 1.125 -7.46875 L 1.125 -8.949219 L 3.109375 -10.105469 L 3.109375 -7.46875 Z M 4.457031 -7.46875 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-6\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.578125 -3.839844 C 0.574219 -4.492188 0.734375 -5.128906 1.0625 -5.742188 C 1.382813 -6.355469 1.839844 -6.824219 2.433594 -7.148438 C 3.023438 -7.472656 3.6875 -7.632813 4.421875 -7.636719 C 5.550781 -7.632813 6.476563 -7.265625 7.199219 -6.535156 C 7.917969 -5.796875 8.277344 -4.871094 8.28125 -3.753906 C 8.277344 -2.621094 7.914063 -1.683594 7.1875 -0.945313 C 6.457031 -0.203125 5.539063 0.164063 4.4375 0.167969 C 3.75 0.164063 3.097656 0.0117188 2.476563 -0.292969 C 1.855469 -0.601563 1.382813 -1.054688 1.0625 -1.652344 C 0.734375 -2.25 0.574219 -2.976563 0.578125 -3.839844 Z M 2.601563 -3.734375 C 2.601563 -2.988281 2.777344 -2.421875 3.128906 -2.03125 C 3.480469 -1.636719 3.914063 -1.441406 4.429688 -1.441406 C 4.945313 -1.441406 5.375 -1.636719 5.726563 -2.03125 C 6.070313 -2.421875 6.246094 -2.992188 6.25 -3.746094 C 6.246094 -4.472656 6.070313 -5.035156 5.726563 -5.433594 C 5.375 -5.824219 4.945313 -6.023438 4.429688 -6.027344 C 3.914063 -6.023438 3.480469 -5.824219 3.128906 -5.433594 C 2.777344 -5.035156 2.601563 -4.46875 2.601563 -3.734375 Z M 2.601563 -3.734375 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-7\">\n", | |
"<path style=\"stroke:none;\" d=\"M 1.054688 -10.308594 L 5.175781 -10.308594 C 5.988281 -10.304688 6.597656 -10.273438 7 -10.207031 C 7.398438 -10.136719 7.757813 -9.992188 8.074219 -9.78125 C 8.390625 -9.5625 8.652344 -9.277344 8.867188 -8.917969 C 9.074219 -8.558594 9.179688 -8.15625 9.183594 -7.714844 C 9.179688 -7.226563 9.050781 -6.78125 8.792969 -6.382813 C 8.53125 -5.976563 8.179688 -5.675781 7.734375 -5.476563 C 8.359375 -5.292969 8.839844 -4.980469 9.179688 -4.542969 C 9.515625 -4.097656 9.683594 -3.582031 9.6875 -2.988281 C 9.683594 -2.519531 9.574219 -2.0625 9.359375 -1.621094 C 9.140625 -1.175781 8.84375 -0.820313 8.46875 -0.558594 C 8.085938 -0.289063 7.621094 -0.128906 7.074219 -0.0703125 C 6.722656 -0.03125 5.886719 -0.0078125 4.5625 0 L 1.054688 0 Z M 3.136719 -8.59375 L 3.136719 -6.207031 L 4.5 -6.207031 C 5.308594 -6.203125 5.8125 -6.214844 6.011719 -6.242188 C 6.367188 -6.28125 6.644531 -6.40625 6.851563 -6.613281 C 7.050781 -6.8125 7.152344 -7.082031 7.15625 -7.417969 C 7.152344 -7.734375 7.066406 -7.992188 6.890625 -8.191406 C 6.714844 -8.390625 6.453125 -8.511719 6.109375 -8.558594 C 5.902344 -8.578125 5.308594 -8.589844 4.332031 -8.59375 Z M 3.136719 -4.492188 L 3.136719 -1.738281 L 5.0625 -1.738281 C 5.8125 -1.734375 6.285156 -1.753906 6.488281 -1.800781 C 6.792969 -1.851563 7.046875 -1.988281 7.246094 -2.210938 C 7.4375 -2.425781 7.535156 -2.71875 7.539063 -3.085938 C 7.535156 -3.394531 7.460938 -3.65625 7.3125 -3.875 C 7.160156 -4.085938 6.941406 -4.242188 6.660156 -4.34375 C 6.375 -4.4375 5.761719 -4.488281 4.816406 -4.492188 Z M 3.136719 -4.492188 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-8\">\n", | |
"<path style=\"stroke:none;\" d=\"M 2.511719 -5.1875 L 0.71875 -5.511719 C 0.917969 -6.230469 1.265625 -6.765625 1.757813 -7.113281 C 2.25 -7.460938 2.980469 -7.632813 3.953125 -7.636719 C 4.832031 -7.632813 5.488281 -7.53125 5.917969 -7.324219 C 6.347656 -7.113281 6.648438 -6.847656 6.828125 -6.527344 C 7 -6.207031 7.089844 -5.617188 7.09375 -4.761719 L 7.074219 -2.453125 C 7.070313 -1.792969 7.101563 -1.308594 7.167969 -1 C 7.226563 -0.6875 7.347656 -0.355469 7.523438 0 L 5.570313 0 C 5.515625 -0.128906 5.453125 -0.320313 5.378906 -0.582031 C 5.34375 -0.695313 5.320313 -0.773438 5.308594 -0.816406 C 4.96875 -0.484375 4.605469 -0.238281 4.222656 -0.078125 C 3.835938 0.0859375 3.425781 0.164063 2.996094 0.167969 C 2.222656 0.164063 1.617188 -0.0429688 1.175781 -0.457031 C 0.730469 -0.871094 0.507813 -1.398438 0.511719 -2.039063 C 0.507813 -2.460938 0.609375 -2.835938 0.8125 -3.167969 C 1.011719 -3.496094 1.292969 -3.75 1.660156 -3.925781 C 2.019531 -4.101563 2.546875 -4.253906 3.234375 -4.386719 C 4.15625 -4.558594 4.792969 -4.71875 5.152344 -4.871094 L 5.152344 -5.070313 C 5.148438 -5.445313 5.054688 -5.71875 4.871094 -5.882813 C 4.679688 -6.042969 4.328125 -6.121094 3.8125 -6.125 C 3.457031 -6.121094 3.183594 -6.054688 2.988281 -5.917969 C 2.789063 -5.777344 2.628906 -5.53125 2.511719 -5.1875 Z M 5.152344 -3.585938 C 4.894531 -3.5 4.496094 -3.398438 3.949219 -3.285156 C 3.402344 -3.164063 3.042969 -3.046875 2.875 -2.9375 C 2.613281 -2.75 2.484375 -2.519531 2.488281 -2.242188 C 2.484375 -1.964844 2.585938 -1.726563 2.796875 -1.523438 C 3 -1.320313 3.265625 -1.21875 3.585938 -1.222656 C 3.941406 -1.21875 4.28125 -1.335938 4.605469 -1.574219 C 4.84375 -1.75 5 -1.96875 5.078125 -2.230469 C 5.125 -2.394531 5.148438 -2.714844 5.152344 -3.191406 Z M 5.152344 -3.585938 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-9\">\n", | |
"<path style=\"stroke:none;\" d=\"M 1.035156 0 L 1.035156 -10.308594 L 3.007813 -10.308594 L 3.007813 0 Z M 1.035156 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-10\">\n", | |
"<path style=\"stroke:none;\" d=\"M 1.035156 -8.480469 L 1.035156 -10.308594 L 3.007813 -10.308594 L 3.007813 -8.480469 Z M 1.035156 0 L 1.035156 -7.46875 L 3.007813 -7.46875 L 3.007813 0 Z M 1.035156 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-11\">\n", | |
"<path style=\"stroke:none;\" d=\"M 7.542969 -5.257813 L 5.597656 -4.90625 C 5.527344 -5.292969 5.378906 -5.585938 5.148438 -5.785156 C 4.914063 -5.980469 4.613281 -6.082031 4.246094 -6.082031 C 3.75 -6.082031 3.355469 -5.910156 3.066406 -5.570313 C 2.769531 -5.230469 2.625 -4.664063 2.628906 -3.867188 C 2.625 -2.980469 2.773438 -2.351563 3.074219 -1.988281 C 3.371094 -1.621094 3.769531 -1.441406 4.273438 -1.441406 C 4.644531 -1.441406 4.953125 -1.546875 5.195313 -1.761719 C 5.433594 -1.972656 5.601563 -2.339844 5.703125 -2.863281 L 7.644531 -2.53125 C 7.4375 -1.640625 7.050781 -0.964844 6.480469 -0.511719 C 5.910156 -0.0585938 5.144531 0.164063 4.183594 0.167969 C 3.089844 0.164063 2.21875 -0.175781 1.570313 -0.863281 C 0.921875 -1.550781 0.597656 -2.507813 0.597656 -3.726563 C 0.597656 -4.957031 0.921875 -5.914063 1.574219 -6.605469 C 2.222656 -7.289063 3.105469 -7.632813 4.21875 -7.636719 C 5.125 -7.632813 5.847656 -7.4375 6.386719 -7.046875 C 6.921875 -6.652344 7.304688 -6.054688 7.542969 -5.257813 Z M 7.542969 -5.257813 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-12\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.984375 0 L 0.984375 -10.308594 L 3.066406 -10.308594 L 3.066406 0 Z M 0.984375 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-13\">\n", | |
"<path style=\"stroke:none;\" d=\"M 7.824219 0 L 5.851563 0 L 5.851563 -3.8125 C 5.847656 -4.613281 5.804688 -5.132813 5.722656 -5.375 C 5.636719 -5.609375 5.5 -5.792969 5.3125 -5.925781 C 5.121094 -6.054688 4.890625 -6.121094 4.625 -6.125 C 4.28125 -6.121094 3.976563 -6.027344 3.703125 -5.84375 C 3.429688 -5.652344 3.242188 -5.40625 3.144531 -5.097656 C 3.042969 -4.785156 2.992188 -4.210938 2.996094 -3.382813 L 2.996094 0 L 1.019531 0 L 1.019531 -7.46875 L 2.855469 -7.46875 L 2.855469 -6.371094 C 3.503906 -7.210938 4.324219 -7.632813 5.316406 -7.636719 C 5.746094 -7.632813 6.144531 -7.554688 6.507813 -7.398438 C 6.867188 -7.238281 7.140625 -7.039063 7.328125 -6.796875 C 7.511719 -6.554688 7.640625 -6.277344 7.714844 -5.96875 C 7.785156 -5.65625 7.820313 -5.214844 7.824219 -4.640625 Z M 7.824219 0 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-14\">\n", | |
"<path style=\"stroke:none;\" d=\"M 7.882813 0 L 6.046875 0 L 6.046875 -1.097656 C 5.742188 -0.667969 5.378906 -0.351563 4.964844 -0.144531 C 4.546875 0.0625 4.128906 0.164063 3.710938 0.167969 C 2.851563 0.164063 2.117188 -0.179688 1.507813 -0.867188 C 0.890625 -1.558594 0.585938 -2.523438 0.589844 -3.761719 C 0.585938 -5.027344 0.882813 -5.988281 1.480469 -6.648438 C 2.074219 -7.304688 2.828125 -7.632813 3.742188 -7.636719 C 4.574219 -7.632813 5.296875 -7.285156 5.90625 -6.59375 L 5.90625 -10.308594 L 7.882813 -10.308594 Z M 2.609375 -3.894531 C 2.605469 -3.09375 2.714844 -2.515625 2.9375 -2.164063 C 3.253906 -1.644531 3.699219 -1.386719 4.273438 -1.390625 C 4.726563 -1.386719 5.113281 -1.582031 5.433594 -1.96875 C 5.75 -2.355469 5.910156 -2.933594 5.914063 -3.707031 C 5.910156 -4.5625 5.757813 -5.179688 5.449219 -5.558594 C 5.136719 -5.933594 4.738281 -6.121094 4.261719 -6.125 C 3.789063 -6.121094 3.398438 -5.9375 3.082031 -5.566406 C 2.765625 -5.191406 2.605469 -4.632813 2.609375 -3.894531 Z M 2.609375 -3.894531 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-15\">\n", | |
"<path style=\"stroke:none;\" d=\"M 5.359375 -2.375 L 7.328125 -2.046875 C 7.070313 -1.320313 6.667969 -0.773438 6.125 -0.398438 C 5.578125 -0.0234375 4.898438 0.164063 4.078125 0.167969 C 2.777344 0.164063 1.816406 -0.257813 1.195313 -1.105469 C 0.703125 -1.78125 0.457031 -2.636719 0.457031 -3.675781 C 0.457031 -4.910156 0.777344 -5.882813 1.425781 -6.585938 C 2.070313 -7.285156 2.890625 -7.632813 3.882813 -7.636719 C 4.988281 -7.632813 5.863281 -7.265625 6.507813 -6.535156 C 7.148438 -5.796875 7.457031 -4.675781 7.433594 -3.164063 L 2.480469 -3.164063 C 2.492188 -2.578125 2.652344 -2.121094 2.960938 -1.796875 C 3.261719 -1.46875 3.640625 -1.304688 4.097656 -1.308594 C 4.402344 -1.304688 4.664063 -1.390625 4.878906 -1.558594 C 5.085938 -1.726563 5.246094 -1.996094 5.359375 -2.375 Z M 5.46875 -4.375 C 5.453125 -4.941406 5.308594 -5.375 5.027344 -5.675781 C 4.746094 -5.972656 4.402344 -6.121094 4 -6.125 C 3.566406 -6.121094 3.210938 -5.964844 2.933594 -5.652344 C 2.648438 -5.335938 2.507813 -4.910156 2.515625 -4.375 Z M 5.46875 -4.375 \"/>\n", | |
"</symbol>\n", | |
"<symbol overflow=\"visible\" id=\"glyph2-16\">\n", | |
"<path style=\"stroke:none;\" d=\"M 0.0859375 0 L 2.777344 -3.847656 L 0.195313 -7.46875 L 2.609375 -7.46875 L 3.929688 -5.414063 L 5.324219 -7.46875 L 7.644531 -7.46875 L 5.113281 -3.929688 L 7.875 0 L 5.449219 0 L 3.929688 -2.3125 L 2.398438 0 Z M 0.0859375 0 \"/>\n", | |
"</symbol>\n", | |
"</g>\n", | |
"<clipPath id=\"clip1\">\n", | |
" <path d=\"M 72 28.800781 L 433 28.800781 L 433 433 L 72 433 Z M 72 28.800781 \"/>\n", | |
"</clipPath>\n", | |
"<clipPath id=\"clip2\">\n", | |
" <path d=\"M 72 28.800781 L 433 28.800781 L 433 433 L 72 433 Z M 72 28.800781 \"/>\n", | |
"</clipPath>\n", | |
"<clipPath id=\"clip3\">\n", | |
" <path d=\"M 72 28.800781 L 433 28.800781 L 433 433 L 72 433 Z M 72 28.800781 \"/>\n", | |
"</clipPath>\n", | |
"</defs>\n", | |
"<g id=\"surface206\">\n", | |
"<rect x=\"0\" y=\"0\" width=\"504\" height=\"504\" style=\"fill:rgb(100%,100%,100%);fill-opacity:1;stroke:none;\"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 100.207031 432 L 386.050781 432 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 100.207031 432 L 100.207031 439.199219 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 147.824219 432 L 147.824219 439.199219 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 195.445313 432 L 195.445313 439.199219 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 243.195313 432 L 243.195313 439.199219 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 290.8125 432 L 290.8125 439.199219 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 338.433594 432 L 338.433594 439.199219 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 386.050781 432 L 386.050781 439.199219 \"/>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph0-0\" x=\"86.859375\" y=\"457.921875\"/>\n", | |
" <use xlink:href=\"#glyph0-1\" x=\"93.533203\" y=\"457.921875\"/>\n", | |
" <use xlink:href=\"#glyph0-2\" x=\"100.207031\" y=\"457.921875\"/>\n", | |
" <use xlink:href=\"#glyph0-1\" x=\"106.880859\" y=\"457.921875\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph0-0\" x=\"134.476563\" y=\"457.921875\"/>\n", | |
" <use xlink:href=\"#glyph0-1\" x=\"141.150391\" y=\"457.921875\"/>\n", | |
" <use xlink:href=\"#glyph0-2\" x=\"147.824219\" y=\"457.921875\"/>\n", | |
" <use xlink:href=\"#glyph0-2\" x=\"154.498047\" y=\"457.921875\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph0-0\" x=\"182.097656\" y=\"457.921875\"/>\n", | |
" <use xlink:href=\"#glyph0-1\" x=\"188.771484\" y=\"457.921875\"/>\n", | |
" <use xlink:href=\"#glyph0-2\" x=\"195.445313\" y=\"457.921875\"/>\n", | |
" <use xlink:href=\"#glyph0-0\" x=\"202.119141\" y=\"457.921875\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph0-0\" x=\"229.847656\" y=\"457.921875\"/>\n", | |
" <use xlink:href=\"#glyph0-1\" x=\"236.521484\" y=\"457.921875\"/>\n", | |
" <use xlink:href=\"#glyph0-2\" x=\"243.195313\" y=\"457.921875\"/>\n", | |
" <use xlink:href=\"#glyph0-3\" x=\"249.869141\" y=\"457.921875\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph0-0\" x=\"277.464844\" y=\"457.921875\"/>\n", | |
" <use xlink:href=\"#glyph0-1\" x=\"284.138672\" y=\"457.921875\"/>\n", | |
" <use xlink:href=\"#glyph0-2\" x=\"290.8125\" y=\"457.921875\"/>\n", | |
" <use xlink:href=\"#glyph0-4\" x=\"297.486328\" y=\"457.921875\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph0-0\" x=\"325.085938\" y=\"457.921875\"/>\n", | |
" <use xlink:href=\"#glyph0-1\" x=\"331.759766\" y=\"457.921875\"/>\n", | |
" <use xlink:href=\"#glyph0-2\" x=\"338.433594\" y=\"457.921875\"/>\n", | |
" <use xlink:href=\"#glyph0-5\" x=\"345.107422\" y=\"457.921875\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph0-0\" x=\"372.703125\" y=\"457.921875\"/>\n", | |
" <use xlink:href=\"#glyph0-1\" x=\"379.376953\" y=\"457.921875\"/>\n", | |
" <use xlink:href=\"#glyph0-2\" x=\"386.050781\" y=\"457.921875\"/>\n", | |
" <use xlink:href=\"#glyph0-6\" x=\"392.724609\" y=\"457.921875\"/>\n", | |
"</g>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 72 423.535156 L 72 37.265625 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 72 423.535156 L 64.800781 423.535156 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 72 359.15625 L 64.800781 359.15625 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 72 294.777344 L 64.800781 294.777344 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 72 230.398438 L 64.800781 230.398438 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 72 166.023438 L 64.800781 166.023438 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 72 101.644531 L 64.800781 101.644531 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 72 37.265625 L 64.800781 37.265625 \"/>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph1-0\" x=\"54.71875\" y=\"435.542969\"/>\n", | |
" <use xlink:href=\"#glyph1-1\" x=\"54.71875\" y=\"431.546875\"/>\n", | |
" <use xlink:href=\"#glyph1-2\" x=\"54.71875\" y=\"424.873047\"/>\n", | |
" <use xlink:href=\"#glyph1-3\" x=\"54.71875\" y=\"418.199219\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph1-0\" x=\"54.71875\" y=\"371.164063\"/>\n", | |
" <use xlink:href=\"#glyph1-1\" x=\"54.71875\" y=\"367.167969\"/>\n", | |
" <use xlink:href=\"#glyph1-3\" x=\"54.71875\" y=\"360.494141\"/>\n", | |
" <use xlink:href=\"#glyph1-3\" x=\"54.71875\" y=\"353.820313\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph1-0\" x=\"54.71875\" y=\"303.449219\"/>\n", | |
" <use xlink:href=\"#glyph1-2\" x=\"54.71875\" y=\"299.453125\"/>\n", | |
" <use xlink:href=\"#glyph1-3\" x=\"54.71875\" y=\"292.779297\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph1-3\" x=\"54.71875\" y=\"233.734375\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph1-2\" x=\"54.71875\" y=\"172.695313\"/>\n", | |
" <use xlink:href=\"#glyph1-3\" x=\"54.71875\" y=\"166.021484\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph1-1\" x=\"54.71875\" y=\"111.65625\"/>\n", | |
" <use xlink:href=\"#glyph1-3\" x=\"54.71875\" y=\"104.982422\"/>\n", | |
" <use xlink:href=\"#glyph1-3\" x=\"54.71875\" y=\"98.308594\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph1-1\" x=\"54.71875\" y=\"47.277344\"/>\n", | |
" <use xlink:href=\"#glyph1-2\" x=\"54.71875\" y=\"40.603516\"/>\n", | |
" <use xlink:href=\"#glyph1-3\" x=\"54.71875\" y=\"33.929688\"/>\n", | |
"</g>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 72 432 L 432 432 L 432 28.800781 L 72 28.800781 L 72 432 \"/>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph1-4\" x=\"25.921875\" y=\"366.816406\"/>\n", | |
" <use xlink:href=\"#glyph1-5\" x=\"25.921875\" y=\"358.8125\"/>\n", | |
" <use xlink:href=\"#glyph1-6\" x=\"25.921875\" y=\"352.138672\"/>\n", | |
" <use xlink:href=\"#glyph1-7\" x=\"25.921875\" y=\"349.472656\"/>\n", | |
" <use xlink:href=\"#glyph1-8\" x=\"25.921875\" y=\"346.138672\"/>\n", | |
" <use xlink:href=\"#glyph1-9\" x=\"25.921875\" y=\"343.472656\"/>\n", | |
" <use xlink:href=\"#glyph1-10\" x=\"25.921875\" y=\"337.472656\"/>\n", | |
" <use xlink:href=\"#glyph1-11\" x=\"25.921875\" y=\"334.138672\"/>\n", | |
" <use xlink:href=\"#glyph1-12\" x=\"25.921875\" y=\"330.804688\"/>\n", | |
" <use xlink:href=\"#glyph1-13\" x=\"25.921875\" y=\"324.130859\"/>\n", | |
" <use xlink:href=\"#glyph1-14\" x=\"25.921875\" y=\"317.457031\"/>\n", | |
" <use xlink:href=\"#glyph1-15\" x=\"25.921875\" y=\"310.783203\"/>\n", | |
" <use xlink:href=\"#glyph1-10\" x=\"25.921875\" y=\"304.783203\"/>\n", | |
" <use xlink:href=\"#glyph1-16\" x=\"25.921875\" y=\"301.449219\"/>\n", | |
" <use xlink:href=\"#glyph1-14\" x=\"25.921875\" y=\"293.445313\"/>\n", | |
" <use xlink:href=\"#glyph1-17\" x=\"25.921875\" y=\"286.771484\"/>\n", | |
" <use xlink:href=\"#glyph1-9\" x=\"25.921875\" y=\"282.775391\"/>\n", | |
" <use xlink:href=\"#glyph1-14\" x=\"25.921875\" y=\"276.775391\"/>\n", | |
" <use xlink:href=\"#glyph1-12\" x=\"25.921875\" y=\"270.101563\"/>\n", | |
" <use xlink:href=\"#glyph1-7\" x=\"25.921875\" y=\"263.427734\"/>\n", | |
" <use xlink:href=\"#glyph1-10\" x=\"25.921875\" y=\"260.09375\"/>\n", | |
" <use xlink:href=\"#glyph1-18\" x=\"25.921875\" y=\"256.759766\"/>\n", | |
" <use xlink:href=\"#glyph1-19\" x=\"25.921875\" y=\"248.09375\"/>\n", | |
" <use xlink:href=\"#glyph1-5\" x=\"25.921875\" y=\"241.419922\"/>\n", | |
" <use xlink:href=\"#glyph1-12\" x=\"25.921875\" y=\"234.746094\"/>\n", | |
" <use xlink:href=\"#glyph1-20\" x=\"25.921875\" y=\"228.072266\"/>\n", | |
" <use xlink:href=\"#glyph1-14\" x=\"25.921875\" y=\"221.398438\"/>\n", | |
" <use xlink:href=\"#glyph1-10\" x=\"25.921875\" y=\"214.724609\"/>\n", | |
" <use xlink:href=\"#glyph1-21\" x=\"25.921875\" y=\"211.390625\"/>\n", | |
" <use xlink:href=\"#glyph1-22\" x=\"25.921875\" y=\"202.724609\"/>\n", | |
" <use xlink:href=\"#glyph1-10\" x=\"25.921875\" y=\"199.390625\"/>\n", | |
" <use xlink:href=\"#glyph1-1\" x=\"25.921875\" y=\"196.056641\"/>\n", | |
" <use xlink:href=\"#glyph1-23\" x=\"25.921875\" y=\"189.382813\"/>\n", | |
" <use xlink:href=\"#glyph1-2\" x=\"25.921875\" y=\"182.708984\"/>\n", | |
" <use xlink:href=\"#glyph1-10\" x=\"25.921875\" y=\"176.035156\"/>\n", | |
" <use xlink:href=\"#glyph1-7\" x=\"25.921875\" y=\"172.701172\"/>\n", | |
" <use xlink:href=\"#glyph1-17\" x=\"25.921875\" y=\"169.367188\"/>\n", | |
" <use xlink:href=\"#glyph1-5\" x=\"25.921875\" y=\"165.371094\"/>\n", | |
" <use xlink:href=\"#glyph1-13\" x=\"25.921875\" y=\"158.697266\"/>\n", | |
" <use xlink:href=\"#glyph1-8\" x=\"25.921875\" y=\"152.023438\"/>\n", | |
" <use xlink:href=\"#glyph1-12\" x=\"25.921875\" y=\"149.357422\"/>\n", | |
" <use xlink:href=\"#glyph1-20\" x=\"25.921875\" y=\"142.683594\"/>\n", | |
" <use xlink:href=\"#glyph1-10\" x=\"25.921875\" y=\"136.009766\"/>\n", | |
" <use xlink:href=\"#glyph1-13\" x=\"25.921875\" y=\"132.675781\"/>\n", | |
" <use xlink:href=\"#glyph1-5\" x=\"25.921875\" y=\"126.001953\"/>\n", | |
" <use xlink:href=\"#glyph1-24\" x=\"25.921875\" y=\"119.328125\"/>\n", | |
" <use xlink:href=\"#glyph1-10\" x=\"25.921875\" y=\"113.328125\"/>\n", | |
" <use xlink:href=\"#glyph1-6\" x=\"25.921875\" y=\"109.994141\"/>\n", | |
" <use xlink:href=\"#glyph1-5\" x=\"25.921875\" y=\"107.328125\"/>\n", | |
" <use xlink:href=\"#glyph1-20\" x=\"25.921875\" y=\"100.654297\"/>\n", | |
"</g>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 72 432 L 432 432 L 432 28.800781 L 72 28.800781 L 72 432 \"/>\n", | |
"<g clip-path=\"url(#clip1)\" clip-rule=\"nonzero\">\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 85.332031 203.308594 L 85.59375 188.402344 L 85.984375 183.417969 L 86.117188 183.507813 L 86.246094 183.777344 L 86.378906 184.113281 L 86.507813 184.816406 L 86.898438 185.027344 L 87.03125 186.816406 L 87.160156 189.019531 L 87.289063 186.710938 L 87.421875 180.582031 L 87.8125 175.648438 L 87.941406 172.347656 L 88.074219 166.800781 L 88.203125 158.558594 L 88.335938 151.722656 L 88.726563 153.390625 L 88.984375 139.441406 L 89.117188 136.980469 L 89.246094 142.824219 L 89.636719 152.777344 L 89.769531 163.019531 L 89.898438 173.078125 L 90.03125 173.980469 L 90.160156 173.996094 L 90.550781 169.011719 L 90.683594 160.875 L 90.8125 149.335938 L 90.941406 141.097656 L 91.074219 139.78125 L 91.464844 142.140625 L 91.726563 156.484375 L 91.855469 171.289063 L 91.988281 177.054688 L 92.378906 173.929688 L 92.507813 170.410156 L 92.640625 170.851563 L 92.769531 175.023438 L 92.898438 179.523438 L 93.292969 183.027344 L 93.421875 180.480469 L 93.550781 176.636719 L 93.683594 168.125 L 93.8125 163.621094 L 94.203125 164.128906 L 94.335938 167.421875 L 94.464844 170.214844 L 94.597656 177.1875 L 94.726563 193.070313 L 95.117188 204.445313 L 95.25 223.0625 L 95.378906 232.109375 L 95.640625 224.824219 L 96.03125 221.890625 L 96.160156 218.761719 L 96.292969 213.019531 L 96.421875 208.996094 L 96.554688 211.570313 L 96.945313 221.058594 L 97.074219 231.996094 L 97.207031 237.914063 L 97.335938 243.109375 L 97.464844 245.933594 L 97.859375 246.347656 L 97.988281 242.230469 L 98.117188 239.910156 L 98.25 241.769531 L 98.378906 245.871094 L 98.769531 250.398438 L 98.902344 254.183594 L 99.03125 255.140625 L 99.164063 253.789063 L 100.597656 225.195313 L 100.726563 218.105469 L 100.859375 218.109375 L 100.988281 228.238281 L 101.121094 237.527344 L 101.511719 243.382813 L 101.640625 244.285156 L 101.773438 242.722656 L 101.902344 238.597656 L 102.03125 234.480469 L 102.554688 235.671875 L 102.683594 239.808594 L 102.816406 241.699219 L 102.945313 241.253906 L 103.335938 238.695313 L 103.46875 235.972656 L 103.597656 235.667969 L 103.730469 238.386719 L 103.859375 238.96875 L 104.25 237.574219 L 104.382813 234.164063 L 104.511719 231.167969 L 104.640625 227.355469 L 104.773438 225.324219 L 105.164063 228.625 L 105.292969 232.550781 L 105.425781 237.082031 L 105.554688 236.542969 L 105.6875 232.519531 L 106.207031 223.617188 L 106.339844 218.566406 L 106.46875 213.363281 L 106.597656 215.175781 L 106.988281 214.683594 L 107.121094 214.285156 L 107.382813 215.097656 L 107.511719 213.058594 L 107.902344 211.945313 L 108.035156 210.300781 L 108.292969 195.9375 L 108.425781 191.582031 L 108.945313 191.691406 L 109.078125 189.410156 L 109.207031 183.527344 L 109.339844 172.234375 L 109.730469 166.613281 L 109.859375 167.988281 L 109.992188 168.800781 L 110.121094 164.472656 L 110.25 159.125 L 110.644531 160.515625 L 110.773438 165.699219 L 110.902344 168.664063 L 111.035156 171.945313 L 111.164063 179.476563 L 111.554688 188.851563 L 111.6875 196.257813 L 111.816406 195.730469 L 111.949219 201.390625 L 112.601563 214.152344 L 112.730469 218.359375 L 112.859375 219.605469 L 112.992188 217.40625 L 113.382813 214.832031 L 113.511719 218.902344 L 113.644531 219.167969 L 113.773438 219.460938 L 113.90625 222.351563 L 114.296875 226.648438 L 114.425781 230.527344 L 114.558594 231.839844 L 114.6875 232.007813 L 114.816406 230.398438 L 115.210938 228.933594 L 115.339844 222.28125 L 115.46875 221.023438 L 115.601563 223.367188 L 115.730469 226.15625 L 116.253906 229.742188 L 116.382813 230.929688 L 116.515625 230.84375 L 116.644531 230.648438 L 117.035156 231.808594 L 117.167969 234.699219 L 117.296875 237.382813 L 117.425781 239.738281 L 117.558594 243.683594 L 117.949219 250.394531 L 118.078125 251.917969 L 118.210938 249.683594 L 118.339844 248.449219 L 118.472656 245.113281 L 118.863281 239.25 L 119.125 222.785156 L 119.253906 221.488281 L 119.382813 222.277344 L 119.90625 225.273438 L 120.035156 231.066406 L 120.167969 235.855469 L 120.296875 236.523438 L 120.6875 235.976563 L 120.820313 237.601563 L 120.949219 235.90625 L 121.082031 236.011719 L 121.210938 239.226563 L 121.601563 245.148438 L 121.734375 247.226563 L 121.863281 248.820313 L 121.992188 249.132813 L 122.125 249.179688 L 122.515625 249.820313 L 122.644531 250.675781 L 122.777344 251.394531 L 123.691406 260.496094 L 123.820313 266.585938 L 123.949219 269.078125 L 124.472656 271.9375 L 124.601563 276.617188 L 124.734375 280.109375 L 124.863281 282.023438 L 125.253906 285.921875 L 125.386719 289.292969 L 125.644531 290.925781 L 125.777344 289.027344 L 126.167969 288.808594 L 126.296875 288.386719 L 126.429688 288.007813 L 126.558594 286.804688 L 126.691406 283.753906 L 127.082031 279.15625 L 127.210938 274.660156 L 127.34375 269.988281 L 127.472656 266.238281 L 127.601563 264.40625 L 127.996094 264.351563 L 128.125 266.015625 L 128.253906 266.585938 L 128.386719 265.039063 L 128.515625 259.773438 L 128.90625 253.449219 L 129.039063 248.378906 L 129.300781 238.378906 L 129.429688 239.738281 L 129.820313 240.683594 L 129.953125 239.839844 L 130.082031 238.113281 L 130.210938 234.179688 L 130.34375 228.070313 L 130.734375 224.226563 L 130.863281 224.617188 L 130.996094 229.792969 L 131.125 234.503906 L 131.257813 239.203125 L 131.777344 251.410156 L 131.910156 250.863281 L 132.039063 245.441406 L 132.167969 244.511719 L 132.691406 245.855469 L 132.820313 249.902344 L 132.953125 251.511719 L 133.082031 248.914063 L 133.472656 247.34375 L 133.605469 247.6875 L 133.734375 250.9375 L 133.867188 253.550781 L 133.996094 254.109375 L 134.386719 254.816406 L 134.519531 255.324219 L 134.648438 255.835938 L 134.777344 254.265625 L 134.910156 253.628906 L 135.300781 253.890625 L 135.429688 251.363281 L 135.691406 253.507813 L 135.824219 252.027344 L 136.214844 249.964844 L 136.34375 245.605469 L 136.476563 242.429688 L 136.605469 242.097656 L 136.734375 242.121094 L 137.128906 243.527344 L 137.257813 242.808594 L 137.386719 241.292969 L 137.519531 240.234375 L 137.648438 240.96875 L 138.039063 241.109375 L 138.171875 241.894531 L 138.300781 242.804688 L 138.433594 249.816406 L 138.5625 253.683594 L 138.953125 253.820313 L 139.085938 252.511719 L 139.34375 255.175781 L 139.476563 257.113281 L 139.867188 260.84375 L 139.996094 266.371094 L 140.128906 270.863281 L 140.257813 274.597656 L 140.390625 276.53125 L 140.78125 277.507813 L 140.910156 278.3125 L 141.042969 278.59375 L 141.171875 280.683594 L 141.300781 281.4375 L 141.695313 282.605469 L 141.824219 284.828125 L 141.953125 287.707031 L 142.085938 292.609375 L 142.605469 291.648438 L 142.738281 289.726563 L 142.867188 289.214844 L 143.128906 288.117188 L 143.519531 287.308594 L 143.648438 286.757813 L 143.78125 283.75 L 143.910156 281 L 144.042969 277.605469 L 144.433594 273.828125 L 144.5625 269.335938 L 144.695313 267.746094 L 144.824219 265.203125 L 144.953125 262.265625 L 145.347656 259.9375 L 145.476563 256.734375 L 145.605469 255.675781 L 145.738281 255.332031 L 145.867188 256.285156 L 146.257813 258.507813 L 146.390625 261.316406 L 146.519531 286.910156 L 148.214844 240.6875 L 148.347656 242.554688 L 148.476563 242.832031 L 148.609375 244.109375 L 149 247.242188 L 149.128906 249.132813 L 149.261719 252.917969 L 149.390625 255.195313 L 149.519531 256.28125 L 150.042969 258.183594 L 150.171875 260.472656 L 150.304688 263.191406 L 150.433594 266.363281 L 150.824219 269.980469 L 150.957031 274.585938 L 151.085938 278.789063 L 151.21875 281.402344 L 151.347656 284.351563 L 151.738281 287.097656 L 151.871094 290.402344 L 152 294.351563 L 152.128906 298.328125 L 152.261719 302.683594 L 152.652344 303.945313 L 152.78125 303.648438 L 152.914063 302.644531 L 153.042969 301 L 153.175781 299.863281 L 153.566406 300.425781 L 153.695313 301.410156 L 153.828125 301.554688 L 153.957031 301.011719 L 154.085938 298.746094 L 154.609375 298.230469 L 154.738281 299.667969 L 155 300.070313 L 155.390625 300.390625 L 155.523438 301.839844 L 155.652344 301.808594 L 155.785156 301.042969 L 155.914063 300.902344 L 156.304688 299.605469 L 156.4375 297.9375 L 156.566406 295.46875 L 156.695313 291.800781 L 156.828125 288.339844 L 157.21875 285.816406 L 157.347656 284.671875 L 157.480469 283.804688 L 157.609375 282.113281 L 157.742188 279.863281 L 158.132813 279.054688 L 158.261719 277.867188 L 158.394531 276.941406 L 158.523438 277.757813 L 158.652344 276.464844 L 159.046875 275.722656 L 159.304688 278.878906 L 159.4375 282.472656 L 159.566406 284.996094 L 159.957031 286.699219 L 160.089844 289.332031 L 160.21875 290.835938 L 160.351563 292.8125 L 160.480469 294.683594 L 160.871094 295.964844 L 161.003906 296.597656 L 161.132813 297.300781 L 161.261719 297.734375 L 161.394531 298.011719 L 161.785156 298.375 L 161.914063 299.144531 L 162.046875 300.027344 L 162.175781 301.035156 L 162.828125 299.699219 L 162.957031 298.625 L 163.089844 297.453125 L 163.742188 292.878906 L 163.871094 291.964844 L 164.003906 290.992188 L 164.132813 289.21875 L 164.523438 288.429688 L 164.65625 286.015625 L 164.785156 284.898438 L 164.914063 283.988281 L 165.046875 283.375 L 165.4375 283.183594 L 165.566406 283.355469 L 165.828125 280.625 L 165.960938 280.167969 L 166.351563 279.503906 L 166.613281 273.359375 L 166.742188 271.097656 L 166.871094 268.738281 L 167.394531 268.242188 L 167.523438 269.515625 L 167.65625 270.726563 L 167.785156 271.171875 L 168.175781 271.226563 L 168.308594 271.71875 L 168.4375 271.691406 L 168.570313 271.394531 L 168.699219 271.210938 L 169.089844 271.285156 L 169.222656 271.097656 L 169.351563 269.953125 L 169.480469 267.4375 L 169.613281 265.4375 L 170.003906 262.351563 L 170.132813 227.023438 L 171.960938 245.730469 L 172.089844 238.824219 L 172.222656 235.996094 L 172.351563 234.363281 L 172.742188 234.140625 L 172.875 234.121094 L 173.003906 235.324219 L 173.136719 236.84375 L 173.265625 237.503906 L 173.65625 236.878906 L 173.789063 236.222656 L 173.917969 234.347656 L 174.046875 232.316406 L 174.179688 227.3125 L 174.570313 221.738281 L 174.699219 216.9375 L 174.832031 212.394531 L 174.960938 210.511719 L 175.09375 209.019531 L 175.484375 207.164063 L 175.613281 204.773438 L 175.746094 203.613281 L 175.875 202.925781 L 176.003906 205.714844 L 176.398438 210.121094 L 176.527344 216.6875 L 176.65625 220.890625 L 176.789063 222.820313 L 176.917969 225.085938 L 177.308594 226.855469 L 177.441406 225.21875 L 177.570313 223.472656 L 177.703125 216.808594 L 177.832031 208.921875 L 178.222656 202.097656 L 178.355469 197.304688 L 178.484375 194.273438 L 178.613281 197.75 L 178.746094 204.265625 L 179.265625 212.128906 L 179.398438 208.320313 L 179.527344 207.070313 L 179.65625 206.957031 L 180.179688 213.5 L 180.308594 215.121094 L 180.441406 210.9375 L 180.570313 205.285156 L 180.960938 201.589844 L 181.09375 199.285156 L 181.222656 197.097656 L 181.355469 200.027344 L 181.484375 209.914063 L 181.875 215.679688 L 182.007813 213.339844 L 182.136719 212.042969 L 182.398438 199.148438 L 182.789063 196.90625 L 182.917969 195.925781 L 183.050781 194.128906 L 183.179688 190.679688 L 183.3125 188.171875 L 183.703125 185.828125 L 183.832031 182.773438 L 183.964844 178.386719 L 184.09375 170.433594 L 184.222656 164.660156 L 184.617188 159.285156 L 184.746094 149.925781 L 184.875 145.867188 L 185.007813 140.847656 L 185.136719 137.453125 L 185.527344 137.375 L 185.789063 138.726563 L 185.921875 138.152344 L 186.050781 140.707031 L 186.703125 145.394531 L 186.832031 152.375 L 186.964844 161.417969 L 187.355469 170.347656 L 187.484375 176.527344 L 187.617188 181.0625 L 187.746094 183.78125 L 187.878906 185.140625 L 188.269531 185.050781 L 188.398438 183.726563 L 188.53125 177.039063 L 188.660156 172.757813 L 188.789063 181.378906 L 189.183594 185.636719 L 189.3125 185.539063 L 189.441406 185.640625 L 189.574219 190.152344 L 189.703125 192.835938 L 190.09375 195.460938 L 190.226563 197.863281 L 190.355469 200.488281 L 190.617188 202.902344 L 191.007813 202.203125 L 191.140625 197.503906 L 191.269531 193.40625 L 191.398438 191.269531 L 191.53125 189.722656 L 191.921875 189.914063 L 192.050781 189.199219 L 192.183594 189.710938 L 192.3125 191.972656 L 192.445313 185.25 L 192.835938 183.910156 L 192.964844 183.523438 L 193.097656 184.0625 L 193.226563 187.148438 L 193.355469 188.445313 L 193.75 190.84375 L 193.878906 191.003906 L 194.007813 190.867188 L 194.140625 196.320313 L 194.269531 201.789063 L 195.707031 214.851563 L 195.835938 220.097656 L 195.964844 229.03125 L 196.097656 233.75 L 196.488281 235.957031 L 196.617188 239.441406 L 196.75 244.523438 L 196.878906 252.183594 L 197.011719 257.0625 L 197.53125 264.363281 L 197.660156 268.625 L 197.792969 271.386719 L 197.921875 273.515625 L 198.3125 274.425781 L 198.445313 276.953125 L 198.574219 278.785156 L 198.707031 281.777344 L 198.835938 284.96875 L 199.226563 287.875 L 199.359375 290.105469 L 199.488281 291.722656 L 199.617188 292.472656 L 199.75 293.300781 L 200.140625 293.820313 L 200.269531 293.128906 L 200.402344 292.511719 L 200.53125 292.574219 L 200.664063 292.007813 L 201.054688 292.773438 L 201.183594 294.515625 L 201.316406 297.03125 L 201.445313 299.671875 L 201.574219 301.527344 L 202.097656 300.167969 L 202.359375 300.011719 L 202.488281 302.054688 L 203.011719 304.546875 L 203.273438 303.558594 L 203.402344 302.234375 L 203.792969 302.652344 L 203.925781 304.023438 L 204.054688 304.386719 L 204.183594 304.160156 L 204.316406 304.097656 L 204.707031 302.644531 L 204.835938 299.25 L 204.96875 296.75 L 205.097656 297.039063 L 205.230469 297.015625 L 205.621094 299.082031 L 205.75 299.875 L 205.882813 299.320313 L 206.011719 298.886719 L 206.140625 298.265625 L 206.535156 297.773438 L 206.664063 296.980469 L 206.792969 296.210938 L 206.925781 295.632813 L 207.054688 296.128906 L 207.445313 298.019531 L 207.578125 299.21875 L 207.707031 300.480469 L 207.839844 302.421875 L 208.492188 303.710938 L 208.621094 303.222656 L 208.882813 300.566406 L 209.273438 300.492188 L 209.402344 300.230469 L 209.535156 298.992188 L 209.664063 297.679688 L 209.796875 295.582031 L 210.1875 293.726563 L 210.316406 290.4375 L 210.449219 286.609375 L 210.578125 283.933594 L 210.707031 281.308594 L 211.101563 279.160156 L 211.230469 277.523438 L 211.359375 276.230469 L 211.492188 274.800781 L 211.621094 274.464844 L 212.144531 277.632813 L 212.273438 278.042969 L 212.40625 277.992188 L 212.535156 279.78125 L 212.925781 281.792969 L 213.058594 282.5 L 213.1875 281.902344 L 213.316406 281.035156 L 213.449219 279.917969 L 213.839844 278.875 L 214.101563 280.777344 L 214.230469 283.851563 L 214.363281 286.324219 L 214.882813 290.976563 L 215.015625 293.605469 L 215.144531 295.125 L 215.273438 296.171875 L 215.925781 300.339844 L 216.058594 300.980469 L 216.1875 300.40625 L 216.578125 299.625 L 216.710938 298.289063 L 216.839844 297.640625 L 216.96875 296.859375 L 217.101563 295.804688 L 217.492188 294.085938 L 217.621094 290.417969 L 217.753906 287.148438 L 218.667969 280.824219 L 218.925781 268.503906 L 219.320313 262.324219 L 219.449219 254.515625 L 219.710938 236.335938 L 219.839844 224.339844 L 220.230469 217.070313 L 220.492188 207.664063 L 220.625 203.285156 L 220.753906 199.113281 L 221.144531 194.550781 L 221.277344 191.820313 L 221.535156 186.222656 L 221.667969 181.839844 L 222.058594 177.90625 L 222.1875 175.191406 L 222.320313 173.21875 L 222.449219 172.828125 L 222.582031 174.625 L 222.972656 177.066406 L 223.101563 180.925781 L 223.234375 187.871094 L 223.363281 195.164063 L 223.492188 201.3125 L 223.886719 207.351563 L 224.015625 211.5 L 224.144531 216.71875 L 224.277344 220.007813 L 224.40625 221.316406 L 224.796875 221.960938 L 225.058594 226.386719 L 225.191406 227.472656 L 225.320313 228.941406 L 225.710938 231.65625 L 225.972656 234.9375 L 226.101563 236.410156 L 226.234375 238.164063 L 226.753906 239.949219 L 226.886719 241.6875 L 227.015625 245.082031 L 227.148438 247.683594 L 227.667969 252.550781 L 227.800781 254.808594 L 227.929688 257.507813 L 228.058594 259.691406 L 228.453125 261.042969 L 228.582031 262.1875 L 228.710938 262.878906 L 228.84375 263.882813 L 228.972656 264.660156 L 229.363281 265.140625 L 229.496094 260.753906 L 229.625 257.78125 L 229.757813 253.722656 L 229.886719 251.996094 L 230.277344 252.730469 L 230.410156 253.972656 L 230.539063 255.15625 L 230.667969 255.707031 L 230.800781 252.875 L 231.320313 251.210938 L 231.453125 250.3125 L 231.714844 243.25 L 232.105469 242.550781 L 232.234375 245.242188 L 232.367188 247.167969 L 232.496094 246.054688 L 232.625 247.414063 L 233.019531 248 L 233.148438 245.976563 L 233.277344 246.027344 L 233.410156 248.234375 L 233.539063 246.660156 L 233.929688 243.554688 L 234.0625 235.207031 L 234.191406 237.234375 L 234.320313 242.195313 L 234.453125 242.417969 L 235.105469 244.878906 L 235.234375 246.804688 L 235.367188 247.597656 L 235.757813 248.710938 L 235.886719 251.25 L 236.019531 255.425781 L 236.148438 255.425781 L 236.277344 253.082031 L 236.671875 250.261719 L 236.800781 246.621094 L 236.929688 240.816406 L 237.0625 234.539063 L 237.191406 230.152344 L 237.714844 219.953125 L 237.84375 213.730469 L 238.105469 203.90625 L 238.757813 197.257813 L 238.886719 197.175781 L 239.019531 199.714844 L 239.410156 202.289063 L 239.539063 207.1875 L 239.671875 213.269531 L 239.800781 219.386719 L 239.933594 224.546875 L 240.324219 230.539063 L 240.453125 237.6875 L 240.585938 249.738281 L 240.714844 253.964844 L 240.84375 255.941406 L 241.238281 258.308594 L 241.367188 261.636719 L 241.496094 265.324219 L 241.757813 269.386719 L 242.148438 270.308594 L 243.324219 281.8125 L 243.453125 281.457031 L 243.585938 279.835938 L 243.976563 277.378906 L 244.105469 274.015625 L 244.238281 272.34375 L 244.367188 270.6875 L 244.890625 265.980469 L 245.019531 264.171875 L 245.152344 260.761719 L 245.28125 253.890625 L 245.410156 249.410156 L 245.933594 245.304688 L 246.0625 244.191406 L 246.195313 243.175781 L 246.324219 242.132813 L 246.714844 240.71875 L 246.847656 241.433594 L 246.976563 242.007813 L 247.109375 242.105469 L 247.238281 240.230469 L 247.628906 237.734375 L 247.761719 236.222656 L 247.890625 234.445313 L 248.019531 230.570313 L 248.152344 226.863281 L 248.542969 225.75 L 248.671875 224.449219 L 248.804688 223.15625 L 248.933594 223.316406 L 249.066406 222.984375 L 249.585938 226.628906 L 249.847656 228.089844 L 249.976563 226.453125 L 250.371094 223.84375 L 250.5 223.441406 L 250.761719 218.507813 L 250.890625 213.082031 L 251.28125 208.65625 L 251.414063 204.03125 L 251.542969 200.628906 L 251.675781 196.945313 L 251.804688 194.949219 L 252.195313 194.667969 L 252.324219 190.917969 L 252.457031 189.230469 L 252.585938 196.59375 L 252.71875 200.082031 L 253.109375 205.84375 L 253.238281 207.445313 L 253.371094 205.214844 L 253.5 202.21875 L 253.628906 199.410156 L 254.152344 202.664063 L 254.28125 206.371094 L 254.414063 208.554688 L 255.066406 222.628906 L 255.195313 230.105469 L 255.328125 232.878906 L 255.457031 232.460938 L 255.847656 232.902344 L 255.980469 237.101563 L 256.109375 239.714844 L 256.238281 240.800781 L 256.371094 244.3125 L 256.761719 246.253906 L 256.890625 244.589844 L 257.023438 246.335938 L 257.152344 249.273438 L 257.285156 256.058594 L 257.675781 253.949219 L 257.804688 250.734375 L 257.9375 251.265625 L 258.589844 250.226563 L 258.71875 248.039063 L 258.847656 246.59375 L 258.980469 243.394531 L 259.109375 239.78125 L 259.632813 234.195313 L 259.761719 236.976563 L 259.894531 240.539063 L 260.023438 243.601563 L 260.414063 247.210938 L 260.546875 249.511719 L 260.675781 252.148438 L 260.804688 255.320313 L 260.9375 257.578125 L 261.328125 258.839844 L 261.589844 261.230469 L 261.71875 261.707031 L 261.851563 262.207031 L 262.371094 263.289063 L 262.503906 263.148438 L 262.632813 263.003906 L 262.761719 262.441406 L 263.15625 260.695313 L 263.285156 257.738281 L 263.414063 254.980469 L 263.546875 251.726563 L 263.675781 247.578125 L 264.066406 242.558594 L 264.199219 230.554688 L 264.328125 222.664063 L 264.460938 215.785156 L 264.589844 207.875 L 264.980469 198.859375 L 265.113281 187.125 L 265.242188 178.207031 L 265.371094 173.011719 L 265.503906 169.980469 L 266.417969 143.148438 L 266.808594 142.292969 L 266.9375 145.777344 L 267.070313 154.269531 L 267.328125 168.707031 L 267.722656 167.992188 L 267.851563 169.410156 L 267.980469 168.21875 L 268.113281 167.453125 L 268.242188 169.730469 L 268.632813 178.425781 L 268.765625 181.945313 L 269.027344 180.300781 L 269.15625 179.8125 L 269.546875 178.292969 L 269.679688 177.316406 L 269.808594 177.566406 L 269.9375 178.667969 L 270.070313 177.519531 L 270.460938 177.035156 L 270.589844 175.980469 L 270.722656 175.613281 L 270.851563 173.425781 L 270.980469 156.453125 L 271.375 177.28125 L 271.503906 179.105469 L 271.632813 182.417969 L 271.765625 184.722656 L 271.894531 187.539063 L 272.285156 187.710938 L 272.417969 186.96875 L 272.679688 168.8125 L 272.808594 166.109375 L 273.199219 164.363281 L 273.332031 159.933594 L 273.460938 158.832031 L 273.589844 157.941406 L 273.722656 157.8125 L 274.242188 165.191406 L 274.375 172.140625 L 274.503906 177.683594 L 274.636719 181.410156 L 275.15625 180.761719 L 275.289063 174.457031 L 275.417969 168.777344 L 275.546875 160.210938 L 275.941406 142.90625 L 276.070313 136.71875 L 276.199219 125.992188 L 276.332031 130.304688 L 276.460938 130.9375 L 276.851563 130.578125 L 276.984375 119.03125 L 277.246094 101.921875 L 277.375 93.265625 L 277.765625 83.675781 L 278.027344 53.503906 L 278.15625 48.9375 L 278.289063 54.957031 L 278.679688 59.621094 L 278.808594 59.925781 L 278.941406 57.121094 L 279.070313 52.332031 L 279.203125 48.949219 L 279.59375 47.933594 L 279.722656 43.734375 L 279.855469 48.238281 L 279.984375 66.582031 L 280.113281 70.363281 L 280.507813 74.820313 L 280.636719 74.851563 L 280.765625 73.273438 L 280.898438 72.054688 L 281.027344 78.460938 L 281.417969 81.539063 L 281.550781 85.179688 L 281.679688 92.691406 L 281.8125 104.035156 L 281.941406 112.707031 L 282.332031 121.734375 L 282.59375 144.226563 L 282.722656 142.0625 L 282.855469 138.285156 L 283.246094 133.105469 L 283.375 124.789063 L 283.507813 122.609375 L 283.636719 120.933594 L 283.769531 119.667969 L 284.160156 119.710938 L 284.289063 121.511719 L 284.421875 121.65625 L 284.550781 123.542969 L 284.679688 124.8125 L 285.074219 125.335938 L 285.203125 124.984375 L 285.332031 118.800781 L 285.464844 121.171875 L 285.59375 123.128906 L 285.984375 120.8125 L 286.117188 117.320313 L 286.246094 106.304688 L 286.507813 70.40625 L 286.898438 68.089844 L 287.03125 66.984375 L 287.160156 65.066406 L 287.289063 52.289063 L 287.421875 56.265625 L 287.8125 66.980469 L 287.941406 69.679688 L 288.074219 66.65625 L 288.203125 66.164063 L 288.335938 76.667969 L 288.726563 88.414063 L 288.855469 104.503906 L 288.984375 117.976563 L 289.117188 124.515625 L 289.246094 118.023438 L 289.636719 111.878906 L 289.769531 100.394531 L 290.941406 118.394531 L 291.074219 129 L 291.464844 140.527344 L 291.59375 149.296875 L 291.726563 155.070313 L 291.855469 168.316406 L 291.988281 189.277344 L 292.378906 201.324219 L 292.507813 203.742188 L 292.640625 202.179688 L 292.769531 198.007813 L 292.898438 191.609375 L 293.421875 195.1875 L 293.550781 199.628906 L 293.683594 205.0625 L 293.8125 208.660156 L 294.203125 224.652344 L 294.335938 215.917969 L 294.464844 217.84375 L 294.597656 217.449219 L 294.726563 217.929688 L 295.117188 218.566406 L 295.25 219.023438 L 295.378906 220.300781 L 295.507813 226.511719 L 295.640625 230.398438 L 296.03125 231.101563 L 296.160156 233.171875 L 296.292969 237.148438 L 296.421875 236.972656 L 296.554688 236.183594 L 297.207031 231.390625 L 297.335938 228.378906 L 297.464844 225.980469 L 297.859375 225.621094 L 298.117188 224.445313 L 298.25 226.691406 L 298.378906 232.515625 L 298.769531 237.636719 L 298.902344 243.730469 L 299.03125 242.933594 L 299.164063 242.105469 L 299.292969 236.59375 L 299.683594 236.222656 L 299.816406 235.9375 L 299.945313 251.636719 L 300.074219 255.417969 L 300.207031 256.914063 L 300.597656 259.003906 L 300.726563 258.769531 L 300.859375 259.132813 L 300.988281 261.03125 L 301.121094 261.71875 L 301.511719 258.339844 L 301.773438 262.558594 L 301.902344 268.617188 L 302.03125 272.792969 L 302.425781 275.007813 L 302.554688 279.042969 L 302.683594 282.777344 L 302.816406 284.324219 L 302.945313 282.003906 L 303.335938 282.226563 L 303.46875 287.0625 L 303.597656 289.5625 L 303.730469 291.730469 L 303.859375 293.332031 L 304.25 292.171875 L 304.382813 292.652344 L 304.511719 293.90625 L 304.640625 292.109375 L 305.292969 286.804688 L 305.554688 279.296875 L 305.6875 275.257813 L 306.078125 276.886719 L 306.207031 279.03125 L 306.339844 280.921875 L 306.46875 279.246094 L 306.597656 277.417969 L 307.121094 275.925781 L 307.25 275.019531 L 307.382813 275.042969 L 307.511719 275.308594 L 307.902344 275.382813 L 308.035156 275.253906 L 308.164063 273.148438 L 308.292969 271.222656 L 308.425781 272.558594 L 308.816406 271.371094 L 308.945313 271.464844 L 309.078125 273.894531 L 309.207031 276.894531 L 309.339844 280.25 L 309.992188 291.703125 L 310.25 294.675781 L 310.644531 296.585938 L 310.773438 297.941406 L 310.902344 301.589844 L 311.035156 301.347656 L 311.164063 300.824219 L 311.554688 301.65625 L 311.6875 302.925781 L 311.816406 305.550781 L 311.949219 307.265625 L 312.078125 308.261719 L 312.46875 308.230469 L 312.601563 307.917969 L 312.730469 306.84375 L 312.859375 306.382813 L 312.992188 307.355469 L 313.382813 309.054688 L 314.296875 307.359375 L 314.425781 302.621094 L 314.558594 300.421875 L 314.6875 298.074219 L 315.210938 292.136719 L 315.339844 284.132813 L 315.46875 279.503906 L 315.601563 280.585938 L 315.730469 282.875 L 316.121094 285.660156 L 316.253906 288.300781 L 316.515625 289.746094 L 316.644531 287.863281 L 317.035156 285.8125 L 317.167969 284.445313 L 317.296875 282.242188 L 317.425781 279.078125 L 317.558594 276.273438 L 317.949219 274.269531 L 318.078125 272.507813 L 318.210938 270.335938 L 318.339844 269.476563 L 318.472656 270.117188 L 318.863281 270.371094 L 318.992188 270.054688 L 319.125 269.988281 L 319.253906 268.875 L 319.382813 266.949219 L 319.777344 266.199219 L 319.90625 261.832031 L 320.167969 253.320313 L 320.296875 246.496094 L 320.6875 243.894531 L 320.820313 245.191406 L 320.949219 242.792969 L 321.082031 241.265625 L 321.210938 244.519531 L 321.734375 249.640625 L 321.863281 251.894531 L 321.992188 250.417969 L 322.125 252.984375 L 322.644531 263.277344 L 322.777344 265.019531 L 322.90625 265.6875 L 323.039063 256.808594 L 323.429688 256.886719 L 323.558594 254.808594 L 323.691406 255.089844 L 323.820313 258.558594 L 323.949219 262.300781 L 324.34375 265.984375 L 324.472656 266.554688 L 324.601563 268.816406 L 324.863281 266.632813 L 325.253906 260.949219 L 325.386719 258.53125 L 325.515625 259.328125 L 325.644531 257.597656 L 325.777344 253.054688 L 326.167969 248.4375 L 326.296875 245.574219 L 326.429688 244.621094 L 326.558594 237.085938 L 326.691406 233.3125 L 327.082031 230.398438 L 327.210938 228.730469 L 327.34375 230.140625 L 327.472656 229.867188 L 327.601563 226.6875 L 327.996094 227.078125 L 328.253906 230.949219 L 328.515625 232.808594 L 328.90625 229.601563 L 329.039063 213.117188 L 329.167969 205.027344 L 329.300781 201.453125 L 329.429688 204.597656 L 329.820313 196.46875 L 330.082031 179.25 L 330.210938 179.753906 L 330.34375 176.75 L 330.734375 171.125 L 330.863281 165.566406 L 330.996094 167.203125 L 331.125 174.632813 L 331.257813 177.9375 L 331.648438 181.378906 L 331.777344 186.558594 L 331.910156 189.988281 L 332.039063 194.433594 L 332.167969 191.746094 L 332.5625 190.332031 L 332.691406 187.65625 L 332.820313 182.894531 L 332.953125 176.707031 L 333.082031 176.636719 L 333.472656 177.601563 L 333.605469 180.828125 L 333.734375 192.808594 L 333.996094 209.050781 L 334.386719 212.613281 L 334.519531 215.652344 L 334.648438 216.375 L 334.777344 219.429688 L 334.910156 219.597656 L 335.300781 219.867188 L 335.429688 219.144531 L 335.5625 223.867188 L 335.691406 232.960938 L 335.824219 236.238281 L 336.214844 236.359375 L 336.34375 234.707031 L 336.476563 233.292969 L 336.605469 231.960938 L 336.734375 234.738281 L 337.128906 238.882813 L 337.257813 245.667969 L 337.386719 246.023438 L 338.5625 244.125 L 338.953125 241.949219 L 339.085938 239.257813 L 339.214844 239.113281 L 339.34375 239.949219 L 339.476563 238.246094 L 339.867188 233.015625 L 339.996094 225.125 L 340.128906 224.53125 L 340.257813 225.769531 L 340.390625 227.921875 L 340.910156 227.960938 L 341.042969 225.722656 L 341.171875 229.710938 L 341.300781 236.207031 L 341.695313 239.269531 L 341.824219 241.199219 L 341.953125 245.277344 L 342.085938 251.375 L 342.214844 256.015625 L 342.605469 259.855469 L 342.738281 263.542969 L 342.867188 266.652344 L 342.996094 272.292969 L 343.128906 276.523438 L 343.519531 283.433594 L 343.648438 288.625 L 343.78125 290.824219 L 343.910156 292.300781 L 344.042969 294.839844 L 344.5625 298.089844 L 344.824219 297.664063 L 344.953125 297.019531 L 345.347656 300.242188 L 345.476563 301.234375 L 345.738281 299.429688 L 345.867188 298.273438 L 346.257813 297.640625 L 346.390625 297.507813 L 346.519531 297.429688 L 346.652344 298.8125 L 346.78125 298.382813 L 347.171875 297.492188 L 347.304688 297.230469 L 347.433594 297.136719 L 347.5625 296.457031 L 347.695313 294.777344 L 348.085938 292.472656 L 348.214844 291.125 L 348.347656 290.890625 L 348.476563 289.078125 L 348.609375 287.097656 L 349 285.476563 L 349.128906 285.878906 L 349.261719 286.65625 L 349.390625 286.722656 L 349.519531 286.417969 L 349.914063 285.070313 L 350.042969 284.410156 L 350.171875 284.582031 L 350.304688 284.566406 L 350.957031 282.085938 L 351.085938 281.609375 L 351.21875 280.875 L 351.347656 280.382813 L 351.738281 279.5625 L 351.871094 278.71875 L 352 279.230469 L 352.128906 280.683594 L 352.261719 288.636719 L 352.652344 291.378906 L 352.78125 292.160156 L 352.914063 294.347656 L 353.042969 299.136719 L 353.175781 303.777344 L 353.566406 305.058594 L 353.695313 304.8125 L 353.828125 305.507813 L 353.957031 306.894531 L 354.085938 308.226563 L 354.609375 307.152344 L 354.738281 307.636719 L 354.871094 307.125 L 355 305.210938 L 355.390625 303.074219 L 355.523438 299.15625 L 355.652344 294.164063 L 355.785156 294.269531 L 355.914063 296.167969 L 356.304688 297.046875 L 356.4375 299.222656 L 356.566406 300.222656 L 356.695313 301.277344 L 356.828125 301.691406 L 357.347656 298.46875 L 357.609375 293.492188 L 357.742188 292.457031 L 358.132813 291.382813 L 358.261719 288.632813 L 358.394531 283.59375 L 358.523438 280.09375 L 358.652344 276.65625 L 359.046875 274.976563 L 359.175781 272.660156 L 359.304688 269.449219 L 359.4375 265.3125 L 359.566406 261.332031 L 359.957031 258.363281 L 360.089844 253.128906 L 360.21875 244.476563 L 360.351563 235.210938 L 360.480469 232.832031 L 360.871094 231.871094 L 361.003906 229.082031 L 361.914063 225.558594 L 362.046875 224.816406 L 362.175781 224.285156 L 362.699219 214.214844 L 362.828125 208.425781 L 362.957031 209.5625 L 363.089844 215.023438 L 363.21875 210.5 L 363.609375 204.441406 L 363.742188 200.164063 L 364.003906 186.625 L 364.132813 183.914063 L 364.523438 176.222656 L 364.65625 160.121094 L 364.785156 154.390625 L 364.914063 152.921875 L 365.046875 149.203125 L 365.4375 137.09375 L 365.566406 127.480469 L 365.699219 118.230469 L 365.828125 113.695313 L 365.960938 103.226563 L 366.351563 96.394531 L 366.480469 82.757813 L 366.613281 75.148438 L 366.742188 81.035156 L 366.871094 79.757813 L 367.265625 73.746094 L 367.394531 76.863281 L 367.65625 98.152344 L 367.785156 92.285156 L 368.175781 91.3125 L 368.308594 96.625 L 368.4375 99.882813 L 368.570313 106.136719 L 368.699219 114.914063 L 369.089844 125.316406 L 369.222656 134.546875 L 369.351563 143.464844 L 369.480469 148.441406 L 369.613281 151.164063 L 370.132813 151.550781 L 370.265625 153.78125 L 370.394531 157.179688 L 370.527344 159.753906 L 371.046875 159.148438 L 371.179688 163.96875 L 371.308594 171.007813 L 371.4375 174.703125 L 371.832031 181.675781 L 371.960938 184.429688 L 372.089844 182.710938 L 372.222656 168.71875 L 372.351563 152.457031 L 372.742188 148.582031 L 372.875 159.757813 L 373.003906 162.046875 L 373.136719 161.957031 L 373.265625 155.4375 L 373.65625 152.664063 L 373.917969 160.390625 L 374.046875 162.027344 L 374.179688 161.804688 L 374.570313 163.582031 L 374.699219 165.578125 L 374.832031 172.78125 L 374.960938 179.644531 L 375.09375 183.5 L 375.484375 184.675781 L 375.613281 186.046875 L 375.746094 190.550781 L 375.875 194.777344 L 376.003906 197.082031 L 376.398438 198.855469 L 376.527344 195.636719 L 376.65625 192.050781 L 376.789063 189.066406 L 376.917969 190.53125 L 377.308594 192.671875 L 377.570313 195.769531 L 377.703125 196.140625 L 377.832031 197.144531 L 378.222656 200.789063 L 378.355469 207.679688 L 378.484375 215.535156 L 378.613281 229.179688 L 378.746094 231.613281 L 379.136719 231.617188 L 379.265625 232.035156 L 379.398438 234.761719 L 379.527344 236.136719 L 379.65625 237.359375 L 380.050781 238.308594 L 380.179688 240.761719 L 380.308594 245.316406 L 380.441406 248.792969 L 380.570313 250.292969 L 380.960938 246.359375 L 381.09375 244.125 L 381.222656 241.597656 L 381.484375 236.519531 L 381.875 235.886719 L 382.007813 233.34375 L 382.136719 236.234375 L 382.265625 241.660156 L 382.398438 246.242188 L 382.789063 251.007813 L 382.917969 254.980469 L 383.050781 262.1875 L 383.179688 270.210938 L 383.3125 272.878906 L 383.703125 275.191406 L 383.832031 280.273438 L 383.964844 286.003906 L 384.09375 286.003906 L 384.222656 284.53125 L 384.617188 283.453125 L 384.746094 282.867188 L 384.875 282.128906 L 385.007813 281.644531 L 386.441406 287.757813 L 386.574219 290.210938 L 386.703125 292.347656 L 386.832031 296.535156 L 386.964844 301.074219 L 387.355469 306.199219 L 387.484375 309.765625 L 387.617188 311.613281 L 387.746094 314.847656 L 387.878906 316.199219 L 388.398438 316.117188 L 388.53125 316.867188 L 388.660156 317.375 L 388.789063 317.871094 L 389.183594 317.71875 L 389.3125 319.878906 L 389.441406 321.457031 L 389.574219 324.285156 L 389.703125 325.753906 L 390.09375 325.492188 L 390.226563 325.894531 L 390.355469 326.5625 L 390.488281 326.136719 L 390.617188 324.167969 L 391.007813 323.089844 L 391.140625 323.640625 L 391.269531 324.03125 L 391.398438 323.457031 L 391.53125 322.816406 L 392.050781 320.167969 L 392.183594 318.320313 L 392.3125 316.375 L 392.445313 314.976563 L 392.835938 314.199219 L 392.964844 313.8125 L 393.226563 313.222656 L 393.355469 312.683594 L 393.75 311.613281 L 393.878906 310.300781 L 394.140625 308.714844 L 394.269531 306.597656 L 394.660156 304.242188 L 394.792969 301.546875 L 394.921875 299.015625 L 395.054688 297.507813 L 395.183594 297.785156 L 395.574219 301.851563 L 395.707031 306.042969 L 395.835938 307.417969 L 395.964844 304.472656 L 396.097656 303.695313 L 396.488281 303.574219 L 396.617188 304.8125 L 396.75 304.402344 L 396.878906 302.703125 L 397.53125 299.851563 L 397.660156 299.195313 L 397.792969 296.457031 L 397.921875 292.480469 L 398.3125 287.046875 L 398.445313 282.40625 L 398.574219 279.578125 L 398.707031 276.875 L 398.835938 272.839844 L 399.226563 268.355469 L 399.359375 265.027344 L 399.488281 262.332031 L 399.617188 256.253906 L 399.75 251.859375 L 400.140625 250.375 L 400.269531 249.238281 L 400.402344 247.867188 L 400.53125 245.496094 L 400.664063 239.285156 L 401.054688 238.445313 L 401.183594 234.644531 L 401.316406 231.472656 L 401.445313 229.671875 L 401.574219 226.046875 L 402.097656 221.949219 L 402.226563 226.113281 L 402.359375 227.53125 L 402.488281 228.535156 L 402.878906 226.746094 L 403.011719 227.0625 L 403.140625 226.03125 L 403.273438 223.609375 L 403.402344 215.292969 L 403.792969 207.078125 L 403.925781 194.890625 L 404.054688 193.167969 L 404.183594 200.957031 L 404.316406 206.746094 L 404.707031 212.007813 L 404.96875 225.082031 L 405.097656 226.652344 L 405.230469 228.675781 L 405.75 225.597656 L 405.882813 221.875 L 406.011719 220.566406 L 406.140625 216.613281 L 406.535156 217.3125 L 406.664063 216.25 L 406.792969 212.074219 L 406.925781 208.449219 L 407.054688 204.546875 L 407.445313 197.148438 L 407.578125 192.949219 L 407.707031 194.042969 L 407.839844 197.738281 L 407.96875 201.039063 L 408.359375 201.0625 L 408.492188 201.9375 L 408.621094 201.578125 L 409.535156 184.941406 L 409.664063 177.578125 L 409.796875 172.5 L 410.316406 151.464844 L 410.449219 143.839844 L 410.578125 135.273438 L 410.707031 129.421875 L 411.101563 122.488281 L 411.230469 113.726563 L 411.492188 97.386719 L 411.621094 91.214844 L 412.011719 87.863281 L 412.144531 87.824219 L 412.273438 91.460938 L 412.40625 88.207031 L 412.535156 84.832031 L 412.925781 78.269531 L 413.058594 76.460938 L 413.1875 80.730469 L 413.316406 82.953125 L 413.449219 80.398438 L 413.839844 78.3125 L 413.96875 79.535156 L 414.101563 77.476563 L 414.230469 77.75 L 414.363281 76.78125 L 414.753906 76.78125 L 414.882813 79.964844 L 415.144531 79.828125 L 415.273438 77.738281 L 415.664063 79.019531 L 415.796875 78.34375 L 415.925781 80.050781 L 416.058594 83.019531 L 416.1875 86.050781 L 416.578125 86.984375 L 416.710938 86.679688 L 416.839844 82.859375 L 416.96875 80.703125 L 417.101563 82.425781 L 417.621094 95.371094 L 417.753906 100.554688 L 417.882813 108.679688 L 418.015625 112.601563 L 418.535156 111.929688 L 418.667969 105.902344 \"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph2-0\" x=\"179.175781\" y=\"19.554688\"/>\n", | |
" <use xlink:href=\"#glyph2-1\" x=\"188.780469\" y=\"19.554688\"/>\n", | |
" <use xlink:href=\"#glyph2-2\" x=\"198.385156\" y=\"19.554688\"/>\n", | |
" <use xlink:href=\"#glyph2-3\" x=\"206.39375\" y=\"19.554688\"/>\n", | |
" <use xlink:href=\"#glyph2-3\" x=\"214.402344\" y=\"19.554688\"/>\n", | |
" <use xlink:href=\"#glyph2-4\" x=\"222.410937\" y=\"19.554688\"/>\n", | |
" <use xlink:href=\"#glyph2-5\" x=\"226.411719\" y=\"19.554688\"/>\n", | |
" <use xlink:href=\"#glyph2-6\" x=\"231.207031\" y=\"19.554688\"/>\n", | |
" <use xlink:href=\"#glyph2-4\" x=\"240.003125\" y=\"19.554688\"/>\n", | |
" <use xlink:href=\"#glyph2-7\" x=\"244.003906\" y=\"19.554688\"/>\n", | |
" <use xlink:href=\"#glyph2-8\" x=\"254.403125\" y=\"19.554688\"/>\n", | |
" <use xlink:href=\"#glyph2-9\" x=\"262.411719\" y=\"19.554688\"/>\n", | |
" <use xlink:href=\"#glyph2-5\" x=\"266.4125\" y=\"19.554688\"/>\n", | |
" <use xlink:href=\"#glyph2-10\" x=\"271.207812\" y=\"19.554688\"/>\n", | |
" <use xlink:href=\"#glyph2-11\" x=\"275.208594\" y=\"19.554688\"/>\n", | |
" <use xlink:href=\"#glyph2-4\" x=\"283.217187\" y=\"19.554688\"/>\n", | |
" <use xlink:href=\"#glyph2-12\" x=\"287.217969\" y=\"19.554688\"/>\n", | |
" <use xlink:href=\"#glyph2-13\" x=\"291.21875\" y=\"19.554688\"/>\n", | |
" <use xlink:href=\"#glyph2-14\" x=\"300.014844\" y=\"19.554688\"/>\n", | |
" <use xlink:href=\"#glyph2-15\" x=\"308.810937\" y=\"19.554688\"/>\n", | |
" <use xlink:href=\"#glyph2-16\" x=\"316.819531\" y=\"19.554688\"/>\n", | |
"</g>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 72 432 L 432 432 L 432 28.800781 L 72 28.800781 L 72 432 \"/>\n", | |
"<g clip-path=\"url(#clip2)\" clip-rule=\"nonzero\">\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(100%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 85.332031 44.222656 L 85.59375 71.953125 L 85.984375 60.738281 L 86.117188 43.734375 L 86.246094 79.1875 L 86.378906 67.394531 L 86.507813 73.734375 L 86.898438 88.113281 L 87.03125 72.894531 L 87.160156 55.46875 L 87.289063 68.703125 L 87.421875 84.339844 L 87.8125 91.273438 L 87.941406 99.265625 L 88.074219 96.808594 L 88.203125 97.746094 L 88.335938 107.160156 L 88.726563 121.644531 L 88.984375 101.078125 L 89.117188 102.90625 L 89.246094 108.066406 L 89.636719 109.746094 L 89.769531 84.597656 L 89.898438 86.03125 L 90.03125 79.855469 L 90.160156 90.714844 L 90.550781 94.917969 L 90.683594 92.304688 L 90.8125 95.941406 L 90.941406 102.664063 L 91.074219 109.859375 L 91.464844 119.597656 L 91.726563 150.675781 L 91.855469 148.394531 L 91.988281 157.042969 L 92.378906 165.75 L 92.507813 153.527344 L 92.640625 150.414063 L 92.769531 125.222656 L 92.898438 128.695313 L 93.292969 110.4375 L 93.421875 127.003906 L 93.550781 123.292969 L 93.683594 125.355469 L 93.8125 113.546875 L 94.203125 103.535156 L 94.335938 118.085938 L 94.464844 107.632813 L 94.597656 123.765625 L 94.726563 136.097656 L 95.117188 142.589844 L 95.25 142.195313 L 95.378906 132.832031 L 95.640625 147.71875 L 96.03125 143.453125 L 96.160156 139.324219 L 96.292969 138.121094 L 96.421875 145.15625 L 96.554688 143.476563 L 96.945313 130.980469 L 97.074219 129.523438 L 97.207031 126.757813 L 97.335938 127.742188 L 97.464844 127.414063 L 97.859375 105.140625 L 97.988281 108.445313 L 98.117188 112.703125 L 98.25 132.574219 L 98.378906 127.757813 L 98.769531 127.292969 L 98.902344 120.382813 L 99.03125 121.660156 L 99.164063 102.15625 L 100.597656 86.066406 L 100.726563 82.902344 L 100.859375 97.457031 L 100.988281 98.339844 L 101.121094 113.84375 L 101.511719 112.039063 L 101.640625 124.113281 L 101.773438 125.386719 L 101.902344 126.511719 L 102.03125 132.984375 L 102.554688 140.78125 L 102.683594 148.285156 L 102.816406 156.554688 L 102.945313 167.644531 L 103.335938 170.519531 L 103.46875 173.5625 L 103.597656 179.804688 L 103.730469 187.296875 L 103.859375 191.519531 L 104.25 180.628906 L 104.382813 181.164063 L 104.511719 182.714844 L 104.640625 192.609375 L 104.773438 197.078125 L 105.164063 204.699219 L 105.292969 194.3125 L 105.425781 182.246094 L 105.554688 180.910156 L 105.6875 185.988281 L 106.207031 193.359375 L 106.339844 190.839844 L 106.46875 188.777344 L 106.597656 187.738281 L 106.988281 188.816406 L 107.121094 195.09375 L 107.382813 174.429688 L 107.511719 172.035156 L 107.902344 170.921875 L 108.035156 176.941406 L 108.292969 179.445313 L 108.425781 175.933594 L 108.945313 180.292969 L 109.078125 180.511719 L 109.207031 180.515625 L 109.339844 188.425781 L 109.730469 187.503906 L 109.859375 183.644531 L 109.992188 179.148438 L 110.121094 182.519531 L 110.25 180.777344 L 110.644531 171.953125 L 110.773438 165.214844 L 110.902344 177.484375 L 111.035156 176.738281 L 111.164063 174.976563 L 111.554688 157.75 L 111.6875 154.765625 L 111.816406 164.867188 L 111.949219 168.921875 L 112.601563 168.867188 L 112.730469 175.265625 L 112.859375 175.507813 L 112.992188 170.863281 L 113.382813 179.207031 L 113.511719 180.757813 L 113.644531 170.644531 L 113.773438 174.652344 L 113.90625 180.417969 L 114.296875 173.554688 L 114.425781 174.214844 L 114.558594 168.964844 L 114.6875 161.355469 L 114.816406 155.1875 L 115.210938 146.578125 L 115.339844 171.636719 L 115.46875 151.207031 L 115.601563 148.382813 L 115.730469 159.730469 L 116.253906 177.039063 L 116.382813 181.632813 L 116.515625 210.777344 L 116.644531 218.355469 L 117.035156 199.152344 L 117.167969 195.34375 L 117.296875 190.917969 L 117.425781 204.808594 L 117.558594 214.613281 L 117.949219 214.035156 L 118.078125 214.324219 L 118.210938 215.398438 L 118.339844 240.246094 L 118.472656 234.0625 L 118.863281 241.882813 L 119.125 236.488281 L 119.253906 222.152344 L 119.382813 234.261719 L 119.90625 242.121094 L 120.035156 226.015625 L 120.167969 227.113281 L 120.296875 243.5 L 120.6875 244.144531 L 120.820313 240.882813 L 120.949219 246.050781 L 121.082031 234.40625 L 121.210938 235.351563 L 121.601563 233.863281 L 121.734375 223.691406 L 121.863281 217.90625 L 121.992188 219.902344 L 122.125 224.34375 L 122.515625 227.496094 L 122.644531 236.472656 L 122.777344 240.195313 L 123.691406 269.625 L 123.820313 272.773438 L 123.949219 275.488281 L 124.472656 275.925781 L 124.601563 262.757813 L 124.734375 254.003906 L 124.863281 254.449219 L 125.253906 255.390625 L 125.386719 243.1875 L 125.644531 248.914063 L 125.777344 257.074219 L 126.167969 245.363281 L 126.296875 229.359375 L 126.429688 238.101563 L 126.558594 225.429688 L 126.691406 223.519531 L 127.082031 212.660156 L 127.210938 207.195313 L 127.34375 218.179688 L 127.472656 226.496094 L 127.601563 224.144531 L 127.996094 197.125 L 128.125 200.664063 L 128.253906 193.472656 L 128.386719 200.476563 L 128.515625 201.566406 L 128.90625 204.167969 L 129.039063 206.496094 L 129.300781 231.035156 L 129.429688 234.726563 L 129.820313 237.757813 L 129.953125 232.902344 L 130.082031 232.113281 L 130.210938 234.675781 L 130.34375 240.582031 L 130.734375 241.75 L 130.863281 249.054688 L 130.996094 252.046875 L 131.125 256.410156 L 131.257813 249.734375 L 131.777344 264.277344 L 131.910156 250.90625 L 132.039063 247.371094 L 132.167969 243.414063 L 132.691406 250.652344 L 132.820313 247.441406 L 132.953125 245.40625 L 133.082031 246.761719 L 133.472656 244.347656 L 133.605469 244.398438 L 133.734375 240.207031 L 133.867188 242.851563 L 133.996094 245.96875 L 134.386719 236.496094 L 134.519531 236.679688 L 134.648438 238.738281 L 134.777344 245.570313 L 134.910156 236.234375 L 135.300781 236.898438 L 135.429688 238.476563 L 135.691406 245.648438 L 135.824219 240.976563 L 136.214844 246.144531 L 136.34375 239.839844 L 136.476563 240.632813 L 136.605469 241.5625 L 136.734375 244.242188 L 137.128906 244.1875 L 137.257813 235.117188 L 137.386719 233.203125 L 137.519531 239.320313 L 137.648438 237.480469 L 138.039063 236.558594 L 138.171875 245.871094 L 138.300781 239.507813 L 138.433594 226.941406 L 138.5625 229.710938 L 138.953125 234.230469 L 139.085938 225.867188 L 139.34375 221.839844 L 139.476563 218.511719 L 139.867188 201.316406 L 139.996094 189.449219 L 140.128906 209.558594 L 140.257813 198.378906 L 140.390625 203.578125 L 140.78125 198.121094 L 140.910156 192.382813 L 141.042969 190.554688 L 141.171875 185.335938 L 141.300781 188.601563 L 141.695313 168.757813 L 141.824219 184.976563 L 141.953125 177.828125 L 142.085938 170.488281 L 142.605469 183.902344 L 142.738281 184.9375 L 142.867188 167.933594 L 143.128906 189.796875 L 143.519531 169.058594 L 143.648438 165.292969 L 143.78125 159.5625 L 143.910156 149.441406 L 144.042969 164 L 144.433594 167.234375 L 144.5625 166.074219 L 144.695313 176.292969 L 144.824219 174.007813 L 144.953125 171.738281 L 145.347656 171.976563 L 145.476563 169.941406 L 145.605469 163.332031 L 145.738281 158.414063 L 145.867188 148.445313 L 146.257813 149.445313 L 146.390625 144.070313 L 146.519531 124.082031 L 148.214844 139.515625 L 148.347656 145.113281 L 148.476563 146.175781 L 148.609375 147.445313 L 149 132.132813 L 149.128906 133.5 L 149.261719 134.6875 L 149.390625 128.015625 L 149.519531 136.660156 L 150.042969 140.652344 L 150.171875 152.128906 L 150.304688 152.824219 L 150.433594 147.898438 L 150.824219 141.890625 L 150.957031 141.476563 L 151.085938 151.953125 L 151.21875 147.855469 L 151.347656 161.433594 L 151.738281 156.691406 L 151.871094 145.449219 L 152 149.550781 L 152.128906 145.226563 L 152.261719 127.542969 L 152.652344 120.234375 L 152.78125 115.773438 L 152.914063 116.851563 L 153.042969 123.875 L 153.175781 121.433594 L 153.566406 109.492188 L 153.695313 109.433594 L 153.828125 103.285156 L 153.957031 92.230469 L 154.085938 93.34375 L 154.609375 101.699219 L 154.738281 114.742188 L 155 99.84375 L 155.390625 113.984375 L 155.523438 129.433594 L 155.652344 135.6875 L 155.785156 119.015625 L 155.914063 127.59375 L 156.304688 134.875 L 156.4375 132.742188 L 156.566406 139.960938 L 156.695313 150.234375 L 156.828125 148.488281 L 157.21875 151.753906 L 157.347656 158.402344 L 157.480469 176.902344 L 157.609375 168.695313 L 157.742188 164.007813 L 158.132813 150.914063 L 158.261719 164.207031 L 158.394531 159.980469 L 158.523438 156.632813 L 158.652344 153.953125 L 159.046875 153.652344 L 159.304688 144.097656 L 159.4375 156.101563 L 159.566406 153.699219 L 159.957031 152.558594 L 160.089844 155.773438 L 160.21875 154.539063 L 160.351563 157.679688 L 160.480469 163.878906 L 160.871094 163.386719 L 161.003906 168.617188 L 161.132813 171.332031 L 161.261719 163.707031 L 161.394531 167.042969 L 161.785156 174.363281 L 161.914063 172.273438 L 162.046875 166.507813 L 162.175781 163.804688 L 162.828125 158.148438 L 162.957031 154.945313 L 163.089844 153.320313 L 163.742188 171.945313 L 163.871094 177.558594 L 164.003906 181.414063 L 164.132813 175.191406 L 164.523438 175.273438 L 164.65625 168.621094 L 164.785156 167.898438 L 164.914063 164.519531 L 165.046875 160.121094 L 165.4375 163.914063 L 165.566406 171.972656 L 165.828125 166.875 L 165.960938 163.25 L 166.351563 177.566406 L 166.613281 169.886719 L 166.742188 169.03125 L 166.871094 163.847656 L 167.394531 169.695313 L 167.523438 188.652344 L 167.65625 190.621094 L 167.785156 195.277344 L 168.175781 201.058594 L 168.308594 203.246094 L 168.4375 207.359375 L 168.570313 206.445313 L 168.699219 213.828125 L 169.089844 213.875 L 169.222656 205.207031 L 169.351563 217.136719 L 169.480469 216.574219 L 169.613281 216.292969 L 170.003906 216.898438 L 170.132813 211.648438 L 171.960938 202.292969 L 172.089844 200.675781 L 172.222656 194.332031 L 172.351563 197.367188 L 172.742188 208.5 L 172.875 215.183594 L 173.003906 212.695313 L 173.136719 219.738281 L 173.265625 217.710938 L 173.65625 216.90625 L 173.789063 208.167969 L 173.917969 209.617188 L 174.046875 205.511719 L 174.179688 205.445313 L 174.570313 210.230469 L 174.699219 213.347656 L 174.832031 214.882813 L 174.960938 220.046875 L 175.09375 231.15625 L 175.484375 232.289063 L 175.613281 245.636719 L 175.746094 244.425781 L 175.875 269.207031 L 176.003906 271.882813 L 176.398438 299.738281 L 176.527344 280.636719 L 176.65625 302.242188 L 176.789063 284.792969 L 176.917969 280.539063 L 177.308594 274.140625 L 177.441406 279.195313 L 177.570313 279.8125 L 177.703125 290.023438 L 177.832031 294.371094 L 178.222656 293.746094 L 178.355469 284.507813 L 178.484375 281.140625 L 178.613281 280.511719 L 178.746094 275.148438 L 179.265625 265.652344 L 179.398438 260.097656 L 179.527344 268.75 L 179.65625 279.503906 L 180.179688 277.5625 L 180.308594 262.527344 L 180.441406 262.039063 L 180.570313 265.582031 L 180.960938 268.578125 L 181.09375 266.121094 L 181.222656 266.851563 L 181.355469 257.550781 L 181.484375 256.160156 L 181.875 265.011719 L 182.007813 266.902344 L 182.136719 279.011719 L 182.398438 296.246094 L 182.789063 285.730469 L 182.917969 282.761719 L 183.050781 291.917969 L 183.179688 288.519531 L 183.3125 300.457031 L 183.703125 311.199219 L 183.832031 300.945313 L 183.964844 292.023438 L 184.09375 281.15625 L 184.222656 284.019531 L 184.617188 269.976563 L 184.746094 271.144531 L 184.875 262.195313 L 185.007813 265.671875 L 185.136719 264.140625 L 185.527344 274.972656 L 185.789063 275 L 185.921875 275.9375 L 186.050781 269.0625 L 186.703125 266.628906 L 186.832031 247.953125 L 186.964844 243.808594 L 187.355469 257.160156 L 187.484375 271.617188 L 187.617188 268.203125 L 187.746094 255.25 L 187.878906 260.207031 L 188.269531 253.84375 L 188.398438 244.964844 L 188.53125 262.210938 L 188.660156 261.996094 L 188.789063 254.582031 L 189.183594 255.289063 L 189.3125 247.609375 L 189.441406 254.625 L 189.574219 263.421875 L 189.703125 265.96875 L 190.09375 276.167969 L 190.226563 282.382813 L 190.355469 282.207031 L 190.617188 278.230469 L 191.007813 260.8125 L 191.140625 259.242188 L 191.269531 238.535156 L 191.398438 242.214844 L 191.53125 235.980469 L 191.921875 231.148438 L 192.050781 237.046875 L 192.183594 226.601563 L 192.3125 238.34375 L 192.445313 231.722656 L 192.835938 241.183594 L 192.964844 251.933594 L 193.097656 254.082031 L 193.226563 251.085938 L 193.355469 244.953125 L 193.75 254.066406 L 193.878906 246.253906 L 194.007813 249.328125 L 194.140625 249.652344 L 194.269531 252.324219 L 195.707031 249.929688 L 195.835938 240.644531 L 195.964844 237.324219 L 196.097656 240.140625 L 196.488281 235.6875 L 196.617188 234.324219 L 196.75 230.097656 L 196.878906 236.683594 L 197.011719 238.867188 L 197.53125 243.863281 L 197.660156 236 L 197.792969 231.675781 L 197.921875 219.757813 L 198.3125 219.59375 L 198.445313 216.757813 L 198.574219 210.453125 L 198.707031 199.902344 L 198.835938 202.90625 L 199.226563 179.617188 L 199.359375 179.019531 L 199.488281 136.742188 L 199.617188 161.515625 L 199.75 127.875 L 200.140625 153.429688 L 200.269531 155.773438 L 200.402344 165.71875 L 200.53125 160.300781 L 200.664063 164.761719 L 201.054688 135.738281 L 201.183594 126.875 L 201.316406 130.078125 L 201.445313 142.421875 L 201.574219 148.871094 L 202.097656 148.09375 L 202.359375 164.707031 L 202.488281 165.933594 L 203.011719 142.992188 L 203.273438 138.085938 L 203.402344 155.59375 L 203.792969 152.03125 L 203.925781 145.34375 L 204.054688 145.058594 L 204.183594 144.621094 L 204.316406 150.222656 L 204.707031 159.75 L 204.835938 153.078125 L 204.96875 148.042969 L 205.097656 144.101563 L 205.230469 125.988281 L 205.621094 103.964844 L 205.75 109.382813 L 205.882813 124.394531 L 206.011719 135.117188 L 206.140625 121.140625 L 206.535156 117.53125 L 206.664063 104.144531 L 206.792969 89.394531 L 206.925781 103.839844 L 207.054688 112.453125 L 207.445313 118.820313 L 207.578125 117.257813 L 207.707031 142.296875 L 207.839844 143.15625 L 208.492188 162.769531 L 208.621094 167.648438 L 208.882813 167.136719 L 209.273438 160.953125 L 209.402344 155.203125 L 209.535156 167.472656 L 209.664063 177.558594 L 209.796875 166.007813 L 210.1875 176.078125 L 210.316406 192.210938 L 210.449219 184.945313 L 210.578125 168.097656 L 210.707031 151.511719 L 211.101563 162.589844 L 211.230469 169.09375 L 211.359375 167.386719 L 211.492188 174.90625 L 211.621094 190.335938 L 212.144531 177.109375 L 212.273438 190.15625 L 212.40625 184.054688 L 212.535156 188.25 L 212.925781 185.683594 L 213.058594 180.242188 L 213.1875 181.71875 L 213.316406 179.445313 L 213.449219 181.929688 L 213.839844 160.570313 L 214.101563 158.265625 L 214.230469 172.847656 L 214.363281 176.132813 L 214.882813 191.050781 L 215.015625 198.1875 L 215.144531 204.867188 L 215.273438 217.84375 L 215.925781 202.242188 L 216.058594 194.34375 L 216.1875 185.273438 L 216.578125 186.371094 L 216.710938 182.230469 L 216.839844 186.414063 L 216.96875 175.054688 L 217.101563 185.535156 L 217.492188 185.535156 L 217.621094 185.109375 L 217.753906 190.648438 L 218.667969 204.050781 L 218.925781 195.027344 L 219.320313 192.117188 L 219.449219 189.949219 L 219.710938 197.078125 L 219.839844 203.21875 L 220.230469 201.207031 L 220.492188 207.566406 L 220.625 215.53125 L 220.753906 209.828125 L 221.144531 212.886719 L 221.277344 208.140625 L 221.535156 206.71875 L 221.667969 208.769531 L 222.058594 213.652344 L 222.1875 216.25 L 222.320313 215.949219 L 222.449219 212.125 L 222.582031 203.683594 L 222.972656 210.738281 L 223.101563 213.925781 L 223.234375 215.621094 L 223.363281 220.527344 L 223.492188 211.371094 L 223.886719 206.648438 L 224.015625 207.871094 L 224.144531 206.621094 L 224.277344 203.808594 L 224.40625 208.574219 L 224.796875 210.15625 L 225.058594 209.734375 L 225.191406 204.371094 L 225.320313 205.929688 L 225.710938 207.007813 L 225.972656 210.640625 L 226.101563 212.792969 L 226.234375 212.363281 L 226.753906 209.160156 L 226.886719 201.269531 L 227.015625 208.492188 L 227.148438 211.082031 L 227.667969 213.519531 L 227.800781 222.800781 L 227.929688 212.292969 L 228.058594 213.238281 L 228.453125 216.769531 L 228.582031 217.332031 L 228.710938 214.222656 L 228.84375 205.773438 L 228.972656 199.816406 L 229.363281 203.210938 L 229.496094 210.695313 L 229.625 208.851563 L 229.757813 206.296875 L 229.886719 205.640625 L 230.277344 208.5 L 230.410156 217.511719 L 230.539063 218.277344 L 230.667969 208.59375 L 230.800781 210.683594 L 231.320313 194.371094 L 231.453125 196.4375 L 231.714844 193.226563 L 232.105469 194.664063 L 232.234375 207.308594 L 232.367188 208.832031 L 232.496094 205.285156 L 232.625 207.796875 L 233.019531 199.253906 L 233.148438 196.003906 L 233.277344 200.683594 L 233.410156 205.5625 L 233.539063 214.855469 L 233.929688 212.929688 L 234.0625 222.9375 L 234.191406 222.859375 L 234.320313 217.648438 L 234.453125 209.78125 L 235.105469 205.101563 L 235.234375 200.828125 L 235.367188 203.855469 L 235.757813 197.09375 L 235.886719 190.039063 L 236.019531 199.949219 L 236.148438 198.484375 L 236.277344 193.582031 L 236.671875 201.96875 L 236.800781 204.632813 L 236.929688 211.773438 L 237.0625 213.609375 L 237.191406 209.5 L 237.714844 205.230469 L 237.84375 196.773438 L 238.105469 175 L 238.757813 190.152344 L 238.886719 188.027344 L 239.019531 192.066406 L 239.410156 187.957031 L 239.539063 194.671875 L 239.671875 190.402344 L 239.800781 194.136719 L 239.933594 197.839844 L 240.324219 198.625 L 240.453125 200.085938 L 240.585938 199 L 240.714844 190.40625 L 240.84375 196.339844 L 241.238281 181.722656 L 241.367188 178.488281 L 241.496094 187.21875 L 241.757813 200.300781 L 242.148438 203.421875 L 243.324219 185.507813 L 243.453125 182.0625 L 243.585938 179.804688 L 243.976563 178.671875 L 244.105469 189.019531 L 244.238281 186.441406 L 244.367188 185.875 L 244.890625 191.519531 L 245.019531 186.335938 L 245.152344 181.019531 L 245.28125 172.925781 L 245.410156 171.84375 L 245.933594 187.472656 L 246.0625 186.625 L 246.195313 182.765625 L 246.324219 179.3125 L 246.714844 176.242188 L 246.847656 184.628906 L 246.976563 187.71875 L 247.109375 191.636719 L 247.238281 186.902344 L 247.628906 193.269531 L 247.761719 188.871094 L 247.890625 188.226563 L 248.019531 189 L 248.152344 186.675781 L 248.542969 190.640625 L 248.671875 190.480469 L 248.804688 190.070313 L 248.933594 187.996094 L 249.066406 188.839844 L 249.585938 183.746094 L 249.847656 193.132813 L 249.976563 188.453125 L 250.371094 194.707031 L 250.5 193.636719 L 250.761719 187.636719 L 250.890625 185.449219 L 251.28125 193.207031 L 251.414063 190.578125 L 251.542969 186.871094 L 251.675781 187.382813 L 251.804688 186.894531 L 252.195313 192.835938 L 252.324219 196.300781 L 252.457031 193.804688 L 252.585938 190.605469 L 252.71875 191.582031 L 253.109375 194.5 L 253.238281 195.492188 L 253.371094 191.078125 L 253.5 189.96875 L 253.628906 182.773438 L 254.152344 183.277344 L 254.28125 184.675781 L 254.414063 183.597656 L 255.066406 189.015625 L 255.195313 194.371094 L 255.328125 190.472656 L 255.457031 187.617188 L 255.847656 180.652344 L 255.980469 179.109375 L 256.109375 170.773438 L 256.238281 173.496094 L 256.371094 180.230469 L 256.761719 194.953125 L 256.890625 185.917969 L 257.023438 184.816406 L 257.152344 188.199219 L 257.285156 176.164063 L 257.675781 172.246094 L 257.804688 168.246094 L 257.9375 167.589844 L 258.589844 162.675781 L 258.71875 167.085938 L 258.847656 167.019531 L 258.980469 163.066406 L 259.109375 161.800781 L 259.632813 137.757813 L 259.761719 135.640625 L 259.894531 137.726563 L 260.023438 133.835938 L 260.414063 125.429688 L 260.546875 118.339844 L 260.675781 118.074219 L 260.804688 132.640625 L 260.9375 127.265625 L 261.328125 128.394531 L 261.589844 139.726563 L 261.71875 140.171875 L 261.851563 137.714844 L 262.371094 138.894531 L 262.503906 145.285156 L 262.632813 143.304688 L 262.761719 148.710938 L 263.15625 144.792969 L 263.285156 148.53125 L 263.414063 158.332031 L 263.546875 154.996094 L 263.675781 148.125 L 264.066406 151.949219 L 264.199219 158.019531 L 264.328125 159.21875 L 264.460938 148.679688 L 264.589844 158.753906 L 264.980469 160.625 L 265.113281 152.074219 L 265.242188 163.007813 L 265.371094 171.738281 L 265.503906 168.316406 L 266.417969 177.664063 L 266.808594 173.300781 L 266.9375 176.164063 L 267.070313 174.457031 L 267.328125 168.449219 L 267.722656 169.664063 L 267.851563 165.707031 L 267.980469 165.136719 L 268.113281 158.039063 L 268.242188 157.730469 L 268.632813 159.1875 L 268.765625 162.496094 L 269.027344 161.035156 L 269.15625 160.941406 L 269.546875 160.011719 L 269.679688 164.28125 L 269.808594 165.636719 L 269.9375 166.457031 L 270.070313 163.71875 L 270.460938 164.054688 L 270.589844 169.65625 L 270.722656 163.074219 L 270.851563 162.277344 L 270.980469 161.742188 L 271.375 161.820313 L 271.503906 167.996094 L 271.632813 169.65625 L 271.765625 168.5625 L 271.894531 170.597656 L 272.285156 171.742188 L 272.417969 169.492188 L 272.679688 183.835938 L 272.808594 178.921875 L 273.199219 179.089844 L 273.332031 181.660156 L 273.460938 174.679688 L 273.589844 173.464844 L 273.722656 178.390625 L 274.242188 189.65625 L 274.375 190.582031 L 274.503906 194.40625 L 274.636719 196.757813 L 275.15625 197.558594 L 275.289063 195.253906 L 275.417969 193.429688 L 275.546875 193.914063 L 275.941406 191.714844 L 276.070313 187.15625 L 276.199219 182.570313 L 276.332031 182.746094 L 276.460938 185.246094 L 276.851563 177.601563 L 276.984375 179.503906 L 277.246094 176.261719 L 277.375 180.019531 L 277.765625 184.121094 L 278.027344 187.398438 L 278.15625 179.960938 L 278.289063 184.5625 L 278.679688 185.007813 L 278.808594 184.40625 L 278.941406 186.726563 L 279.070313 197.914063 L 279.203125 195.699219 L 279.59375 198.917969 L 279.722656 192.839844 L 279.855469 200.050781 L 279.984375 181.183594 L 280.113281 174.375 L 280.507813 176.890625 L 280.636719 183.144531 L 280.765625 181.222656 L 280.898438 178 L 281.027344 176.558594 L 281.417969 175.578125 L 281.550781 176.0625 L 281.679688 179.914063 L 281.8125 173.398438 L 281.941406 175.925781 L 282.332031 180.480469 L 282.59375 184.335938 L 282.722656 188.230469 L 282.855469 185.488281 L 283.246094 185.347656 L 283.375 187.441406 L 283.507813 190.164063 L 283.636719 199.558594 L 283.769531 190.160156 L 284.160156 195.09375 L 284.289063 196.117188 L 284.421875 192.707031 L 284.550781 186.191406 L 284.679688 182.359375 L 285.074219 183.769531 L 285.203125 188.070313 L 285.332031 186.289063 L 285.464844 183.988281 L 285.59375 173.582031 L 285.984375 177.074219 L 286.117188 174.332031 L 286.246094 165.335938 L 286.507813 177.445313 L 286.898438 173.257813 L 287.03125 171.101563 L 287.160156 179.296875 L 287.289063 178.285156 L 287.421875 176.449219 L 287.8125 179.308594 L 287.941406 173.757813 L 288.074219 166.253906 L 288.203125 169.808594 L 288.335938 162.90625 L 288.726563 164.753906 L 288.855469 171.867188 L 288.984375 165.828125 L 289.117188 164.210938 L 289.246094 164.234375 L 289.636719 160.78125 L 289.769531 159.808594 L 290.941406 172.957031 L 291.074219 180.316406 L 291.464844 182.085938 L 291.59375 180.855469 L 291.726563 178.734375 L 291.855469 179.753906 L 291.988281 181.21875 L 292.378906 189.242188 L 292.507813 184.554688 L 292.640625 180.566406 L 292.769531 179.300781 L 292.898438 182.855469 L 293.421875 180.21875 L 293.550781 179.871094 L 293.683594 184.625 L 293.8125 201.839844 L 294.203125 205.222656 L 294.335938 201.445313 L 294.464844 203.46875 L 294.597656 196.378906 L 294.726563 201.289063 L 295.117188 211.378906 L 295.25 207.257813 L 295.378906 209.386719 L 295.507813 200.09375 L 295.640625 186.34375 L 296.03125 183.621094 L 296.160156 174.367188 L 296.292969 176.742188 L 296.421875 170.621094 L 296.554688 172.554688 L 297.207031 166.496094 L 297.335938 165.214844 L 297.464844 166.710938 L 297.859375 161.925781 L 298.117188 164.589844 L 298.25 166.238281 L 298.378906 165.546875 L 298.769531 169.664063 L 298.902344 167.25 L 299.03125 170.773438 L 299.164063 171.234375 L 299.292969 169.554688 L 299.683594 171.066406 L 299.816406 176.859375 L 299.945313 179.101563 L 300.074219 191.152344 L 300.207031 191.746094 L 300.597656 183.3125 L 300.726563 177.039063 L 300.859375 178.640625 L 300.988281 173.953125 L 301.121094 178.109375 L 301.511719 177.859375 L 301.773438 180.546875 L 301.902344 181.167969 L 302.03125 173.558594 L 302.425781 173.226563 L 302.683594 156.5625 L 302.816406 157.703125 L 302.945313 175.882813 L 303.335938 185.238281 L 303.46875 185.171875 L 303.597656 175.578125 L 303.730469 194.148438 L 303.859375 202.253906 L 304.25 201.683594 L 304.382813 198.183594 L 304.511719 195.78125 L 304.640625 192.558594 L 305.292969 192.484375 L 305.554688 196.242188 L 305.6875 197.921875 L 306.078125 194.816406 L 306.207031 193.640625 L 306.339844 193.921875 L 306.46875 192.210938 L 306.597656 195.605469 L 307.121094 199.484375 L 307.25 196.542969 L 307.382813 196.039063 L 307.511719 199.398438 L 307.902344 196.96875 L 308.035156 198.746094 L 308.164063 199.386719 L 308.292969 202.792969 L 308.425781 199.410156 L 308.816406 201.65625 L 308.945313 207.421875 L 309.078125 202.644531 L 309.207031 201.542969 L 309.339844 200.738281 L 309.992188 197.617188 L 310.25 192.757813 L 310.644531 189.898438 L 310.773438 190.109375 L 310.902344 186.734375 L 311.035156 189.160156 L 311.164063 187.988281 L 311.554688 185.554688 L 311.6875 179.496094 L 311.816406 179.59375 L 311.949219 183.316406 L 312.078125 184.996094 L 312.46875 182.871094 L 312.601563 190.335938 L 312.730469 185.878906 L 312.859375 188.347656 L 312.992188 190.078125 L 313.382813 191.382813 L 314.296875 191.78125 L 314.425781 188.199219 L 314.558594 186.136719 L 314.6875 186.777344 L 315.210938 189.074219 L 315.339844 193.863281 L 315.46875 184.484375 L 315.601563 192.265625 L 315.730469 194.351563 L 316.121094 191.054688 L 316.253906 189.816406 L 316.515625 195.382813 L 316.644531 190.421875 L 317.035156 187.085938 L 317.167969 173.25 L 317.296875 169.371094 L 317.425781 172.566406 L 317.558594 169.875 L 317.949219 175.367188 L 318.078125 174.519531 L 318.210938 162.015625 L 318.339844 176.679688 L 318.472656 177.648438 L 318.863281 180.808594 L 318.992188 192.441406 L 319.125 193.238281 L 319.253906 201.664063 L 319.382813 195.992188 L 319.777344 197.160156 L 319.90625 200.714844 L 320.167969 195.417969 L 320.296875 192.066406 L 320.6875 190.78125 L 320.820313 187.449219 L 320.949219 188.957031 L 321.082031 187.226563 L 321.210938 188.074219 L 321.734375 189.152344 L 321.863281 185.644531 L 321.992188 193.253906 L 322.125 192.246094 L 322.644531 193.917969 L 322.777344 193.925781 L 322.90625 192.097656 L 323.039063 189.894531 L 323.429688 185.320313 L 323.558594 187.1875 L 323.691406 189.945313 L 323.820313 193.0625 L 323.949219 193.328125 L 324.34375 196.742188 L 324.472656 190.8125 L 324.601563 187.933594 L 324.863281 184.292969 L 325.253906 187.273438 L 325.386719 192.855469 L 325.515625 193.046875 L 325.644531 204.828125 L 325.777344 202.496094 L 326.167969 202.75 L 326.296875 197.996094 L 326.429688 199.300781 L 326.558594 201.332031 L 326.691406 201.203125 L 327.082031 190.8125 L 327.210938 194.207031 L 327.34375 189.25 L 327.472656 203.175781 L 327.601563 214.242188 L 327.996094 223.140625 L 328.253906 229.605469 L 328.515625 224.148438 L 328.90625 215.300781 L 329.039063 207.027344 L 329.167969 212.964844 L 329.300781 208.648438 L 329.429688 204.8125 L 329.820313 204.78125 L 330.082031 196.195313 L 330.210938 195.925781 L 330.34375 189.445313 L 330.734375 189.9375 L 330.863281 196.792969 L 330.996094 193.992188 L 331.125 189.425781 L 331.257813 184.28125 L 331.648438 184.453125 L 331.777344 185.871094 L 331.910156 183.09375 L 332.039063 186.933594 L 332.167969 188.085938 L 332.5625 189.851563 L 332.691406 190.046875 L 332.820313 190.503906 L 332.953125 192.285156 L 333.082031 190.335938 L 333.472656 189.464844 L 333.605469 189.574219 L 333.734375 189.292969 L 333.996094 196.273438 L 334.386719 200.398438 L 334.519531 197.132813 L 334.648438 193.324219 L 334.777344 190.191406 L 334.910156 190.929688 L 335.300781 194.851563 L 335.429688 196.640625 L 335.5625 208.644531 L 335.691406 206.652344 L 335.824219 215.863281 L 336.214844 219.132813 L 336.34375 220.128906 L 336.476563 212.710938 L 336.605469 199.945313 L 336.734375 198.761719 L 337.128906 196.125 L 337.257813 198.875 L 337.386719 199.347656 L 338.5625 204.859375 L 338.953125 212.070313 L 339.085938 217.480469 L 339.214844 213.8125 L 339.34375 203.980469 L 339.476563 209.933594 L 339.867188 208.132813 L 339.996094 214.660156 L 340.128906 216.742188 L 340.257813 223.4375 L 340.390625 218.101563 L 340.910156 214.734375 L 341.042969 212.414063 L 341.171875 202.757813 L 341.300781 205.640625 L 341.695313 194.183594 L 341.824219 199.46875 L 341.953125 209.707031 L 342.085938 200.0625 L 342.214844 206.683594 L 342.605469 197.605469 L 342.738281 196.128906 L 342.867188 199.589844 L 342.996094 193.671875 L 343.128906 198.601563 L 343.519531 203.320313 L 343.648438 197.773438 L 343.78125 201.765625 L 343.910156 199.523438 L 344.042969 198.785156 L 344.5625 198.671875 L 344.824219 201.921875 L 344.953125 198.644531 L 345.347656 198.433594 L 345.476563 198.4375 L 345.738281 199.226563 L 345.867188 200.699219 L 346.257813 196.710938 L 346.390625 201.140625 L 346.519531 201.976563 L 346.652344 198.152344 L 346.78125 207.3125 L 347.171875 205.796875 L 347.304688 211.105469 L 347.433594 211.902344 L 347.5625 209.324219 L 347.695313 213.09375 L 348.085938 209.09375 L 348.214844 210.140625 L 348.347656 200.113281 L 348.476563 199.511719 L 348.609375 199 L 349 191.574219 L 349.128906 198.605469 L 349.261719 205.234375 L 349.390625 205.105469 L 349.519531 196.933594 L 349.914063 190.703125 L 350.042969 200.925781 L 350.171875 202.144531 L 350.304688 192.246094 L 350.957031 188.710938 L 351.085938 180.851563 L 351.21875 169.546875 L 351.347656 167.421875 L 351.738281 166.1875 L 351.871094 164.667969 L 352 168.644531 L 352.128906 174.042969 L 352.261719 190.625 L 352.652344 182.058594 L 352.78125 188.796875 L 352.914063 190.246094 L 353.042969 188.207031 L 353.175781 192.964844 L 353.566406 194.34375 L 353.695313 196.011719 L 353.828125 203.976563 L 353.957031 209.363281 L 354.085938 202.117188 L 354.609375 211.734375 L 354.738281 214.269531 L 354.871094 213.851563 L 355 207.761719 L 355.390625 209.632813 L 355.523438 211.707031 L 355.652344 211.734375 L 355.785156 206.820313 L 355.914063 209.1875 L 356.304688 206.804688 L 356.4375 207.859375 L 356.566406 210.90625 L 356.695313 210.851563 L 356.828125 211.691406 L 357.347656 218.359375 L 357.609375 213.160156 L 357.742188 212.789063 L 358.132813 214.992188 L 358.261719 217.40625 L 358.394531 215.539063 L 358.523438 220.558594 L 358.652344 218.089844 L 359.046875 220.804688 L 359.175781 212.839844 L 359.304688 209.363281 L 359.4375 199.445313 L 359.566406 199.851563 L 359.957031 197.941406 L 360.089844 205.082031 L 360.21875 216.558594 L 360.351563 213.515625 L 360.480469 218.019531 L 360.871094 216.148438 L 361.003906 215.820313 L 361.914063 224.878906 L 362.046875 211.890625 L 362.175781 207.554688 L 362.699219 223.933594 L 362.828125 216.890625 L 362.957031 221.347656 L 363.089844 219.066406 L 363.21875 209.789063 L 363.609375 199.535156 L 363.742188 203.96875 L 364.003906 201.140625 L 364.132813 203.304688 L 364.523438 210.507813 L 364.65625 209.707031 L 364.785156 211.8125 L 364.914063 207.964844 L 365.046875 206.707031 L 365.4375 214.277344 L 365.566406 201.695313 L 365.699219 204.480469 L 365.828125 211.625 L 365.960938 210.472656 L 366.351563 217.1875 L 366.480469 216.78125 L 366.613281 212.902344 L 366.742188 222.242188 L 366.871094 223.472656 L 367.265625 222.023438 L 367.394531 228.484375 L 367.65625 229.246094 L 367.785156 227.527344 L 368.175781 224.460938 L 368.308594 228.789063 L 368.4375 232.558594 L 368.570313 243.945313 L 368.699219 257.710938 L 369.089844 276.40625 L 369.222656 280.078125 L 369.351563 266.246094 L 369.480469 253.277344 L 369.613281 251.304688 L 370.132813 262.882813 L 370.265625 256.21875 L 370.394531 248.335938 L 370.527344 254.308594 L 371.046875 245.800781 L 371.179688 258.152344 L 371.308594 254.304688 L 371.4375 257.703125 L 371.832031 257.3125 L 371.960938 255.671875 L 372.089844 250.773438 L 372.222656 249.203125 L 372.351563 250 L 372.742188 246.488281 L 372.875 253.632813 L 373.003906 259.886719 L 373.136719 257.539063 L 373.265625 255.992188 L 373.65625 269.132813 L 373.917969 262.40625 L 374.046875 262.75 L 374.179688 258.027344 L 374.570313 252.429688 L 374.699219 251.921875 L 374.832031 249.027344 L 374.960938 246.925781 L 375.09375 246.511719 L 375.484375 240.625 L 375.613281 247.867188 L 375.746094 249.550781 L 375.875 244.726563 L 376.003906 243.773438 L 376.398438 244.632813 L 376.527344 243.273438 L 376.65625 247.679688 L 376.789063 237.839844 L 376.917969 227.746094 L 377.308594 234.144531 L 377.570313 225.402344 L 377.703125 223.664063 L 377.832031 227.71875 L 378.222656 228.359375 L 378.355469 224.617188 L 378.484375 224.636719 L 378.613281 225.21875 L 378.746094 230.515625 L 379.136719 235.546875 L 379.265625 235.929688 L 379.398438 237.652344 L 379.527344 243.972656 L 379.65625 250.597656 L 380.050781 242.425781 L 380.179688 237.648438 L 380.308594 234.640625 L 380.441406 234.511719 L 380.570313 229.753906 L 380.960938 231.292969 L 381.09375 230.167969 L 381.222656 231.515625 L 381.484375 226.011719 L 381.875 225.027344 L 382.007813 220.292969 L 382.136719 231.148438 L 382.265625 239.417969 L 382.398438 226.429688 L 382.789063 227.273438 L 382.917969 233.1875 L 383.050781 237.699219 L 383.179688 241.386719 L 383.3125 248.480469 L 383.703125 248.511719 L 383.832031 243.980469 L 383.964844 233.613281 L 384.09375 239.46875 L 384.222656 247.835938 L 384.617188 233.921875 L 384.746094 230.574219 L 384.875 228.480469 L 385.007813 228.859375 L 386.441406 234.253906 L 386.574219 239.417969 L 386.703125 250.5 L 386.832031 263.59375 L 386.964844 268.390625 L 387.355469 271.5 L 387.484375 268.289063 L 387.617188 279.648438 L 387.746094 270.789063 L 387.878906 279.503906 L 388.398438 271.875 L 388.53125 274.988281 L 388.660156 277.886719 L 388.789063 271.976563 L 389.183594 278.765625 L 389.3125 272.15625 L 389.441406 275.484375 L 389.574219 272.335938 L 389.703125 263.054688 L 390.09375 259.496094 L 390.226563 266.828125 L 390.355469 269.746094 L 390.488281 264.976563 L 390.617188 274.078125 L 391.007813 279.460938 L 391.140625 281.015625 L 391.269531 283.792969 L 391.398438 288.15625 L 391.53125 275.910156 L 392.050781 244.890625 L 392.183594 216.269531 L 392.3125 212.40625 L 392.445313 231.179688 L 392.835938 236.011719 L 392.964844 242.074219 L 393.226563 215.378906 L 393.355469 225.792969 L 393.75 229.96875 L 393.878906 210.976563 L 394.140625 219.171875 L 394.269531 210.832031 L 394.660156 213.15625 L 394.792969 220.867188 L 394.921875 216.585938 L 395.054688 222.304688 L 395.183594 218.6875 L 395.574219 218.210938 L 395.707031 210.792969 L 395.835938 210.484375 L 395.964844 200.597656 L 396.097656 197.78125 L 396.488281 195.175781 L 396.617188 195.371094 L 396.75 185.476563 L 396.878906 186.019531 L 397.53125 191.949219 L 397.660156 197.375 L 397.792969 207.640625 L 397.921875 202.4375 L 398.3125 208.238281 L 398.445313 217.769531 L 398.574219 212.648438 L 398.707031 219.117188 L 398.835938 214.632813 L 399.226563 213.40625 L 399.359375 216.382813 L 399.488281 213.632813 L 399.617188 213.855469 L 399.75 213.769531 L 400.140625 207.109375 L 400.269531 213.957031 L 400.402344 218.910156 L 400.53125 220.359375 L 400.664063 219.402344 L 401.054688 225.808594 L 401.183594 224.800781 L 401.316406 221.671875 L 401.445313 231.847656 L 401.574219 235.835938 L 402.097656 234.296875 L 402.226563 236.722656 L 402.359375 232.320313 L 402.488281 231.671875 L 402.878906 229.367188 L 403.011719 216.394531 L 403.140625 215.449219 L 403.273438 222.777344 L 403.402344 226.703125 L 403.792969 229.582031 L 403.925781 233.6875 L 404.054688 235.292969 L 404.183594 236.402344 L 404.316406 234.027344 L 404.707031 234.613281 L 404.96875 225.664063 L 405.097656 223.488281 L 405.230469 226.035156 L 405.75 221.941406 L 405.882813 213.929688 L 406.011719 222.003906 L 406.140625 220.480469 L 406.535156 214.613281 L 406.664063 209.914063 L 406.792969 209.570313 L 406.925781 200.304688 L 407.054688 207.730469 L 407.445313 216.855469 L 407.578125 224.988281 L 407.707031 218.113281 L 407.839844 207.613281 L 407.96875 213.625 L 408.359375 214.933594 L 408.492188 219.636719 L 408.621094 219.628906 L 409.535156 211.667969 L 409.664063 205.671875 L 409.796875 198.097656 L 410.316406 183.390625 L 410.449219 180.734375 L 410.578125 185.332031 L 410.707031 163.734375 L 411.101563 170.714844 L 411.230469 154.761719 L 411.492188 152.464844 L 411.621094 145.9375 L 412.011719 147.585938 L 412.144531 159.535156 L 412.273438 148.683594 L 412.40625 158.398438 L 412.535156 149.765625 L 412.925781 154.214844 L 413.058594 167.285156 L 413.1875 167.667969 L 413.316406 156.996094 L 413.449219 159.421875 L 413.839844 160.75 L 413.96875 153.617188 L 414.101563 144.3125 L 414.230469 143.734375 L 414.363281 138.574219 L 414.753906 131.339844 L 414.882813 142.769531 L 415.144531 151.039063 L 415.273438 160.570313 L 415.664063 156.691406 L 415.796875 159.304688 L 415.925781 166.195313 L 416.058594 157.941406 L 416.1875 161.285156 L 416.578125 167.925781 L 416.710938 165.5625 L 416.839844 164.054688 L 416.96875 177.054688 L 417.101563 180.464844 L 417.621094 182.539063 L 417.753906 184.476563 L 417.882813 178.605469 L 418.015625 178.835938 L 418.535156 186.164063 L 418.667969 185.535156 \"/>\n", | |
"</g>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 432 423.855469 L 432 36.945313 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 432 423.855469 L 439.199219 423.855469 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 432 327.128906 L 439.199219 327.128906 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 432 230.398438 L 439.199219 230.398438 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 432 133.671875 L 439.199219 133.671875 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 432 36.945313 L 439.199219 36.945313 \"/>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph1-0\" x=\"457.921875\" y=\"432.527344\"/>\n", | |
" <use xlink:href=\"#glyph1-25\" x=\"457.921875\" y=\"428.53125\"/>\n", | |
" <use xlink:href=\"#glyph1-3\" x=\"457.921875\" y=\"421.857422\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph1-0\" x=\"457.921875\" y=\"335.800781\"/>\n", | |
" <use xlink:href=\"#glyph1-23\" x=\"457.921875\" y=\"331.804688\"/>\n", | |
" <use xlink:href=\"#glyph1-3\" x=\"457.921875\" y=\"325.130859\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph1-3\" x=\"457.921875\" y=\"233.734375\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph1-23\" x=\"457.921875\" y=\"140.34375\"/>\n", | |
" <use xlink:href=\"#glyph1-3\" x=\"457.921875\" y=\"133.669922\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph1-25\" x=\"457.921875\" y=\"43.617188\"/>\n", | |
" <use xlink:href=\"#glyph1-3\" x=\"457.921875\" y=\"36.943359\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(100%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph1-26\" x=\"486.71875\" y=\"395.835938\"/>\n", | |
" <use xlink:href=\"#glyph1-16\" x=\"486.71875\" y=\"387.832031\"/>\n", | |
" <use xlink:href=\"#glyph1-2\" x=\"486.71875\" y=\"379.828125\"/>\n", | |
" <use xlink:href=\"#glyph1-3\" x=\"486.71875\" y=\"373.154297\"/>\n", | |
" <use xlink:href=\"#glyph1-3\" x=\"486.71875\" y=\"366.480469\"/>\n", | |
" <use xlink:href=\"#glyph1-10\" x=\"486.71875\" y=\"359.806641\"/>\n", | |
" <use xlink:href=\"#glyph1-27\" x=\"486.71875\" y=\"356.472656\"/>\n", | |
" <use xlink:href=\"#glyph1-13\" x=\"486.71875\" y=\"348.46875\"/>\n", | |
" <use xlink:href=\"#glyph1-28\" x=\"486.71875\" y=\"341.794922\"/>\n", | |
" <use xlink:href=\"#glyph1-29\" x=\"486.71875\" y=\"339.128906\"/>\n", | |
" <use xlink:href=\"#glyph1-30\" x=\"486.71875\" y=\"332.455078\"/>\n", | |
" <use xlink:href=\"#glyph1-7\" x=\"486.71875\" y=\"326.455078\"/>\n", | |
" <use xlink:href=\"#glyph1-14\" x=\"486.71875\" y=\"323.121094\"/>\n", | |
" <use xlink:href=\"#glyph1-13\" x=\"486.71875\" y=\"316.447266\"/>\n", | |
" <use xlink:href=\"#glyph1-10\" x=\"486.71875\" y=\"309.773438\"/>\n", | |
" <use xlink:href=\"#glyph1-18\" x=\"486.71875\" y=\"306.439453\"/>\n", | |
" <use xlink:href=\"#glyph1-6\" x=\"486.71875\" y=\"297.773438\"/>\n", | |
" <use xlink:href=\"#glyph1-31\" x=\"486.71875\" y=\"295.107422\"/>\n", | |
" <use xlink:href=\"#glyph1-30\" x=\"486.71875\" y=\"288.433594\"/>\n", | |
" <use xlink:href=\"#glyph1-14\" x=\"486.71875\" y=\"282.433594\"/>\n", | |
" <use xlink:href=\"#glyph1-10\" x=\"486.71875\" y=\"275.759766\"/>\n", | |
" <use xlink:href=\"#glyph1-16\" x=\"486.71875\" y=\"272.425781\"/>\n", | |
" <use xlink:href=\"#glyph1-14\" x=\"486.71875\" y=\"264.421875\"/>\n", | |
" <use xlink:href=\"#glyph1-17\" x=\"486.71875\" y=\"257.748047\"/>\n", | |
" <use xlink:href=\"#glyph1-9\" x=\"486.71875\" y=\"253.751953\"/>\n", | |
" <use xlink:href=\"#glyph1-14\" x=\"486.71875\" y=\"247.751953\"/>\n", | |
" <use xlink:href=\"#glyph1-12\" x=\"486.71875\" y=\"241.078125\"/>\n", | |
" <use xlink:href=\"#glyph1-7\" x=\"486.71875\" y=\"234.404297\"/>\n", | |
" <use xlink:href=\"#glyph1-10\" x=\"486.71875\" y=\"231.070312\"/>\n", | |
" <use xlink:href=\"#glyph1-18\" x=\"486.71875\" y=\"227.736328\"/>\n", | |
" <use xlink:href=\"#glyph1-19\" x=\"486.71875\" y=\"219.070312\"/>\n", | |
" <use xlink:href=\"#glyph1-5\" x=\"486.71875\" y=\"212.396484\"/>\n", | |
" <use xlink:href=\"#glyph1-12\" x=\"486.71875\" y=\"205.722656\"/>\n", | |
" <use xlink:href=\"#glyph1-20\" x=\"486.71875\" y=\"199.048828\"/>\n", | |
" <use xlink:href=\"#glyph1-14\" x=\"486.71875\" y=\"192.375\"/>\n", | |
" <use xlink:href=\"#glyph1-10\" x=\"486.71875\" y=\"185.701172\"/>\n", | |
" <use xlink:href=\"#glyph1-21\" x=\"486.71875\" y=\"182.367187\"/>\n", | |
" <use xlink:href=\"#glyph1-22\" x=\"486.71875\" y=\"173.701172\"/>\n", | |
" <use xlink:href=\"#glyph1-10\" x=\"486.71875\" y=\"170.367187\"/>\n", | |
" <use xlink:href=\"#glyph1-1\" x=\"486.71875\" y=\"167.033203\"/>\n", | |
" <use xlink:href=\"#glyph1-23\" x=\"486.71875\" y=\"160.359375\"/>\n", | |
" <use xlink:href=\"#glyph1-2\" x=\"486.71875\" y=\"153.685547\"/>\n", | |
" <use xlink:href=\"#glyph1-10\" x=\"486.71875\" y=\"147.011719\"/>\n", | |
" <use xlink:href=\"#glyph1-7\" x=\"486.71875\" y=\"143.677734\"/>\n", | |
" <use xlink:href=\"#glyph1-17\" x=\"486.71875\" y=\"140.34375\"/>\n", | |
" <use xlink:href=\"#glyph1-5\" x=\"486.71875\" y=\"136.347656\"/>\n", | |
" <use xlink:href=\"#glyph1-13\" x=\"486.71875\" y=\"129.673828\"/>\n", | |
" <use xlink:href=\"#glyph1-8\" x=\"486.71875\" y=\"123\"/>\n", | |
" <use xlink:href=\"#glyph1-12\" x=\"486.71875\" y=\"120.333984\"/>\n", | |
" <use xlink:href=\"#glyph1-20\" x=\"486.71875\" y=\"113.660156\"/>\n", | |
" <use xlink:href=\"#glyph1-10\" x=\"486.71875\" y=\"106.986328\"/>\n", | |
" <use xlink:href=\"#glyph1-13\" x=\"486.71875\" y=\"103.652344\"/>\n", | |
" <use xlink:href=\"#glyph1-5\" x=\"486.71875\" y=\"96.978516\"/>\n", | |
" <use xlink:href=\"#glyph1-24\" x=\"486.71875\" y=\"90.304687\"/>\n", | |
" <use xlink:href=\"#glyph1-10\" x=\"486.71875\" y=\"84.304687\"/>\n", | |
" <use xlink:href=\"#glyph1-6\" x=\"486.71875\" y=\"80.970703\"/>\n", | |
" <use xlink:href=\"#glyph1-5\" x=\"486.71875\" y=\"78.304687\"/>\n", | |
" <use xlink:href=\"#glyph1-20\" x=\"486.71875\" y=\"71.630859\"/>\n", | |
"</g>\n", | |
"<g clip-path=\"url(#clip3)\" clip-rule=\"nonzero\">\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 72 28.800781 L 182.269531 28.800781 L 182.269531 72 L 72 72 Z M 72 28.800781 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(80.392157%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 82.800781 43.199219 L 104.398438 43.199219 \"/>\n", | |
"<path style=\"fill:none;stroke-width:0.75;stroke-linecap:round;stroke-linejoin:round;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:10;\" d=\"M 82.800781 57.601563 L 104.398438 57.601563 \"/>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph0-7\" x=\"115.199219\" y=\"47.496094\"/>\n", | |
" <use xlink:href=\"#glyph0-8\" x=\"123.203125\" y=\"47.496094\"/>\n", | |
" <use xlink:href=\"#glyph0-9\" x=\"131.207031\" y=\"47.496094\"/>\n", | |
"</g>\n", | |
"<g style=\"fill:rgb(0%,0%,0%);fill-opacity:1;\">\n", | |
" <use xlink:href=\"#glyph0-10\" x=\"115.199219\" y=\"61.894531\"/>\n", | |
" <use xlink:href=\"#glyph0-11\" x=\"123.203125\" y=\"61.894531\"/>\n", | |
" <use xlink:href=\"#glyph0-12\" x=\"129.876953\" y=\"61.894531\"/>\n", | |
" <use xlink:href=\"#glyph0-13\" x=\"132.542969\" y=\"61.894531\"/>\n", | |
" <use xlink:href=\"#glyph0-14\" x=\"135.876953\" y=\"61.894531\"/>\n", | |
" <use xlink:href=\"#glyph0-15\" x=\"138.542969\" y=\"61.894531\"/>\n", | |
" <use xlink:href=\"#glyph0-16\" x=\"144.542969\" y=\"61.894531\"/>\n", | |
" <use xlink:href=\"#glyph0-17\" x=\"147.876953\" y=\"61.894531\"/>\n", | |
" <use xlink:href=\"#glyph0-18\" x=\"151.210938\" y=\"61.894531\"/>\n", | |
" <use xlink:href=\"#glyph0-19\" x=\"157.884766\" y=\"61.894531\"/>\n", | |
" <use xlink:href=\"#glyph0-20\" x=\"164.558594\" y=\"61.894531\"/>\n", | |
" <use xlink:href=\"#glyph0-21\" x=\"171.232422\" y=\"61.894531\"/>\n", | |
"</g>\n", | |
"</g>\n", | |
"</g>\n", | |
"</svg>\n" | |
], | |
"text/plain": [ | |
"Plot with title \"\"" | |
] | |
}, | |
"metadata": { | |
"image/svg+xml": { | |
"isolated": true | |
} | |
}, | |
"output_type": "display_data" | |
} | |
], | |
"source": [ | |
"# Two axis Time Series\n", | |
"maxSPY <- max(abs(range(data$SPY,na.rm = T)))\n", | |
"maxBaltic <- max(abs(range(data$balticDry,na.rm = T)))\n", | |
"\n", | |
"par(mar = c(5,5,2,5))\n", | |
"plot(data$balticDry, main = \"SP500 to Baltic Index\", type=\"l\", col=\"black\",\n", | |
" xlab = NA, ylim = c(-maxBaltic, maxBaltic), ylab = paste0('Baltic Index Percent Change w/ ', lagDays,\" trading day lag\"))\n", | |
"par(new = T)\n", | |
"plot(data$SPY, type = \"l\", col = 'red', ylim = c(-maxSPY, maxSPY), pch = 19, axes=F, xlab=NA, ylab=NA, cex=1.3)\n", | |
"axis(side = 4)\n", | |
"mtext(side = 4, line = 3, paste0('SP500 Adjusted Close Percent Change w/ ', lagDays,\" trading day lag\"), col = 'red')\n", | |
"legend(\"topleft\",\n", | |
" legend=c(\"SPY\", \"Baltic Index\"),\n", | |
" lty=c(1,1), col=c(\"red3\", \"black\"))\n" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 47, | |
"metadata": { | |
"collapsed": false | |
}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/plain": [ | |
"\n", | |
"Call:\n", | |
"lm(formula = SPY_Adj ~ balticDry, data = data, na.action = na.omit)\n", | |
"\n", | |
"Residuals:\n", | |
" Min 1Q Median 3Q Max \n", | |
"-24.0881 -4.6914 0.2313 4.7717 31.2123 \n", | |
"\n", | |
"Coefficients:\n", | |
" Estimate Std. Error t value Pr(>|t|) \n", | |
"(Intercept) 7.331975 0.210163 34.887 <2e-16 ***\n", | |
"balticDry 0.001427 0.004562 0.313 0.754 \n", | |
"---\n", | |
"Signif. codes: 0 '***' 0.001 '**' 0.01 '*' 0.05 '.' 0.1 ' ' 1\n", | |
"\n", | |
"Residual standard error: 8.414 on 1601 degrees of freedom\n", | |
"Multiple R-squared: 6.111e-05,\tAdjusted R-squared: -0.0005635 \n", | |
"F-statistic: 0.09784 on 1 and 1601 DF, p-value: 0.7545\n" | |
] | |
}, | |
"execution_count": 47, | |
"metadata": {}, | |
"output_type": "execute_result" | |
} | |
], | |
"source": [ | |
"model <- lm(SPY_Adj ~ balticDry, data, na.action = na.omit)\n", | |
"summary(model)" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 51, | |
"metadata": { | |
"collapsed": false | |
}, | |
"outputs": [ | |
{ | |
"data": { | |
"application/pdf": "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", | |
"image/jpeg": "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 |
Sign up for free
to join this conversation on GitHub.
Already have an account?
Sign in to comment