From 84195a46c472515d869a0b623b5dff3c1d70501c Mon Sep 17 00:00:00 2001 From: mickahell Date: Fri, 16 Sep 2022 18:42:30 +0000 Subject: [PATCH] Automation gen studies files --- studies/completion_telemetry_analyzer.ipynb | 48 +- studies/kerneldata_analyzer.ipynb | 88 +- studies/runtime_telemetry_analyzer.ipynb | 19504 +----------------- 3 files changed, 167 insertions(+), 19473 deletions(-) diff --git a/studies/completion_telemetry_analyzer.ipynb b/studies/completion_telemetry_analyzer.ipynb index 9a820d8..675895a 100644 --- a/studies/completion_telemetry_analyzer.ipynb +++ b/studies/completion_telemetry_analyzer.ipynb @@ -6,10 +6,10 @@ "id": "396cef83", "metadata": { "execution": { - "iopub.execute_input": "2022-09-11T22:42:51.905261Z", - "iopub.status.busy": "2022-09-11T22:42:51.904746Z", - "iopub.status.idle": "2022-09-11T22:42:52.315137Z", - "shell.execute_reply": "2022-09-11T22:42:52.314392Z" + "iopub.execute_input": "2022-09-16T18:42:16.517808Z", + "iopub.status.busy": "2022-09-16T18:42:16.517506Z", + "iopub.status.idle": "2022-09-16T18:42:16.950016Z", + "shell.execute_reply": "2022-09-16T18:42:16.948764Z" } }, "outputs": [ @@ -52,10 +52,10 @@ "id": "ff5ee375", "metadata": { "execution": { - "iopub.execute_input": "2022-09-11T22:42:52.319475Z", - "iopub.status.busy": "2022-09-11T22:42:52.318929Z", - "iopub.status.idle": "2022-09-11T22:42:52.324706Z", - "shell.execute_reply": "2022-09-11T22:42:52.324040Z" + "iopub.execute_input": "2022-09-16T18:42:16.954025Z", + "iopub.status.busy": "2022-09-16T18:42:16.953685Z", + "iopub.status.idle": "2022-09-16T18:42:16.957457Z", + "shell.execute_reply": "2022-09-16T18:42:16.956791Z" } }, "outputs": [], @@ -94,10 +94,10 @@ "id": "7a788583", "metadata": { "execution": { - "iopub.execute_input": "2022-09-11T22:42:52.328025Z", - "iopub.status.busy": "2022-09-11T22:42:52.327787Z", - "iopub.status.idle": "2022-09-11T22:42:52.339181Z", - "shell.execute_reply": "2022-09-11T22:42:52.338501Z" + "iopub.execute_input": "2022-09-16T18:42:16.961213Z", + "iopub.status.busy": "2022-09-16T18:42:16.961025Z", + "iopub.status.idle": "2022-09-16T18:42:16.970644Z", + "shell.execute_reply": "2022-09-16T18:42:16.970021Z" } }, "outputs": [], @@ -131,10 +131,10 @@ "id": "fde567fc", "metadata": { "execution": { - "iopub.execute_input": "2022-09-11T22:42:52.342831Z", - "iopub.status.busy": "2022-09-11T22:42:52.342448Z", - "iopub.status.idle": "2022-09-11T22:42:53.444537Z", - "shell.execute_reply": "2022-09-11T22:42:53.443797Z" + "iopub.execute_input": "2022-09-16T18:42:16.973378Z", + "iopub.status.busy": "2022-09-16T18:42:16.973143Z", + "iopub.status.idle": "2022-09-16T18:42:18.226635Z", + "shell.execute_reply": "2022-09-16T18:42:18.225813Z" } }, "outputs": [ @@ -192,10 +192,10 @@ "id": "008959ab", "metadata": { "execution": { - "iopub.execute_input": "2022-09-11T22:42:53.448455Z", - "iopub.status.busy": "2022-09-11T22:42:53.447997Z", - "iopub.status.idle": "2022-09-11T22:42:53.677239Z", - "shell.execute_reply": "2022-09-11T22:42:53.676620Z" + "iopub.execute_input": "2022-09-16T18:42:18.231732Z", + "iopub.status.busy": "2022-09-16T18:42:18.230752Z", + "iopub.status.idle": "2022-09-16T18:42:18.499927Z", + "shell.execute_reply": "2022-09-16T18:42:18.499046Z" } }, "outputs": [ @@ -270,10 +270,10 @@ "id": "550d327b", "metadata": { "execution": { - "iopub.execute_input": "2022-09-11T22:42:53.681557Z", - "iopub.status.busy": "2022-09-11T22:42:53.680865Z", - "iopub.status.idle": "2022-09-11T22:42:53.698381Z", - "shell.execute_reply": "2022-09-11T22:42:53.697708Z" + "iopub.execute_input": "2022-09-16T18:42:18.505418Z", + "iopub.status.busy": "2022-09-16T18:42:18.504859Z", + "iopub.status.idle": "2022-09-16T18:42:18.523666Z", + "shell.execute_reply": "2022-09-16T18:42:18.522784Z" } }, "outputs": [ diff --git a/studies/kerneldata_analyzer.ipynb b/studies/kerneldata_analyzer.ipynb index 293e172..b4ad181 100644 --- a/studies/kerneldata_analyzer.ipynb +++ b/studies/kerneldata_analyzer.ipynb @@ -6,10 +6,10 @@ "id": "329b93f4", "metadata": { "execution": { - "iopub.execute_input": "2022-09-11T22:42:57.461670Z", - "iopub.status.busy": "2022-09-11T22:42:57.461359Z", - "iopub.status.idle": "2022-09-11T22:42:57.805777Z", - "shell.execute_reply": "2022-09-11T22:42:57.805056Z" + "iopub.execute_input": "2022-09-16T18:42:22.048606Z", + "iopub.status.busy": "2022-09-16T18:42:22.048361Z", + "iopub.status.idle": "2022-09-16T18:42:22.419604Z", + "shell.execute_reply": "2022-09-16T18:42:22.418619Z" } }, "outputs": [], @@ -40,10 +40,10 @@ "id": "654c122f", "metadata": { "execution": { - "iopub.execute_input": "2022-09-11T22:42:57.810400Z", - "iopub.status.busy": "2022-09-11T22:42:57.809888Z", - "iopub.status.idle": "2022-09-11T22:42:57.814972Z", - "shell.execute_reply": "2022-09-11T22:42:57.814360Z" + "iopub.execute_input": "2022-09-16T18:42:22.425438Z", + "iopub.status.busy": "2022-09-16T18:42:22.425081Z", + "iopub.status.idle": "2022-09-16T18:42:22.428753Z", + "shell.execute_reply": "2022-09-16T18:42:22.427914Z" } }, "outputs": [], @@ -57,10 +57,10 @@ "id": "f58b7335", "metadata": { "execution": { - "iopub.execute_input": "2022-09-11T22:42:57.818653Z", - "iopub.status.busy": "2022-09-11T22:42:57.818081Z", - "iopub.status.idle": "2022-09-11T22:42:57.844949Z", - "shell.execute_reply": "2022-09-11T22:42:57.844284Z" + "iopub.execute_input": "2022-09-16T18:42:22.432594Z", + "iopub.status.busy": "2022-09-16T18:42:22.432354Z", + "iopub.status.idle": "2022-09-16T18:42:22.466860Z", + "shell.execute_reply": "2022-09-16T18:42:22.466134Z" } }, "outputs": [ @@ -240,10 +240,10 @@ "id": "1d83b110", "metadata": { "execution": { - "iopub.execute_input": "2022-09-11T22:42:57.849123Z", - "iopub.status.busy": "2022-09-11T22:42:57.848642Z", - "iopub.status.idle": "2022-09-11T22:42:57.861337Z", - "shell.execute_reply": "2022-09-11T22:42:57.860653Z" + "iopub.execute_input": "2022-09-16T18:42:22.470389Z", + "iopub.status.busy": "2022-09-16T18:42:22.470067Z", + "iopub.status.idle": "2022-09-16T18:42:22.483260Z", + "shell.execute_reply": "2022-09-16T18:42:22.482533Z" } }, "outputs": [ @@ -332,10 +332,10 @@ "id": "e0ced5a6", "metadata": { "execution": { - "iopub.execute_input": "2022-09-11T22:42:57.864596Z", - "iopub.status.busy": "2022-09-11T22:42:57.864177Z", - "iopub.status.idle": "2022-09-11T22:42:57.877185Z", - "shell.execute_reply": "2022-09-11T22:42:57.876508Z" + "iopub.execute_input": "2022-09-16T18:42:22.486548Z", + "iopub.status.busy": "2022-09-16T18:42:22.486289Z", + "iopub.status.idle": "2022-09-16T18:42:22.500413Z", + "shell.execute_reply": "2022-09-16T18:42:22.499627Z" } }, "outputs": [ @@ -515,10 +515,10 @@ "id": "7021336e", "metadata": { "execution": { - "iopub.execute_input": "2022-09-11T22:42:57.880258Z", - "iopub.status.busy": "2022-09-11T22:42:57.880026Z", - "iopub.status.idle": "2022-09-11T22:42:57.893564Z", - "shell.execute_reply": "2022-09-11T22:42:57.893003Z" + "iopub.execute_input": "2022-09-16T18:42:22.505462Z", + "iopub.status.busy": "2022-09-16T18:42:22.505015Z", + "iopub.status.idle": "2022-09-16T18:42:22.519542Z", + "shell.execute_reply": "2022-09-16T18:42:22.518868Z" } }, "outputs": [ @@ -706,10 +706,10 @@ "id": "f3469150", "metadata": { "execution": { - "iopub.execute_input": "2022-09-11T22:42:57.897280Z", - "iopub.status.busy": "2022-09-11T22:42:57.896733Z", - "iopub.status.idle": "2022-09-11T22:42:57.900616Z", - "shell.execute_reply": "2022-09-11T22:42:57.899999Z" + "iopub.execute_input": "2022-09-16T18:42:22.524073Z", + "iopub.status.busy": "2022-09-16T18:42:22.523532Z", + "iopub.status.idle": "2022-09-16T18:42:22.527022Z", + "shell.execute_reply": "2022-09-16T18:42:22.526285Z" } }, "outputs": [], @@ -723,10 +723,10 @@ "id": "a2c4055d", "metadata": { "execution": { - "iopub.execute_input": "2022-09-11T22:42:57.903668Z", - "iopub.status.busy": "2022-09-11T22:42:57.903249Z", - "iopub.status.idle": "2022-09-11T22:42:57.916642Z", - "shell.execute_reply": "2022-09-11T22:42:57.915980Z" + "iopub.execute_input": "2022-09-16T18:42:22.530397Z", + "iopub.status.busy": "2022-09-16T18:42:22.529930Z", + "iopub.status.idle": "2022-09-16T18:42:22.544111Z", + "shell.execute_reply": "2022-09-16T18:42:22.543523Z" } }, "outputs": [ @@ -882,10 +882,10 @@ "id": "531fb012", "metadata": { "execution": { - "iopub.execute_input": "2022-09-11T22:42:57.919899Z", - "iopub.status.busy": "2022-09-11T22:42:57.919264Z", - "iopub.status.idle": "2022-09-11T22:42:57.932200Z", - "shell.execute_reply": "2022-09-11T22:42:57.931521Z" + "iopub.execute_input": "2022-09-16T18:42:22.547041Z", + "iopub.status.busy": "2022-09-16T18:42:22.546628Z", + "iopub.status.idle": "2022-09-16T18:42:22.558078Z", + "shell.execute_reply": "2022-09-16T18:42:22.557484Z" } }, "outputs": [ @@ -1041,10 +1041,10 @@ "id": "6c0dac2c", "metadata": { "execution": { - "iopub.execute_input": "2022-09-11T22:42:57.935466Z", - "iopub.status.busy": "2022-09-11T22:42:57.935024Z", - "iopub.status.idle": "2022-09-11T22:42:57.961198Z", - "shell.execute_reply": "2022-09-11T22:42:57.960491Z" + "iopub.execute_input": "2022-09-16T18:42:22.561279Z", + "iopub.status.busy": "2022-09-16T18:42:22.560817Z", + "iopub.status.idle": "2022-09-16T18:42:22.591130Z", + "shell.execute_reply": "2022-09-16T18:42:22.590460Z" } }, "outputs": [ @@ -1213,10 +1213,10 @@ "id": "2df3b302", "metadata": { "execution": { - "iopub.execute_input": "2022-09-11T22:42:57.964939Z", - "iopub.status.busy": "2022-09-11T22:42:57.964563Z", - "iopub.status.idle": "2022-09-11T22:42:57.976700Z", - "shell.execute_reply": "2022-09-11T22:42:57.976023Z" + "iopub.execute_input": "2022-09-16T18:42:22.594754Z", + "iopub.status.busy": "2022-09-16T18:42:22.594251Z", + "iopub.status.idle": "2022-09-16T18:42:22.610492Z", + "shell.execute_reply": "2022-09-16T18:42:22.609458Z" } }, "outputs": [ diff --git a/studies/runtime_telemetry_analyzer.ipynb b/studies/runtime_telemetry_analyzer.ipynb index 8e15a0c..c78aaad 100644 --- a/studies/runtime_telemetry_analyzer.ipynb +++ b/studies/runtime_telemetry_analyzer.ipynb @@ -2,17 +2,24 @@ "cells": [ { "cell_type": "code", - "execution_count": 10, + "execution_count": 1, "id": "396cef83", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2022-09-16T18:42:23.846802Z", + "iopub.status.busy": "2022-09-16T18:42:23.846495Z", + "iopub.status.idle": "2022-09-16T18:42:24.280636Z", + "shell.execute_reply": "2022-09-16T18:42:24.279823Z" + } + }, "outputs": [ { "data": { "text/plain": [ - "True" + "False" ] }, - "execution_count": 10, + "execution_count": 1, "metadata": {}, "output_type": "execute_result" } @@ -41,9 +48,16 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 2, "id": "ff5ee375", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2022-09-16T18:42:24.284631Z", + "iopub.status.busy": "2022-09-16T18:42:24.284296Z", + "iopub.status.idle": "2022-09-16T18:42:24.289494Z", + "shell.execute_reply": "2022-09-16T18:42:24.288793Z" + } + }, "outputs": [], "source": [ "def interac_o_static(fig):\n", @@ -81,9 +95,16 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 3, "id": "7a788583", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2022-09-16T18:42:24.293076Z", + "iopub.status.busy": "2022-09-16T18:42:24.292834Z", + "iopub.status.idle": "2022-09-16T18:42:24.302966Z", + "shell.execute_reply": "2022-09-16T18:42:24.302251Z" + } + }, "outputs": [], "source": [ "tele_file = pd.read_feather(\"../resources/kernel_metadata/shared_telemetry_info.csv\")\n", @@ -119,9 +140,16 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 4, "id": "fde567fc", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2022-09-16T18:42:24.308137Z", + "iopub.status.busy": "2022-09-16T18:42:24.307608Z", + "iopub.status.idle": "2022-09-16T18:42:25.400414Z", + "shell.execute_reply": "2022-09-16T18:42:25.399273Z" + } + }, "outputs": [ { "name": "stdout", @@ -132,2084 +160,7 @@ }, { "data": { - "application/vnd.plotly.v1+json": { - "config": { - "plotlyServerURL": "https://plot.ly" - }, - "data": [ - { - "hovertemplate": "color=[5]
x=%{x}
y=%{y}", - "legendgroup": "[5]", - "marker": { - "color": "#636efa", - "size": 5, - "symbol": "circle" - }, - "mode": "markers", - "name": "[5]", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 3, - 10, - 50, - 15, - 20, - 1, - 2, - 3, - 4, - 5, - 6, - 7, - 8, - 9, - 10, - 11, - 12, - 13, - 14, - 15, - 16, - 17, - 18, - 19, - 20, - 21, - 22, - 23, - 24, - 25, - 26, - 27, - 28, - 29, - 30, - 31, - 32, - 32, - 33, - 34, - 35, - 36, - 37, - 38, - 39, - 40, - 41, - 42, - 43, - 44, - 45, - 46, - 47, - 48, - 49, - 50, - 50, - 51, - 52, - 53, - 54, - 55, - 56, - 57, - 58, - 59, - 60, - 61, - 62, - 63, - 64, - 65, - 66, - 67, - 68, - 69, - 70, - 71, - 72, - 73, - 74, - 75, - 75, - 76, - 77, - 78, - 79, - 80, - 81, - 82, - 83, - 84, - 85, - 86, - 87, - 88, - 89, - 90, - 91, - 92, - 93, - 94, - 95, - 96, - 97, - 98, - 99, - 100, - 3, - 10, - 50, - 15, - 20, - 1, - 2, - 3, - 4, - 5, - 6, - 7, - 8, - 9, - 10, - 11, - 12, - 13, - 14, - 15, - 16, - 17, - 18, - 19, - 20, - 21, - 22, - 23, - 24, - 25, - 26, - 27, - 28, - 29, - 30, - 31, - 32 - ], - "xaxis": "x", - "y": [ - 108096, - 677208, - 13338368, - 1368320, - 2355600, - 37960, - 68832, - 108144, - 160504, - 219656, - 289848, - 367832, - 470488, - 569696, - 677216, - 796064, - 927808, - 1064808, - 1211464, - 1368120, - 1533512, - 1760016, - 1955304, - 2151312, - 2355704, - 2571120, - 2799976, - 3033624, - 3278664, - 3552288, - 3816504, - 4091768, - 4373784, - 4668280, - 4969984, - 5284536, - 5605768, - 5605976, - 5940344, - 6477352, - 6831888, - 7230424, - 7604392, - 7984024, - 8378408, - 8777496, - 9186032, - 9610088, - 10045120, - 10489856, - 10937552, - 11394768, - 11870528, - 12347680, - 12834248, - 13338792, - 13338560, - 13918504, - 14434528, - 14968984, - 15503944, - 16049000, - 16604600, - 17178976, - 17753944, - 18338880, - 18944536, - 19547920, - 20160856, - 20783944, - 21429744, - 22071960, - 22723840, - 23386024, - 24072456, - 25539984, - 26231184, - 26932112, - 27659040, - 28528864, - 29259008, - 29998480, - 29998952, - 30748032, - 31525432, - 32295512, - 33074088, - 33862056, - 34659968, - 35489080, - 36306424, - 37134584, - 37971152, - 38833576, - 39712848, - 40578976, - 41457824, - 42342984, - 43239016, - 44170352, - 45084728, - 46009832, - 46943912, - 47888976, - 48843128, - 49836224, - 50809528, - 51794808, - 108096, - 677208, - 13338368, - 1368320, - 2355600, - 37960, - 68832, - 108144, - 160504, - 219656, - 289848, - 367832, - 470488, - 569696, - 677216, - 796064, - 927808, - 1064808, - 1211464, - 1368120, - 1533512, - 1760016, - 1955304, - 2151312, - 2355704, - 2571120, - 2799976, - 3033624, - 3278664, - 3552288, - 3816504, - 4091768, - 4373784, - 4668280, - 4969984, - 5284536, - 5605768 - ], - "yaxis": "y" - }, - { - "hovertemplate": "color=[2]
x=%{x}
y=%{y}", - "legendgroup": "[2]", - "marker": { - "color": "#EF553B", - "size": 5, - "symbol": "circle" - }, - "mode": "markers", - "name": "[2]", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 1, - 2, - 3, - 4, - 5, - 6, - 7, - 8, - 9, - 10, - 11, - 12, - 13, - 14, - 15, - 16, - 17, - 18, - 19, - 20, - 21, - 22, - 23, - 24, - 25, - 26, - 27, - 28, - 29, - 30, - 31, - 32, - 33, - 50, - 32, - 33, - 34, - 35, - 36, - 37, - 38, - 39, - 40, - 41, - 42, - 43, - 44, - 45, - 46, - 47, - 48, - 49, - 50, - 50, - 51, - 52, - 53, - 54, - 55, - 56, - 57, - 58, - 59, - 60, - 61, - 62, - 63, - 64, - 65, - 66, - 67, - 68, - 69, - 70, - 71, - 72, - 73, - 74, - 75, - 75, - 76, - 77, - 78, - 79, - 80, - 81, - 82, - 83, - 84, - 85, - 86, - 87, - 88, - 89, - 90, - 91, - 92, - 93, - 94, - 95, - 96, - 97, - 98, - 99, - 100, - 1, - 2, - 3, - 4, - 5, - 6, - 7, - 8, - 9, - 10, - 11, - 12, - 13, - 14, - 15, - 16, - 17, - 18, - 19, - 20, - 21, - 22, - 23, - 24, - 25, - 26, - 27, - 28, - 29, - 30, - 31, - 32, - 33, - 50, - 4 - ], - "xaxis": "x", - "y": [ - 29504, - 42296, - 55800, - 68312, - 81296, - 94880, - 107176, - 119520, - 133248, - 148656, - 163224, - 175576, - 188224, - 200672, - 213008, - 225512, - 239096, - 251624, - 263920, - 276424, - 288888, - 305512, - 317936, - 330448, - 343120, - 356720, - 369072, - 381448, - 393736, - 406568, - 418928, - 431200, - 443776, - 679648, - 431280, - 443720, - 455992, - 468432, - 482560, - 495088, - 507424, - 532064, - 544440, - 556752, - 569064, - 590880, - 603328, - 615800, - 628112, - 642224, - 654448, - 666856, - 679424, - 679552, - 692024, - 704344, - 716608, - 729176, - 741552, - 753936, - 766376, - 778648, - 793360, - 805712, - 818056, - 830520, - 842808, - 855464, - 867816, - 879968, - 892352, - 905256, - 917464, - 930208, - 942544, - 954776, - 969384, - 981800, - 994344, - 994344, - 1006752, - 1019024, - 1031304, - 1044240, - 1056672, - 1068968, - 1081432, - 1093736, - 1106000, - 1118256, - 1149936, - 1162696, - 1174840, - 1189672, - 1202192, - 1215184, - 1227584, - 1239760, - 1252208, - 1264480, - 1277048, - 1289264, - 1301688, - 1313904, - 1326288, - 29504, - 42296, - 55800, - 68312, - 81296, - 94880, - 107176, - 119520, - 133248, - 148656, - 163224, - 175576, - 188224, - 200672, - 213008, - 225512, - 239096, - 251624, - 263920, - 276424, - 288888, - 305512, - 317936, - 330448, - 343120, - 356720, - 369072, - 381448, - 393736, - 406568, - 418928, - 431200, - 443776, - 679648, - 64560 - ], - "yaxis": "y" - }, - { - "hovertemplate": "color=[10]
x=%{x}
y=%{y}", - "legendgroup": "[10]", - "marker": { - "color": "#00cc96", - "size": 5, - "symbol": "circle" - }, - "mode": "markers", - "name": "[10]", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 1, - 2, - 3, - 4, - 5, - 6, - 7, - 8, - 9, - 10, - 11, - 12, - 13, - 14, - 15, - 16, - 17, - 18, - 19, - 20, - 21, - 22, - 23, - 24, - 25, - 26, - 27, - 28, - 29, - 30, - 31, - 32, - 33, - 32, - 33, - 34, - 35, - 36, - 37, - 38, - 39, - 40, - 41, - 42, - 43, - 44, - 45, - 46, - 47, - 48, - 49, - 50, - 50, - 51, - 52, - 53, - 54, - 55, - 56, - 57, - 58, - 59, - 60, - 61, - 62, - 63, - 64, - 65, - 66, - 67, - 68, - 69, - 70, - 71, - 72, - 73, - 74, - 75, - 75, - 76, - 77, - 78, - 79, - 80, - 81, - 82, - 83, - 84, - 85, - 86, - 87, - 88, - 89, - 90, - 91, - 92, - 93, - 94, - 95, - 96, - 97, - 98, - 99, - 100, - 1, - 2, - 3, - 4, - 5, - 6, - 7, - 8, - 9, - 10, - 11, - 12, - 13, - 14, - 15, - 16, - 17, - 18, - 19, - 20, - 21, - 22, - 23, - 24, - 25, - 26, - 27, - 28, - 29, - 30, - 31, - 32, - 4 - ], - "xaxis": "x", - "y": [ - 29456, - 42240, - 57464, - 69752, - 82792, - 96360, - 108704, - 121032, - 134728, - 150120, - 164688, - 177320, - 189736, - 202144, - 214400, - 226976, - 240528, - 252968, - 265296, - 277968, - 290344, - 306896, - 319464, - 331896, - 344440, - 358232, - 370592, - 382936, - 395176, - 408064, - 420472, - 432728, - 445248, - 432800, - 445176, - 457520, - 469776, - 484072, - 496504, - 508896, - 533560, - 545872, - 558192, - 570600, - 592424, - 604848, - 617224, - 629624, - 643648, - 655832, - 668248, - 680952, - 681136, - 693368, - 705792, - 718112, - 730656, - 742984, - 755424, - 767768, - 780720, - 794840, - 807272, - 819632, - 831904, - 844256, - 856864, - 869176, - 881496, - 893928, - 906624, - 919192, - 931608, - 943984, - 956344, - 971024, - 983160, - 995760, - 995840, - 1008184, - 1020448, - 1033368, - 1045760, - 1058048, - 1070456, - 1082840, - 1095160, - 1107520, - 1119984, - 1151624, - 1164056, - 1176448, - 1191208, - 1204208, - 1216560, - 1228944, - 1241328, - 1253784, - 1266008, - 1278408, - 1290632, - 1302960, - 1315512, - 1327944, - 29456, - 42240, - 57464, - 69752, - 82792, - 96360, - 108704, - 121032, - 134728, - 150120, - 164688, - 177320, - 189736, - 202144, - 214400, - 226976, - 240528, - 252968, - 265296, - 277968, - 290344, - 306896, - 319464, - 331896, - 344440, - 358232, - 370592, - 382936, - 395176, - 408064, - 420472, - 432728, - 65992 - ], - "yaxis": "y" - }, - { - "hovertemplate": "color=[18]
x=%{x}
y=%{y}", - "legendgroup": "[18]", - "marker": { - "color": "#ab63fa", - "size": 5, - "symbol": "circle" - }, - "mode": "markers", - "name": "[18]", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 1, - 2, - 3, - 4, - 5, - 6, - 7, - 8, - 9, - 10, - 11, - 12, - 13, - 14, - 15, - 16, - 17, - 18, - 19, - 20, - 21, - 22, - 23, - 24, - 25, - 26, - 27, - 28, - 29, - 30, - 31, - 32, - 32, - 33, - 34, - 35, - 36, - 37, - 38, - 39, - 40, - 41, - 42, - 43, - 44, - 45, - 46, - 47, - 48, - 49, - 50, - 50, - 51, - 52, - 53, - 54, - 55, - 56, - 57, - 58, - 59, - 60, - 61, - 62, - 63, - 64, - 65, - 66, - 67, - 68, - 69, - 70, - 71, - 72, - 73, - 74, - 75, - 75, - 76, - 77, - 78, - 79, - 80, - 81, - 82, - 83, - 84, - 85, - 86, - 87, - 88, - 89, - 90, - 91, - 92, - 93, - 94, - 95, - 96, - 97, - 98, - 99, - 100, - 1, - 2, - 3, - 4, - 5, - 6, - 7, - 8, - 9, - 10, - 11, - 12, - 13, - 14, - 15, - 16, - 17, - 18, - 19, - 20, - 21, - 22, - 23, - 24, - 25, - 26, - 27, - 28, - 29, - 30, - 31, - 32 - ], - "xaxis": "x", - "y": [ - 29440, - 46704, - 67568, - 83544, - 99728, - 116512, - 135248, - 151520, - 168520, - 184208, - 201616, - 217480, - 233240, - 248992, - 265856, - 281832, - 298736, - 314416, - 330128, - 346136, - 361840, - 380856, - 396504, - 412176, - 428240, - 457688, - 473336, - 489088, - 507176, - 523352, - 538960, - 554624, - 554664, - 570480, - 586112, - 601736, - 619456, - 635184, - 651008, - 666584, - 682296, - 697968, - 713648, - 736568, - 752192, - 767968, - 783624, - 801072, - 816648, - 832440, - 848664, - 848512, - 864272, - 880144, - 895728, - 911328, - 926984, - 942928, - 963408, - 979584, - 997200, - 1013008, - 1028664, - 1044312, - 1060088, - 1075728, - 1091392, - 1107112, - 1122776, - 1139240, - 1154856, - 1170704, - 1186456, - 1201984, - 1220120, - 1235592, - 1251472, - 1251432, - 1267104, - 1282832, - 1299400, - 1315080, - 1330720, - 1346632, - 1362112, - 1377880, - 1393584, - 1409312, - 1439552, - 1455408, - 1471160, - 1489136, - 1505800, - 1521552, - 1537296, - 1552864, - 1568648, - 1584304, - 1599968, - 1615800, - 1631328, - 1647056, - 1662792, - 29440, - 46704, - 67568, - 83544, - 99728, - 116512, - 135248, - 151520, - 168520, - 184208, - 201616, - 217480, - 233240, - 248992, - 265856, - 281832, - 298736, - 314416, - 330128, - 346136, - 361840, - 380856, - 396504, - 412176, - 428240, - 457688, - 473336, - 489088, - 507176, - 523352, - 538960, - 554624 - ], - "yaxis": "y" - } - ], - "layout": { - "legend": { - "title": { - "text": "color" - }, - "tracegroupgap": 0 - }, - "margin": { - "t": 60 - }, - "template": { - "data": { - "bar": [ - { - "error_x": { - "color": "#2a3f5f" - }, - "error_y": { - "color": "#2a3f5f" - }, - "marker": { - "line": { - "color": "#E5ECF6", - "width": 0.5 - }, - "pattern": { - "fillmode": "overlay", - "size": 10, - "solidity": 0.2 - } - }, - "type": "bar" - } - ], - "barpolar": [ - { - "marker": { - "line": { - "color": "#E5ECF6", - "width": 0.5 - }, - "pattern": { - "fillmode": "overlay", - "size": 10, - "solidity": 0.2 - } - }, - "type": "barpolar" - } - ], - "carpet": [ - { - "aaxis": { - "endlinecolor": "#2a3f5f", - "gridcolor": "white", - "linecolor": "white", - "minorgridcolor": "white", - "startlinecolor": "#2a3f5f" - }, - "baxis": { - "endlinecolor": "#2a3f5f", - "gridcolor": "white", - "linecolor": "white", - "minorgridcolor": "white", - "startlinecolor": "#2a3f5f" - }, - "type": "carpet" - } - ], - "choropleth": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "type": "choropleth" - } - ], - "contour": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "contour" - } - ], - "contourcarpet": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "type": "contourcarpet" - } - ], - "heatmap": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "heatmap" - } - ], - "heatmapgl": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "heatmapgl" - } - ], - "histogram": [ - { - "marker": { - "pattern": { - "fillmode": "overlay", - "size": 10, - "solidity": 0.2 - } - }, - "type": "histogram" - } - ], - "histogram2d": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "histogram2d" - } - ], - "histogram2dcontour": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "histogram2dcontour" - } - ], - "mesh3d": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "type": "mesh3d" - } - ], - "parcoords": [ - { - "line": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "parcoords" - } - ], - "pie": [ - { - "automargin": true, - "type": "pie" - } - ], - "scatter": [ - { - "fillpattern": { - "fillmode": "overlay", - "size": 10, - "solidity": 0.2 - }, - "type": "scatter" - } - ], - "scatter3d": [ - { - "line": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scatter3d" - } - ], - "scattercarpet": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scattercarpet" - } - ], - "scattergeo": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scattergeo" - } - ], - "scattergl": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scattergl" - } - ], - "scattermapbox": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scattermapbox" - } - ], - "scatterpolar": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scatterpolar" - } - ], - "scatterpolargl": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scatterpolargl" - } - ], - "scatterternary": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scatterternary" - } - ], - "surface": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "surface" - } - ], - "table": [ - { - "cells": { - "fill": { - "color": "#EBF0F8" - }, - "line": { - "color": "white" - } - }, - "header": { - "fill": { - "color": "#C8D4E3" - }, - "line": { - "color": "white" - } - }, - "type": "table" - } - ] - }, - "layout": { - "annotationdefaults": { - "arrowcolor": "#2a3f5f", - "arrowhead": 0, - "arrowwidth": 1 - }, - "autotypenumbers": "strict", - "coloraxis": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "colorscale": { - "diverging": [ - [ - 0, - "#8e0152" - ], - [ - 0.1, - "#c51b7d" - ], - [ - 0.2, - "#de77ae" - ], - [ - 0.3, - "#f1b6da" - ], - [ - 0.4, - "#fde0ef" - ], - [ - 0.5, - "#f7f7f7" - ], - [ - 0.6, - "#e6f5d0" - ], - [ - 0.7, - "#b8e186" - ], - [ - 0.8, - "#7fbc41" - ], - [ - 0.9, - "#4d9221" - ], - [ - 1, - "#276419" - ] - ], - "sequential": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "sequentialminus": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ] - }, - "colorway": [ - "#636efa", - "#EF553B", - "#00cc96", - "#ab63fa", - "#FFA15A", - "#19d3f3", - "#FF6692", - "#B6E880", - "#FF97FF", - "#FECB52" - ], - "font": { - "color": "#2a3f5f" - }, - "geo": { - "bgcolor": "white", - "lakecolor": "white", - "landcolor": "#E5ECF6", - "showlakes": true, - "showland": true, - "subunitcolor": "white" - }, - "hoverlabel": { - "align": "left" - }, - "hovermode": "closest", - "mapbox": { - "style": "light" - }, - "paper_bgcolor": "white", - "plot_bgcolor": "#E5ECF6", - "polar": { - "angularaxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - }, - "bgcolor": "#E5ECF6", - "radialaxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - } - }, - "scene": { - "xaxis": { - "backgroundcolor": "#E5ECF6", - "gridcolor": "white", - "gridwidth": 2, - "linecolor": "white", - "showbackground": true, - "ticks": "", - "zerolinecolor": "white" - }, - "yaxis": { - "backgroundcolor": "#E5ECF6", - "gridcolor": "white", - "gridwidth": 2, - "linecolor": "white", - "showbackground": true, - "ticks": "", - "zerolinecolor": "white" - }, - "zaxis": { - "backgroundcolor": "#E5ECF6", - "gridcolor": "white", - "gridwidth": 2, - "linecolor": "white", - "showbackground": true, - "ticks": "", - "zerolinecolor": "white" - } - }, - "shapedefaults": { - "line": { - "color": "#2a3f5f" - } - }, - "ternary": { - "aaxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - }, - "baxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - }, - "bgcolor": "#E5ECF6", - "caxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - } - }, - "title": { - "x": 0.05 - }, - "xaxis": { - "automargin": true, - "gridcolor": "white", - "linecolor": "white", - "ticks": "", - "title": { - "standoff": 15 - }, - "zerolinecolor": "white", - "zerolinewidth": 2 - }, - "yaxis": { - "automargin": true, - "gridcolor": "white", - "linecolor": "white", - "ticks": "", - "title": { - "standoff": 15 - }, - "zerolinecolor": "white", - "zerolinewidth": 2 - } - } - }, - "title": { - "text": "Payload per 1 circuit - Only 1 layer" - }, - "xaxis": { - "anchor": "y", - "domain": [ - 0, - 1 - ], - "title": { - "text": "# qubits" - } - }, - "yaxis": { - "anchor": "x", - "domain": [ - 0, - 1 - ], - "title": { - "text": "Payload for 1 circuit (byte)" - } - } - } - }, - "text/html": [ - "
" - ] + "image/png": "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" }, "metadata": {}, "output_type": "display_data" @@ -2246,9 +197,16 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 5, "id": "8e6a5e9c", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2022-09-16T18:42:25.405000Z", + "iopub.status.busy": "2022-09-16T18:42:25.404473Z", + "iopub.status.idle": "2022-09-16T18:42:25.628040Z", + "shell.execute_reply": "2022-09-16T18:42:25.627313Z" + } + }, "outputs": [ { "name": "stdout", @@ -2259,2420 +217,7 @@ }, { "data": { - "application/vnd.plotly.v1+json": { - "config": { - "plotlyServerURL": "https://plot.ly" - }, - "data": [ - { - "hovertemplate": "color=[5]
x=%{x}
y=%{y}", - "legendgroup": "[5]", - "marker": { - "color": "#636efa", - "size": 8, - "symbol": "circle" - }, - "mode": "markers", - "name": "[5]", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 3, - 10, - 50, - 15, - 20, - 1, - 2, - 3, - 4, - 5, - 6, - 7, - 8, - 9, - 10, - 11, - 12, - 13, - 14, - 15, - 16, - 17, - 18, - 19, - 20, - 21, - 22, - 23, - 24, - 25, - 26, - 27, - 28, - 29, - 30, - 31, - 32, - 32, - 33, - 34, - 35, - 36, - 37, - 38, - 39, - 40, - 41, - 42, - 43, - 44, - 45, - 46, - 47, - 48, - 49, - 50, - 50, - 51, - 52, - 53, - 54, - 55, - 56, - 57, - 58, - 59, - 60, - 61, - 62, - 63, - 64, - 65, - 66, - 67, - 68, - 69, - 70, - 71, - 72, - 73, - 74, - 75, - 75, - 76, - 77, - 78, - 79, - 80, - 81, - 82, - 83, - 84, - 85, - 86, - 87, - 88, - 89, - 90, - 91, - 92, - 93, - 94, - 95, - 96, - 97, - 98, - 99, - 100, - 3, - 10, - 50, - 15, - 20, - 1, - 2, - 3, - 4, - 5, - 6, - 7, - 8, - 9, - 10, - 11, - 12, - 13, - 14, - 15, - 16, - 17, - 18, - 19, - 20, - 21, - 22, - 23, - 24, - 25, - 26, - 27, - 28, - 29, - 30, - 31, - 32, - 1, - 1, - 1, - 1, - 1, - 1, - 2, - 2, - 2, - 2, - 2, - 2, - 3, - 3, - 3, - 3, - 3, - 3, - 4, - 4, - 4, - 4, - 4, - 4, - 5, - 5, - 5, - 5, - 5, - 5, - 6, - 6, - 6, - 6, - 6, - 6, - 7, - 7, - 7, - 7, - 7, - 7, - 8, - 8, - 8, - 8, - 8, - 8, - 9, - 9, - 9, - 9, - 9, - 9, - 10, - 10, - 10, - 10, - 10, - 10, - 4, - 4, - 4, - 4, - 4, - 4 - ], - "xaxis": "x", - "y": [ - 108096, - 677208, - 13338368, - 1368320, - 2355600, - 37960, - 68832, - 108144, - 160504, - 219656, - 289848, - 367832, - 470488, - 569696, - 677216, - 796064, - 927808, - 1064808, - 1211464, - 1368120, - 1533512, - 1760016, - 1955304, - 2151312, - 2355704, - 2571120, - 2799976, - 3033624, - 3278664, - 3552288, - 3816504, - 4091768, - 4373784, - 4668280, - 4969984, - 5284536, - 5605768, - 5605976, - 5940344, - 6477352, - 6831888, - 7230424, - 7604392, - 7984024, - 8378408, - 8777496, - 9186032, - 9610088, - 10045120, - 10489856, - 10937552, - 11394768, - 11870528, - 12347680, - 12834248, - 13338792, - 13338560, - 13918504, - 14434528, - 14968984, - 15503944, - 16049000, - 16604600, - 17178976, - 17753944, - 18338880, - 18944536, - 19547920, - 20160856, - 20783944, - 21429744, - 22071960, - 22723840, - 23386024, - 24072456, - 25539984, - 26231184, - 26932112, - 27659040, - 28528864, - 29259008, - 29998480, - 29998952, - 30748032, - 31525432, - 32295512, - 33074088, - 33862056, - 34659968, - 35489080, - 36306424, - 37134584, - 37971152, - 38833576, - 39712848, - 40578976, - 41457824, - 42342984, - 43239016, - 44170352, - 45084728, - 46009832, - 46943912, - 47888976, - 48843128, - 49836224, - 50809528, - 51794808, - 108096, - 677208, - 13338368, - 1368320, - 2355600, - 37960, - 68832, - 108144, - 160504, - 219656, - 289848, - 367832, - 470488, - 569696, - 677216, - 796064, - 927808, - 1064808, - 1211464, - 1368120, - 1533512, - 1760016, - 1955304, - 2151312, - 2355704, - 2571120, - 2799976, - 3033624, - 3278664, - 3552288, - 3816504, - 4091768, - 4373784, - 4668280, - 4969984, - 5284536, - 5605768, - 28336.761904761905, - 28080, - 27982.495726495727, - 27966.582202111615, - 27938.777853725223, - 27961.871481265774, - 51522.28571428572, - 51024.48484848485, - 50787.692307692305, - 50804.187028657616, - 50797.312371838685, - 50795.32207338381, - 81324.19047619047, - 80495.0303030303, - 80190.35897435897, - 80139.28808446456, - 80152.51674641148, - 80149.14540865851, - 122013.33333333333, - 120807.75757575757, - 120359.81766381767, - 120308.11463046758, - 120292.52221462748, - 120287.40827023878, - 167064, - 165476.12121212122, - 164831.7264957265, - 164726.66063348416, - 164705.30963773068, - 164722.12152980003, - 220994.2857142857, - 218875.39393939395, - 218054.15384615384, - 217938.92006033182, - 217886.8954203691, - 217853.29605901768, - 280840, - 278045.3333333333, - 277043.35042735044, - 276816.9592760181, - 276781.25768967875, - 276816.92719860224, - 362911.2380952381, - 359483.2727272727, - 358198.9287749288, - 357952.79638009047, - 357884.4210526316, - 357916.97301494854, - 439121.90476190473, - 434932.48484848486, - 433289.4131054131, - 433042.43137254904, - 432964.4128503076, - 432921.5235876529, - 521695.61904761905, - 516679.51515151514, - 514746.46153846156, - 514421.7496229261, - 514405.1401230349, - 514358.48262473306, - 132434.66666666666, - 120287.40827023878, - 132434.66666666666, - 120359.81766381767, - 132434.66666666666, - 132434.66666666666 - ], - "yaxis": "y" - }, - { - "hovertemplate": "color=[2]
x=%{x}
y=%{y}", - "legendgroup": "[2]", - "marker": { - "color": "#EF553B", - "size": 8, - "symbol": "circle" - }, - "mode": "markers", - "name": "[2]", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 1, - 2, - 3, - 4, - 5, - 6, - 7, - 8, - 9, - 10, - 11, - 12, - 13, - 14, - 15, - 16, - 17, - 18, - 19, - 20, - 21, - 22, - 23, - 24, - 25, - 26, - 27, - 28, - 29, - 30, - 31, - 32, - 33, - 50, - 32, - 33, - 34, - 35, - 36, - 37, - 38, - 39, - 40, - 41, - 42, - 43, - 44, - 45, - 46, - 47, - 48, - 49, - 50, - 50, - 51, - 52, - 53, - 54, - 55, - 56, - 57, - 58, - 59, - 60, - 61, - 62, - 63, - 64, - 65, - 66, - 67, - 68, - 69, - 70, - 71, - 72, - 73, - 74, - 75, - 75, - 76, - 77, - 78, - 79, - 80, - 81, - 82, - 83, - 84, - 85, - 86, - 87, - 88, - 89, - 90, - 91, - 92, - 93, - 94, - 95, - 96, - 97, - 98, - 99, - 100, - 1, - 2, - 3, - 4, - 5, - 6, - 7, - 8, - 9, - 10, - 11, - 12, - 13, - 14, - 15, - 16, - 17, - 18, - 19, - 20, - 21, - 22, - 23, - 24, - 25, - 26, - 27, - 28, - 29, - 30, - 31, - 32, - 33, - 50, - 3, - 4, - 4, - 4, - 4, - 4, - 4, - 4, - 4, - 4, - 1, - 1, - 1, - 1, - 1, - 1, - 4, - 4, - 4, - 4, - 4, - 4, - 8, - 8, - 8, - 8, - 8, - 8, - 10, - 10, - 10, - 10, - 10, - 10, - 4, - 4, - 4, - 4, - 4, - 4, - 4, - 4, - 4, - 6 - ], - "xaxis": "x", - "y": [ - 29504, - 42296, - 55800, - 68312, - 81296, - 94880, - 107176, - 119520, - 133248, - 148656, - 163224, - 175576, - 188224, - 200672, - 213008, - 225512, - 239096, - 251624, - 263920, - 276424, - 288888, - 305512, - 317936, - 330448, - 343120, - 356720, - 369072, - 381448, - 393736, - 406568, - 418928, - 431200, - 443776, - 679648, - 431280, - 443720, - 455992, - 468432, - 482560, - 495088, - 507424, - 532064, - 544440, - 556752, - 569064, - 590880, - 603328, - 615800, - 628112, - 642224, - 654448, - 666856, - 679424, - 679552, - 692024, - 704344, - 716608, - 729176, - 741552, - 753936, - 766376, - 778648, - 793360, - 805712, - 818056, - 830520, - 842808, - 855464, - 867816, - 879968, - 892352, - 905256, - 917464, - 930208, - 942544, - 954776, - 969384, - 981800, - 994344, - 994344, - 1006752, - 1019024, - 1031304, - 1044240, - 1056672, - 1068968, - 1081432, - 1093736, - 1106000, - 1118256, - 1149936, - 1162696, - 1174840, - 1189672, - 1202192, - 1215184, - 1227584, - 1239760, - 1252208, - 1264480, - 1277048, - 1289264, - 1301688, - 1313904, - 1326288, - 29504, - 42296, - 55800, - 68312, - 81296, - 94880, - 107176, - 119520, - 133248, - 148656, - 163224, - 175576, - 188224, - 200672, - 213008, - 225512, - 239096, - 251624, - 263920, - 276424, - 288888, - 305512, - 317936, - 330448, - 343120, - 356720, - 369072, - 381448, - 393736, - 406568, - 418928, - 431200, - 443776, - 679648, - 44761.06201664943, - 54822.2905982906, - 54776.98356471805, - 53420, - 51833.52380952381, - 51401.57575757576, - 51257.48917748918, - 51186.636500754146, - 51204.612440191384, - 51202.91360900796, - 22019.428571428572, - 21837.333333333332, - 21767.954415954417, - 21732.84464555053, - 21753.993164730007, - 21753.42884876723, - 51833.52380952381, - 51401.57575757576, - 51213.78917378918, - 51186.636500754146, - 51204.612440191384, - 51202.91360900796, - 91283.80952380953, - 90509.45454545454, - 90225.7094017094, - 90154.00904977375, - 90167.95078605606, - 90188.81925839643, - 114382.09523809524, - 113424.12121212122, - 113103.7264957265, - 113045.74962292609, - 113033.64046479836, - 113053.7728596389, - 64560, - 55613.333333333336, - 52061.86666666667, - 51675.71428571428, - 51401.57575757576, - 53420, - 51213.78917378918, - 51213.78917378918, - 51177.419043396876, - 71425.6617900596 - ], - "yaxis": "y" - }, - { - "hovertemplate": "color=[10]
x=%{x}
y=%{y}", - "legendgroup": "[10]", - "marker": { - "color": "#00cc96", - "size": 8, - "symbol": "circle" - }, - "mode": "markers", - "name": "[10]", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 1, - 2, - 3, - 4, - 5, - 6, - 7, - 8, - 9, - 10, - 11, - 12, - 13, - 14, - 15, - 16, - 17, - 18, - 19, - 20, - 21, - 22, - 23, - 24, - 25, - 26, - 27, - 28, - 29, - 30, - 31, - 32, - 33, - 32, - 33, - 34, - 35, - 36, - 37, - 38, - 39, - 40, - 41, - 42, - 43, - 44, - 45, - 46, - 47, - 48, - 49, - 50, - 50, - 51, - 52, - 53, - 54, - 55, - 56, - 57, - 58, - 59, - 60, - 61, - 62, - 63, - 64, - 65, - 66, - 67, - 68, - 69, - 70, - 71, - 72, - 73, - 74, - 75, - 75, - 76, - 77, - 78, - 79, - 80, - 81, - 82, - 83, - 84, - 85, - 86, - 87, - 88, - 89, - 90, - 91, - 92, - 93, - 94, - 95, - 96, - 97, - 98, - 99, - 100, - 1, - 2, - 3, - 4, - 5, - 6, - 7, - 8, - 9, - 10, - 11, - 12, - 13, - 14, - 15, - 16, - 17, - 18, - 19, - 20, - 21, - 22, - 23, - 24, - 25, - 26, - 27, - 28, - 29, - 30, - 31, - 32, - 3, - 3, - 3, - 3, - 3, - 3, - 3, - 3, - 4, - 4, - 1, - 1, - 1, - 1, - 1, - 1, - 4, - 4, - 4, - 4, - 4, - 4, - 8, - 8, - 8, - 8, - 8, - 8, - 10, - 10, - 10, - 10, - 10, - 10, - 4, - 4, - 4, - 4 - ], - "xaxis": "x", - "y": [ - 29456, - 42240, - 57464, - 69752, - 82792, - 96360, - 108704, - 121032, - 134728, - 150120, - 164688, - 177320, - 189736, - 202144, - 214400, - 226976, - 240528, - 252968, - 265296, - 277968, - 290344, - 306896, - 319464, - 331896, - 344440, - 358232, - 370592, - 382936, - 395176, - 408064, - 420472, - 432728, - 445248, - 432800, - 445176, - 457520, - 469776, - 484072, - 496504, - 508896, - 533560, - 545872, - 558192, - 570600, - 592424, - 604848, - 617224, - 629624, - 643648, - 655832, - 668248, - 680952, - 681136, - 693368, - 705792, - 718112, - 730656, - 742984, - 755424, - 767768, - 780720, - 794840, - 807272, - 819632, - 831904, - 844256, - 856864, - 869176, - 881496, - 893928, - 906624, - 919192, - 931608, - 943984, - 956344, - 971024, - 983160, - 995760, - 995840, - 1008184, - 1020448, - 1033368, - 1045760, - 1058048, - 1070456, - 1082840, - 1095160, - 1107520, - 1119984, - 1151624, - 1164056, - 1176448, - 1191208, - 1204208, - 1216560, - 1228944, - 1241328, - 1253784, - 1266008, - 1278408, - 1290632, - 1302960, - 1315512, - 1327944, - 29456, - 42240, - 57464, - 69752, - 82792, - 96360, - 108704, - 121032, - 134728, - 150120, - 164688, - 177320, - 189736, - 202144, - 214400, - 226976, - 240528, - 252968, - 265296, - 277968, - 290344, - 306896, - 319464, - 331896, - 344440, - 358232, - 370592, - 382936, - 395176, - 408064, - 420472, - 432728, - 46422.483113682865, - 46388.70999141139, - 46392.52638610554, - 46392.52638610554, - 46392.52638610554, - 46392.52638610554, - 46392.52638610554, - 50069.333333333336, - 56319.22518756463, - 56327.015022015024, - 21996.95238095238, - 21837.939393939392, - 21768.091168091167, - 21756.88084464555, - 21754.012303485986, - 21753.435061153174, - 53362.666666666664, - 52930.06060606061, - 52717.94871794872, - 52714.654600301656, - 52732.63704716336, - 52706.92137449039, - 92761.52380952382, - 92062.18181818182, - 91753.66381766382, - 91730.02111613876, - 91695.96992481203, - 91692.82547078237, - 115910.47619047618, - 114952.84848484848, - 114679.84045584046, - 114597.7435897436, - 114609.65413533835, - 114581.76975344593, - 65992, - 52735.767795087115, - 52711.47477503245, - 52714.654600301656 - ], - "yaxis": "y" - }, - { - "hovertemplate": "color=[18]
x=%{x}
y=%{y}", - "legendgroup": "[18]", - "marker": { - "color": "#ab63fa", - "size": 8, - "symbol": "circle" - }, - "mode": "markers", - "name": "[18]", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 1, - 2, - 3, - 4, - 5, - 6, - 7, - 8, - 9, - 10, - 11, - 12, - 13, - 14, - 15, - 16, - 17, - 18, - 19, - 20, - 21, - 22, - 23, - 24, - 25, - 26, - 27, - 28, - 29, - 30, - 31, - 32, - 32, - 33, - 34, - 35, - 36, - 37, - 38, - 39, - 40, - 41, - 42, - 43, - 44, - 45, - 46, - 47, - 48, - 49, - 50, - 50, - 51, - 52, - 53, - 54, - 55, - 56, - 57, - 58, - 59, - 60, - 61, - 62, - 63, - 64, - 65, - 66, - 67, - 68, - 69, - 70, - 71, - 72, - 73, - 74, - 75, - 75, - 76, - 77, - 78, - 79, - 80, - 81, - 82, - 83, - 84, - 85, - 86, - 87, - 88, - 89, - 90, - 91, - 92, - 93, - 94, - 95, - 96, - 97, - 98, - 99, - 100, - 1, - 2, - 3, - 4, - 5, - 6, - 7, - 8, - 9, - 10, - 11, - 12, - 13, - 14, - 15, - 16, - 17, - 18, - 19, - 20, - 21, - 22, - 23, - 24, - 25, - 26, - 27, - 28, - 29, - 30, - 31, - 32, - 1, - 1, - 1, - 1, - 1, - 1, - 4, - 4, - 4, - 4, - 4, - 4, - 8, - 8, - 8, - 8, - 10, - 10, - 10, - 10, - 10, - 10 - ], - "xaxis": "x", - "y": [ - 29440, - 46704, - 67568, - 83544, - 99728, - 116512, - 135248, - 151520, - 168520, - 184208, - 201616, - 217480, - 233240, - 248992, - 265856, - 281832, - 298736, - 314416, - 330128, - 346136, - 361840, - 380856, - 396504, - 412176, - 428240, - 457688, - 473336, - 489088, - 507176, - 523352, - 538960, - 554624, - 554664, - 570480, - 586112, - 601736, - 619456, - 635184, - 651008, - 666584, - 682296, - 697968, - 713648, - 736568, - 752192, - 767968, - 783624, - 801072, - 816648, - 832440, - 848664, - 848512, - 864272, - 880144, - 895728, - 911328, - 926984, - 942928, - 963408, - 979584, - 997200, - 1013008, - 1028664, - 1044312, - 1060088, - 1075728, - 1091392, - 1107112, - 1122776, - 1139240, - 1154856, - 1170704, - 1186456, - 1201984, - 1220120, - 1235592, - 1251472, - 1251432, - 1267104, - 1282832, - 1299400, - 1315080, - 1330720, - 1346632, - 1362112, - 1377880, - 1393584, - 1409312, - 1439552, - 1455408, - 1471160, - 1489136, - 1505800, - 1521552, - 1537296, - 1552864, - 1568648, - 1584304, - 1599968, - 1615800, - 1631328, - 1647056, - 1662792, - 29440, - 46704, - 67568, - 83544, - 99728, - 116512, - 135248, - 151520, - 168520, - 184208, - 201616, - 217480, - 233240, - 248992, - 265856, - 281832, - 298736, - 314416, - 330128, - 346136, - 361840, - 380856, - 396504, - 412176, - 428240, - 457688, - 473336, - 489088, - 507176, - 523352, - 538960, - 554624, - 22024.380952380954, - 21838.909090909092, - 21744.250712250712, - 21756.923076923078, - 21730.02870813397, - 21753.44437973209, - 62635.04761904762, - 62049.69696969697, - 61803.304843304846, - 61766.20814479638, - 61758.23376623377, - 61779.83925451369, - 114374.85714285714, - 113299.15151515152, - 112924.2621082621, - 112843.13055365687, - 138896, - 137608.36363636365, - 137096.7977207977, - 137014.50377073907, - 137021.61585782637, - 137040.02950883325 - ], - "yaxis": "y" - } - ], - "layout": { - "legend": { - "title": { - "text": "color" - }, - "tracegroupgap": 0 - }, - "margin": { - "t": 60 - }, - "template": { - "data": { - "bar": [ - { - "error_x": { - "color": "#2a3f5f" - }, - "error_y": { - "color": "#2a3f5f" - }, - "marker": { - "line": { - "color": "#E5ECF6", - "width": 0.5 - }, - "pattern": { - "fillmode": "overlay", - "size": 10, - "solidity": 0.2 - } - }, - "type": "bar" - } - ], - "barpolar": [ - { - "marker": { - "line": { - "color": "#E5ECF6", - "width": 0.5 - }, - "pattern": { - "fillmode": "overlay", - "size": 10, - "solidity": 0.2 - } - }, - "type": "barpolar" - } - ], - "carpet": [ - { - "aaxis": { - "endlinecolor": "#2a3f5f", - "gridcolor": "white", - "linecolor": "white", - "minorgridcolor": "white", - "startlinecolor": "#2a3f5f" - }, - "baxis": { - "endlinecolor": "#2a3f5f", - "gridcolor": "white", - "linecolor": "white", - "minorgridcolor": "white", - "startlinecolor": "#2a3f5f" - }, - "type": "carpet" - } - ], - "choropleth": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "type": "choropleth" - } - ], - "contour": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "contour" - } - ], - "contourcarpet": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "type": "contourcarpet" - } - ], - "heatmap": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "heatmap" - } - ], - "heatmapgl": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "heatmapgl" - } - ], - "histogram": [ - { - "marker": { - "pattern": { - "fillmode": "overlay", - "size": 10, - "solidity": 0.2 - } - }, - "type": "histogram" - } - ], - "histogram2d": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "histogram2d" - } - ], - "histogram2dcontour": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "histogram2dcontour" - } - ], - "mesh3d": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "type": "mesh3d" - } - ], - "parcoords": [ - { - "line": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "parcoords" - } - ], - "pie": [ - { - "automargin": true, - "type": "pie" - } - ], - "scatter": [ - { - "fillpattern": { - "fillmode": "overlay", - "size": 10, - "solidity": 0.2 - }, - "type": "scatter" - } - ], - "scatter3d": [ - { - "line": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scatter3d" - } - ], - "scattercarpet": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scattercarpet" - } - ], - "scattergeo": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scattergeo" - } - ], - "scattergl": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scattergl" - } - ], - "scattermapbox": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scattermapbox" - } - ], - "scatterpolar": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scatterpolar" - } - ], - "scatterpolargl": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scatterpolargl" - } - ], - "scatterternary": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scatterternary" - } - ], - "surface": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "surface" - } - ], - "table": [ - { - "cells": { - "fill": { - "color": "#EBF0F8" - }, - "line": { - "color": "white" - } - }, - "header": { - "fill": { - "color": "#C8D4E3" - }, - "line": { - "color": "white" - } - }, - "type": "table" - } - ] - }, - "layout": { - "annotationdefaults": { - "arrowcolor": "#2a3f5f", - "arrowhead": 0, - "arrowwidth": 1 - }, - "autotypenumbers": "strict", - "coloraxis": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "colorscale": { - "diverging": [ - [ - 0, - "#8e0152" - ], - [ - 0.1, - "#c51b7d" - ], - [ - 0.2, - "#de77ae" - ], - [ - 0.3, - "#f1b6da" - ], - [ - 0.4, - "#fde0ef" - ], - [ - 0.5, - "#f7f7f7" - ], - [ - 0.6, - "#e6f5d0" - ], - [ - 0.7, - "#b8e186" - ], - [ - 0.8, - "#7fbc41" - ], - [ - 0.9, - "#4d9221" - ], - [ - 1, - "#276419" - ] - ], - "sequential": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "sequentialminus": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ] - }, - "colorway": [ - "#636efa", - "#EF553B", - "#00cc96", - "#ab63fa", - "#FFA15A", - "#19d3f3", - "#FF6692", - "#B6E880", - "#FF97FF", - "#FECB52" - ], - "font": { - "color": "#2a3f5f" - }, - "geo": { - "bgcolor": "white", - "lakecolor": "white", - "landcolor": "#E5ECF6", - "showlakes": true, - "showland": true, - "subunitcolor": "white" - }, - "hoverlabel": { - "align": "left" - }, - "hovermode": "closest", - "mapbox": { - "style": "light" - }, - "paper_bgcolor": "white", - "plot_bgcolor": "#E5ECF6", - "polar": { - "angularaxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - }, - "bgcolor": "#E5ECF6", - "radialaxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - } - }, - "scene": { - "xaxis": { - "backgroundcolor": "#E5ECF6", - "gridcolor": "white", - "gridwidth": 2, - "linecolor": "white", - "showbackground": true, - "ticks": "", - "zerolinecolor": "white" - }, - "yaxis": { - "backgroundcolor": "#E5ECF6", - "gridcolor": "white", - "gridwidth": 2, - "linecolor": "white", - "showbackground": true, - "ticks": "", - "zerolinecolor": "white" - }, - "zaxis": { - "backgroundcolor": "#E5ECF6", - "gridcolor": "white", - "gridwidth": 2, - "linecolor": "white", - "showbackground": true, - "ticks": "", - "zerolinecolor": "white" - } - }, - "shapedefaults": { - "line": { - "color": "#2a3f5f" - } - }, - "ternary": { - "aaxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - }, - "baxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - }, - "bgcolor": "#E5ECF6", - "caxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - } - }, - "title": { - "x": 0.05 - }, - "xaxis": { - "automargin": true, - "gridcolor": "white", - "linecolor": "white", - "ticks": "", - "title": { - "standoff": 15 - }, - "zerolinecolor": "white", - "zerolinewidth": 2 - }, - "yaxis": { - "automargin": true, - "gridcolor": "white", - "linecolor": "white", - "ticks": "", - "title": { - "standoff": 15 - }, - "zerolinecolor": "white", - "zerolinewidth": 2 - } - } - }, - "title": { - "text": "Payload per 1 circuit - Only 1 layer" - }, - "xaxis": { - "anchor": "y", - "domain": [ - 0, - 1 - ], - "title": { - "text": "# qubits" - } - }, - "yaxis": { - "anchor": "x", - "domain": [ - 0, - 1 - ], - "title": { - "text": "Payload for 1 circuit (byte)" - } - } - } - }, - "text/html": [ - "
" - ] + "image/png": "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" }, "metadata": {}, "output_type": "display_data" @@ -4712,9 +257,16 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 6, "id": "058d7082", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2022-09-16T18:42:25.632188Z", + "iopub.status.busy": "2022-09-16T18:42:25.631753Z", + "iopub.status.idle": "2022-09-16T18:42:25.878438Z", + "shell.execute_reply": "2022-09-16T18:42:25.877719Z" + } + }, "outputs": [ { "name": "stdout", @@ -4725,3955 +277,7 @@ }, { "data": { - "application/vnd.plotly.v1+json": { - "config": { - "plotlyServerURL": "https://plot.ly" - }, - "data": [ - { - "hovertemplate": "x=%{x}
y=%{y}
color=%{marker.color}", - "legendgroup": "", - "marker": { - "color": [ - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 5, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 7, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 2, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 2, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 2, - 2, - 2, - 2, - 2, - 2, - 1, - 1, - 1, - 1, - 1, - 2, - 1, - 1, - 1, - 1, - 1, - 1, - 2, - 1, - 1, - 2, - 3, - 2, - 2 - ], - "coloraxis": "coloraxis", - "size": 5, - "symbol": "circle" - }, - "mode": "markers", - "name": "", - "orientation": "v", - "showlegend": false, - "type": "scatter", - "x": [ - 3, - 10, - 50, - 15, - 20, - 1, - 1, - 1, - 1, - 2, - 2, - 2, - 2, - 3, - 3, - 3, - 3, - 4, - 4, - 4, - 4, - 5, - 5, - 5, - 5, - 6, - 6, - 6, - 6, - 7, - 7, - 7, - 7, - 8, - 8, - 8, - 8, - 9, - 9, - 9, - 9, - 10, - 10, - 10, - 10, - 11, - 11, - 11, - 11, - 12, - 12, - 12, - 12, - 13, - 13, - 13, - 13, - 14, - 14, - 14, - 14, - 15, - 15, - 15, - 15, - 16, - 16, - 16, - 16, - 17, - 17, - 17, - 17, - 18, - 18, - 18, - 18, - 19, - 19, - 19, - 19, - 20, - 20, - 20, - 20, - 21, - 21, - 21, - 21, - 22, - 22, - 22, - 22, - 23, - 23, - 23, - 23, - 24, - 24, - 24, - 24, - 25, - 25, - 25, - 25, - 26, - 26, - 26, - 26, - 27, - 27, - 27, - 27, - 28, - 28, - 28, - 28, - 29, - 29, - 29, - 29, - 30, - 30, - 30, - 30, - 31, - 31, - 31, - 31, - 32, - 32, - 32, - 32, - 33, - 50, - 33, - 32, - 32, - 32, - 32, - 33, - 33, - 33, - 33, - 34, - 34, - 34, - 34, - 35, - 35, - 35, - 35, - 36, - 36, - 36, - 36, - 37, - 37, - 37, - 37, - 38, - 38, - 38, - 38, - 39, - 39, - 39, - 39, - 40, - 40, - 40, - 40, - 41, - 41, - 41, - 41, - 42, - 42, - 42, - 42, - 43, - 43, - 43, - 43, - 44, - 44, - 44, - 44, - 45, - 45, - 45, - 45, - 46, - 46, - 46, - 46, - 47, - 47, - 47, - 47, - 48, - 48, - 48, - 48, - 49, - 49, - 49, - 49, - 50, - 50, - 50, - 50, - 50, - 50, - 50, - 50, - 51, - 51, - 51, - 51, - 52, - 52, - 52, - 52, - 53, - 53, - 53, - 53, - 54, - 54, - 54, - 54, - 55, - 55, - 55, - 55, - 56, - 56, - 56, - 56, - 57, - 57, - 57, - 57, - 58, - 58, - 58, - 58, - 59, - 59, - 59, - 59, - 60, - 60, - 60, - 60, - 61, - 61, - 61, - 61, - 62, - 62, - 62, - 62, - 63, - 63, - 63, - 63, - 64, - 64, - 64, - 64, - 65, - 65, - 65, - 65, - 66, - 66, - 66, - 66, - 67, - 67, - 67, - 67, - 68, - 68, - 68, - 68, - 69, - 69, - 69, - 69, - 70, - 70, - 70, - 70, - 71, - 71, - 71, - 71, - 72, - 72, - 72, - 72, - 73, - 73, - 73, - 73, - 74, - 74, - 74, - 74, - 75, - 75, - 75, - 75, - 75, - 75, - 75, - 75, - 76, - 76, - 76, - 76, - 77, - 77, - 77, - 77, - 78, - 78, - 78, - 78, - 79, - 79, - 79, - 79, - 80, - 80, - 80, - 80, - 81, - 81, - 81, - 81, - 82, - 82, - 82, - 82, - 83, - 83, - 83, - 83, - 84, - 84, - 84, - 84, - 85, - 85, - 85, - 85, - 86, - 86, - 86, - 86, - 87, - 87, - 87, - 87, - 88, - 88, - 88, - 88, - 89, - 89, - 89, - 89, - 90, - 90, - 90, - 90, - 91, - 91, - 91, - 91, - 92, - 92, - 92, - 92, - 93, - 93, - 93, - 93, - 94, - 94, - 94, - 94, - 95, - 95, - 95, - 95, - 96, - 96, - 96, - 96, - 97, - 97, - 97, - 97, - 98, - 98, - 98, - 98, - 99, - 99, - 99, - 99, - 100, - 100, - 100, - 100, - 3, - 10, - 50, - 15, - 20, - 1, - 1, - 1, - 1, - 2, - 2, - 2, - 2, - 3, - 3, - 3, - 3, - 4, - 4, - 4, - 4, - 5, - 5, - 5, - 5, - 6, - 6, - 6, - 6, - 7, - 7, - 7, - 7, - 8, - 8, - 8, - 8, - 9, - 9, - 9, - 9, - 10, - 10, - 10, - 10, - 11, - 11, - 11, - 11, - 12, - 12, - 12, - 12, - 13, - 13, - 13, - 13, - 14, - 14, - 14, - 14, - 15, - 15, - 15, - 15, - 16, - 16, - 16, - 16, - 17, - 17, - 17, - 17, - 18, - 18, - 18, - 18, - 19, - 19, - 19, - 19, - 20, - 20, - 20, - 20, - 21, - 21, - 21, - 21, - 22, - 22, - 22, - 22, - 23, - 23, - 23, - 23, - 24, - 24, - 24, - 24, - 25, - 25, - 25, - 25, - 26, - 26, - 26, - 26, - 27, - 27, - 27, - 27, - 28, - 28, - 28, - 28, - 29, - 29, - 29, - 29, - 30, - 30, - 30, - 30, - 31, - 31, - 31, - 31, - 32, - 32, - 32, - 32, - 33, - 50, - 3, - 3, - 3, - 3, - 3, - 3, - 3, - 3, - 3, - 4, - 4, - 4, - 4, - 8, - 8, - 8, - 8, - 8, - 8, - 10, - 10, - 10, - 10, - 10, - 10, - 1, - 1, - 1, - 1, - 1, - 1, - 4, - 4, - 4, - 4, - 4, - 4, - 8, - 8, - 8, - 8, - 8, - 8, - 10, - 10, - 10, - 10, - 10, - 1, - 1, - 1, - 1, - 1, - 1, - 4, - 4, - 4, - 4, - 4, - 4, - 8, - 8, - 8, - 8, - 8, - 10, - 10, - 10, - 1, - 1, - 1, - 1, - 1, - 1, - 4, - 4, - 4, - 4, - 4, - 4, - 8, - 8, - 8, - 8, - 10, - 10, - 10, - 10, - 10, - 10, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 4, - 4, - 4, - 4, - 4, - 4, - 8, - 8, - 8, - 8, - 8, - 8, - 10, - 10, - 10, - 10, - 10, - 10, - 1, - 1, - 1, - 1, - 1, - 4, - 4, - 4, - 4, - 4, - 4, - 8, - 8, - 8, - 8, - 8, - 8, - 10, - 10, - 10, - 10, - 10, - 10, - 1, - 1, - 1, - 1, - 1, - 1, - 4, - 4, - 4, - 4, - 4, - 4, - 8, - 8, - 8, - 8, - 8, - 8, - 10, - 10, - 10, - 10, - 10, - 10, - 1, - 1, - 1, - 1, - 1, - 1, - 4, - 4, - 4, - 4, - 4, - 4, - 8, - 8, - 8, - 8, - 8, - 8, - 10, - 10, - 10, - 10, - 10, - 10, - 1, - 1, - 1, - 1, - 1, - 1, - 4, - 4, - 4, - 4, - 4, - 4, - 1, - 1, - 1, - 1, - 1, - 1, - 4, - 4, - 4, - 4, - 4, - 4, - 8, - 8, - 8, - 8, - 8, - 8, - 10, - 10, - 10, - 10, - 10, - 10, - 1, - 1, - 1, - 1, - 1, - 1, - 4, - 4, - 4, - 4, - 4, - 4, - 8, - 8, - 8, - 8, - 8, - 8, - 10, - 10, - 10, - 10, - 10, - 10, - 1, - 1, - 1, - 1, - 1, - 1, - 4, - 4, - 4, - 4, - 4, - 4, - 8, - 8, - 8, - 8, - 8, - 8, - 10, - 10, - 10, - 10, - 10, - 10, - 1, - 1, - 1, - 1, - 1, - 1, - 4, - 4, - 4, - 4, - 4, - 4, - 8, - 8, - 8, - 8, - 8, - 8, - 10, - 10, - 10, - 10, - 10, - 10, - 4, - 4, - 4, - 4, - 4, - 4, - 4, - 1, - 1, - 1, - 1, - 1, - 1, - 2, - 2, - 2, - 2, - 2, - 2, - 3, - 3, - 3, - 3, - 3, - 3, - 4, - 4, - 4, - 4, - 4, - 4, - 5, - 5, - 5, - 5, - 5, - 5, - 6, - 6, - 6, - 6, - 6, - 6, - 7, - 7, - 7, - 7, - 7, - 7, - 8, - 8, - 8, - 8, - 8, - 8, - 9, - 9, - 9, - 9, - 9, - 9, - 10, - 10, - 10, - 10, - 10, - 10, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 4, - 4, - 4, - 4, - 4, - 4, - 8, - 8, - 8, - 8, - 8, - 8, - 10, - 10, - 10, - 10, - 10, - 10, - 1, - 1, - 1, - 1, - 1, - 1, - 4, - 4, - 4, - 4, - 4, - 4, - 8, - 8, - 8, - 8, - 8, - 8, - 10, - 10, - 10, - 10, - 10, - 10, - 4, - 4, - 4, - 4, - 4, - 4, - 4, - 7, - 7, - 5, - 5, - 5, - 5, - 4, - 4, - 4, - 4, - 4, - 4, - 4, - 4, - 4, - 4, - 4, - 4, - 4, - 4, - 6, - 4, - 10, - 5, - 4 - ], - "xaxis": "x", - "y": [ - 108096, - 677208, - 13338368, - 1368320, - 2355600, - 29504, - 37960, - 29456, - 29440, - 42296, - 68832, - 42240, - 46704, - 55800, - 108144, - 57464, - 67568, - 68312, - 160504, - 69752, - 83544, - 81296, - 219656, - 82792, - 99728, - 94880, - 289848, - 96360, - 116512, - 107176, - 367832, - 108704, - 135248, - 119520, - 470488, - 121032, - 151520, - 133248, - 569696, - 134728, - 168520, - 148656, - 677216, - 150120, - 184208, - 163224, - 796064, - 164688, - 201616, - 175576, - 927808, - 177320, - 217480, - 188224, - 1064808, - 189736, - 233240, - 200672, - 1211464, - 202144, - 248992, - 213008, - 1368120, - 214400, - 265856, - 225512, - 1533512, - 226976, - 281832, - 239096, - 1760016, - 240528, - 298736, - 251624, - 1955304, - 252968, - 314416, - 263920, - 2151312, - 265296, - 330128, - 276424, - 2355704, - 277968, - 346136, - 288888, - 2571120, - 290344, - 361840, - 305512, - 2799976, - 306896, - 380856, - 317936, - 3033624, - 319464, - 396504, - 330448, - 3278664, - 331896, - 412176, - 343120, - 3552288, - 344440, - 428240, - 356720, - 3816504, - 358232, - 457688, - 369072, - 4091768, - 370592, - 473336, - 381448, - 4373784, - 382936, - 489088, - 393736, - 4668280, - 395176, - 507176, - 406568, - 4969984, - 408064, - 523352, - 418928, - 5284536, - 420472, - 538960, - 431200, - 5605768, - 432728, - 554624, - 443776, - 679648, - 445248, - 431280, - 5605976, - 432800, - 554664, - 443720, - 5940344, - 445176, - 570480, - 455992, - 6477352, - 457520, - 586112, - 468432, - 6831888, - 469776, - 601736, - 482560, - 7230424, - 484072, - 619456, - 495088, - 7604392, - 496504, - 635184, - 507424, - 7984024, - 508896, - 651008, - 532064, - 8378408, - 533560, - 666584, - 544440, - 8777496, - 545872, - 682296, - 556752, - 9186032, - 558192, - 697968, - 569064, - 9610088, - 570600, - 713648, - 590880, - 10045120, - 592424, - 736568, - 603328, - 10489856, - 604848, - 752192, - 615800, - 10937552, - 617224, - 767968, - 628112, - 11394768, - 629624, - 783624, - 642224, - 11870528, - 643648, - 801072, - 654448, - 12347680, - 655832, - 816648, - 666856, - 12834248, - 668248, - 832440, - 679424, - 13338792, - 680952, - 848664, - 679552, - 13338560, - 681136, - 848512, - 692024, - 13918504, - 693368, - 864272, - 704344, - 14434528, - 705792, - 880144, - 716608, - 14968984, - 718112, - 895728, - 729176, - 15503944, - 730656, - 911328, - 741552, - 16049000, - 742984, - 926984, - 753936, - 16604600, - 755424, - 942928, - 766376, - 17178976, - 767768, - 963408, - 778648, - 17753944, - 780720, - 979584, - 793360, - 18338880, - 794840, - 997200, - 805712, - 18944536, - 807272, - 1013008, - 818056, - 19547920, - 819632, - 1028664, - 830520, - 20160856, - 831904, - 1044312, - 842808, - 20783944, - 844256, - 1060088, - 855464, - 21429744, - 856864, - 1075728, - 867816, - 22071960, - 869176, - 1091392, - 879968, - 22723840, - 881496, - 1107112, - 892352, - 23386024, - 893928, - 1122776, - 905256, - 24072456, - 906624, - 1139240, - 917464, - 25539984, - 919192, - 1154856, - 930208, - 26231184, - 931608, - 1170704, - 942544, - 26932112, - 943984, - 1186456, - 954776, - 27659040, - 956344, - 1201984, - 969384, - 28528864, - 971024, - 1220120, - 981800, - 29259008, - 983160, - 1235592, - 994344, - 29998480, - 995760, - 1251472, - 994344, - 29998952, - 995840, - 1251432, - 1006752, - 30748032, - 1008184, - 1267104, - 1019024, - 31525432, - 1020448, - 1282832, - 1031304, - 32295512, - 1033368, - 1299400, - 1044240, - 33074088, - 1045760, - 1315080, - 1056672, - 33862056, - 1058048, - 1330720, - 1068968, - 34659968, - 1070456, - 1346632, - 1081432, - 35489080, - 1082840, - 1362112, - 1093736, - 36306424, - 1095160, - 1377880, - 1106000, - 37134584, - 1107520, - 1393584, - 1118256, - 37971152, - 1119984, - 1409312, - 1149936, - 38833576, - 1151624, - 1439552, - 1162696, - 39712848, - 1164056, - 1455408, - 1174840, - 40578976, - 1176448, - 1471160, - 1189672, - 41457824, - 1191208, - 1489136, - 1202192, - 42342984, - 1204208, - 1505800, - 1215184, - 43239016, - 1216560, - 1521552, - 1227584, - 44170352, - 1228944, - 1537296, - 1239760, - 45084728, - 1241328, - 1552864, - 1252208, - 46009832, - 1253784, - 1568648, - 1264480, - 46943912, - 1266008, - 1584304, - 1277048, - 47888976, - 1278408, - 1599968, - 1289264, - 48843128, - 1290632, - 1615800, - 1301688, - 49836224, - 1302960, - 1631328, - 1313904, - 50809528, - 1315512, - 1647056, - 1326288, - 51794808, - 1327944, - 1662792, - 108096, - 677208, - 13338368, - 1368320, - 2355600, - 29504, - 37960, - 29456, - 29440, - 42296, - 68832, - 42240, - 46704, - 55800, - 108144, - 57464, - 67568, - 68312, - 160504, - 69752, - 83544, - 81296, - 219656, - 82792, - 99728, - 94880, - 289848, - 96360, - 116512, - 107176, - 367832, - 108704, - 135248, - 119520, - 470488, - 121032, - 151520, - 133248, - 569696, - 134728, - 168520, - 148656, - 677216, - 150120, - 184208, - 163224, - 796064, - 164688, - 201616, - 175576, - 927808, - 177320, - 217480, - 188224, - 1064808, - 189736, - 233240, - 200672, - 1211464, - 202144, - 248992, - 213008, - 1368120, - 214400, - 265856, - 225512, - 1533512, - 226976, - 281832, - 239096, - 1760016, - 240528, - 298736, - 251624, - 1955304, - 252968, - 314416, - 263920, - 2151312, - 265296, - 330128, - 276424, - 2355704, - 277968, - 346136, - 288888, - 2571120, - 290344, - 361840, - 305512, - 2799976, - 306896, - 380856, - 317936, - 3033624, - 319464, - 396504, - 330448, - 3278664, - 331896, - 412176, - 343120, - 3552288, - 344440, - 428240, - 356720, - 3816504, - 358232, - 457688, - 369072, - 4091768, - 370592, - 473336, - 381448, - 4373784, - 382936, - 489088, - 393736, - 4668280, - 395176, - 507176, - 406568, - 4969984, - 408064, - 523352, - 418928, - 5284536, - 420472, - 538960, - 431200, - 5605768, - 432728, - 554624, - 443776, - 679648, - 46422.483113682865, - 46388.70999141139, - 46392.52638610554, - 46392.52638610554, - 46392.52638610554, - 46392.52638610554, - 46392.52638610554, - 50069.333333333336, - 44761.06201664943, - 54822.2905982906, - 54776.98356471805, - 56319.22518756463, - 56327.015022015024, - 454780.5714285714, - 450124.6060606061, - 448336.3190883191, - 448060.6817496229, - 448001.0745044429, - 447980.1855950301, - 560667.4285714285, - 554798.9090909091, - 552676.3532763533, - 552303.2277526396, - 552253.071770335, - 552178.9850514464, - 61555.42857142857, - 60920.84848484849, - 60679.77207977208, - 60639.3604826546, - 60630.772385509226, - 60628.14210832848, - 323015.2380952381, - 319702.1818181818, - 318456.5242165242, - 318244.9894419306, - 318202.67669172934, - 318187.9945641623, - 617021.7142857143, - 610590.1818181818, - 608094.5868945869, - 607654.5882352941, - 607644.038277512, - 607590.942341293, - 768103.619047619, - 760060.7272727273, - 756961.8233618233, - 756443.4690799396, - 756412.7928913193, - 55212.57142857143, - 54677.454545454544, - 54465.02564102564, - 54429.58069381599, - 54421.96035543404, - 54419.6808386721, - 421552, - 417364.8484848485, - 415775.7720797721, - 415481.9728506787, - 415476.17498291185, - 415433.3884682586, - 1478808, - 1464538.7878787878, - 1459132.1937321937, - 1458212.0663650075, - 1457982.2665755297, - 2203641.904761905, - 2173915.4643874643, - 2172525.2428355957, - 22024.380952380954, - 21838.909090909092, - 21744.250712250712, - 21756.923076923078, - 21730.02870813397, - 21753.44437973209, - 62635.04761904762, - 62049.69696969697, - 61803.304843304846, - 61766.20814479638, - 61758.23376623377, - 61779.83925451369, - 114374.85714285714, - 113299.15151515152, - 112924.2621082621, - 112843.13055365687, - 138896, - 137608.36363636365, - 137096.7977207977, - 137014.50377073907, - 137021.61585782637, - 137040.02950883325, - 28340.95238095238, - 28081.575757575756, - 27982.814814814814, - 35872.380952380954, - 35515.27272727273, - 35413.1282051282, - 35392.343891402714, - 35387.58441558442, - 35386.32809163269, - 194027.80952380953, - 192094.9090909091, - 191313.7094017094, - 191213.56259426847, - 191236.45386192756, - 191179.90914385556, - 626243.0476190476, - 620113.696969697, - 617756.170940171, - 617335.6138763197, - 617280.8667122351, - 617229.1609396234, - 931190.8571428572, - 921992, - 918564.7407407408, - 917925.6772247361, - 917856.6206425154, - 917791.1830712483, - 28340.95238095238, - 27982.814814814814, - 27966.648567119155, - 27962.810663021188, - 27961.89322461658, - 106758.09523809524, - 105699.27272727272, - 105330.82621082621, - 105264.65761689292, - 105250.97470950102, - 105222.53077072413, - 196748.57142857142, - 194792.12121212122, - 194027.50997150998, - 193878.02111613876, - 193924.66438824334, - 193916.028732285, - 241518.47619047618, - 239103.15151515152, - 238187.82905982906, - 238056.69381598794, - 238001.48462064253, - 238014.7792661619, - 48641.142857142855, - 48155.63636363636, - 47970.689458689456, - 47939.91553544495, - 47933.203007518794, - 47931.24752475248, - 229726.85714285713, - 227314.54545454544, - 226433.66381766382, - 226256.10859728506, - 226225.23581681476, - 226214.63638128518, - 354810.28571428574, - 351704.6060606061, - 350508.8319088319, - 350281.9426847662, - 350217.3014354067, - 350203.2071442438, - 440288.38095238095, - 436330.42424242425, - 434895.5213675214, - 434571.5113122172, - 434545.2822966507, - 434551.74529217626, - 61553.90476190476, - 60896.121212121216, - 60679.54415954416, - 60639.34238310709, - 60606.73684210526, - 60628.12968355659, - 237112.38095238095, - 234827.39393939395, - 234028.2621082621, - 233884.55505279035, - 233855.63636363635, - 233845.70918268297, - 480495.2380952381, - 476138.0606060606, - 474462.4273504274, - 474181.77978883864, - 474149.95215311006, - 474130.3948747816, - 595520.7619047619, - 590079.0303030303, - 588027.1225071225, - 587702.4374057315, - 587561.093643199, - 587560.7190836731, - 48613.333333333336, - 48129.93939393939, - 47946.43874643875, - 47939.86123680241, - 47933.17566643882, - 47907.23199378762, - 175824.38095238095, - 174164, - 173543.56695156696, - 173462.61236802413, - 173417.3069036227, - 173410.12152980003, - 21996.95238095238, - 21837.939393939392, - 21768.091168091167, - 21756.88084464555, - 21754.012303485986, - 21753.435061153174, - 53362.666666666664, - 52930.06060606061, - 52717.94871794872, - 52714.654600301656, - 52732.63704716336, - 52706.92137449039, - 92761.52380952382, - 92062.18181818182, - 91753.66381766382, - 91730.02111613876, - 91695.96992481203, - 91692.82547078237, - 115910.47619047618, - 114952.84848484848, - 114679.84045584046, - 114597.7435897436, - 114609.65413533835, - 114581.76975344593, - 25180.190476190477, - 24935.272727272728, - 24875.327635327634, - 24861.7556561086, - 24858.403280929597, - 24857.66026014366, - 72535.61904761905, - 71952.84848484848, - 71731.28205128205, - 71694.17194570135, - 71686.22556390977, - 71683.82993593477, - 134203.04761904763, - 133178.30303030304, - 132756.14814814815, - 132713.01357466064, - 132651.13055365687, - 132646.6239565133, - 163683.42857142858, - 162399.87878787878, - 161888.72934472933, - 161830.45550527904, - 161813.5939849624, - 161808.01553096485, - 35873.90476190476, - 35540.121212121216, - 35389.19658119658, - 35368.38009049774, - 35363.587149692416, - 35362.33275092215, - 132699.42857142858, - 131690.66666666666, - 131274.5527065527, - 131232.59728506787, - 131194.94463431305, - 131190.5214521452, - 248490.66666666666, - 246559.27272727274, - 245771.32763532765, - 245597.94871794872, - 245644.62884483938, - 245636.00698893418, - 306483.04761904763, - 303997.9393939394, - 303155.53276353277, - 302952.6515837104, - 302921.44360902254, - 302982.7590759076, - 42191.23809523809, - 41782.90909090909, - 41627.78347578348, - 41578.09954751131, - 41596.377306903625, - 41594.77383032421, - 170586.66666666666, - 169254.30303030304, - 168773.08262108263, - 168663.57767722473, - 168694.1079972659, - 168688.31683168316, - 324060.5714285714, - 321536.7272727273, - 320519.90883190883, - 320427.92760180996, - 320322.95830485306, - 320383.6148320715, - 413214.85714285716, - 410098.9090909091, - 408877.49287749286, - 408650.0633484163, - 408681.35885167465, - 408667.2413123665, - 53420, - 51833.52380952381, - 51401.57575757576, - 51257.48917748918, - 51186.636500754146, - 51204.612440191384, - 51202.91360900796, - 28336.761904761905, - 28080, - 27982.495726495727, - 27966.582202111615, - 27938.777853725223, - 27961.871481265774, - 51522.28571428572, - 51024.48484848485, - 50787.692307692305, - 50804.187028657616, - 50797.312371838685, - 50795.32207338381, - 81324.19047619047, - 80495.0303030303, - 80190.35897435897, - 80139.28808446456, - 80152.51674641148, - 80149.14540865851, - 122013.33333333333, - 120807.75757575757, - 120359.81766381767, - 120308.11463046758, - 120292.52221462748, - 120287.40827023878, - 167064, - 165476.12121212122, - 164831.7264957265, - 164726.66063348416, - 164705.30963773068, - 164722.12152980003, - 220994.2857142857, - 218875.39393939395, - 218054.15384615384, - 217938.92006033182, - 217886.8954203691, - 217853.29605901768, - 280840, - 278045.3333333333, - 277043.35042735044, - 276816.9592760181, - 276781.25768967875, - 276816.92719860224, - 362911.2380952381, - 359483.2727272727, - 358198.9287749288, - 357952.79638009047, - 357884.4210526316, - 357916.97301494854, - 439121.90476190473, - 434932.48484848486, - 433289.4131054131, - 433042.43137254904, - 432964.4128503076, - 432921.5235876529, - 521695.61904761905, - 516679.51515151514, - 514746.46153846156, - 514421.7496229261, - 514405.1401230349, - 514358.48262473306, - 35872.380952380954, - 22019.428571428572, - 21837.333333333332, - 21767.954415954417, - 21732.84464555053, - 21753.993164730007, - 21753.42884876723, - 51833.52380952381, - 51401.57575757576, - 51213.78917378918, - 51186.636500754146, - 51204.612440191384, - 51202.91360900796, - 91283.80952380953, - 90509.45454545454, - 90225.7094017094, - 90154.00904977375, - 90167.95078605606, - 90188.81925839643, - 114382.09523809524, - 113424.12121212122, - 113103.7264957265, - 113045.74962292609, - 113033.64046479836, - 113053.7728596389, - 28288.761904761905, - 28080.121212121212, - 27982.495726495727, - 27966.58823529412, - 27962.775119617225, - 27961.87303436226, - 82113.14285714286, - 81382.06060606061, - 81104.2735042735, - 81033.61689291101, - 80999.78400546822, - 81020.71520093185, - 156470.09523809524, - 155095.27272727274, - 154558.5185185185, - 154495.98793363498, - 154478.30485304169, - 154472.41312366532, - 192244.95238095237, - 190511.27272727274, - 189953.66381766382, - 189823.2036199095, - 189801.56390977444, - 189794.26441467676, - 64560, - 65992, - 55613.333333333336, - 52061.86666666667, - 51675.71428571428, - 51401.57575757576, - 53420, - 149677.33333333334, - 149677.33333333334, - 127343.9099204038, - 93280, - 93280, - 93280, - 132434.66666666666, - 51213.78917378918, - 120287.40827023878, - 52735.767795087115, - 132434.66666666666, - 81041.87576966651, - 120359.81766381767, - 52711.47477503245, - 132434.66666666666, - 51213.78917378918, - 52714.654600301656, - 51177.419043396876, - 105222.53077072413, - 132434.66666666666, - 71425.6617900596, - 191195.6971577755, - 267427.80626780627, - 127343.9099204038, - 191195.6971577755 - ], - "yaxis": "y" - } - ], - "layout": { - "coloraxis": { - "colorbar": { - "title": { - "text": "color" - } - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ] - }, - "legend": { - "tracegroupgap": 0 - }, - "margin": { - "t": 60 - }, - "template": { - "data": { - "bar": [ - { - "error_x": { - "color": "#2a3f5f" - }, - "error_y": { - "color": "#2a3f5f" - }, - "marker": { - "line": { - "color": "#E5ECF6", - "width": 0.5 - }, - "pattern": { - "fillmode": "overlay", - "size": 10, - "solidity": 0.2 - } - }, - "type": "bar" - } - ], - "barpolar": [ - { - "marker": { - "line": { - "color": "#E5ECF6", - "width": 0.5 - }, - "pattern": { - "fillmode": "overlay", - "size": 10, - "solidity": 0.2 - } - }, - "type": "barpolar" - } - ], - "carpet": [ - { - "aaxis": { - "endlinecolor": "#2a3f5f", - "gridcolor": "white", - "linecolor": "white", - "minorgridcolor": "white", - "startlinecolor": "#2a3f5f" - }, - "baxis": { - "endlinecolor": "#2a3f5f", - "gridcolor": "white", - "linecolor": "white", - "minorgridcolor": "white", - "startlinecolor": "#2a3f5f" - }, - "type": "carpet" - } - ], - "choropleth": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "type": "choropleth" - } - ], - "contour": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "contour" - } - ], - "contourcarpet": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "type": "contourcarpet" - } - ], - "heatmap": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "heatmap" - } - ], - "heatmapgl": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "heatmapgl" - } - ], - "histogram": [ - { - "marker": { - "pattern": { - "fillmode": "overlay", - "size": 10, - "solidity": 0.2 - } - }, - "type": "histogram" - } - ], - "histogram2d": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "histogram2d" - } - ], - "histogram2dcontour": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "histogram2dcontour" - } - ], - "mesh3d": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "type": "mesh3d" - } - ], - "parcoords": [ - { - "line": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "parcoords" - } - ], - "pie": [ - { - "automargin": true, - "type": "pie" - } - ], - "scatter": [ - { - "fillpattern": { - "fillmode": "overlay", - "size": 10, - "solidity": 0.2 - }, - "type": "scatter" - } - ], - "scatter3d": [ - { - "line": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scatter3d" - } - ], - "scattercarpet": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scattercarpet" - } - ], - "scattergeo": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scattergeo" - } - ], - "scattergl": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scattergl" - } - ], - "scattermapbox": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scattermapbox" - } - ], - "scatterpolar": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scatterpolar" - } - ], - "scatterpolargl": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scatterpolargl" - } - ], - "scatterternary": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scatterternary" - } - ], - "surface": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "surface" - } - ], - "table": [ - { - "cells": { - "fill": { - "color": "#EBF0F8" - }, - "line": { - "color": "white" - } - }, - "header": { - "fill": { - "color": "#C8D4E3" - }, - "line": { - "color": "white" - } - }, - "type": "table" - } - ] - }, - "layout": { - "annotationdefaults": { - "arrowcolor": "#2a3f5f", - "arrowhead": 0, - "arrowwidth": 1 - }, - "autotypenumbers": "strict", - "coloraxis": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "colorscale": { - "diverging": [ - [ - 0, - "#8e0152" - ], - [ - 0.1, - "#c51b7d" - ], - [ - 0.2, - "#de77ae" - ], - [ - 0.3, - "#f1b6da" - ], - [ - 0.4, - "#fde0ef" - ], - [ - 0.5, - "#f7f7f7" - ], - [ - 0.6, - "#e6f5d0" - ], - [ - 0.7, - "#b8e186" - ], - [ - 0.8, - "#7fbc41" - ], - [ - 0.9, - "#4d9221" - ], - [ - 1, - "#276419" - ] - ], - "sequential": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "sequentialminus": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ] - }, - "colorway": [ - "#636efa", - "#EF553B", - "#00cc96", - "#ab63fa", - "#FFA15A", - "#19d3f3", - "#FF6692", - "#B6E880", - "#FF97FF", - "#FECB52" - ], - "font": { - "color": "#2a3f5f" - }, - "geo": { - "bgcolor": "white", - "lakecolor": "white", - "landcolor": "#E5ECF6", - "showlakes": true, - "showland": true, - "subunitcolor": "white" - }, - "hoverlabel": { - "align": "left" - }, - "hovermode": "closest", - "mapbox": { - "style": "light" - }, - "paper_bgcolor": "white", - "plot_bgcolor": "#E5ECF6", - "polar": { - "angularaxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - }, - "bgcolor": "#E5ECF6", - "radialaxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - } - }, - "scene": { - "xaxis": { - "backgroundcolor": "#E5ECF6", - "gridcolor": "white", - "gridwidth": 2, - "linecolor": "white", - "showbackground": true, - "ticks": "", - "zerolinecolor": "white" - }, - "yaxis": { - "backgroundcolor": "#E5ECF6", - "gridcolor": "white", - "gridwidth": 2, - "linecolor": "white", - "showbackground": true, - "ticks": "", - "zerolinecolor": "white" - }, - "zaxis": { - "backgroundcolor": "#E5ECF6", - "gridcolor": "white", - "gridwidth": 2, - "linecolor": "white", - "showbackground": true, - "ticks": "", - "zerolinecolor": "white" - } - }, - "shapedefaults": { - "line": { - "color": "#2a3f5f" - } - }, - "ternary": { - "aaxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - }, - "baxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - }, - "bgcolor": "#E5ECF6", - "caxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - } - }, - "title": { - "x": 0.05 - }, - "xaxis": { - "automargin": true, - "gridcolor": "white", - "linecolor": "white", - "ticks": "", - "title": { - "standoff": 15 - }, - "zerolinecolor": "white", - "zerolinewidth": 2 - }, - "yaxis": { - "automargin": true, - "gridcolor": "white", - "linecolor": "white", - "ticks": "", - "title": { - "standoff": 15 - }, - "zerolinecolor": "white", - "zerolinewidth": 2 - } - } - }, - "title": { - "text": "Payload per 1 circuit - All layer" - }, - "xaxis": { - "anchor": "y", - "domain": [ - 0, - 1 - ], - "title": { - "text": "# qubits" - } - }, - "yaxis": { - "anchor": "x", - "domain": [ - 0, - 1 - ], - "title": { - "text": "Payload for 1 circuit (byte)" - } - } - } - }, - "text/html": [ - "
" - ] + "image/png": "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" }, "metadata": {}, "output_type": "display_data" @@ -8713,9 +317,16 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 7, "id": "09598405", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2022-09-16T18:42:25.882146Z", + "iopub.status.busy": "2022-09-16T18:42:25.881634Z", + "iopub.status.idle": "2022-09-16T18:42:26.068421Z", + "shell.execute_reply": "2022-09-16T18:42:26.067676Z" + } + }, "outputs": [ { "name": "stdout", @@ -8726,2881 +337,7 @@ }, { "data": { - "application/vnd.plotly.v1+json": { - "config": { - "plotlyServerURL": "https://plot.ly" - }, - "data": [ - { - "marker": { - "color": "crimson", - "size": 8 - }, - "mode": "markers", - "type": "scatter", - "x": [ - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 45451, - 20958, - 20958, - 20958, - 20958, - 20958, - 20958, - 3, - 20301, - 351, - 45451, - 45451, - 61776, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 21, - 351, - 1326, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 2926, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 6, - 21, - 66, - 231, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 1, - 1, - 3, - 15, - 28, - 66, - 6, - 3, - 3, - 5151, - 3, - 3, - 3, - 3, - 351, - 5151, - 125751, - 3, - 20301, - 351, - 45451, - 3, - 351, - 1326, - 20301, - 5151, - 3, - 20301, - 20301, - 351, - 5151, - 20301 - ], - "y": [ - 108096, - 677208, - 13338368, - 1368320, - 2355600, - 29504, - 37960, - 29456, - 29440, - 42296, - 68832, - 42240, - 46704, - 55800, - 108144, - 57464, - 67568, - 68312, - 160504, - 69752, - 83544, - 81296, - 219656, - 82792, - 99728, - 94880, - 289848, - 96360, - 116512, - 107176, - 367832, - 108704, - 135248, - 119520, - 470488, - 121032, - 151520, - 133248, - 569696, - 134728, - 168520, - 148656, - 677216, - 150120, - 184208, - 163224, - 796064, - 164688, - 201616, - 175576, - 927808, - 177320, - 217480, - 188224, - 1064808, - 189736, - 233240, - 200672, - 1211464, - 202144, - 248992, - 213008, - 1368120, - 214400, - 265856, - 225512, - 1533512, - 226976, - 281832, - 239096, - 1760016, - 240528, - 298736, - 251624, - 1955304, - 252968, - 314416, - 263920, - 2151312, - 265296, - 330128, - 276424, - 2355704, - 277968, - 346136, - 288888, - 2571120, - 290344, - 361840, - 305512, - 2799976, - 306896, - 380856, - 317936, - 3033624, - 319464, - 396504, - 330448, - 3278664, - 331896, - 412176, - 343120, - 3552288, - 344440, - 428240, - 356720, - 3816504, - 358232, - 457688, - 369072, - 4091768, - 370592, - 473336, - 381448, - 4373784, - 382936, - 489088, - 393736, - 4668280, - 395176, - 507176, - 406568, - 4969984, - 408064, - 523352, - 418928, - 5284536, - 420472, - 538960, - 431200, - 5605768, - 432728, - 554624, - 443776, - 679648, - 445248, - 431280, - 5605976, - 432800, - 554664, - 443720, - 5940344, - 445176, - 570480, - 455992, - 6477352, - 457520, - 586112, - 468432, - 6831888, - 469776, - 601736, - 482560, - 7230424, - 484072, - 619456, - 495088, - 7604392, - 496504, - 635184, - 507424, - 7984024, - 508896, - 651008, - 532064, - 8378408, - 533560, - 666584, - 544440, - 8777496, - 545872, - 682296, - 556752, - 9186032, - 558192, - 697968, - 569064, - 9610088, - 570600, - 713648, - 590880, - 10045120, - 592424, - 736568, - 603328, - 10489856, - 604848, - 752192, - 615800, - 10937552, - 617224, - 767968, - 628112, - 11394768, - 629624, - 783624, - 642224, - 11870528, - 643648, - 801072, - 654448, - 12347680, - 655832, - 816648, - 666856, - 12834248, - 668248, - 832440, - 679424, - 13338792, - 680952, - 848664, - 679552, - 13338560, - 681136, - 848512, - 692024, - 13918504, - 693368, - 864272, - 704344, - 14434528, - 705792, - 880144, - 716608, - 14968984, - 718112, - 895728, - 729176, - 15503944, - 730656, - 911328, - 741552, - 16049000, - 742984, - 926984, - 753936, - 16604600, - 755424, - 942928, - 766376, - 17178976, - 767768, - 963408, - 778648, - 17753944, - 780720, - 979584, - 793360, - 18338880, - 794840, - 997200, - 805712, - 18944536, - 807272, - 1013008, - 818056, - 19547920, - 819632, - 1028664, - 830520, - 20160856, - 831904, - 1044312, - 842808, - 20783944, - 844256, - 1060088, - 855464, - 21429744, - 856864, - 1075728, - 867816, - 22071960, - 869176, - 1091392, - 879968, - 22723840, - 881496, - 1107112, - 892352, - 23386024, - 893928, - 1122776, - 905256, - 24072456, - 906624, - 1139240, - 917464, - 25539984, - 919192, - 1154856, - 930208, - 26231184, - 931608, - 1170704, - 942544, - 26932112, - 943984, - 1186456, - 954776, - 27659040, - 956344, - 1201984, - 969384, - 28528864, - 971024, - 1220120, - 981800, - 29259008, - 983160, - 1235592, - 994344, - 29998480, - 995760, - 1251472, - 994344, - 29998952, - 995840, - 1251432, - 1006752, - 30748032, - 1008184, - 1267104, - 1019024, - 31525432, - 1020448, - 1282832, - 1031304, - 32295512, - 1033368, - 1299400, - 1044240, - 33074088, - 1045760, - 1315080, - 1056672, - 33862056, - 1058048, - 1330720, - 1068968, - 34659968, - 1070456, - 1346632, - 1081432, - 35489080, - 1082840, - 1362112, - 1093736, - 36306424, - 1095160, - 1377880, - 1106000, - 37134584, - 1107520, - 1393584, - 1118256, - 37971152, - 1119984, - 1409312, - 1149936, - 38833576, - 1151624, - 1439552, - 1162696, - 39712848, - 1164056, - 1455408, - 1174840, - 40578976, - 1176448, - 1471160, - 1189672, - 41457824, - 1191208, - 1489136, - 1202192, - 42342984, - 1204208, - 1505800, - 1215184, - 43239016, - 1216560, - 1521552, - 1227584, - 44170352, - 1228944, - 1537296, - 1239760, - 45084728, - 1241328, - 1552864, - 1252208, - 46009832, - 1253784, - 1568648, - 1264480, - 46943912, - 1266008, - 1584304, - 1277048, - 47888976, - 1278408, - 1599968, - 1289264, - 48843128, - 1290632, - 1615800, - 1301688, - 49836224, - 1302960, - 1631328, - 1313904, - 50809528, - 1315512, - 1647056, - 1326288, - 51794808, - 1327944, - 1662792, - 108096, - 677208, - 13338368, - 1368320, - 2355600, - 29504, - 37960, - 29456, - 29440, - 42296, - 68832, - 42240, - 46704, - 55800, - 108144, - 57464, - 67568, - 68312, - 160504, - 69752, - 83544, - 81296, - 219656, - 82792, - 99728, - 94880, - 289848, - 96360, - 116512, - 107176, - 367832, - 108704, - 135248, - 119520, - 470488, - 121032, - 151520, - 133248, - 569696, - 134728, - 168520, - 148656, - 677216, - 150120, - 184208, - 163224, - 796064, - 164688, - 201616, - 175576, - 927808, - 177320, - 217480, - 188224, - 1064808, - 189736, - 233240, - 200672, - 1211464, - 202144, - 248992, - 213008, - 1368120, - 214400, - 265856, - 225512, - 1533512, - 226976, - 281832, - 239096, - 1760016, - 240528, - 298736, - 251624, - 1955304, - 252968, - 314416, - 263920, - 2151312, - 265296, - 330128, - 276424, - 2355704, - 277968, - 346136, - 288888, - 2571120, - 290344, - 361840, - 305512, - 2799976, - 306896, - 380856, - 317936, - 3033624, - 319464, - 396504, - 330448, - 3278664, - 331896, - 412176, - 343120, - 3552288, - 344440, - 428240, - 356720, - 3816504, - 358232, - 457688, - 369072, - 4091768, - 370592, - 473336, - 381448, - 4373784, - 382936, - 489088, - 393736, - 4668280, - 395176, - 507176, - 406568, - 4969984, - 408064, - 523352, - 418928, - 5284536, - 420472, - 538960, - 431200, - 5605768, - 432728, - 554624, - 443776, - 679648, - 2109948280, - 972214584, - 972294568, - 972294568, - 972294568, - 972294568, - 972294568, - 150208, - 908694320, - 19242624, - 2489668680, - 2559765104, - 3479657680, - 9550392, - 29708224, - 157366048, - 594128464, - 1310851144, - 2307545936, - 11774016, - 36616728, - 193989400, - 732354080, - 1615892488, - 2844273952, - 1292664, - 4020776, - 21298600, - 80407792, - 177405640, - 312295560, - 6783320, - 21100344, - 111778240, - 421992856, - 931061032, - 1638986360, - 12957456, - 40298952, - 213441200, - 805749984, - 1777966456, - 3129700944, - 16130176, - 50164008, - 265693600, - 1003044040, - 2213263832, - 1159464, - 3608712, - 19117224, - 72173624, - 159238656, - 280315776, - 8852592, - 27546080, - 145937296, - 550929096, - 1215683288, - 2139897384, - 31054968, - 96659560, - 512155400, - 1933589200, - 4266056112, - 46276480, - 763044328, - 2880768472, - 462512, - 1441368, - 7632232, - 28849680, - 63582064, - 112051992, - 1315336, - 4095280, - 21692960, - 81901992, - 180704592, - 318227952, - 2401872, - 7477744, - 39636416, - 330179000, - 2916816, - 9082152, - 48120976, - 181681232, - 400925248, - 705893192, - 595160, - 1853384, - 9821968, - 753320, - 2344008, - 12430008, - 46930248, - 103544072, - 182274976, - 4074584, - 12678264, - 67151112, - 253549184, - 559557864, - 984767712, - 13151104, - 40927504, - 216832416, - 818587024, - 1806163816, - 3179347408, - 19555008, - 60851472, - 322416224, - 1217169448, - 2685648472, - 4727542384, - 595160, - 9821968, - 37083776, - 81819184, - 144031712, - 2241920, - 6976152, - 36971120, - 139580936, - 307964352, - 542001256, - 4131720, - 12856280, - 68103656, - 257082256, - 567423568, - 998861464, - 5071888, - 15780808, - 83603928, - 315663176, - 696392344, - 1226014128, - 1021464, - 3178272, - 16837712, - 63568328, - 140252552, - 246893856, - 4824264, - 15002760, - 79478216, - 300015600, - 661935040, - 1165231592, - 7451016, - 23212504, - 123028600, - 464473856, - 1024735824, - 1803896720, - 9246056, - 28797808, - 152648328, - 576241824, - 1271479496, - 2238376040, - 1292632, - 4019144, - 21298520, - 80407768, - 177335312, - 312295496, - 4979360, - 15498608, - 82143920, - 310130920, - 684261592, - 1204539248, - 10090400, - 31425112, - 166536312, - 628765040, - 1387362760, - 2442245664, - 12505936, - 38945216, - 206397520, - 779293432, - 1719203760, - 3026525264, - 1020880, - 3176576, - 16829200, - 63568256, - 140252472, - 246770152, - 3692312, - 11494824, - 60913792, - 230011424, - 507419040, - 893235536, - 461936, - 1441304, - 7640600, - 28849624, - 63652240, - 112051944, - 1120616, - 3493384, - 18504000, - 69899632, - 154295696, - 271493352, - 1947992, - 6076104, - 32205536, - 121634008, - 268302408, - 472309744, - 2434120, - 7586888, - 40252624, - 151956608, - 335347848, - 590210696, - 528784, - 1645728, - 8731240, - 32966688, - 72735688, - 128041808, - 1523248, - 4748888, - 25177680, - 95066472, - 209753896, - 369243408, - 2818264, - 8789768, - 46597408, - 175977456, - 388137208, - 683262760, - 3437352, - 10718392, - 56822944, - 214587184, - 473466576, - 833473088, - 753352, - 2345648, - 12421608, - 46898472, - 103473856, - 182151376, - 2786688, - 8691584, - 46077368, - 174014424, - 383876408, - 675762376, - 5218304, - 16272912, - 86265736, - 325662880, - 718756184, - 1265271072, - 6436144, - 20063864, - 106407592, - 401715216, - 886348144, - 1560664192, - 886016, - 2757672, - 14611352, - 55132560, - 121711000, - 214254680, - 3582320, - 11170784, - 59239352, - 223647904, - 493598960, - 868913520, - 6805272, - 21221424, - 112502488, - 424887432, - 937264976, - 1650296000, - 8677512, - 27066528, - 143516000, - 541869984, - 1195801656, - 2105044960, - 320520, - 1088504, - 3392504, - 11840480, - 67873480, - 149824696, - 263746208, - 595072, - 1853280, - 9821856, - 37083688, - 81748864, - 144031600, - 1081968, - 3367616, - 17826480, - 67366352, - 148632936, - 261646704, - 1707808, - 5312672, - 28146816, - 106264696, - 234526264, - 412848248, - 2562280, - 7973312, - 42246296, - 159528560, - 351975920, - 619600440, - 3508344, - 10921424, - 57855936, - 218427552, - 481927736, - 848483648, - 4640880, - 14445776, - 76537008, - 288987008, - 637537056, - 1122162328, - 5897640, - 18350992, - 97242216, - 367059288, - 809861960, - 1425883992, - 7621136, - 23725896, - 125727824, - 474645408, - 1047169816, - 1843630328, - 9221560, - 28705544, - 152084584, - 574214264, - 1266853872, - 2229978768, - 10955608, - 34100848, - 180676008, - 682123240, - 1505149440, - 2649460544, - 753320, - 462408, - 1441264, - 7640552, - 28817752, - 63652184, - 112051912, - 1088504, - 3392504, - 17976040, - 67873480, - 149824696, - 263746208, - 1916960, - 5973624, - 31669224, - 119544216, - 263831424, - 464562608, - 2402024, - 7485992, - 39699408, - 149898664, - 330736432, - 582339984, - 594064, - 1853288, - 9821856, - 37083696, - 81819080, - 144031608, - 1724376, - 5371216, - 28467600, - 107450576, - 237005368, - 417337704, - 3285872, - 10236288, - 54250040, - 204861680, - 452003520, - 795687400, - 4037144, - 12573744, - 66673736, - 251705568, - 555359376, - 977630256, - 64560, - 65992, - 166840, - 780928, - 1446920, - 3392504, - 320520, - 449032, - 449032, - 655948480, - 279840, - 279840, - 279840, - 397304, - 17976040, - 619600440, - 6631575536, - 397304, - 1645231120, - 42246296, - 2395789240, - 397304, - 17976040, - 69899632, - 1038952784, - 542001256, - 397304, - 1450012360, - 3881463848, - 93867160, - 655948480, - 3881463848 - ] - } - ], - "layout": { - "template": { - "data": { - "bar": [ - { - "error_x": { - "color": "#2a3f5f" - }, - "error_y": { - "color": "#2a3f5f" - }, - "marker": { - "line": { - "color": "#E5ECF6", - "width": 0.5 - }, - "pattern": { - "fillmode": "overlay", - "size": 10, - "solidity": 0.2 - } - }, - "type": "bar" - } - ], - "barpolar": [ - { - "marker": { - "line": { - "color": "#E5ECF6", - "width": 0.5 - }, - "pattern": { - "fillmode": "overlay", - "size": 10, - "solidity": 0.2 - } - }, - "type": "barpolar" - } - ], - "carpet": [ - { - "aaxis": { - "endlinecolor": "#2a3f5f", - "gridcolor": "white", - "linecolor": "white", - "minorgridcolor": "white", - "startlinecolor": "#2a3f5f" - }, - "baxis": { - "endlinecolor": "#2a3f5f", - "gridcolor": "white", - "linecolor": "white", - "minorgridcolor": "white", - "startlinecolor": "#2a3f5f" - }, - "type": "carpet" - } - ], - "choropleth": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "type": "choropleth" - } - ], - "contour": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "contour" - } - ], - "contourcarpet": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "type": "contourcarpet" - } - ], - "heatmap": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "heatmap" - } - ], - "heatmapgl": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "heatmapgl" - } - ], - "histogram": [ - { - "marker": { - "pattern": { - "fillmode": "overlay", - "size": 10, - "solidity": 0.2 - } - }, - "type": "histogram" - } - ], - "histogram2d": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "histogram2d" - } - ], - "histogram2dcontour": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "histogram2dcontour" - } - ], - "mesh3d": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "type": "mesh3d" - } - ], - "parcoords": [ - { - "line": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "parcoords" - } - ], - "pie": [ - { - "automargin": true, - "type": "pie" - } - ], - "scatter": [ - { - "fillpattern": { - "fillmode": "overlay", - "size": 10, - "solidity": 0.2 - }, - "type": "scatter" - } - ], - "scatter3d": [ - { - "line": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scatter3d" - } - ], - "scattercarpet": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scattercarpet" - } - ], - "scattergeo": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scattergeo" - } - ], - "scattergl": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scattergl" - } - ], - "scattermapbox": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scattermapbox" - } - ], - "scatterpolar": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scatterpolar" - } - ], - "scatterpolargl": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scatterpolargl" - } - ], - "scatterternary": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scatterternary" - } - ], - "surface": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "surface" - } - ], - "table": [ - { - "cells": { - "fill": { - "color": "#EBF0F8" - }, - "line": { - "color": "white" - } - }, - "header": { - "fill": { - "color": "#C8D4E3" - }, - "line": { - "color": "white" - } - }, - "type": "table" - } - ] - }, - "layout": { - "annotationdefaults": { - "arrowcolor": "#2a3f5f", - "arrowhead": 0, - "arrowwidth": 1 - }, - "autotypenumbers": "strict", - "coloraxis": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "colorscale": { - "diverging": [ - [ - 0, - "#8e0152" - ], - [ - 0.1, - "#c51b7d" - ], - [ - 0.2, - "#de77ae" - ], - [ - 0.3, - "#f1b6da" - ], - [ - 0.4, - "#fde0ef" - ], - [ - 0.5, - "#f7f7f7" - ], - [ - 0.6, - "#e6f5d0" - ], - [ - 0.7, - "#b8e186" - ], - [ - 0.8, - "#7fbc41" - ], - [ - 0.9, - "#4d9221" - ], - [ - 1, - "#276419" - ] - ], - "sequential": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "sequentialminus": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ] - }, - "colorway": [ - "#636efa", - "#EF553B", - "#00cc96", - "#ab63fa", - "#FFA15A", - "#19d3f3", - "#FF6692", - "#B6E880", - "#FF97FF", - "#FECB52" - ], - "font": { - "color": "#2a3f5f" - }, - "geo": { - "bgcolor": "white", - "lakecolor": "white", - "landcolor": "#E5ECF6", - "showlakes": true, - "showland": true, - "subunitcolor": "white" - }, - "hoverlabel": { - "align": "left" - }, - "hovermode": "closest", - "mapbox": { - "style": "light" - }, - "paper_bgcolor": "white", - "plot_bgcolor": "#E5ECF6", - "polar": { - "angularaxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - }, - "bgcolor": "#E5ECF6", - "radialaxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - } - }, - "scene": { - "xaxis": { - "backgroundcolor": "#E5ECF6", - "gridcolor": "white", - "gridwidth": 2, - "linecolor": "white", - "showbackground": true, - "ticks": "", - "zerolinecolor": "white" - }, - "yaxis": { - "backgroundcolor": "#E5ECF6", - "gridcolor": "white", - "gridwidth": 2, - "linecolor": "white", - "showbackground": true, - "ticks": "", - "zerolinecolor": "white" - }, - "zaxis": { - "backgroundcolor": "#E5ECF6", - "gridcolor": "white", - "gridwidth": 2, - "linecolor": "white", - "showbackground": true, - "ticks": "", - "zerolinecolor": "white" - } - }, - "shapedefaults": { - "line": { - "color": "#2a3f5f" - } - }, - "ternary": { - "aaxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - }, - "baxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - }, - "bgcolor": "#E5ECF6", - "caxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - } - }, - "title": { - "x": 0.05 - }, - "xaxis": { - "automargin": true, - "gridcolor": "white", - "linecolor": "white", - "ticks": "", - "title": { - "standoff": 15 - }, - "zerolinecolor": "white", - "zerolinewidth": 2 - }, - "yaxis": { - "automargin": true, - "gridcolor": "white", - "linecolor": "white", - "ticks": "", - "title": { - "standoff": 15 - }, - "zerolinecolor": "white", - "zerolinewidth": 2 - } - } - }, - "title": { - "text": "Payload per list of circuits" - }, - "xaxis": { - "title": { - "text": "# circuits" - } - }, - "yaxis": { - "title": { - "text": "Payload (byte)" - } - } - } - }, - "text/html": [ - "
" - ] + "image/png": "iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAgAElEQVR4XuydB5QU1baG/+6e7hlyhiEoKvoucBUuXoICIpJVJKkIV6KAkhQUEEUREclBUUS4GEhmGTChEhRURAHlooKgggEBQSTDxJ5+6xT0OMN0wz5U01Xd9ddab90ns0/VOd8+1f3NmV2nXIFAIAAeJEACJEACJEACJEACJBCnBFwU3jjNLIdFAiRAAiRAAiRAAiRgEKDwciKQAAmQAAmQAAmQAAnENQEKb1ynl4MjARIgARIgARIgARKg8HIOkAAJkAAJkAAJkAAJxDUBCm9cp5eDIwESIAESIAESIAESoPByDpAACZAACZAACZAACcQ1AQpvXKeXgyMBEiABEiABEiABEqDwcg6QAAmQAAmQAAmQAAnENQEKb1ynl4MjARIgARIgARIgARKg8HIOkAAJkAAJkAAJkAAJxDUBCm9cp5eDIwESIAESIAESIAESoPByDpAACZAACZAACZAACcQ1AQpvXKeXgyMBEiABEiABEiABEqDwcg6QAAmQAAmQAAmQAAnENQEKb1ynl4MjARIgARIgARIgARKg8HIOkAAJkAAJkAAJkAAJxDUBCm9cp5eDIwESIAESIAESIAESoPByDpAACZAACZAACZAACcQ1AQpvXKeXgyMBEiABEiABEiABEqDwcg6QAAmQAAmQAAmQAAnENQEKb1ynl4MjARIgARIgARIgARKg8HIOkAAJkAAJkAAJkAAJxDUBCm9cp5eDIwESIAESIAESIAESoPByDpAACZAACZAACZAACcQ1AQpvXKeXgyMBEiABEiABEiABEqDwcg6QAAmQAAmQAAmQAAnENQEKb1ynl4MjARIgARIgARIgARKg8HIOkAAJkAAJkAAJkAAJxDUBCm9cp5eDIwESIAESIAESIAESoPByDpAACZAACZAACZAACcQ1AQpvXKeXgyMBEiABEiABEiABEqDwcg6QAAmQAAmQAAmQAAnENQEKb1ynl4MjARIgARIgARIgARKg8HIOkAAJkAAJkAAJkAAJxDUBCm9cp5eDIwESIAESIAESIAESoPByDpAACZAACZAACZAACcQ1AQpvXKeXgyMBEiABEiABEiABErCd8I6c9AJSln6SJzMejxtlS5dAkwZXYuAd7VG0cMGIZk5d87N13+DjN5+M6HnDnWzrT7/h5t6P4Kkx96DpNVdG5ZqSi7yz7HM8MO6/eP+libiwYjkoLmu/2owVr02VNI94zOL3P8WTc97E4SPH8OKTD6DW5ZdpXyOaY/jjzwNoeut9eHx4L7S//hrtvrIBCZAACZAACZDA+SFgS+FVovPCtOE5Iz6RmoZNW7Zj/hsf4uILy+O1WaOgJDhSB4X3JMnThXf9/7Zi758H0br51WLU7e94GIN634LG9f8lbhMusEHbgahSuQJG3NMFF1Ysi4IFkrTPeS5j0L7IqQYnUtPxzrI1qFurmjFP1RFJHufaL7YjARIgARIgAacTsKXwLvngU3z70Yv5crNw0XKMf/olzJo4BNfUuyJiuaPwhhZeXcBK+Ord2BdPPz4oIsL7z8Y90K9bW2NVPxaPSPOIRQbsMwmQAAmQAAnYgUBMCe/mbb+g412PYtR93dGxzXUGPyXBr7/9MX79fS8KFkjEPy69EPfeeStqVq+C4yfS0PjmwWjbsgEeHtw1D++ps17Hy4tXYNWiJzFp5qt5ShqyswN48bX3sei91dj9x34kJSUaf04f1PtmVL30wpzzfLbuW8xe8A6+//EXBAIwViF73Ha9cb3gcex4KsY8MR8ff74RgUAAV11ZHbfe1Bj9HnjijCUND46bg80//IJBvW7G9OcXYfcff6JwoYLo1LYJ+nZrk3N+Ne4n/vsGvvl+Ow4ePoaLL0jGHZ1vQOtmf6/KXn/7/Wh0VU243W6D1aNDeuCmFvXzzb+zlTSoUown57yB77b+guOpaUguUwI3tWiAvl3bYMOmbeh574SccxZI8mHDB/8NOcfPxnfths3oPXRynrYvPvEA6taqmu98R4+dwPTnFmH5JxugWF9SuQLu7NIazRvVNmJPL2l4ZPIL+G7rz+j1nxsx/qmX0KRhLTw27A6c7TzDH59t/JXhg5cn5enDv5r3RrdbWuC+uzoid0lDxeQyIXkcPHwU02a/Ycy3g4eOoljRwrimXg0M69cJxYoWssNnAvtAAiRAAiRAAnFHIKaE94OP12HI6Jn47+ShaFDncqjSh4cnPo/7B3TGdfVrIS09A7MXvI3P13+H9xZORMniRQzZfG/lF1idMh2JPq+RQCWezW8bgqv+/U+j3vL0FV4lkPNe/wBD+3UyVir/OngEE2a8jB2/7sY788ajbOni+GXnH2jb4yFc37Qeene+EV5vgiFdqu1zU4bh6tr/NK419LFnserzjXh8eG9cUe0SbPzuR8ya/zZ+/m3PGYVX9en9j75A7Zr/MNoqMVIr349OmYuJD91llBkoeWrX82GUKFYEj9zXHaVLFsPSlV/g6RdSMHlkP9zQtJ7RhzbdRxiye0nl8uhyc3NUrpSMUiWKaglvlt+P624ejBrVq2Bgz/YoXKiAMRbFt2+3tuh2a0t8tWkbeg2ZhIkP34WGda5A8WKFQ94wZ+NbongRHDt+Ag3b3o2ena5Hr843GLLvTfDkO5+S7J27/8RDg7qgfNlSeGf555j72gc5c+R04VX9XfX5/1AhuTTu6noTKlcqhwsqlDXk9Ezn0RXe1s3rh+QxaOTT+GHHToweegcqJJfCzl37MO6phahYvrTxlwseJEACJEACJEACkSdgW+HduPy5nNGmpWUYK5ijpsxFgaRELJoz2hDMQ4ePGatquVddf9jxu1E3OWPcIEOCf/p5F9r2fMiQsOCq59ff/oCud4/DKzNHGgKXW3hT0zLQsO1AtGvVECPv7ZbTB7XS27zTUAzucwv63N4aKu73PftQoVxpFCr4d21p/ZsGGG2VhKtVQ1WH2qltU4y45/acc814YTGenf/WWYVXPbz3zvzxuORUPag6gRpL6RLF8Py0+w1xVnL79tyxqHJRxZzz9x0+1ZC39xacXHFt0+Mh7P3zAD5d/BR8p6Q/1FQ60wrvzt370Oo/92Pcg33yrGBv277TGH+l8mXw3bafcdtdo/HMuMFhSxqkfFX/VElD/+5tMaBn6JKGr7/9EV3vHosnHxuYs6Kr2qlV3MurXoKONzXOt8L7+JML8MqSlXh55kjjrwDqkJxHV3jVQ2uheKiH2tQvQ+oXreCh5tbho8dR7bLKkb/DeUYSIAESIAESIAHYUnhP36UhmKd/1/g/QxTUDgLqUKuOr731MT74+Evs/uMvpKanI5AdwJFjJ/I8Kd990Hh43G688MTJB+Eee2I+Nn77Axa/8Ljx37mF99utP6NT39GYNLIvbmx6VZ4posojrrziMkx7dIDx76vXbsJrb3+EHb/uwdHjJ4yV4yNHT6BNi/qGGH6zZTs69x+DaY/2R8vGdXPOpR6k6jF4wlmFV41r/fuz8/Th/jGzsH7TVmNHib7DpxmrzstenZInZt4bH2LSM69g3dJZhowq4S1domjO+MPN+zMJr9+fjU79HoMS39vaXIf6dS7HlZdfZvziETwkwqvD92zCGxynKkspU6p4yGGdvsKrhPf1dz7G/5Y/D7fbZbSRnCdSwqtq0F9KWWH80nBdg1rGA26R3nWEn2skQAIkQAIkQAJ5CdhSeNWf7l959pGcniZ4PIbQnP5nePXn6dfe/tiorVWruYULFzBqbtXqbe6toYKlEKr+sny5UmjcYTAG9GyHzu2a5hPeYP3osxPuNepecx+tuz2IismlMXvSEHy4ah3ue3SmUVrQpUNzo5zA5XYZK5yq3EIJ7+cbvkOfoVNw+rmCtchn2pZMidonX2wySjFyH6qkQf3Z/qsP/4suA8caZQW5pVPFKulXvwy8O3+8sVuAEl61SqxWQs90nK2GV9XIqrrnZas34PsffzV2TWjd7Cqj9EOJtUR4pXxVP88mvMGV8vXvzwq7g0Mo4V360Rf4/O1nclBIzhMp4VX1yyp/b3+4Bl99+wOys7NRv/bleGDgf3DRBcn8fCIBEiABEiABEjgPBGwrvKF2aTh9/LVb3Ymm1/zbqGkNHurhKbWim1t4M7P8aNbxPnRq1wSX/+MSDH7kaUMkVR2qOnKv8AalLdwKr6qpnfJIP+Ohsx937MSyV6fmrBQqyazd8k7c0PQqQ3iVjCopPX2F94uvthi1rmcTXlXDe/qDX0qyN23+CSvfmIb+Dz6BH3/eZQh4qEPJuapbjpTw5r6GKid5/+MvMW3268b+yKpkRCK8Ur4S4X158UqMnb7A2CdY/SIT6pAIr+Q8w8fOxqbNeR9aU/OqVvPeuKPT9fkeWgtX0pC7j6rm/PMNmzF55qvIzMzEh69Mieh2e+fh84KnJAESIAESIIGYJBCzwqvKB5RsdG7fDMMHdM6Brx5iUw+znb75v1rF+2DVOqPeNynRl6eGMrfwKglRNbxtW+at4f19z59o2XmYUZvb/daWhrAq6Vv03GM5137rwzUYMX4O2rRogPEj+uDwkeNGDW/XW1rk6aMSnLmvf3BW4VWlHcE64+BFVB2x2olBPbg356V38cyLi7Hi9WnGCnPw2Lf/EBITvShW5ORT/5EQXrVyvnHzT/nKPJQIbtn2i1FrHJTZYP10qDtCylcivN9+v8Moszg91+rBMFVTPKx/p5A1vKev8ErOo8RaPfyYe2U4WJ6hHqo7fZeG3MIb5KFWyFd/scl4oC/3jgyL3vvEqDv+ZPFTIR8mjMlPFnaaBEiABEiABGxEIGaFVzFUK7m79vyJGeMGG3WQaosytffpm++tNrbvUqUORU69lU29QKF5p5MroQuffsh4WC14nL5Lw1PPL8ILryzFA3ffjkb1amDfX4eMLaz27j+It+aONURSieasBW9j+mN3G+dST/6/9eFnyMjIQnYgYJQxKAkdOGI6vty4BY/c2914KEk9MLfgzWXYIdilYdnq9bj0ooqGuKkdJ1S9shLlqaP6o9V1dXN2aVDboQ3ucyvKly2Jrdt3GnsVV7vsQkOoIyW8QSlUst+2VUOjhOHHn3/HI5NeMPry0KCuRn2verDt9g7N0eGGa4yXRpxebqH6I+ErEV4Vo37xUOUVDw/qZuy4oGRW7dIQ3KtZssIrOc/by9ZAbRWn6rdbNq6DXX/sx6gpL2Ljtz/i9g7NQgrv6TzUA443dBmO6v9X2djZolyZEti3/6Cxwqu2eXvrxbE2+mhgV0iABEiABEggfgjEtPCqrcGUdKh9VVV5gtod4e5eHTBxxst4493VuKFJPaO0IHioB8XUzgm5V2XVz04XXrV6rPbhfeOdk/vwKrm76t/Vjf191RZW6lBvf1MPv63+/H+G4Kq6XSV96lW8o6fONbYKUw+Tqa3DHps2D2rPXnXU+VdVY99a9TDb6bsL5J5Whqht+A5j7u+FKbNew/ZfdqF4sSKGXKldIoKHkiq1zZcqkziRlo7kMiXRrNG/MaBHe6i9cCMlvOo8H63ZiOdeetcoo1DlG+paSv7UTgrB3R8emvAcln70pXHtpQsmhtyaTMJXKrzqAcVps17Hys++MvZdVjXLap/icPvwqofWTl/hVdc623nUQ3sTn3nF2CouPSPTqLd98O7boWp7WzSug6F9b8uzD2/w1cKn8/jr4GFM++8bRrnL8eNpKFWyKOrVqo57et9s/MLCgwRIgARIgARIIPIEbCe8kR/iyTOqFbkbuz6AMcPuCPnShfN13XM9b7Tf/nau/WQ7EiABEiABEiABErA7gbgX3v0HDhsviRjz5HzjSX5VzuDxuO2el3yrzrbvMDtIAiRAAiRAAiRAAjYlEPfCe++oGfj0y29w1ZX/xKNDe+R5uMumOTG6xRVeO2eHfSMBEiABEiABEoglAnEvvLGUDPaVBEiABEiABEiABEgg8gQovJFnyjOSAAmQAAmQAAmQAAnYiACF10bJYFdIgARIgARIgARIgAQiT4DCG3mmPCMJkAAJkAAJkAAJkICNCFB4bZQMdoUESIAESIAESIAESCDyBCi8kWfKM5IACZAACZAACZAACdiIAIXXRslgV0iABEiABEiABEiABCJPgMIbeaY8IwmQAAmQAAmQAAmQgI0IUHhtlAx2hQRIgARIgARIgARIIPIEKLyRZ8ozkgAJkAAJkAAJkAAJ2IgAhddGyWBXSIAESIAESIAESIAEIk+Awht5pjwjCZAACZAACZAACZCAjQhQeG2UDHaFBEiABEiABEiABEgg8gQovJFnyjOSAAmQAAmQAAmQAAnYiACF10bJYFdIgARIgARIgARIgAQiT4DCG3mmPCMJkAAJkAAJkAAJkICNCFB4bZQMdoUESIAESIAESIAESCDyBCi8kWfKM5IACZAACZAACZAACdiIAIXXRslgV0iABEiABEiABEiABCJPgMIbeaY8IwmQAAmQAAmQAAmQgI0IUHhtlAx2hQRIgARIgARIgARIIPIEKLyRZ8ozkgAJkAAJkAAJkAAJ2IgAhddGyWBXSIAESIAESIAESIAEIk+Awht5pjwjCZAACZAACZAACZCAjQhQeG2UDHaFBEiABEiABEiABEgg8gQovJFnyjOSAAmQAAmQAAmQAAnYiACF10bJYFdIgARIgARIgARIgAQiT4DCG3mmPCMJkAAJkAAJkAAJkICNCFB4bZQMdoUESIAESIAESIAESCDyBCi8kWfKM5IACZAACZAACZAACdiIAIXXRslgV0iABEiABEiABEiABCJPgMIbeaY8IwmQAAmQAAmQAAmQgI0IUHhtlAx2hQRIgARIgARIgARIIPIEKLyRZ8ozkgAJkAAJkAAJkAAJ2IgAhddGyWBXSIAESIAESIAESIAEIk+Awht5pjwjCZAACZAACZAACZCAjQhQeG2UDHaFBEiABEiABEiABEgg8gQovJFnyjOSAAmQAAmQAAmQAAnYiACF10bJYFdIgARIgARIgARIgAQiT4DCG3mmPCMJkAAJkAAJkAAJkICNCFB4bZQMdoUESIAESIAESIAESCDyBCi8kWfKM5IACZAACZAACZAACdiIAIXXRslgV0iABEiABEiABEiABCJPgMIbeaY8IwmQAAmQAAmQAAmQgI0IUHhtlAx2hQRIgARIgARIgARIIPIEKLyRZ8ozkgAJkAAJkAAJkAAJ2IgAhddGyWBXSIAESIAESIAESIAEIk+AwmuS6e6/Uk2e4dybVyhVwGhsZR/OvffRb1mmeBIOHU1Hpj8Q/YvH2BXdLqBsiQL444B18zuWkBVM9MDn9eDQsYxY6rZlfS1ZxIcT6X6kZfgt60MsXVh91vNzXpaxRK8bhQt48deRdFmDGIoKfufHUJdt1VXHC+/O3ftwU/cReZKSleXHtEcHoEnDWqjZtBe83gS4XC4k+ryoUe0SPDy4Ky6sWM5y2aTw6t1LFF45LwqvnJWKpPDq8aLw6vGi8Mp5UXjlrJwW6XjhPT3hBw4dxe0DxuDVWaNQqGCSIbwr35iG5DIlkZqWgYkzXsaefX9h9qQhFN4Yu1sovPKEUXjlrCi8eqxUNIVXjxmFV86Lwitn5bRICu9pGX9k8guodllldG7XFFl+fx7hVaFr1n+HsdMXYOnCiRTeGLtbKLzyhFF45awovHqsKLz6vCi8cmYUXjkrp0VSeHNlXJU39LpvEpa+NBEJHk8+4T2RmobRU+ehdKliGNavE4U3xu4WCq88YRReOSsKrx4rCq8+LwqvnBmFV87KaZEU3lwZf+yJ+ahcqRy639rS+NfgCq8qbVA1vEp4K1dKxoyxg3DRBclGTHbAugeg3C6X5X2IpRvmJC3AuoxZSys4fnkvVAun0pJTYiQJnG8C6vsnYMF3TSze/fH8OR/8zj/f8y1ez0/hPZVZJbeN2t2Dt+eNQ+mSxfIIb7CGV8Ws3bAZI8bPQcrzY1CmVHHssXCXhvKndmmwsg+xdGOUPrVLQ5ZDd2nQ+fLiCq/ezOZDa3q8WMOrx8uqFV79X5L1xnU+on2ndmk4EIe7NAS/888HNyeck8J7Kstfbvwe02a9jtdmj8rJe6gaXvXDDr1Gol/3tmjeqLalW8Vwlwa9W5QlDXJeFF45KxVJ4dXjReHV42WV8Or10h7RLGmwRx7s2AsK76mszH39A/ywfSfGPdjnjMK7YdM29B0+FYueG2OUP1i5NyKFV++WovDKeVF45awovHqsVDSFV48ZhVfOi8IrZ+W0SArvqYxPfOYVeBM8uO+ujvmEV+3Dqw5VP1OpfBkM6NkeLRvXMf6Nwhs7twyFV54rCq+cFYVXjxWFV58XhVfOjMIrZ+W0SAqvyYxTeE0CjGJzCq8cNoVXzorCq8eKwqvPi8IrZ0bhlbNyWiSF12TGKbwmAUaxOYVXDpvCK2dF4dVjReHV50XhlTOj8MpZOS2Swmsy4xRekwCj2JzCK4dN4ZWzovDqsaLw6vOi8MqZUXjlrJwWSeE1mXEKr0mAUWxO4ZXDpvDKWVF49VhRePV5UXjlzCi8clZOi6Twmsw4hdckwCg2p/DKYVN45awovHqsKLz6vCi8cmYUXjkrp0VSeE1mnMJrEmAUm1N45bApvHJWFF49VhRefV4UXjkzCq+cldMiKbwmM07hNQkwis0pvHLYFF45KwqvHisKrz4vCq+cGYVXzsppkRRekxmn8JoEGMXmFF45bAqvnBWFV48VhVefF4VXzizSwutfsQb++UuQ/f12BI4eg6duTXgGdjH+N9pH8GVT0b5uvFyPwmsykxRekwCj2JzCK4dN4ZWzovDqsaLw6vOi8MqZRVJ4lexmDBwd8uK++ZOjLr0UXvk8CBVJ4TXHj29aM8kvms0pvHLaFF45KwqvHisKrz4vCq+cWSSFN73bUGSv+ybkxd11ayBx/hR5xyIQSeE1B5HCa44fhdckv2g2p/DKaVN45awovHqsKLz6vCi8cmaRFN7Uqi3CXthVpDCS1qfIOxaBSAqvOYgUXnP8KLwm+UWzOYVXTpvCK2dF4dVjReHV50XhlTOLmvAWLoSkDYvlHYtAJIXXHEQKrzl+FF6T/KLZnMIrp03hlbOi8OqxovDq86LwyplFUnhZ0iDnHguRFF6TWeJDayYBRrE5hVcOm8IrZ0Xh1WNF4dXnReGVM4uk8PKhNTn3WIik8JrMEoXXJMAoNqfwymFTeOWsKLx6rCi8+rwovHJmkRRedVUlvVnzFyOwZTsCx45DPayWMLBr1HdoUH1hSYN8HoSKpPCa48eSBpP8otmcwiunTeGVs6Lw6rGi8OrzovDKmUVaeOVXPv+RFF5zjCm85vhReE3yi2ZzCq+cNoVXzorCq8eKwqvPi8IrZ0bhlbNyWiSF12TGWdJgEmAUm1N45bApvHJWFF49VhRefV4UXjkzCq+cldMiKbwmM07hNQkwis0pvHLYFF45KwqvHisKrz4vCq+cGYVXzsppkRRekxmn8JoEGMXmFF45bAqvnBWFV48VhVefF4VXzozCK2fltEgKr8mMU3hNAoxicwqvHDaFV86KwqvHisKrz4vCK2dG4ZWzclokhddkxim8JgFGsTmFVw6bwitnReHVY0Xh1edF4ZUzo/DKWTktksJrMuMUXpMAo9icwiuHTeGVs6Lw6rGi8OrzovDKmVF45aycFknhNZlxCq9JgFFsTuGVw6bwyllRePVYUXj1eVF45cwovHJWTouk8JrMOIXXJMAoNqfwymFTeOWsKLx6rCi8+rwovHJmFF45K6dFUnhNZpzCaxJgFJtTeOWwKbxyVhRePVYUXn1eFF45MwqvnJXTIim8JjNO4TUJMIrNKbxy2BReOSsKrx4rCq8+LwqvnBmFV87KaZEUXpMZp/CaBBjF5hReOWwKr5wVhVePFYVXnxeFV86Mwitn5bRICq/JjFN4TQKMYnMKrxw2hVfOisKrx4rCq8+LwitnRuGVs3JaJIXXZMYpvCYBRrE5hVcOm8IrZ0Xh1WNF4dXnReGVM6Pwylk5LZLCazLjFF6TAKPYnMIrh03hlbOi8OqxovDq86LwyplReOWsnBZJ4TWZcQqvSYBRbE7hlcOm8MpZUXj1WFF49XlReOXMKLxyVk6LpPCazDiF1yTAKDan8MphU3jlrCi8eqwovPq8KLxyZhReOSunRVJ4AWRmZmH0tHlYtno9ChcqgPvu7IjWza9Glt+Pmk17wetNgMvlQqLPixrVLsHDg7viworljLlC4Y2dW4bCK88VhVfOisKrx4rCq8+LwitnRuGVs3JaJIUXwNMvpOCnn3dhwkN34bdde/HwxOexcMZD8HjchvCufGMaksuURGpaBibOeBl79v2F2ZOGUHhj7G6h8MoTRuGVs6Lw6rGi8OrzovDKmVF45aycFknhBdCs4314bur9uOiC5Dz5D67wBoVX/XDN+u8wdvoCLF04kcIbY3cLhVeeMAqvnBWFV48VhVefF4VXzozCK2fltEjHC++RYydwbYdBGHJXR7yUsgJJiV7c3etmNGlQK6ekISi8J1LTMHrqPJQuVQzD+nUy5sqeA6mWzZnyJQtY3gfLBn8OFy5dLAmHj6YjMztwDq2d1UQJb5niBbD3oHXzO5aIF/B54PN6cPh4Rix127K+lijsQ2q6H2mZfsv6EEsXVp/1Vn7XxBKrxAQ3ChXw4sDR9Fjqtqivwe98UTCD8hFwvPDu+mM/Wv1nGO6+owP63N4am7Zsx53DpuDd+RNQskQRo6ShUMEko4ZXCW/lSsmYMXZQzmpwwEJ3crlO5tPKPsTSPaV4GemyMGcxx4usRCnjvSjClBPEe/EcePFelEFzAeqrMR6/F4OfMzIQjDqdgOOF9/DR46h/0wB88e5MFClc0OBzx70T0aldUzRpWCtPDa8qcVi7YTNGjJ+DlOfHoEyp4nxoLYbuKZY0yJPFkgY5KxVZMPHkCu+hY1zhlZArWcSHE2qFN4MrvBJeLGmQUDGU1CkAACAASURBVDoZw5IGOSunRTpeeFXCr2rdH4ueewwVk0vnCG+Xm5uj0dU18whvcHJ06DUS/bq3RfNGtSm8MXTHUHjlyaLwyllRePVYqWgKrx4zCq+cF4VXzsppkRReAOOeWmjswDBqSHd8/+Nv6DN0Mt5bMAHFihbKJ7wbNm1D3+FTsei5MahcqRyFN4buGAqvPFkUXjkrCq8eKwqvPi8Kr5wZhVfOymmRFF7AkN2HJswxdmAoVaIohvXvhOvq//3QmtqHVx1ulwuVypfBgJ7t0bJxHePfuA9v7NwyFF55rii8clYUXj1WFF59XhReOTMKr5yV0yIpvCYzTuE1CTCKzSm8ctgUXjkrCq8eKwqvPi8Kr5wZhVfOymmRFF6TGafwmgQYxeYUXjlsCq+cFYVXjxWFV58XhVfOjMIrZ+W0SAqvyYxTeE0CjGJzCq8cNoVXzorCq8eKwqvPi8IrZ0bhlbNyWiSF12TGKbwmAUaxOYVXDpvCK2dF4dVjReHV50XhlTOj8MpZOS2Swmsy4xRekwCj2JzCK4dN4ZWzovDqsaLw6vOi8MqZUXjlrJwWSeE1mXEKr0mAUWxO4ZXDpvDKWVF49VhRePV5UXjlzCi8clZOi6Twmsw4hdckwCg2p/DKYVN45awovHqsKLz6vCi8cmYUXjkrp0VSeE1mnMJrEmAUm1N45bApvHJWFF49VhRefV4UXjkzCq+cldMiKbwmM07hNQkwis0pvHLYFF45KwqvHisKrz4vCq+cGYVXzsppkRRekxmn8JoEGMXmFF45bAqvnBWFV48VhVefF4VXzozCK2fltEgKr8mMU3hNAoxicwqvHDaFV86KwqvHisKrz4vCK2dG4ZWzclokhddkxim8JgFGsTmFVw6bwitnReHVY0Xh1edF4ZUzo/DKWTktksJrMuMUXpMAo9icwiuHTeGVs6Lw6rGi8OrzovDKmVF45aycFknhNZlxCq9JgFFsTuGVw6bwyllRePVYUXj1eVF45cwovHJWTouk8JrMOIXXJMAoNqfwymFTeOWsKLx6rCi8+rwovHJmFF45K6dFUnhNZpzCaxJgFJtTeOWwKbxyVhRePVYUXn1eFF45MwqvnJXTIim8JjNO4TUJMIrNKbxy2BReOSsKrx4rCq8+LwqvnBmFV87KaZEUXpMZp/CaBBjF5hReOWwKr5wVhVePFYVXnxeFV86Mwitn5bRICq/JjFN4TQKMYnMKrxw2hVfOisKrx4rCq8+LwitnRuGVs3JaJIXXZMYpvCYBRrE5hVcOm8IrZ0Xh1WNF4dXnReGVM6Pwylk5LZLCazLjFF6TAKPYnMIrh03hlbOi8OqxovDq86LwyplReOWsnBZJ4TWZcQqvSYBRbE7hlcOm8MpZUXj1WFF49XlReOXMKLxyVk6LpPCazDiF1yTAKDan8MphU3jlrCi8eqwovPq8KLxyZhReOSunRVJ4TWacwmsSYBSbU3jlsCm8clYUXj1WFF59XhReOTMKr5yV0yIpvCYzTuE1CTCKzSm8ctgUXjkrCq8eKwqvPi8Kr5wZhVfOymmRFF6TGafwmgQYxeYUXjlsCq+cFYVXjxWFV58XhVfOjMIrZ+W0SAqvyYxTeE0CjGJzCq8cNoVXzorCq8eKwqvPi8IrZ0bhlbNyWiSF12TGKbwmAUaxOYVXDpvCK2dF4dVjReHV50XhlTOj8MpZOS2Swmsy4xRekwCj2JzCK4dN4ZWzovDqsaLw6vOi8MqZUXjlrJwWSeE1mXEKr0mAUWxO4ZXDpvDKWVF49VhRePV5UXjlzCi8clZOi6Twmsw4hdckwCg2p/DKYVN45awovHqsKLz6vCi8cmYUXjkrp0VSeE1mnMJrEmAUm1N45bApvHJWFF49VhRefV4UXjkzCq+cldMiKbwmM07hNQkwis0pvHLYFF45KwqvHisKrz4vCq+cGYVXzsppkRReAJ36PYatP/4KuFxG/osWLohPFj+FLL8fNZv2gtebAJfLhUSfFzWqXYKHB3fFhRXLGbEU3ti5ZSi88lxReOWsKLx6rCi8+rwovHJmFF45K6dFUngB3Nj1AUx/7G5cenHFPPkPCu/KN6YhuUxJpKZlYOKMl7Fn31+YPWkIhTfG7hYKrzxhFF45KwqvHisKrz4vCq+cGYVXzsppkRReANd2GITXZo8ypDb3cbrwqp+tWf8dxk5fgKULJ1J4Y+xuofDKE0bhlbOi8OqxovDq86LwyplReOWsnBZJ4QVQq0UfNKpXAxu/+xGlSxbD4D63oNFVNXNKGoIrvCdS0zB66jyULlUMw/p1MubKHwdTLZszySUKWN6H8zf4k+UlkTxKFU3EkWPpyMyO5Flj51w6RFV1T+liSfjzUFrsDNDCnib53PAleHDkRKaFvYidSxcr5EVahh/pTr0ZNVNVrkQS9h6M/r0Y0OynHcITE1womOTFwWMZduhOmD6cG9ngd76NB2brrjleeLOzAxg56Xm0uq4erq5dHas/34QHxs3GO/PHG/KrangLFUwyaniV8FaulIwZYwfhoguSjcT6/ec2cSMxKzyekwpjZR8iMY7Q54g8V7fbhWx12kDkz33+OETuzDqjVjPL7XbDn+3Q3w40sbvVbwguQH2e8Dg7Ac+pezHg0Hvx7ITyRiR43MjyR/9e1PklWXdM5y3e5YL6C5W978VzIxv8zj9v7OL8xI4X3lD57XnvBNx847VodV1dQ3iDK7yqxGHths0YMX4OUp4fgzKlivOhtRi6QVjSIE8WSxrkrFRkwUQPfF4PDtl6VUlvTOczumQRH06k+41VXh5nJ8CShrMzCkawpEHOymmRjhfeE6np+PHn31GzepWc3HcZOBZdb2mBptdcmUd4gwEdeo1Ev+5t0bxRbQpvDN0xFF55sii8clYUXj1WKprCq8eMwivnReGVs3JapOOF99DhY2jeaSimjxmI+rUvx6dffoNhY2bhvQUTUKxooXzCu2HTNvQdPhWLnhuDypXKUXhj6I6h8MqTReGVs6Lw6rGi8OrzovDKmVF45aycFul44VUJX712E6Y8+yr2/XUIFZNL4/4BnXHVldXz7MOr4lSdXqXyZTCgZ3u0bFzHmCvchzd2bhkKrzxXFF45KwqvHisKrz4vCq+cGYVXzsppkRRekxmn8JoEGMXmFF45bAqvnBWFV48VhVefF4VXzozCK2fltEgKr8mMU3hNAoxicwqvHDaFV86KwqvHisKrz4vCK2dG4ZWzclokhddkxuNJeP3rNsFTt6ZJIvZtTuGV54bCK2dF4dVjReHV50XhlTOj8MpZOS2Swmsy47EuvIEtPyFzwmwo2Q0eSnq9D9wFV/VLTdKxV3MKrzwfFF45KwqvHisKrz4vCq+cGYVXzsppkRRekxmPZeENHDmK9Pb9Edi1Nx8FV8VySFq5wCQdezWn8MrzQeGVs6Lw6rGi8OrzovDKmVF45aycFknhNZnxWBZe/4o1yBg4OiwB3/zJcVXiQOGVT3YKr5wVhVePFYVXnxeFV86Mwitn5bRICq/JjMey8GbOWICsGeFXcRMGdoV3YFeThOzTnMIrzwWFV86KwqvHisKrz4vCK2dG4ZWzclokhddkxmNZeLPmpiBzwqzwK7zjhsDToaVJQvZpTuGV54LCK2dF4dVjReHV50XhlTOj8MpZOS2Swmsy47EsvOqBtbQO/cMSSEqZGVcPrlF45ZOdwitnReHVY0Xh1edF4ZUzo/DKWTktksJrMuOxLLxq6OndhiJ73Tf5KHiaXA3fzPD1vSaxWdKcwivHTuGVs6Lw6rGi8OrzovDKmVF45aycFknhNZnxWBdeNXx/yofwr/gcgWPH4SpcCJ5m9eOqlCGYYgqvfLJTeOWsKLx6rCi8+rwovHJmFF45K6dFUnhNZjwehNckgphpTuGVp4rCK2dF4dVjReHV50XhlTOj8MpZOS2Swmsy4xRekwCj2JzCK4dN4ZWzovDqsaLw6vOi8MqZUXjlrJwWSeE1mXEKr0mAUWxO4ZXDpvDKWVF49VhRePV5UXjlzCi8clZOi6Twmsw4hdckwCg2p/DKYVN45awovHqsKLz6vCi8cmYUXjkrp0VSeE1mnMJrEmAUm1N45bApvHJWFF49VhRefV4UXjkzCq+cldMiKbwmM07hNQkwis0pvHLYFF45KwqvHisKrz4vCq+cGYVXzsppkRRekxmn8JoEGMXmFF45bAqvnBWFV48VhVefF4VXzozCK2fltEgKr8mMU3hNAoxicwqvHDaFV86KwqvHisKrz4vCK2dG4ZWzclokhddkxim8JgFGsTmFVw6bwitnReHVY0Xh1edF4ZUzo/DKWTktksJrMuMUXpMAo9icwiuHTeGVs6Lw6rGi8OrzovDKmVF45aycFmkL4U3PyMSvv+/FwcNHDf4lihVB5UrlkOjz2j4fFF7bpyingxReea4ovHJWFF49VhRefV4UXjkzCq+cldMiLRPe7OwAlq1ej9fe/ggbv/sJmZlZSPB44HIBmVl+eL0JqHX5pbitTRO0uLYO3Oob2IaH3YU38PsfyHxmIbBr70l6FcvB27UdXNUvtSHN89slCq+cL4VXzorCq8eKwqvPi8IrZ0bhlbNyWqQlwrv9l10YNmYWjhw7gQ43NMJVV1bDZRdXQpHCBQ3+R4+dwA87fseXG79HytJPULRwQUx+pB+qVK5gu/zYWXiV7KY16xaSmW/+ZHjq1rQdz/PZIQqvnC6FV86KwqvHisKrz4vCK2dG4ZWzclqkJcJ7bYdBuPuODmh3fUNjVfdMR5bfjyXvf4anX0jB6pTptsuPnYU3o/8o+D9aG5KZq1oVJC1+1nY8z2eHKLxyuhReOSsKrx4rCq8+LwqvnBmFV87KaZGWCO+uP/ajYnJpLdbn0kbrAucYbGfhTWvXF4GtO8KOrMDWZec46thsRuGV543CK2dF4dVjReHV50XhlTOj8MpZOS3SEuE9HfKSDz7D4vc/xa49f2LF69OQlp6BF159H3d2aX3WFWCrE2Zr4W3SBYHd+yi8pwhQeOV3C4VXzorCq8eKwqvPi8IrZ0bhlbNyWqTlwjv3tQ+wcNEy3Na2CZ6c8yY2r5qL/QcO485hU3BNvRq4985bbZ0TOwtverehyF73TUh+rgplkfTRQluzjXTnKLxyohReOSsKrx4rCq8+LwqvnBmFV87KaZGWC6+q531h2v2oclFF/LNxD0N41bFz9z70vHciVrw21dY5sbPw+lesQcbA0SH5JQzsCu/ArrZmG+nOUXjlRCm8clYUXj1WFF59XhReOTMKr5yV0yItF97are7EuqWzjW3HcgtvaloG6rcZgI3L5tg6J3YWXgUua24KsmYsQODYcYOjq3AheHp0cJzsqrFTeOW3EoVXzorCq8eKwqvPi8IrZ0bhlbNyWqTlwtup72h0vbUlbmx6VY7wBgIBzFrwNlZ++jXenBN6hdIuibK78AY5BY6cfKmHq2gRu6CLej8ovHLkFF45KwqvHisKrz4vCq+cGYVXzsppkZYL79ff/mDU61a7rDK+/vZHNGl4JX7YvhMHDh3BjHGDUa9WNVvnJFaE19YQo9Q5Cq8cNIVXzorCq8eKwqvPi8IrZ0bhlbNyWqTlwquAq3rdd1esxc5d+5CY6EPliuXQpmUDlCxu/9VICm/s3DIUXnmuKLxyVhRePVYUXn1eFF45MwqvnJXTIi0X3tffWYWONzXOx/1EajpeSlmOPre3jlpODh0+hhu6DsegXjcbu0aol17UbNrLeM2xy+VCos+LGtUuwcODu+LCiuWMflF4o5Ye0xei8MoRUnjlrCi8eqwovPq8KLxyZhReOSunRVomvJmZWcjMykKj9vfgk8VP5eO+/dc96DrwcfxvxfNRy8mI8XOwftM29O58Qx7hXfnGNCSXKQn1IN3EGS9jz76/MHvSEApv1DITmQtReOUcKbxyVhRePVYUXn1eFF45MwqvnJXTIi0T3leWrMSEp182VlHDHfVrX445U4ZGJSfrNm7FM3MX47KLK+GyiyuGFF7VkTXrv8PY6QuwdOFECm9UMhO5i1B45SwpvHJWFF49VhRefV4UXjkzCq+cldMiLRNeBVqtmDZoMwAvzxyZj3tSos8oG1DblZ3vQ60233rno5j6aH+8snhlWOE9kZqG0VPnoXSpYhjWr5PRrT8Pp5/v7oU9f5liiZb3wbLBn8OFSxTx4ejxTGRlB86htbOauAGULJqI/Uesm9+xRDzJ64Y3wYOjqZmx1G3L+lqsoBepmX5kZGZb1odYurD6rLfyuyaWWPkSXCiQ6MXh4xmx1G1RX4Pf+aJgBuUjYKnwqt5MmvEK2t1wDf7vkkqWpWfm3CXIzPJjUO+b8fiTC/IJb6GCSUYNrxLeypWSMWPsIFx0QbLR38ws6z6wvQlKS6ztg2VJO4cLJ3jc8GdnI0DfPTs9F6B4ZVk4v8/eSftEqF/MXS7A7+fkkmTF43EhkA1k82aU4IL6rLfyu0bUSZsEqe9qjxvIisN7MfidbxPUMdcNy4X3jnsnYv2mrbj0oopo06IBbmx2NcqWLh41kL/s/AODHnkar89+1HgoLZTwBmt4VfnF2g2boWp9U54fgzKlivOhtahlytyFsjd8C9fMhcj44VcECibBfdnFSBhxJ9wVy5s7cZy2ZkmDXmILJnrg83pw6Fj8rSrpkZBFlyziw4l0P9Iywpe0yc7kjCiWNMjzzJIGOSunRVouvAr4wcNH8dFnG7H8k/X4cuNWXHn5ZWjd/Gq0uLYO1Orq+Tzmvv4BZs9/29iJQR3HT6TB43HjP+2bYeAd7Y1dGoLCG+xHh14j0a97WzRvVJvCez6TE6FzZ85LQdb4WfnP5nEjcdmLlN4QnCm8epOPwqvHi8Krx4vCK+dF4ZWzclqkLYQ3N/Qjx07gnWVr8NTzKVC1tdc3qYc7Ol2PKhdVjEpuzrTCqzqwYdM29B0+FYueG4PKlcpReKOSFXMXSa3eCsgOXXrirlsDifOnmLtAHLam8OollcKrx4vCq8eLwivnReGVs3JapG2EVz3AtvKzr/Deii+wdsN3uOySC9CuVQPs2rMfb7y7GqOGdEfrZlef9/yEEt7g6q/b5UKl8mUwoGd7tGxcx+gL9+E97ykxfYHUqi3Cn6NIIRRYv9j0NeLtBBRevYxSePV4UXj1eFF45bwovHJWTou0XHjVNl/vLP8cKz/9CgULJBmlDO1bXYNLL/57RffTL7/ByEkvYNWiJ22XHwqv7VKSp0Oqdje9y8k9k0MeFN6QWCi8evOawqvHi8Krx4vCK+dF4ZWzclqk5cJbq0UfXFe/lrGa26DOFUb97OmH2kGh691j8eqzj9guPxRe26UkX4fOtMLrKlUCSWtes/8gotxDCq8ecAqvHi8Krx4vCq+cF4VXzsppkZYLr6rZLVq4INRrfffuP2jslKB2aVCrvbFwUHjtn6W05t0R2LknZEcT+nSEd0hv+w8iyj2k8OoBp/Dq8aLw6vGi8Mp5UXjlrJwWabnw7ty9D/c/PhvfbNmeh32DOpdj9LA7UL5sSVvnhMJr6/QYncvetQcZHQcj8NfBPJ3lA2vhc0fh1ZvXFF49XhRePV4UXjkvCq+cldMiLRdeVaqgth67o9ONqJBcyuD/+54/8eKr7yMjMxMvPvGArXNC4bV1evJ0rsTRA/hryWr4swPwdu8QOx23oKcUXj3oFF49XhRePV4UXjkvCq+cldMiLRfeK1v0wUdvPIHixQrnYX/seCquu2Uw1r8/29Y5ofDaOj15OlemeBIOHU1HZhy+gSfSWaDw6hGl8OrxovDq8aLwynlReOWsnBZpufC26/kwnnxsYM6reoMJ2LPvAPoNn4YlLz5u65xQeG2dHgrvOaaHwqsHjsKrx4vCq8eLwivnReGVs3JapCXC++PPv+dw3vLDr3hlyUp0atsEF19Y3nho7eff9uDlxSvQ5eYWOfvd2jUxFF67ZiZ/v7jCK88VhVfOSkVSePV4UXj1eFF45bwovHJWTou0RHj/2biHmPPmVXPFsVYEUnitoH5u16TwyrlReOWsKLx6rFQ0hVePGYVXzovCK2fltEhLhFdtRSY5srL8KFm8iCTUshgKr2XotS9M4ZUjo/DKWVF49VhRePV5UXjlzCi8clZOi7REeP+78B30/k9ruNW3quDIzg7g+VfeQ5/bWwuioxtC4Y0ubzNXo/DK6VF45awovHqsKLz6vCi8cmYUXjkrp0VaIrx33T8Vh48eR9+ubXDt1TXhcoUW30AggNVrN2HWgrdRrEghzJ50hlfEWpQ5Cq9F4M/hshReOTQKr5wVhVePFYVXnxeFV86Mwitn5bRIS4RXiezLi1di9oK3jVcJ161VDZddXAnFihaCCy4cOnIMP+74Hev+9z38/mzc1bUN/tO+aVgxtjJpFF4r6etdm8Ir50XhlbOi8OqxovDq86LwyplReOWsnBZpifAGIadnZGL5JxuwbuP32PHrHkN01aFWc6tcVMEQ4eaNahs7N9j1oPDaNTP5+0XhleeKwitnFU54/es2wT9j4d8nqlgO3gFd4KqUrHfyOIzmQ2t6SaXwynlReOWsnBZpqfDGA2wKb+xkkcIrzxWFV84qlPD6Uz5Exoip+U7iKlIYiYtnOl56Kbx684vCK+dF4ZWzclokhddkxim8JgFGsTmFVw6bwitnFUp402q3R+DY8ZAnSejWDt4R/fUuEGfRFF69hFJ45bwovHJWTouk8JrMOIXXJMAoNqfwymFTeOWsQglvatUWYU/grlsDifOn6F0gzqIpvHoJpfDKeVF45aycFknhNZlxCq9JgFFsTuGVw6bwylmdLryB3/9AWrNuFN4zIKTw6s0vCq+cF4VXzsppkRRekxmn8JoEGMXmFF45bAqvnJXuCq+nydXwzRytd4E4i6bw6iWUwivnReGVs3JapCXCO3qq7HXB2YEARg/taeucUHhtnZ48naPwynNF4ZWzCiW8mTMWIGvGgpAn8c2fDE/dmnoXiLNoCq9eQim8cl4UXjkrp0VaIrzDH5+dwzk7kI1Vn/8PF1Ysh4suSEZ6eiZ+3rkH+w8cxvXX1cOjQ3vYOicUXlunh8J7jumh8OqBK5jogc/rwaFjGUbDwJGjyJq/JI/0uiqUhXdEP3iaNdA7eRxGU3j1kkrhlfOi8MpZOS3SEuHNDfmxJ+bjiqoXo/311+Rhv3DRcvz82x6MvDd8LZwdkkXhtUMWZH3gCq+Mk4qi8MpZhVrh1WvtvGgKr17OKbxyXhReOSunRVouvHVv6Is1bz8Db4InD/tjx1Nx3S33Yv37s2ydEwqvrdPDFd5zTA+FVw/c6Su8eq2dF03h1cs5hVfOi8IrZ+W0SMuFt+mt9xllC9fUq5GH/cpPv8a4pxZi5RvTbJ0TCq+t00PhPcf0UHj1wFF49XhRePV4UXjlvCi8clZOi7RceF996yOMUWUN1S5BhXKl4XIBu/7Yj2+/34H7B3RG91tb2jonFF5bp4fCe47pofDqgaPw6vGi8OrxovDKeVF45aycFmm58CrgP+z4HctXr8fe/QeRkZmFsqWKo9FVNVG75j9sn494EV61d2hg9z6oB2tclZJtz/1cOsgaXjk1Cq+clYqk8OrxovDq8aLwynlReOWsnBZpC+ENB73/g09g5vh7bZ2TWBfewJafkH73aAR27c3h7KpYDolPj4Kr+qW2Zq/bOQqvnBiFV86KwqvHSkVTePWYUXjlvCi8clZOi7RceNMzMvFSynJs3vYLMjIyc/j/+dch7NzzJ9a8NcPWOYll4VVbJ6U37Y7A0WP5GLuKFEbiynlwFS1ia/46naPwymlReOWsKLx6rCi8+rwovHJmFF45K6dFWi68D098Hl998wMa1r0cKUs/xa03NcamLdsN+R37QG9UvfRCW+ckloXXv2INMgaGf+NTvG2QT+GV30oUXjkrCq8eKwqvPi8Kr5wZhVfOymmRlgtvg7YD8eacx1C+bEk0an8PPln8lJGDZ15cjKSkRPTqfIOtcxLLwps59TlkzXk9LN+EPh3hHdLb1vx1OkfhldOi8MpZUXj1WFF49XlReOXMKLxyVk6LtFx4a7e6E2vfmQmvNwEN296NVSlPIsHjwfETabip+4P46I0nbJ2TmBbeEVORlfJheOHt3RHeoRReW0/A89Q5Cq8eWD60pseLNbx6vCi8cl4UXjkrp0VaLryd+49B3X9VxYAe7dB98ATc1uY6tGvVENt/2YX/DHgcX773rK1zEtPCO2o6sl57L7zw3nYjvKMH2Zq/Tue4wiunReGVs+IKrx4rrvDq86LwyplReOWsnBZpufD+b/NPGDTyaSx58XFs/PZHDB41A8WLFsbhI8fRsU1jPDSo63nPyfc//mrsBfzTL7uQXLYUhvXrhGvqXYEsvx81m/YyVp9dLhcSfV7UqHYJHh7cFRdWLGf0K5aFN2tuCjLHPwtj8+PTj0AAvvFD4elg732QdSYHhVdOi8IrZ0Xh1WNF4dXnReGVM6Pwylk5LdJy4VXAs7MDcKtvWAA//bwL327dgYrJZVC3VtXzno9AIIDmtw3BoN63oHXzq7Fq7f8w/PHZ+HTJ0/B43Ibwqre9JZcpidS0DEyc8TL27PsLsycNiXnhVVuSpXXoH5ZxUsrMuNqajMIrv50ovHJWFF49VhRefV4UXjkzCq+cldMibSG8CrranmzvnweM/62YXBoFCyRFJRdp6Rn4cNV6tG3ZIOd6tVr0wTvzxiG5bMk8wqsC1qz/DmOnL8DShRMpvFHJUOQuQuGVs6TwyllRePVYUXj1eVF45cwovHJWTou0XHgPHz2Ox5+cjw8+Xmes9KpDrfa2uq4uHhvWCwWSfFHLSWaWH4veW43X3/7Y2DkiO5CdR3hPpKZh9NR5KF2qmFH2oI6YL2mYMCssX+8DfZHQo0PU+J/vC1F45YQpvHJWFF49VhRefV4UXjkzCq+cldMiRjwvzQAAIABJREFULRdeVT6we+9f6Ne9DS6+oLzBf/uvu/HsvLdQ/f8qR6WGV13z48834u6HnkJymRKYPuYe/PMfF+XU8BYqmGTU8CrhrVwpGTPGDsJFF5x8/e7+I+mWzZnSRRNN9SFt+nykPzU/bP8T7+mGpEHdLBlfiKpi0/0oVsiHY6mZ8J/6xcr0CeP4BIp/8SKJOHjUuvkdS3jVl2yCx43jaVmx1G3L+lqkQALSMrORmZVtWR9i6cKliibiLwu/a2KJldfjQlJiAo6e+PtFVnbr/8mlPf0j+J2v35ItFAHLhVftvbv4hcdRqkTRPBnZt/8QOvd7zKifjdbh92fjy41bjBre12c/ijKli+dZ4VUPsa3dsBkjxs9ByvNjUKZUcaRn+KPVvXzXSfR5jH871z6kf/4//Hnr4LD9L/PGk0is/y9LxneuHwhn6qzP60ZWVjbou2dPqXqO0ZfgQXqmdfP77L20T4TH7TL+MkWBk+XEm+A2/qLHXz5lvJJ8HqRZ+F0j66U9otR9mOB2IcPGv0yd64JO8DvfHqRjrxeWC2/9NgOw4rVpKFjg5Gpl8FAPiDW99V58/s4z55Xq/gOH8cVXW4wH1oJHt3vGoVPbpmjRuHa+Gl4V06HXSPTr3hbNG9W2TUlD4Pc/4F+yHNnrvjGG4a5bA552zeGqdHIlOtyR1qQLArv35fuxq0JZJH208Lyyj/bJWdIgJ86SBjkrFcl9ePV4cR9ePV4saZDzYkmDnJXTIi0X3v4PPoFSJYphaN/bUKxoIYP/wcNHMXXW69j750HMmTL0vOZEXatl52GY8kg/NLqqJrZt3wklvAtnPISLLyyfT3g3bNqGvsOnYtFzY1C5UjlbCO+uTT8jvX1/BI4ey8PKVaQwEudNOuNOC0qUM0ZMyRHloCz7xg09qyyf18Sch5NTeOVQKbxyVhRePVYqmsKrx4zCK+dF4ZWzclqk5cK7+4/96P/gk8YeuKVLFoPaJuyvg0dwQYWymDl+sCGd5/v49MtvMXXWa8Z2Y0WLFELvzjfgtrZN8uzDa4igy4VK5ctgQM/2aNm4jtEtOzy09stt98P/0dqQmDxNroZv5uiwCNXWZOkPTUXg++05Ma5qVZA4dkhcbUmmBkfhld9JFF45KwqvHisKrz4vCq+cGYVXzsppkZYLrwKuJPfb73dg554/kZGRaayc1qx+qbEPrt0POwjvjpo3hyxLUOzUKm/S+pSQGANHjiK9afd8K8NGu4rlkLh4JlxFi9g9BeL+UXjFqEDhlbOi8OqxovDq86LwyplReOWsnBZpifD++PPvYs6XXVxJHGtFoB2Ed3uZa8449AJbl4X8uX/FGmQMDL/665s/GZ66Na3Ael6uSeGVY6XwyllRePVYUXj1eVF45cwovHJWTou0RHj/2biHmPPmVXPFsVYE2kF4f75xQJ4a3NwcXFUvQdKS0HvtZs5YgKwZC8JiSxjYFd6B5//VztHKG4VXTprCK2dF4dVjReHV50XhlTOj8MpZOS3SEuE9cuyEmHPRwgXFsVYE2kF4f5v6EjLDvEDiTNKaNTclbDvF0jduCDwdWlqB9bxck8Irx0rhlbOi8OqxovDq86LwyplReOWsnBZpifDmhtyp72jc1KI+rm9yFUoWj716UTsIr+pDqNXas63QqgfW0jr0Dzvnk1JmxtWDaxRe+ccbhVfOisKrx4rCq8+LwitnRuGVs3JapOXC++z8t7B89QZjl4YGda7ATc3ro0nDWkhKjN4rhc0k3S7CGxyDklh1uKpfmjMsf8qHOQ+1qYfR3E2vznkYLeOBycb+vacfCd3awTsivAybYWZVWwqvnDyFV86KwqvHisKrz4vCK2dG4ZWzclqk5cIbBP7brn1Y/skGLF+9Hjt+24Nm1/wbbVo0QL0rqxmv9bXrYTfhzc3J2IWh+/15thwzZFjtwDBvcs4+u0qI/eu+QWD3XrgqlINHvbQijkoZgkwovPK7iMIrZ0Xh1WNF4dXnReGVM6Pwylk5LdI2whsEn5nlx+Kln2Dq7Ndx7Hiqse9tn9tb4+YbG9lSfO0svJnjZiJr/pKQczq4P6968UTmMwvhX3xyJwe1jZm7WX14B3Thiyec9mmQa7wUXr3k801rerz44gk9XhReOS8Kr5yV0yJtIbxqH96vvvkB7yz/HMtWrYfP50XrZlejbauG2PXHn5j0zCto0uBKDOvfyXb5sbPwpncbGnb3BgVSbVcW9tXC1aogafGztuNtpkNc4ZXTo/DKWXGFV48VV3j1eVF45cwovHJWTou0XHifnPMm3l2xFvsPHEaTBrXQtmVDNKx7RZ6XTqgSB/Vw27qlobfXsjJpdhbetNrtETh2PCwetc9uRrdhZ/w59+G1cnZZd20Krx57rvDq8eIKrx4vCq+cF4VXzsppkZYLb6d+j6Fdq4a4vkk9FCtSKA//zMwseL0J8PuzMf25N3HfXR1tlx87C++ZVnhdhQvB06PDGffh9T7QFwk9OtiO+bl2iCu8cnKRFl5VTx7Y+rPRAVfVi+PqDX5c4ZXPq2AkhVePGYVXzovCK2fltEjLhTcccFW/26LzUHz+9jO2zomdhfdML5bwtGtu1Oie6cUTFF5bT73z2rlICm+oWnJP+xbwPnhX3IgvV3j1piOFV48XhVfOi8IrZ+W0SMuFd+fufRg7fSG2/PAL0jMyc/inpqWjSuUKWPzC47bOiZ2FV4HL6D8K/o/W5mHorlsDvhmjkL11xxlLGrgPr62n3nntXKSE90wvNznbPtHndYARPjmFVw8ohVePF4VXzovCK2fltEjLhbf30MkoUqiA8eKJRya/gHEP9MamLduNh9ieHnsPShSz98so7C68akKrvXmzd+89ObeLFkbuutxwZQ9KihPnT4mr+4ElDfJ0Rkp4z1hWU7EcklaGf7W1vLfWR1J49XJA4dXjReGV86Lwylk5LdJy4a1z/V1YtWg6ChVMwjXt7sanS542crBs9Qas+nwjxj3Yx9Y5iQXhPRNAVVupti7LXrcJgS3b4apeBe66NaFePOEqau9fNnQnBoVXTixSwptatcUZL6p2ComHg8Krl0UKrx4vCq+cF4VXzsppkZYL79Wt++PDV6egaOGCuLbDICxdONGQX7Uf77Xt78Hn77CGN9ykVB+C6jAr3bkfKFLni8eHitS4KLzyj7dICW9aw44I7D8U8sIubwKSvl0q75SNIym8esmh8OrxovDKeVF45aycFmm58N798FM4fjwVTz1+D4aNmYXy5Uqhy83N8bUqaXghBatTpts6J2Zl08zgIiG8/hVrkPngVASOHsvpinr5hHf8EHiaNTDTPdu1pfDKUxIx4W3QEYG/wghvog9Jm96Vd8rGkRReveRQePV4UXjlvCi8clZOi7RceNX+u+Offgmjh/bEH/sOoO/wqdiz7wASfV48cl93Y8syOx+xLLzGq4ebds8ju0HWSnoTV86Lq7IGCq/8ToqU8Kb+o3n+i6pXhQcCxr8X2LZc3ikbR1J49ZJD4dXjReGV86Lwylk5LdJy4T0deJbfj71/HkSpEkWRlOizfT5iWXjV6m7GwNFhGaudHOJplZfCK7+dIiW8aTf1QeCHXwAlubmPQACuwgWR9NVb8k7ZOJLCq5ccCq8eLwqvnBeFV87KaZGWCu+J1HRs3vaz8WKJy6tejMKFTtakxtIRy8J7pn16VQ7iadsoNR4Kr/zOipjwtuuLwNYdIS+s9oFOWjFf3ikbR1J49ZJD4dXjReGV86Lwylk5LdIy4d3+yy7cOWwq/vjzgMG8ZPEimDFuMGpWrxJTOYhl4fWnfIiMEVPDr/COGwJPh5YxlY8zdZbCK09lpIQ3/T/3IvvrzaGFt1xpJK1+Wd4pG0dSePWSQ+HV40XhlfOi8MpZOS3SMuHt98AT8LjdGPtAb+P1wU/OeQNfbvweb704NqZyEMvCG/j9D6Q16xaWt1p9U6tw8XJQeOWZjJTwclsyOXMnRVJ49bJN4ZXzovDKWTkt0jLhrd9mAP47eSgu/8fFBvMTqWmoc31ffPHuTBQpXDBm8hDLwqsgp4X5k7O7ZlUkvvZUzORB0lEKr4TSyZhICW+4+aWu4SpcCEkbFss7ZeNIrvDqJYfCq8eLwivnReGVs3JapGXC+8/GPbDyjWlILlMyh3ntVnci5fkxuLBiuZjJQywLr3oDW1qH/uFXeFNmwlX90pjJxdk6SuE9G6G/fx4p4c14YDL8S0LvxOBp1xy+CcPknbJxJIVXLzkUXj1eFF45LwqvnJXTIim8JjMey8KbNTcFmRNmAdnZJ5+iD24XpbaMcrvhYw2vydkRu80jJbzG1nfdhuV7cM1Voazx6up4KZmh8OrNdQqvHi8Kr5wXhVfOymmRlgrvsxPuRckSRXOYd7t7HCaP7IdyZUvk/Fuw5MGuibG78Crh8BuvDv7GQOiqdgkSurY3RMPYpeHpU0/J5942SglvIICEe7rDO7CrXdFr94srvHJkkRLe4BXVFnjZp3ZrcFcoG1cPQ6oxUnjlc0tFUnj1eFF45bwovHJWTou0VHglsDevmisJsyzGzsKrHkpLb98/5IslfPMnI3vNV8ia/Wpodkp477sD3rs6W8Y20hem8MqJRlp45VeOzUgKr17eKLx6vCi8cl4UXjkrp0VaJrzqDWuSo3TJYpIwy2LsLLwZ/UfB/9HakGw8Ta4GPB74l38Wlp3n1lbwjbnPMraRvjCFV06UwitnxRVePVZc4dXnReGVM6Pwylk5LdIy4Y0X0HYW3jM9Ia/4u+vWyCl1CJUP9XNVZxkvB4VXnkkKr5wVhVePFYVXnxeFV86Mwitn5bRICq/JjNtaeGu3R+DY8bAjTOjSBlkL3w7/80Hd4O3XxSQh+zSn8MpzEWnhVTuCZG87+cY1V8Vk45eteDpY0qCXTZY06PGi8Mp5UXjlrJwWSeE1mXE7C296t6FhV3DVU/LeIb2QMWR8aAKBABJnjYH7uqtMErJPcwqvPBeREl710GTmwMfgX7cpz8U9dWvCO+MRuIoWkXfKxpEUXr3kUHj1eFF45bwovHJWTouk8JrMuJ2F90yvDk5Quy8keJA17QVjC7J8R3Y2vKPuRsLtbU0Ssk9zCq88F5ESXmMnkBkLQl6Y+/DK8xFvkRRevYxSeOW8KLxyVk6LpPCazLidhVcNTQmHf25KntKGhG7t4B3RHxn3jYV/6WpjCzLjCO7De+r/97RvDt/4+HgxgBoShVc+2SMlvGf8K0PFckhaGVqG5T21RyRXePXyQOHV40XhlfOi8MpZOS2Swgtg+6+78eiUudi2/TeUK10CQ/t1wrVX10SW34+aTXvB602Ay+VCos+LGtUuwcODu+a8Dc7uwhuc0GqLMhw5lufNaTnCG2bWU3id9nHw93gjJbypVVucEWKBrcviAjKFVy+NFF49XhReOS8Kr5yV0yIpvADa9HgIN9/YCN1uaYE167/DvaNm4JPFT8Pr9RjCG3wFcmpaBibOeBl79v2F2ZOGGHMlVoQ31MTOmvUKMp98Meyc944cwJIGp30inBpvpIT3TDuFuAoXQtKGxXFBmMKrl0YKrx4vCq+cF4VXzsppkY4XXrWKm/LeJ2h/QyN4EzxG/uve0BdvzhmNCsml8wiv+pkS4rHTF2DpwokxL7zqyfm0Dv3DzvmklJl5VoRj/eZgSYM8g5ES3sxxM5E1f0nIC7OGV56PeIuk8OpllMIr50XhlbNyWqTjhff0hH/7/Q4MeuRpLHv15P6zuVd4T6SmYfTUeShdqhiG9esU88KrBpDxwGT4lyzPN++Ddb7xdENQeOXZjJTwql0a0rsNQ+DUa4WDPVC7hKg9ntUrruPh4AqvXhYpvHq8KLxyXhReOSunRVJ4c2X89z1/os/QKXhoUBc0rHtFTg1voYJJRg2vEt7KlZIxY+wgXHTByS/qg8cyLJszJQr7cvqQ/sYHSJubAv+W7ca/eapXQVLPm5F4S8uz9k+1zfpyE/y/74WnUjkk1KuJxFtbnbVdrAUULejD8bRM+LNPPaQXawOIYn9dAIoV9uFQhOZ3xrLP8sxNX4uGURzN+b9UYoIbCQluHE/LOv8Xi4MrFE5KQHpWNjKzsuNgNOd/COqz3srvmvM/wshdwetxI8nnwdHUzMid1CZnCn7n26Q7MdcNCu+plG3bvhODRj6N4QM747r6tYx/DT60FqzhVf+9dsNmjBg/BynPj0GZUsWRmu63LOkFEk+WYBx8axUO9B4Zsh/Fpw1HwY7XW9ZHO1040edGZmY26Ltnz4rasCPR60FahnXz++y9tE+Ex+OC2+WiwAlT4vO64fcH+MunkJf6rLfyu0bYTVuEqV02EzxuZGTG3y9Twe98W4COwU5QeAHs3L3PWNkd92AfXHnFZTlpPF14gz/o0Gsk+nVvi+aNatviobWfbxwQ9gUT8fZ6YDP3GEsa5PQiVdIgv2JsR7KkQS9/LGnQ48WSBjkvljTIWTktksILoMfgCejcrglaNq6bJ/+hhHfDpm3oO3wqFj03BpUrlbOF8O64uNUZXyEs2fpJPcAWOHYCrsIF4+pBtdwJpfDKP94ovHJWKpLCq8eLwqvHi8Ir50XhlbNyWqTjhVfV7bbsPMzYazf3MeWRfmhc/185+/Cqn6k/WVYqXwYDerZHy8Z1jHA7bEtmRnjVK18zH5yCwK69OcN3VSyHxKdHxZ34UnjlH28UXjkrCq8eKxVN4dVjRuGV86Lwylk5LdLxwms24XYQ3l9uux/+j9aGHIr7yurwtLwW2Vu3Gy+ecFerAk+3dnAVLQLjCfqm3RE4eixfW1eRwkhcOc+Ii5eDwivPJIVXzorCq8eKwqvPi8IrZ0bhlbNyWiSF12TG7SC8O9//AhndQrwCOBCAq1BBBE6k5hmlIbPzJiF7915kDBwdloBv/mR46tY0Scg+zSm88lxQeOWsKLx6rCi8+rwovHJmFF45K6dFUnhNZtwOwqv6oEoT/HNTTq7kqvKLqlUQOHEC2V9sCjlCT/0r4bq0MrLmh3/TVUK39vCO6GeSkH2aU3jluaDwyllRePVYUXj1eVF45cwovHJWTouk8JrMuF2EN9Qw0q6+BYGDR8KOMOGGxshauir8z29uCe/Yk69QjoeDwivPIoVXzorCq8eKwqvPi8IrZ0bhlbNyWiSF12TG7Sy8qdVbAf5T+6iqjVXVETj10gWXCwm33Yis194LL7y33Qjv6EEmCdmnOYVXngsKr5wVhVePFYVXnxeFV86Mwitn5bRICq/JjNtaeKu2CD+67AB8Mx9FxoBHgaAM544OBOB75lF4mjUwScg+zSm88lxQeOWsKLx6rCi8+rwovHJmFF45K6dFUnhNZtzWwluzNZAe/tXHSesWIb1Jt5O7NJwmva7ChZD40Xzu0mByfsRqcwqvXua4D68eL25LpseLwivnReGVs3JaJIXXZMbtLLxpddojcPR42BGqF1JkvfgmsiY/h0D2369hdLndSBjWGwk9bzFJxz7N/Skfwv3uR0j/9kegaCHjoT7vgC5xt9dwpIhTePVIUnj1eFF49XhReOW8KLxyVk6LpPCazLithfemPgj8+GvYEaoV3rTrugLHT+SPKVQQBb5aYpKOPZpnzU1B5oRZITuTtGI+XJWS7dFRG/WCwquXDAqvHi8Krx4vCq+cF4VXzsppkRRekxm3s/Bm3PEA/J9/HXKErgvLI6HzTcic+N+wBHyPDYan4w0mCVnfPK12+7CvXva0aw7fhBB7GFvfbUt7QOHVw0/h1eNF4dXjReGV86Lwylk5LZLCazLjthbeviPhX/VlyBG6r/g/oFhRZH+2ISwBT9Or4Xsm/IspTKKLSnP1Nrm0ujeHvZa7bg0kzp8Slb7E0kUovHrZovDq8aLw6vGi8Mp5UXjlrJwWSeE1mXE7C29au74IfH/yRRQ5R66H0zwNa8NP4aXwhrgHKLx6HwwUXj1eFF49XhReOS8Kr5yV0yIpvCYzbmvhPcOf8tWwE/p2RtasV8ISSHiwL7zdO5gkZH1zljTo54DCq8eMwqvHi8Krx4vCK+dF4ZWzclokhddkxu0svOndhiL7y1OvFj7txROuiuWQ0OtWZI55JjSBQADeycOR0KaZSULWN8+csQBZMxaE7EhSykzu1MAVXtOTlMKrh5DCq8eLwivnReGVs3JaJIXXZMbtLLyZU55D1nOvhxyhKmdw/avaSRHM9fa1PG9iG9gV3oFdTRKyR3O1UwPeWY7MzSdLPDxNroanRwd46ta0Rwdt1guu8OolhMKrx4vCq8eLwivnReGVs3JaJIXXZMbtLLzGCu+6b0KO0FW+LLx3d0XGiKlhCfhmjIqbN60FtvwE7wcfI3XTD4bTu5vWh6d9s7h6sYbJqZynOYVXjyaFV48XhVePF4VXzovCK2fltEgKr8mM21l405p0QWD3vrAjVHvQpjXrFnaFN172qPWvWIOMgfl3m3AVKYzElfMovSFmCIVX74OBwqvHi8Krx4vCK+dF4ZWzclokhddkxm0tvGqXhq07wo5QvWktvV1fZIeIcde+HIkLp5mkY4/mZxL/hG7t4B3R3x4dtVEvKLx6yaDw6vGi8OrxovDKeVF45aycFknhNZlxOwtvRv9R8H+0NnRJQ9VLkDhuKNI6hJe9eHmgK7Vqi7BZ5j68odFQePU+GCi8erwovHq8KLxyXhReOSunRVJ4TWbczsKb9eKbYd+k5rnhWrhrVAv7yl2FxTduCDwdWpokZG3zwO9/nCzbCHNQeCm8kZihFF49ihRePV4UXjkvCq+cldMiKbwmM25n4c23LVmu3RjUtmSe9i3CbtelsCTEyS4NZ1rhVbs1+GbG9tvkTE7hkM25wqtHlcKrx4vCq8eLwivnReGVs3JaJIXXZMbtLLxne2hN7cIQ6mGuIBLf/MlxsW1X5riZyJq/JGSm42WMJqdxvuYUXj2iFF49XhRePV4UXjkvCq+cldMiKbwmM25r4W3RHYHf9oQdYdK6RUhv0g2BY8fzxbgqlEXikmfjYgeDwJGjyBw3C/4ly3PG6SpcyFjBTugR+2+SMzmFucIbAYAUXj2IFF49XhReOS8Kr5yV0yIpvCYzbmvhbXAbAvsPnBxh7jetqf/f50WBb95D9qovkX7/RODIsb9JFC2MxGcehbtODZN07NW8TPEkHPhyM7IKFYKrUrK9Omez3nCFVy8hFF49XhRePV4UXjkvCq+cldMiKbwmM25n4U39d1vgeGroEQYCKLBtOdKCW5ep+l4lwqf+11WtCpIWP2uSjr2aK+E9dDQdmf6AvTpmw95QePWSQuHV40Xh1eNF4ZXzovDKWTktksJrMuN2EV71cgX//CXwr9tkjEi9Mte/fhMQzu0CAfgWTEFGt2FhCcRbfSuFVz7ZKbxyViqSwqvHi8Krx4vCK+dF4ZWzclokhddkxu0gvDvf/yK0uAZXbcOMMaFPR2TNeT0sAe/gnkjo29kkIfs0p/DKc0HhlbOi8OqxUtEUXj1mFF45LwqvnJXTIim8JjNuB+H9+cYByF73Tf6RnEV43Y3rGTW84Q5Py2vgmz7SJCH7NKfwynNB4ZWzovDqsaLw6vOi8MqZUXjlrJwWSeE1mXE7CO+Oi1uF3GkB2QFAmUuoIxCA+9//RPbXW8IScNericR5k00Ssk9zCq88FxReOSsKrx4rCq8+LwqvnBmFV87KaZEUXpMZt7fwZgNud3ihrVsD2V+erPk1juBDa6f+0xDe+VNMErJPcwqvPBcUXjkrCq8eKwqvPi8Kr5wZhVfOymmRFF6TGbeD8J6xpCGUzJ7aosxzXT34P/ri7y3LcrMIBOBp1YglDSbnR6w2p/DqZY4PrenxYg2vHi8Kr5wXhVfOymmRFF6TGbeD8J7LQ2uu5NJw16gK/7LPwhLwtGgI31OPmCRkn+Zc4ZXngsIrZ8UVXj1WXOHV50XhlTOj8MpZOS2Swmsy43YQXtUHtR1Z1owFCGzZbozIVb0KPK2bIHPkEydHmLtcweWC2nLMv3gZ/Iv/fvvY6SgS/nMTvI/cbZKQPZqrt60VWrsBx7bvQnZ2AO66NeGuG18v1ogkaQqvHk2u8Orx4gqvHi8Kr5wXhVfOymmRFN5TGX93xVqMnjoXjw/vjZaN6xj/muX3o2bTXvB6E+ByuZDo86JGtUvw8OCuuLBiOSPGLsIbauIGtvyEtA79Q85p34xRyN70/Zm3JXugb1y8eldxSL97NAK79uZhofYqVuLPIz8BCq/erKDw6vGi8OrxovDKeVF45aycFknhBTD39Q/w1aZt+POvQ+jZ6YZ8wrvyjWlILlMSqWkZmDjjZezZ9xdmTxpiK+FVL57IfGYhAt+fWuGtVgWu46nI/m13yDntqlQO3nFDHfHiifRuQ0Nv2wbAGydSH+kPLgqvHlEKrx4vCq8eLwqvnBeFV87KaZEUXgBbf/oN/6hyAXoPmYyOba4LK7xqcqxZ/x3GTl+ApQsn2kZ4d762AhkDR+efu2fZh7fA1mVIrXUTcCLtZNvcZQ+FklDg63fi4n5IrdriDOMIAJddjALv/DcuxhqpQVB49UhSePV4UXj1eFF45bwovHJWTouk8ObKeK/7Jp1ReE+kpmH01HkoXaoYhvXrZBvhPdcXTyQumIL0LkPC7tKQuHAq3HViu8418PsfSGvW7ez3tceDApvfP3ucQyIovHqJpvDq8aLw6vGi8Mp5UXjlrJwWSeEVCG+hgklGDa8S3sqVkjFj7CBcdEGy0fLQ8QzL5kzxQj7j2jsuaYXA0eN6K7yBAHyN6yFj9bqw/fc1b4Aicx6zZHxhXpdxTn3Zf1HTs7cLBFD0mYfha93k7LEOiFD8Cxf04egJ6+Z3LGH2JriR4HEjNT0rlrptWV8LJiYgIysbWf5sy/oQSxcuVsiHwxZ+18QSqwS3Cz6fByfS7HsvBs4RaPA7/xybO74ZhVcgvMEaXvUQ29oNmzFi/BykPD9l9yZxAAAgAElEQVQGZUoVx/FU626qQgUSjN7/fEkrZGsKr8vnhbtsSfh/z/sgV+47IuHCCij92UuW3CTn+oEQqrMHOg5G5he5XrCROyhX2YfnHxej9PIXLBmv3S6qqluUlBy38ZeGnZh5PS643S6kZ1LgJHlJ8rmR5Q8Y/8fj7AQKF0jAMQu/a87eQ/tEeDwu+NQvnxl++3TqtJ6c64JO8DvftgOzeccovBrCGwzt0Gsk+nVvi+aNattil4awJQ2qw0ro1HHqZRN//7cbriv+D4Fvt4Wdop56/4Jv3iSbT+Gzdy9z3ExkzVucv3TjdDaXXcRa3lM4WdJw9nmVO4IlDXq8WNKgx4slDXJeLGmQs3JaJIVXU3g3bNqGvsOnYtFzY1C5UjlbCO+5vHhCDdt7b09kPvFi2Dmvfp5wV+eYvyfyPLQWlNzgLwG5VngT6l8J7wsTYn68kRgAhVePIoVXjxeFV48XhVfOi8IrZ+W0SAovgFv6jMJPv+xCVpYfHrcbLrcLEx+6E02v+XfOPrxqYrhdLlQqXwYDerbP2cnBLvvwqhdP+Oe8huwtP51c0K1cAdkbv/97hTfEzPYO7Y3MyXPCPrTmnTwcCW2axfQ9oV44kVb3ZtEY1K4VPE4SoPDqzQQKrx4vCq8er/9v787jZK4fOI6/Z2ZP5L6KisoVfkWODpUQiogkV4TkPrIs1rJoXbuurHXkJle/aEm5CskRiYR+rkqkkHLm2LUzv8fnuztj7M6sz7dv7cx8P+/559fPfr7j+31+vsbLdz7zHQavvBeDV95KtZEMXoMz7i/Bm9xrhIevCRbLGSy3R6/b0gbbU5WRum3PLQH325IBsD1XHSHTYw0K+XZz2eANavsygqM8f0mHb4/AN787g1efO4NXnxeDV58Xg1fei8Erb6XaSAavwRn3h+D9OWICbs5fkflIxNv1VqvnI3TYYbm/OBw/n0r7uTOExX+nv81vKXU/wj6eaVDI95tfr9IEjise7mIhor5BTYSMj/L9TvrZHjB49U0Ig1efF4NXnxeDV96LwStvpdpIBq/BGfdV8Ir7y9rGz8SNA0dx88RvmaNV/IpdBK+Xz4OGBsNSIF/a1+26x67Tw+GApWRxhK31vsbXIF22bX5z3gqkjJme6fez5MqJ0KRpsBRPu8UcH7cEGLz6zgYGrz4vBq8+LwavvBeDV95KtZEMXoMz7ovgFW/T36jdDo7LV9L23ts3qt3hm9asZUrAfvi4VwHro+UQuvRdg0L+sbn46mXL4pVIOf4rULwoROwGR3Vl7HqZHgavvvOWwavPi8Grz4vBK+/F4JW3Um0kg9fgjPsieDNdsfy7wVu3Buzrt3oP3gY1EWqit/sL5Q3Dhcs3kMJ7f97xrGfw3pHotgEMXn1eDF59XgxeeS8Gr7yVaiMZvAZn3BfBmzwwHqlJGzLvuXv4iv/OYg2vJXcuBA/sjOSo8V4FQkZFwNa0nkEh/9mcwSs/FwxeeSsxksGrz4vBq8+LwSvvxeCVt1JtJIPX4Iz7RfDa7WnrcDOuxc34xQruxxocjNCEobjRZQggthd3cxCV47AD4uYOVitC3x8Pa5WKBoX8Z3MGr/xcMHjlrRi8+qzEaAavPjMGr7wXg1feSrWRDF6DM+6L4JVe0iCOTQSsiFn3b1pLv/Ib1ON13Jw8P/OdHNKvDgdFdUHwG80MCvnP5gxe+blg8MpbMXj1WTF49XsxeOXNGLzyVqqNZPAanHFfBK/2obVabW/daiurD6d5+ln6lV9ryeKwH0+/LVlGB4cD1tIlEGqC25I5D43BK3+yM3jlrRi8+qwYvPq9GLzyZgxeeSvVRjJ4Dc64L4JXu3Arbks27r2025L9ckb/UdgdsOTOCceVq963zXsXwr9arv+5/XQLBq/8xDB45a0YvPqsGLz6vRi88mYMXnkr1UYyeA3OuK+CV+y2eBEUjx+K1wJupHg+koxXeN3/f3gYcO26d4GcORD+TZJBIf/ZnMErPxcMXnkrBq8+Kwavfi8Gr7wZg1feSrWRDF6DM+4XwVuwhucvj9AuBTu8fpjNkjMcjqveg9eSLzfCdnxoUMh/Nmfwys8Fg1feisGrz4rBq9+LwStvxuCVt1JtJIPX4Iz7MngL/3UBNw4ew+k2A73fpcHTt6g5jzlXDsDbkgaxhrdgfoRuW2ZQyH82Z/DKzwWDV96KwavPisGr34vBK2/G4JW3Um0kg9fgjPsqeFNGTcXNBenLDZxXcZ23IXMeU1axK8YWyAf8cd777cwK5EP49g8MCvnP5gxe+blg8MpbMXj1WTF49XsxeOXNGLzyVqqNZPAanHFfBG/qrn1Ibtv/1p7/zW9asxQrAsepM2nLHsRDBLLbf1sffhChK6YZFPKfzRm88nPB4JW3YvDqs2Lw6vdi8MqbMXjlrVQbyeA1OOO+CN6UKQtxc8pCw8FrLV8K9oNHvQqIn4cuTzQo5D+bM3jl54LBK2/F4NVnxeDV78XglTdj8MpbqTaSwWtwxn0RvDfa9oN913e39tzuSPuWtIyPrO7Pa3fAVr8GUtdv8ypga1YfIbF9DQr5z+YMXvm5YPDKWzF49VkxePV7MXjlzRi88laqjWTwGpxxXwSv1yu8GdfwOoPX01cOOxyw1XoCqZu+8nyHB/Hzl2sjZOxAg0L+szmDV34uGLzyVgxefVYMXv1eDF55MwavvJVqIxm8BmfcF8Gb+tk2JPcYfmvPs1rDm/H4nOt0LRZoSxoOHEkb4R7F6V8tbK1YhksaDJ4fgbo5g1ffzOUItSEk2IYLV5L1bajo6Px3heDqjVRcT05VVEDfYTN45b0YvPJWqo1k8BqccV8Er9hlj3dpyHgsWS1pALSvDrYfOZ62lfudHtLj1/r4IwidF29QyH825xVe+blg8MpbiZEMXn1eDF59XgxeeS8Gr7yVaiMZvAZn3FfBK3Y7zxfbcTnpc/z16RbvXzzh7fgcDljKlITDGbwexllKl0DYqvcMCvnP5gxe+blg8MpbMXj1WYnRDF59ZgxeeS8Gr7yVaiMZvAZn3FfBm+kKr/M4nEsT0pclwGr1fIR2O2yPlEPq/sNeBWzPVkHIjFEGhfxncwav/FwweOWtGLz6rBi8+r0YvPJmDF55K9VGMngNzrgvgjfTfXizuIrr+pF7CKf/YlC9Grjp7S4NDgfEz4MnxxgU8p/NGbzyc8Hglbdi8OqzYvDq92LwypsxeOWtVBvJ4DU4474I3sx3abADFuutdbjimNy/TMLLMVofK592ezObLfOI1FRYa1ZH6Exe4TV4igTk5gxefdPGNbz6vLikQZ8Xg1fei8Erb6XaSAavwRn3RfDeeK0X7PsO3dpzuwhei+evCM74wTW3uzFY8t4Fx/lLt57H/ZvWxI0bCuVH2NZlBoX8Z3Ne4ZWfCwavvBWv8Oqz4hVe/V4MXnkzBq+8lWojGbwGZ9wnwev84glnzIrg9bZW1+sty+xAUBCQavcuEGRD+IE1BoX8Z3MGr/xcMHjlrRi8+qwYvPq9GLzyZgxeeSvVRjJ4Dc64T4K3TV/Yv96ftufaVdn0JQ2ejiWre/SKSM74ZRVuz2GBBWGH1hkU8p/NGbzyc8Hglbdi8OqzYvDq92LwypsxeOWtVBvJ4DU4474I3utVm8Bx6Yr+W5FlPFZRNeJrib09LFaE/2+tQSH/2ZzBKz8XDF55KwavPisGr34vBq+8GYNX3kq1kQxegzPui+C9Vq4u4N6pWX3BRFY/Cw8Frl6/JZBhDS9y5UD4NysNCvnP5gxe+blg8MpbMXj1WTF49XsxeOXNGLzyVqqNZPAanHGfBG+Z5zN/FbD7VwO7H1MWSxosxYrCceq05yvFDgesD96H0E9nGxTyn80ZvPJzweCVt2Lw6rNi8Or3YvDKmzF45a1UG8ngNTjjPgne0iJ403fceVXW/X/dj8nbB9rEUoZ8dwEXr3gXyJML4TtXGBTyn80ZvPJzweCVt2Lw6rNi8Or3YvDKmzF45a1UG8ngNTjj2R28jl9O43qtNp5vQyaORXyAzVnDzg+0if/v4Ysn0u7SkOpVwBJkQxjv0mDwDAnMzRm8+uaN9+HV58X78OrzYvDKezF45a1UG8ngNTjj2R282pdOTF4AiCLx9nBfxuDtCq8Yc6e7NFitCPueH1ozeIoE5OYMXn3TxuDV58Xg1efF4JX3YvDKW6k2ksErMeMnfz2LIXFzcPjYCdxTtCAG934dlSuW0rbM7uC9VrqOuIwLWD18O5rEsbiGiOANDQGSU7xvFRKM8O8+0fOsfj2WSxrkp4fBK28lRjJ49XkxePV5MXjlvRi88laqjWTwSsx4u96jUatGZbRp+jy27z6IIXGzsWHZeAQH2bI/eEvVBCxB3r9oQuJ4nENsT1VG6rY9XrewNaqNkLgBOp7Rv4cyeOXnh8Erb8Xg1WclRjN49ZkxeOW9GLzyVqqNZPDeYcb/OH8J9VtFYsfqRATZ0q6qNusUg8huLVGtUlkfBG9tIH0/vO56Vrcic9soJGkqkht18bwe2G5HyKrpsJV9yDR/Jhi88lPJ4JW3YvDqs2Lw6vdi8MqbMXjlrVQbyeC9w4zv2X8UIybMR9LcWNfIiOFTUb3yw2j+Us3sD15xSzLnw9OtyDLGrrf4tTsQfmQDkkdMQeqilZlucxbStyNsnVuY6s8Dg1d+Ohm88lYMXn1WDF79XgxeeTMGr7yVaiMZvHeY8e27D2DyrOVYOj3GNTJ67GyUfqA42r5aL9vPlx8K1kj/OuH0b57wdPcF9xD29KE1hwOW0GA8cGqTa/8vTnofyafPIqRoYeTp0ybbj4u/IQUoQAEKUIACFPi3BBi8d5Dde+AoYsbNw6p5I10j+w5LxJNVKqBZw2f/rXnx+ryu4L3T7yyu7IqH8wqvWxhbbFYU3zgLIeVL3+lZ+HMKUIACFKAABSgQ8AIM3jtM4fmLl1GneQS2rpyC8LAQbfQLrSMxalAnVKpQyjdLGrx9q5p74KYfV1CjWrA2fxGpn27RfsVWtQJsL9QM+BP37xwAlzTIq3FJg7yVGMm7NOjz4ofW9HlxSYO8F5c0yFupNpLBKzHjHfvGoeqjZdGpdUOs2bRTW+KwZlEcbDZr9gdvqSw+tCau5oovkhAfaguyIXhEHwS9Ul/iCNUYwuCVn2cGr7wVg1eflRjN4NVnxuCV92LwylupNpLBKzHjp06fQ9TomTj8w0nce09hDIt4A+XLlNC2zO778Irf85qIXvGlEe4Pux1BlR5G8AcJEkek5hAGr/y8M3jlrRi8+qwYvPq9GLzyZgxeeSvVRjJ4Dc64L4LXucviRdBX0W2QzSebM3jl2Rm88lYMXn1WDF79XgxeeTMGr7yVaiMZvAZnnMFrEDAbN2fwymMzeOWtGLz6rBi8+r0YvPJmDF55K9VGMngNzjiD1yBgNm7O4JXHZvDKWzF49VkxePV7MXjlzRi88laqjWTwGpxxBq9BwGzcnMErj83glbdi8OqzYvDq92LwypsxeOWtVBvJ4DU44wxeg4DZuDmDVx6bwStvxeDVZ8Xg1e/F4JU3Y/DKW6k2ksFrcMYZvAYBs3FzBq88NoNX3orBq8+Kwavfi8Erb8bglbdSbSSD1+CMM3gNAmbj5gxeeWwGr7wVg1efFYNXvxeDV96MwStvpdpIBq/BGWfwGgTMxs0ZvPLYDF55KwavPisGr34vBq+8GYNX3kq1kQxegzPO4DUImI2bM3jlsRm88lYMXn1WDF79XgxeeTMGr7yVaiMZvAZnnMFrEDAbN2fwymMzeOWtGLz6rBi8+r0YvPJmDF55K9VGMngNzjiD1yBgNm7O4JXHZvDKWzF49VkxePV7MXjlzRi88laqjWTwGpxxBq9BwGzcnMErj83glbdi8OqzYvDq92LwypsxeOWtVBvJ4DU44wxeg4DZuDmDVx6bwStvxeDVZ8Xg1e/F4JU3Y/DKW6k2ksFrcMYZvAYBs3FzBq88NoNX3orBq8+Kwavfi8Erb8bglbdSbSSD1+CMM3gNAmbj5gxeeWwGr7wVg1efFYNXvxeDV96MwStvpdpIBq/BGWfwGgTMxs0ZvPLYDF55KwavPisGr34vBq+8GYNX3kq1kQxegzPO4DUImI2bM3jlsRm88lYMXn1WDF79XgxeeTMGr7yVaiMZvKrNOI+XAhSgAAUoQAEKKCbA4FVswnm4FKAABShAAQpQQDUBBq9qM87jpQAFKEABClCAAooJMHgVm3AeLgUoQAEKUIACFFBNgMEboDM+a/EnWJr0OZJTbqLOM1UQ1as1gmy2AD2af2a3N27biwkzPsDvf1xA2Yfuw/B+7VHi3qLak3vzqt6gK1bOG4mihfL/MzsRgM+SOPcjLFu1CVs+mqzt/Y3kFMSMm4ttu/YjPCwUb7ZqgOaNnsOhYyfQZ+gUrF0cF4BHaXyXF364HjMXrUZKyk00bfAM+nV5DRaLBV/u3I9x05fi93MXUKFsSYwa1AkF8+fBgv+uw9GfTuGdyA7Gf/MAewZxrrwzcQH+OH8JOXOEIaJLczxZpUKWfxZ7Dn4XdZ+tipfqPhlgR/v3dvd/R3/G2zGJqFGtIqL7vO56kpO/nsWQuDk4fOwE7ilaEIN7v47KFUspb7f6sx0YPn4eYge8iXo1q7q8vL3ue3sdExvydf/vnbOBvhWDNwBncNfeQ4gZNwcLEwYjR3goekZPRu0aj6FVk9oBeDT/zC6f/v1PNH5jMKaN6YtHyz+EhDkr8O3Bo5g7cSCy8lL9he/4ydPoHjUJl69cdQWvCOBjx09hdNRbWrC07h6L9+L7wW63Kxu8X+35HsPHz8fcSQMQGhKMfsOnaRF37z2FUb91JBJH9dFiN3FuEo6f/A0Th/dQOngbtYtCtzdeRv3nquHA4Z/wZkQ8Nv53Ig4c+snra5dKwbv3wFHETlqIh0oWw105c9wWvO16j0atGpXRpunz2L77IIbEzcaGZeOxd/9RZe3mfbAW3+w7rF3MaN/iRVfwZvW67+11rPQDxRm8/8xfuwH3LAzegJsyaFdOihbOj06tG2p7v2n7Xsxbthbz3x0UgEfzz+yyeOHbd/AY6tWspj2huHrSbdBEbPpwUpZe7sE7aeaHOPLjSUwZ2QdWcV8uBR7t3x6D5i89h9EJi1zBK2LlnQEd8cjDD2oCcYlLtKt0tZ9+zBW8KTdT8WZEHJ55/BF0bPmi6aUGjZqJShVLoflLNW871nWbd2H5J1u0fxCIh/iHw9NNemHXJ9OwdOVG1xVecX626R6LsdFd8Nh/Spvay+FwoGKtDtialIC8eXJpx/pko+54f0o0Fi3f4PW1yz14xVXzke8uxKLEaBTIl9t0XidOnUl/F2A9zv150RW84h+Y9VtFYsfqRNc7ds06xSCyW0uIc83b677Z7cQ7BmUevFf7h5N4t8l5hTer131vr2Pd2ze5LXhVfN033R8oyQNi8EpC+dOwjhFxaNG4Fp5/poq2Wz+e+A3t+4zBFyve9afd9Om+zF7yKb4/chzjY7ohKy9n8IqrJ2LZw8KEKOQID/PpvmfXb560divElcsB3VtqV8edSxoeqd1R++88uXNqu7Js5Ubs/u4wOrZs4Are4RPmIzU1FSP6q/F2fdOOQ/BCrepYt/lr/HX1GhrXq4EubRthxsKP8cf5i4jq1cY1bc806YUFk6Ow5at9WvAO7t0Gr/cchbbN6irzdn2Ht8dqS63Eu05ff3sIg8fMwqeLxqJz5Hivr13OaBNXyjv1H4fpY/pqV0DN/Ji+YNVtwbtn/1GMmDAfSXNjXYcdMXwqqld+WAteb6/7qth17Bt3W/BmPDfcX/e9vY7FD+nqCl4VX/fN/OfpTsfG4L2TkB/+XLzFLP6yfbr6f7S9++3MH3i5QzR2fjLND/c2+3dp66792l8aCxKitLW5WXmJ4BVv3cdPXYJ5kwahSKF82b/DPvgdL1y8glbd39GWxYir2c7gFVduH63TEd+sew9hoSHanq1ctw2fbdkNcWVErOFt/1p9rP9iN2bERyizbrzOaxEoX7qEdq6I4G3bazT6dn4VBw8fR2qqXVve4HzUbdEPk2N7Ydfe/2nBe+36DZS8t6jmp8rj2E+n0K7PaNhT7bienKL9w7PWU5Wy/LMoou2JKhW0K+MDe7R0rfk1s1nG4N2++wAmz1qOpdNjXIcdPXY2xNvw4h9b3l73VbHLKnjdX/cL5Mvj9XUsYWRvLXhVfN03858lmWNj8Moo+dmYN/vF49WGNV1v6/xw/BTEr4m371V/iA82TJu/EtPGvI37ihXROLLyEi98IuzEW/YrZr/jijyzO4orbpUqlEKzhs/i/MXLma7wbl4xCfny3KUxLEn6HN8eOIb2LV5Amx6xsFqteO6pShg7uLPZmVzH16RDNHp2aKqtrRSPaQtW4s/zl1CoQF6cPXfhtjWYNRr3xOKp0di8/VtMnb8Syckp2gePXmnwjBJe4sNC4u3koX3b4amqFSDWiYt1qe9PGQzxzoC31y4RbV/vOwyxJGLRlGjTX90VJ0PG4BVre2PGzcOqeSNd50rfYYla/K/dvEt5O2/B6+l1X1zh9fQ6Nja6sxa8Kr7uK/EClMVBMngD8AwYNfl95M6VEz06pF0xWr1hB5LWbcWscf0D8Gj+uV3euHUPJs9egVnj+2vr45yPrLzEC19CbG8s/+QL5MmdS7vbhQoPsabSeVcPERjnL15B/rx34eP5o7U4GdSrNapXKqdRDI2fg+J3F9LW63boOxbLZ45Ah75x2lXNOk8/pgIXRIyJ2G3ywtOu4L146S9tPa64e4NYwiAeZ34/jxfbDMDOT6dh8YrPtOgd0KMVxF/UH8yI0T51b/aHWG/ZZcAEbF5+6x/gnfqNQ6O6T2L/oR+9vnYJY3F3lSKF8mt3DVkybYjp30HIGLziH591mkdg68opCA9Le4flhdaR2p0/1mzcqbydp+D19rr/cvtoj69jb7V5SQteFV/3zf7ac6fjY/DeScgPf75n/xFEvjMd7ydGI2d4mLZGteXLtV1/GfvhLv/ru3Tx8l8QV+HEW/TFMkRFVl7ONbzhoaFo3H4w4qK7oFqlsv/6/vrTb5DxCq/4S1jc4WLSiJ745dfftbemFycO0d6ad96WTKw1fDtmCj6aE6uFstkfG7bs1q7GzZkwADdTU/F6z5EY0L0VqjxSBnVb9tPeshf/PWryIly7dgOjozrddpcGcTuzHbsPYvaESO1WZmZ+XLpyFbVf7Ys5EwegYtmS2ifrm3QYgpnj+mnnkLfXLvcPXr3Vf5x2txVxpwczPzIGrzhWEXVVHy2rfSh5zaad2hKHNYvisO/7Y8rbZQzerF73vb2O3V+8iGsNr8qv+2b+c+Xt2Bi8ATrrc5euwcLl67X1gy/Wfhz9u7ZQ5s4CnqbsozVfQqx1Cw4Ouu3Hmz+cpH1S3JuX+10axP0cxd0KkubEakscVHlkDF7xFrx4W/XLnd9pDiI6Gtd7KtN9eMcmLtHWj08a0UMJKrGM4f3lGxASHIRXX3oO3do11o5brLsck7BY+/DRoxUewqiBnbRzzv0+vOLPaatu76BRvSfRuunzpvcSd44RoXb9RrK2BEZ8YO+1xrW04/b2Z9E9eH87+yeadRqKmfH98HDpEqbzGjNlsbZWWdzqT7zDYrPZ8GrDZ7WlL6dOn0PU6Jk4/MNJ7bZ3wyLeQPkyaQaq2ok7VYhbJd68mQqb1QqL1YKxg9/C1Ws3vL7ui1t2enodE4583TfdHympA2LwSjFxEAUoQAEKUIACFKBAoAoweAN15rjfFKAABShAAQpQgAJSAgxeKSYOogAFKEABClCAAhQIVAEGb6DOHPebAhSgAAUoQAEKUEBKgMErxcRBFKAABShAAQpQgAKBKsDgDdSZ435TgAIUoAAFKEABCkgJMHilmDiIAhSgAAUoQAEKUCBQBRi8gTpz3G8KUIACFKAABShAASkBBq8UEwdRgAIUoAAFKEABCgSqAIM3UGeO+00BClCAAhSgAAUoICXA4JVi4iAKUIACFKAABShAgUAVYPAG6sxxvylAAQpQgAIUoAAFpAQYvFJMHEQBClCAAhSgAAUoEKgCDN5AnTnuNwUoQAEKUIACFKCAlACDV4qJgyhAAQpQgAIUoAAFAlWAwRuoM8f9pgAFKEABClCAAhSQEmDwSjFxEAUoQAEKUIACFKBAoAoweAN15rjfFKCAXwpcunIVTzTshqS5sShVsvg/uo+jExbhzO/nMWlEj3/0eflkFKAABcwuwOA1+wzz+ChAAV0CXQdOxPiYrsgRHoaZi1ajXKn7UaNaRennuJmaij3fHUWFsiWRIzxUejuZgSdOnUFy8k08VLKYNnxJ0udo1uBZBAcHyWzOMRSgAAWUFWDwKjv1PHAKUMCTwOs9R2FhQpT2o77DpmJw7zYokC+332Fdu56Mxxt0xY7ViVqc80EBClCAAt4FGLw8OyhAAQqkC5w9dwFjpizGhGHdtF9p13s05r87yKPPz7+cwYiJ8/HtgWPIny83OrR4AS1fro2MSxpeeXMoXqz9OJLWfKldmZ04vAe2fLUPE9/7L8RzPHD/PYjs1hLVKpXFp5/vRPy0Jdj04STX79ln6BQUKZQPg3q2hnNJQ1x0ZzzesBtuJKcgPCwEkd1b4elqFTF8wjzsPXAMDocDlSqUwrB+7XF34fycXwpQgALKCzB4lT8FCEABCly89Bc6DxiPy1eu4vr1ZBQqmBepqXb88utZ3H9vUcRGdnQtIxBadrsDjd+IwhNVKqBru0b46cRv6Bw5HpNG9ETFcg/ctoa3RdcREM8fE9EO5UuXwMXLf6FRuyiM6N8Bzz7xCD7esEOL3/VL47Fj9/dSwSvW8B46dgIipr9eM127wtt3WCLCQkMQ3act7HY7xiYu0Y6H6315flOAAhQAGLw8CyhAAQqkC0yevRzVKz+M6pXKaVdhRVS+1ealTD7fHjyGtr1GYchfDGsAAAXlSURBVPuqROTKGa79/Mud+1G4YF7cXaRApuAVH157J7KDNk6sC/5syzdYNiPG9byr1m/Dk1UqYNfeQ387eN/sF48SxYsius/r2vOKYLfZrJxbClCAAhQAg5cnAQUoQAGXQMeIOEwd/TZCQ4K1q67iCmzliqUzCX28fjvipy3Flo8mZ/pZxiUN4gpv7RqV0al1Q23skLg5uHrtOsbHpC2bcH/ILmnwdIV3z/4j6BWdgPDwUO1Ddi/Wqo6qj5bl7FKAAhSgAIOX5wAFKEABYM3GnZi3bC2O/3IaJe+7WyM5fvI07i9WBIUL5UNCbK/bmFZv2KGt9d26MkEqeOs9WxXtW7ygjR0aPwdX/rqGCcO6SwVv7yEJKFo4/21reD0Fr3gy8UG2bV/vx+bt32Ld5l1o0bg2Iro05xRTgAIUUF6ASxqUPwUIQAEKCIEjP/6CD1dvRlSvNtqHvsQH1hZMTrtbQ8bHvu9/QOvusdoV3vx579J+vG7z18idKwfKly2ZaUmDe/CKJQ2rP9uBlXNHup5WxPZzT1XCsZ9OYUj8bG2phPPx6lvDULliqTsG77k/L2p3k7BYLNqmG7bsxuAxs7Dr0+mcYApQgALKCzB4lT8FCEABCggBsY42JSUVrzR4BidOncWMhaswcuCbHnFEEDduH619CO3tt17FL7+dhbh/77ih3fBI+QezDN7Tv/+J+i37o3+3FtrdGzZ8sRvx05Zh7eI4nL9wGY3bD8ZHc2JR+oHi2Pb1AfQZmoCmLz6TKXjFB+Uath2ED2YMw33FiqDRG4PQ5pW6aNWkjrbPifM+wo7dB7F81ghOMAUoQAHlBRi8yp8CBKAABYRA/NSlWoCWL1NCu1p77s8LaN30ea84v535A4NGz4S42lswfx680bw+Wjetk+m2ZGINr/sVXvGEX+35HrGTFuLU6XN44L67Edm9pfZBOfGYNPNDfLTmS+TJnQuPVy6n3XosyGbDkLfbum5LJpY0iDtFvBU5Dru/PYTu7Zvg8coPY1TCIhz54SSCgmz4T7kHMbBnKzx4/z2cYApQgALKCzB4lT8FCEABClCAAhSgAAXMLcDgNff88ugoQAEKUIACFKCA8gIMXuVPAQJQgAIUoAAFKEABcwsweM09vzw6ClCAAhSgAAUooLwAg1f5U4AAFKAABShAAQpQwNwCDF5zzy+PjgIUoAAFKEABCigvwOBV/hQgAAUoQAEKUIACFDC3AIPX3PPLo6MABShAAQpQgALKCzB4lT8FCEABClCAAhSgAAXMLcDgNff88ugoQAEKUIACFKCA8gIMXuVPAQJQgAIUoAAFKEABcwsweM09vzw6ClCAAhSgAAUooLwAg1f5U4AAFKAABShAAQpQwNwCDF5zzy+PjgIUoAAFKEABCigvwOBV/hQgAAUoQAEKUIACFDC3AIPX3PPLo6MABShAAQpQgALKCzB4lT8FCEABClCAAhSgAAXMLcDgNff88ugoQAEKUIACFKCA8gIMXuVPAQJQgAIUoAAFKEABcwsweM09vzw6ClCAAhSgAAUooLwAg1f5U4AAFKAABShAAQpQwNwCDF5zzy+PjgIUoAAFKEABCigvwOBV/hQgAAUoQAEKUIACFDC3AIPX3PPLo6MABShAAQpQgALKCzB4lT8FCEABClCAAhSgAAXMLcDgNff88ugoQAEKUIACFKCA8gIMXuVPAQJQgAIUoAAFKEABcwsweM09vzw6ClCAAhSgAAUooLwAg1f5U4AAFKAABShAAQpQwNwCDF5zzy+PjgIUoAAFKEABCigvwOBV/hQgAAUoQAEKUIACFDC3AIPX3PPLo6MABShAAQpQgALKCzB4lT8FCEABClCAAhSgAAXMLcDgNff88ugoQAEKUIACFKCA8gIMXuVPAQJQgAIUoAAFKEABcwsweM09vzw6ClCAAhSgAAUooLwAg1f5U4AAFKAABShAAQpQwNwCDF5zzy+PjgIUoAAFKEABCigvwOBV/hQgAAUoQAEKUIACFDC3wP8BmK2emcwHFzcAAAAASUVORK5CYII=" }, "metadata": {}, "output_type": "display_data" @@ -11632,9 +369,16 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 8, "id": "9a7e3e8d", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2022-09-16T18:42:26.073629Z", + "iopub.status.busy": "2022-09-16T18:42:26.073065Z", + "iopub.status.idle": "2022-09-16T18:42:26.367288Z", + "shell.execute_reply": "2022-09-16T18:42:26.366698Z" + } + }, "outputs": [ { "name": "stdout", @@ -11645,5019 +389,7 @@ }, { "data": { - "application/vnd.plotly.v1+json": { - "config": { - "plotlyServerURL": "https://plot.ly" - }, - "data": [ - { - "name": "Payload %", - "opacity": 0.7, - "type": "histogram", - "x": [ - 5.82523592473218e-05, - 0.0003649437879399821, - 0.007187975544969113, - 0.0007373803675001422, - 0.0012694203064219883, - 1.5899548616350118e-05, - 2.0456442024018796e-05, - 1.5873681671746514e-05, - 1.5865059356878643e-05, - 2.279308935321125e-05, - 3.70931985615717e-05, - 2.2762911251173707e-05, - 2.516853709930911e-05, - 3.0070323101692538e-05, - 5.827822619192541e-05, - 3.0967043847950895e-05, - 3.6412035687010065e-05, - 3.6812973328365964e-05, - 8.649475159702616e-05, - 3.7588981666474156e-05, - 4.502141708257709e-05, - 4.380998184364152e-05, - 0.00011837144966353721, - 4.461616828378725e-05, - 5.374288857142641e-05, - 5.1130327166462155e-05, - 0.00015619754498887777, - 5.192789129174002e-05, - 6.278769686782081e-05, - 5.7756576142419343e-05, - 0.00019822270765487043, - 5.8580007212300816e-05, - 7.28844275780952e-05, - 6.440869206298015e-05, - 0.00025354347984711686, - 6.522350081799375e-05, - 8.16533217987178e-05, - 7.18066382196116e-05, - 0.0003070061431853375, - 7.260420234488947e-05, - 9.081453134582844e-05, - 8.010992743736928e-05, - 0.000364948099097416, - 8.089886924777928e-05, - 9.926871107377382e-05, - 8.796054512456385e-05, - 0.0004289946539359457, - 8.874948693497386e-05, - 0.0001086497896500151, - 9.461697220255859e-05, - 0.0004999907945579776, - 9.555680452315628e-05, - 0.00011719881484150705, - 0.0001014329121056089, - 0.0005738193656141045, - 0.0001022477208606225, - 0.00012569179498635784, - 0.00010814107307281084, - 0.0006528515036929902, - 0.00010893432604065477, - 0.0001341804639737747, - 0.00011478887783593772, - 0.0007372725885642938, - 0.0001155390192294423, - 0.00014326838384450845, - 0.0001215272169051772, - 0.0008264014573534539, - 0.0001223161587155872, - 0.00015187776524007549, - 0.00012884756222799785, - 0.000948463257780439, - 0.0001296192594086721, - 0.0001609872408979789, - 0.00013559883476953912, - 0.0010537029219002119, - 0.0001363231092184401, - 0.00016943710946849035, - 0.00014222508374549632, - 0.001159330590189039, - 0.00014296660282413305, - 0.00017790422266873753, - 0.0001489634228147358, - 0.0012694763514686294, - 0.00014979547619948516, - 0.0001865308486940403, - 0.00015568020609680564, - 0.0013855628876921814, - 0.0001564648367497817, - 0.00019499365073685356, - 0.00016463879124452134, - 0.0015088921684047432, - 0.000165384621480592, - 0.00020524127195731566, - 0.00017133401873942148, - 0.0016348038324202317, - 0.00017215744980930296, - 0.00021367389589809136, - 0.00017807666896609492, - 0.0017668545846216428, - 0.00017885698846163703, - 0.00022211945331116888, - 0.00018490554234144703, - 0.0019143091023345014, - 0.0001856168833180462, - 0.00023077625743850918, - 0.00019223450997913553, - 0.0020566936989050533, - 0.00019304931873414914, - 0.0002466456279528218, - 0.00019889093705713026, - 0.0022050320038918686, - 0.0001997100569695778, - 0.0002550782518935975, - 0.0002055602976074268, - 0.0023570089257529247, - 0.0002063621728901386, - 0.00026356692088101436, - 0.00021218223542595005, - 0.0025157112532109183, - 0.00021295824376405824, - 0.00027331444783914005, - 0.00021909733194998087, - 0.002678297933516887, - 0.00021990351839012659, - 0.00028203160817055544, - 0.00022575807018540954, - 0.0028478083326617543, - 0.00022659012357015886, - 0.00029044267632416146, - 0.00023237138568906493, - 0.003020918548263957, - 0.0002331948167589464, - 0.0002988839225798051, - 0.00023914852517520983, - 0.0003662586909573321, - 0.00023994177814305376, - 0.00023241449726340427, - 0.003021030638357239, - 0.0002332336171758518, - 0.00029890547836697475, - 0.00023911834707317228, - 0.003201219774465962, - 0.00023990297772614834, - 0.0003074286366138631, - 0.00024573166257682767, - 0.0034906105283762433, - 0.0002465550936467091, - 0.0003158526382397709, - 0.0002524355123865957, - 0.0036816680923759146, - 0.0002531597868354967, - 0.00032427232870824483, - 0.0002600490164149239, - 0.0038964370222622255, - 0.0002608638251699375, - 0.0003338215424244096, - 0.0002668002889564652, - 0.004097966387668924, - 0.00026756336382227153, - 0.0003422972779395246, - 0.000273448093719592, - 0.004302548052538847, - 0.00027424134668743597, - 0.00035082474734384687, - 0.00028672645861611, - 0.004515079491716946, - 0.00028753264505625576, - 0.0003592185708677172, - 0.00029339581916640653, - 0.0047301458914661984, - 0.00029416751634708083, - 0.00036768568406796436, - 0.0003000306904572316, - 0.004950303768144927, - 0.0003008066987953398, - 0.0003761312414810419, - 0.0003066655617480567, - 0.005178825290245488, - 0.0003074933039753721, - 0.00038458111005155337, - 0.0003184220880703958, - 0.005413261720345407, - 0.00031925414145514517, - 0.00039693257609977543, - 0.00032513024903759775, - 0.0056529275844126895, - 0.00032594936895004534, - 0.00040535226656824934, - 0.00033185134347710156, - 0.005894188576730528, - 0.0003326187295003419, - 0.000413853869027968, - 0.00033848621476792657, - 0.006140579846394747, - 0.0003393010235229402, - 0.00042229080412617767, - 0.0003460910964813869, - 0.006396964378990826, - 0.0003468584825046272, - 0.00043169343848958863, - 0.00035267854504043866, - 0.006654099052980411, - 0.0003534243752765093, - 0.0004400872620134589, - 0.00035936515022047094, - 0.006916307959269736, - 0.0003601152916139755, - 0.0004485974867880455, - 0.00036613797854918195, - 0.0071882040363131115, - 0.0003669614096190634, - 0.00045734051406406446, - 0.0003662069570681249, - 0.007188079012747528, - 0.0003670605662400439, - 0.0004572586020728197, - 0.00037292805150762864, - 0.007500607748605735, - 0.0003736523259565296, - 0.0004657515822176705, - 0.00037956723395588763, - 0.007778690336566806, - 0.00038034755345142977, - 0.00047430491856659637, - 0.00038617623830210907, - 0.008066705831255664, - 0.00038698673589968876, - 0.0004827030532479006, - 0.00039294906663082, - 0.008354992928862857, - 0.0003937466307560979, - 0.0004911098102440727, - 0.00039961842718111657, - 0.008648720707151676, - 0.00040039012436179086, - 0.0004995467453422824, - 0.0004062920988888471, - 0.008948130590938422, - 0.0004070939741715589, - 0.0005081388821081137, - 0.0004129959486986151, - 0.009257658761222611, - 0.0004137460900921197, - 0.0005191754451389858, - 0.00041960926420227045, - 0.009567505957156911, - 0.00042072585397765947, - 0.0005278926054704011, - 0.00042753748272327587, - 0.009882724855253894, - 0.0004283350468485537, - 0.0005373857741399247, - 0.0004341939098012706, - 0.010209109651104767, - 0.0004350345855008878, - 0.0005459046212293791, - 0.0004408460257218314, - 0.010534270078244402, - 0.0004416953237363165, - 0.0005543415563275888, - 0.00044756280900390123, - 0.010864578027360156, - 0.00044830863923997185, - 0.0005627741802683645, - 0.0004541847468224245, - 0.01120035683525957, - 0.00045496506631796657, - 0.0005712757827280832, - 0.00046100499788290873, - 0.011548375019113925, - 0.00046175945043384724, - 0.0005797040955114249, - 0.00046766142496090346, - 0.01189446180443788, - 0.0004683943217246723, - 0.0005881453417670685, - 0.00047421007310304985, - 0.012245756467942025, - 0.0004750335041729313, - 0.0005966167661247497, - 0.0004808837448107803, - 0.012602603902221078, - 0.0004817330428252654, - 0.0006050580123803933, - 0.0004878376417517165, - 0.012972518454682386, - 0.0004885748496729192, - 0.0006139303743794303, - 0.0004944164679959004, - 0.013763361485520749, - 0.0004953476780016302, - 0.0006223457536904702, - 0.000501284141788158, - 0.014135845487812682, - 0.0005020385943390965, - 0.0006308861565670943, - 0.0005079319465512848, - 0.01451357185754428, - 0.000508707954889393, - 0.0006393748255545112, - 0.0005145237062677705, - 0.014905309488936164, - 0.0005153686931248216, - 0.0006477427821337779, - 0.0005223958797421348, - 0.015374053014412985, - 0.0005232796670160913, - 0.0006575161760365072, - 0.000529086796079601, - 0.015767523731093313, - 0.0005298196928433699, - 0.0006658539545137364, - 0.0005358466909360101, - 0.016166021257341606, - 0.0005366097658018166, - 0.0006744116020200962, - 0.0005358466909360101, - 0.016166275615630207, - 0.0005366528773761559, - 0.0006743900462329264, - 0.0005425332961160424, - 0.016569950841956657, - 0.0005433049932967167, - 0.000682835603646004, - 0.0005491466116196978, - 0.016988887565599232, - 0.0005499139976429382, - 0.000691311339161119, - 0.0005557642382807872, - 0.01740387958018976, - 0.0005568765168987422, - 0.0007002397462067973, - 0.0005627353798514591, - 0.017823450043975127, - 0.0005635544997639067, - 0.0007086896147773087, - 0.0005694349185037932, - 0.018248081806587928, - 0.0005701764375824299, - 0.0007171179275606504, - 0.0005760611674797503, - 0.018678072337891115, - 0.0005768630427624621, - 0.000725692819696746, - 0.0005827779507618202, - 0.01912487638318664, - 0.0005835367144701926, - 0.000734034909331409, - 0.0005894085108952113, - 0.019565338715896854, - 0.0005901758969184516, - 0.0007425322006336939, - 0.0005960175152414328, - 0.020011629733457745, - 0.0005968366351538803, - 0.0007509950026765071, - 0.0006026222084302203, - 0.0204624517774817, - 0.0006035534184359501, - 0.0007594707381916221, - 0.0006196943918686006, - 0.020927207482332132, - 0.0006206040460871607, - 0.0007757669132918943, - 0.000626570687975726, - 0.02140104248473843, - 0.0006273035847394948, - 0.0007843116273259522, - 0.0006331150249604384, - 0.02186779425548077, - 0.0006339815676046592, - 0.0007928002963133691, - 0.0006411079108429528, - 0.022341400766543073, - 0.0006419356530702682, - 0.0008024874670674197, - 0.0006478548722270601, - 0.022818408780820743, - 0.0006489412839004116, - 0.0008114676080023051, - 0.0006548561918997696, - 0.023301275658051134, - 0.0006555977109784064, - 0.000819956276989722, - 0.000661538485922368, - 0.023803167673037477, - 0.0006622713826861369, - 0.0008284406348197049, - 0.0006681000675368161, - 0.02429592003426388, - 0.0006689450543938673, - 0.0008368301471861413, - 0.0006748082285040182, - 0.024794453657609187, - 0.0006756575265185031, - 0.0008453360608032938, - 0.0006814215440076735, - 0.02529782439959537, - 0.000682244975077555, - 0.0008537729959015036, - 0.0006881943723363844, - 0.025807114360738344, - 0.0006889272691001533, - 0.0008622142421571471, - 0.0006947775097380023, - 0.026321301796726267, - 0.0006955147176592051, - 0.0008707460227189033, - 0.0007014727372329025, - 0.02685647594710258, - 0.0007021582112648981, - 0.00087911397929817, - 0.0007080558746345203, - 0.027380984293987345, - 0.0007089224172787411, - 0.0008875897148132851, - 0.0007147295463422508, - 0.027911946443550707, - 0.0007156219559310752, - 0.000896069761485834, - 5.82523592473218e-05, - 0.0003649437879399821, - 0.007187975544969113, - 0.0007373803675001422, - 0.0012694203064219883, - 1.5899548616350118e-05, - 2.0456442024018796e-05, - 1.5873681671746514e-05, - 1.5865059356878643e-05, - 2.279308935321125e-05, - 3.70931985615717e-05, - 2.2762911251173707e-05, - 2.516853709930911e-05, - 3.0070323101692538e-05, - 5.827822619192541e-05, - 3.0967043847950895e-05, - 3.6412035687010065e-05, - 3.6812973328365964e-05, - 8.649475159702616e-05, - 3.7588981666474156e-05, - 4.502141708257709e-05, - 4.380998184364152e-05, - 0.00011837144966353721, - 4.461616828378725e-05, - 5.374288857142641e-05, - 5.1130327166462155e-05, - 0.00015619754498887777, - 5.192789129174002e-05, - 6.278769686782081e-05, - 5.7756576142419343e-05, - 0.00019822270765487043, - 5.8580007212300816e-05, - 7.28844275780952e-05, - 6.440869206298015e-05, - 0.00025354347984711686, - 6.522350081799375e-05, - 8.16533217987178e-05, - 7.18066382196116e-05, - 0.0003070061431853375, - 7.260420234488947e-05, - 9.081453134582844e-05, - 8.010992743736928e-05, - 0.000364948099097416, - 8.089886924777928e-05, - 9.926871107377382e-05, - 8.796054512456385e-05, - 0.0004289946539359457, - 8.874948693497386e-05, - 0.0001086497896500151, - 9.461697220255859e-05, - 0.0004999907945579776, - 9.555680452315628e-05, - 0.00011719881484150705, - 0.0001014329121056089, - 0.0005738193656141045, - 0.0001022477208606225, - 0.00012569179498635784, - 0.00010814107307281084, - 0.0006528515036929902, - 0.00010893432604065477, - 0.0001341804639737747, - 0.00011478887783593772, - 0.0007372725885642938, - 0.0001155390192294423, - 0.00014326838384450845, - 0.0001215272169051772, - 0.0008264014573534539, - 0.0001223161587155872, - 0.00015187776524007549, - 0.00012884756222799785, - 0.000948463257780439, - 0.0001296192594086721, - 0.0001609872408979789, - 0.00013559883476953912, - 0.0010537029219002119, - 0.0001363231092184401, - 0.00016943710946849035, - 0.00014222508374549632, - 0.001159330590189039, - 0.00014296660282413305, - 0.00017790422266873753, - 0.0001489634228147358, - 0.0012694763514686294, - 0.00014979547619948516, - 0.0001865308486940403, - 0.00015568020609680564, - 0.0013855628876921814, - 0.0001564648367497817, - 0.00019499365073685356, - 0.00016463879124452134, - 0.0015088921684047432, - 0.000165384621480592, - 0.00020524127195731566, - 0.00017133401873942148, - 0.0016348038324202317, - 0.00017215744980930296, - 0.00021367389589809136, - 0.00017807666896609492, - 0.0017668545846216428, - 0.00017885698846163703, - 0.00022211945331116888, - 0.00018490554234144703, - 0.0019143091023345014, - 0.0001856168833180462, - 0.00023077625743850918, - 0.00019223450997913553, - 0.0020566936989050533, - 0.00019304931873414914, - 0.0002466456279528218, - 0.00019889093705713026, - 0.0022050320038918686, - 0.0001997100569695778, - 0.0002550782518935975, - 0.0002055602976074268, - 0.0023570089257529247, - 0.0002063621728901386, - 0.00026356692088101436, - 0.00021218223542595005, - 0.0025157112532109183, - 0.00021295824376405824, - 0.00027331444783914005, - 0.00021909733194998087, - 0.002678297933516887, - 0.00021990351839012659, - 0.00028203160817055544, - 0.00022575807018540954, - 0.0028478083326617543, - 0.00022659012357015886, - 0.00029044267632416146, - 0.00023237138568906493, - 0.003020918548263957, - 0.0002331948167589464, - 0.0002988839225798051, - 0.00023914852517520983, - 0.0003662586909573321, - 1.1370399015673913, - 0.5239212663988817, - 0.5239643693509062, - 0.5239643693509062, - 0.5239643693509062, - 0.5239643693509062, - 0.5239643693509062, - 8.094629197955256e-05, - 0.48969053410524715, - 0.010369747688250596, - 1.34166920472696, - 1.3794437946544373, - 1.875169009334872, - 0.00514665543347347, - 0.016009603843323596, - 0.08480372596050999, - 0.3201726680357044, - 0.7064107067796289, - 1.2435242270164433, - 0.0063449545757078415, - 0.019732559890444302, - 0.10453985548930958, - 0.39466171703302483, - 0.870795864009997, - 1.5327640990388518, - 0.0006966097516474245, - 0.0021667747928231346, - 0.011477702215299439, - 0.04333133127838151, - 0.09560295546348656, - 0.16829441563483885, - 0.003655495055594499, - 0.011370863111771677, - 0.060236698791013135, - 0.22740970477645184, - 0.501743836194181, - 0.8832410287538882, - 0.00698270409490976, - 0.021716890811820766, - 0.11502232701098526, - 0.4342143791767669, - 0.9581366630088031, - 1.6865791863396442, - 0.008692466021633809, - 0.02703311700064318, - 0.14318086734859958, - 0.540535096201201, - 1.192716102823121, - 0.0006248289803724164, - 0.001944715695716041, - 0.010302170295473674, - 0.03889398195519841, - 0.08581286444801561, - 0.15106068019393676, - 0.004770614726298541, - 0.014844435945969011, - 0.07864483231733588, - 0.2968927584738958, - 0.6551252555463789, - 1.1531793143610507, - 0.01673535701922442, - 0.05208932258185369, - 0.2759978200049567, - 1.042000931719412, - 2.298954940103768, - 0.024938148846039655, - 0.4112005283848362, - 1.5524308016883355, - 0.00024924525588548423, - 0.0007767455460293974, - 0.004112969215539016, - 0.015546939049828623, - 0.03426403598481171, - 0.06038422228724494, - 0.0007088275718151946, - 0.002206924602005366, - 0.011690220721005236, - 0.044136547708104615, - 0.09738074314336066, - 0.1714913501188155, - 0.001294356041019865, - 0.004029716454332308, - 0.02135985368661462, - 0.17793170629737887, - 0.0015718566227273553, - 0.004894323388865289, - 0.02593213792632244, - 0.09790704924289537, - 0.21605648292089982, - 0.3804020852818116, - 0.00032072855729755077, - 0.0009987787761918875, - 0.005293006294883241, - 0.0004059601397664341, - 0.0012631734393002173, - 0.00669846517413303, - 0.02529046094269821, - 0.05579934946783003, - 0.09822701472532712, - 0.0021957716377237774, - 0.006832249011622883, - 0.03618737696197031, - 0.13663630618370057, - 0.30154275563750776, - 0.530686080285923, - 0.007087059971755576, - 0.022055614140247558, - 0.11684983526954493, - 0.4411321917299811, - 0.9733320702814686, - 1.7133334016324138, - 0.010538089763730867, - 0.03279253448483148, - 0.1737483876148329, - 0.6559261392628809, - 1.447281671874675, - 2.547647436627703, - 0.00032072855729755077, - 0.005293006294883241, - 0.019984249572594828, - 0.04409192291750596, - 0.07761792323888757, - 0.0012081587592857803, - 0.003759411194382054, - 0.019923539853610162, - 0.07521942373399046, - 0.16596035068894932, - 0.2920815930007737, - 0.0022265619241169372, - 0.006928180886842791, - 0.03670069785531401, - 0.13854025988587876, - 0.3057815416715987, - 0.5382811282492765, - 0.0027332134569103433, - 0.008504193465336459, - 0.04505371196291469, - 0.17010920597896842, - 0.3752821288463265, - 0.6606924902544773, - 0.0005504615146370478, - 0.0017127538699831999, - 0.009073753407405837, - 0.03425663372749765, - 0.07558135402288413, - 0.1330497853358916, - 0.0025997702008577718, - 0.008084907537941733, - 0.04283038771803064, - 0.1616768105295367, - 0.35671327105970924, - 0.6279371050132541, - 0.004015312877345533, - 0.01250909489747904, - 0.06629945793456793, - 0.2503024896453228, - 0.5522246831820634, - 0.9721103443097383, - 0.004982650382371737, - 0.015518985505026993, - 0.08226137175435735, - 0.3105336529101908, - 0.6851935351594478, - 1.2062489380983346, - 0.0006965925070176887, - 0.002165895316706612, - 0.011477659103725099, - 0.04333131834490921, - 0.09556505607848484, - 0.16829438114557937, - 0.002683350610029458, - 0.008352117386854423, - 0.04426692142006423, - 0.16712790265636487, - 0.3687449311383246, - 0.6491197916851211, - 0.005437662871421477, - 0.016934825651377695, - 0.08974553243735263, - 0.33883813454925865, - 0.7476424095422208, - 1.3161131937309611, - 0.006739382369338501, - 0.020987369684322688, - 0.11122652533670337, - 0.41995708407288285, - 0.9264697587964995, - 1.6309783613604893, - 0.0005501468001443706, - 0.0017118399046072057, - 0.00906916633589613, - 0.03425659492708074, - 0.07558131091130979, - 0.13298312190849068, - 0.0019897672909006555, - 0.006194499492420965, - 0.03282611840124183, - 0.12395193255843007, - 0.273445420801983, - 0.48135987766009886, - 0.00024893485255024093, - 0.0007767110567699258, - 0.00411747868621491, - 0.015546908871726587, - 0.03430185345782218, - 0.06038419642030034, - 0.000603893999873231, - 0.0018825660501484425, - 0.0099717071446903, - 0.037668539765759984, - 0.08314912960431056, - 0.1463063228423216, - 0.001049762524005596, - 0.0032743801161198285, - 0.0173553919925303, - 0.06554791972605475, - 0.14458674009896302, - 0.25452520799565753, - 0.0013117343166360546, - 0.004088533575203475, - 0.021691924899120852, - 0.0818886075268322, - 0.1807171709823885, - 0.31806140370600056, - 0.0002849588840681969, - 0.0008868740626792519, - 0.004705218779183189, - 0.017765572755424557, - 0.03919687525419177, - 0.06900104905170036, - 0.0008208702423657161, - 0.0025591504755152414, - 0.013568117787652727, - 0.05123081593508973, - 0.11303525850463825, - 0.19898330791630975, - 0.0015187474742987173, - 0.004736759206969854, - 0.025111095237659368, - 0.09483331470490829, - 0.2091650762069685, - 0.36820666588806816, - 0.0018523707034811658, - 0.005776084418827894, - 0.030621582180454864, - 0.11563989169108149, - 0.25514861860523413, - 0.44915421241443404, - 0.00040597738439616986, - 0.0012640572265741738, - 0.006693938458827399, - 0.025273337025370622, - 0.05576151043903239, - 0.09816040734297284, - 0.001501731335906978, - 0.004683848371783176, - 0.02483084844866646, - 0.09377544720492689, - 0.20686895375765502, - 0.36416474885819783, - 0.0028121162602662113, - 0.008769385692570067, - 0.046488146131277955, - 0.17549799325856139, - 0.38733388322974144, - 0.6818478484993706, - 0.003468403756434047, - 0.010812309554631134, - 0.05734248515973251, - 0.21648219247287112, - 0.4776482987574463, - 0.8410336291520057, - 0.00047746930812310424, - 0.001486094767894098, - 0.007873979849329058, - 0.02971064323697939, - 0.06558941030519894, - 0.11546070705465489, - 0.0019304931873414914, - 0.006019876060559451, - 0.03192377159453219, - 0.12052266548918128, - 0.26599785322328695, - 0.4682528726492649, - 0.0036673248715932147, - 0.011436112479534273, - 0.060626992184664656, - 0.22896957638151286, - 0.5050871086060951, - 0.8893357335740285, - 0.004676265045856886, - 0.014586007924749246, - 0.07734000878606642, - 0.2920108512184403, - 0.6444111498469354, - 1.1343975285087715, - 0.0001727265225905823, - 0.0005865890139334182, - 0.0018282023549065294, - 0.006380771671668969, - 0.03657665723362485, - 0.08073973149342047, - 0.14213142816140154, - 0.0003206811345657775, - 0.0009987227311452464, - 0.005292945938679166, - 0.019984202149863052, - 0.04405402784366168, - 0.07761786288268349, - 0.0005830667983098938, - 0.0018147903441295594, - 0.009606595221610394, - 0.03630336865273031, - 0.08009749837048726, - 0.14100001662675465, - 0.000920328644366583, - 0.0028629706733569013, - 0.015168169379998014, - 0.057265479265647574, - 0.1263849558120581, - 0.22248172418149983, - 0.0013807990587276838, - 0.004296775412734809, - 0.022766304132074214, - 0.08596909217110653, - 0.18967795050923808, - 0.3338993803718792, - 0.0018906279145498998, - 0.005885497283343716, - 0.03117825607295421, - 0.11770944557261198, - 0.25970829270944773, - 0.45724332333087386, - 0.002500945538999693, - 0.007784751823918918, - 0.04124538637628722, - 0.155733560981208, - 0.34356532729788264, - 0.6047273078047936, - 0.0031782068160836198, - 0.00988925194760887, - 0.052403312800082, - 0.19780629726948415, - 0.4364303011643369, - 0.7684012965048599, - 0.0041069896401781485, - 0.012785759114644347, - 0.0677540553862497, - 0.2557838848977541, - 0.5643142421050166, - 0.9935225742480178, - 0.00496944961830903, - 0.015469264926341427, - 0.08195757311230285, - 0.3094410116143473, - 0.6827008109976745, - 1.2017236928973882, - 0.005903918859058917, - 0.01837676554483344, - 0.0973653393778492, - 0.36759258462317856, - 0.8111170246797775, - 1.4277801900226896, - 0.0004059601397664341, - 0.00024918921083884305, - 0.0007766895009827562, - 0.004117452819270307, - 0.015529733220509791, - 0.034301823279720145, - 0.0603841791756706, - 0.0005865890139334182, - 0.0018282023549065294, - 0.009687192309837798, - 0.03657665723362485, - 0.08073973149342047, - 0.14213142816140154, - 0.0010330395443193642, - 0.0032191541893911288, - 0.01706637630931677, - 0.06442174193653266, - 0.1421773506103878, - 0.2503503176258949, - 0.0012944379530111098, - 0.004034161257646694, - 0.02139379974024942, - 0.08077959245505462, - 0.17823210343621798, - 0.313819918887356, - 0.0003201379287291017, - 0.0009987270423026803, - 0.005292945938679166, - 0.019984206461020487, - 0.04409186687245932, - 0.07761786719384094, - 0.0009292570514122611, - 0.0028945197234584337, - 0.015341038170783916, - 0.05790454368786684, - 0.12772093176694518, - 0.22490106813259, - 0.0017707389374696178, - 0.0055162811383867045, - 0.029235057904654915, - 0.11039886933253663, - 0.24358229192656533, - 0.4287917061997432, - 0.0021755954209329645, - 0.0067759237397485295, - 0.03593012157557257, - 0.13564279133073553, - 0.2992802127934472, - 0.5268397432242006, - 3.479104049185072e-05, - 3.556273767252498e-05, - 8.990918828470221e-05, - 0.0004208379440709418, - 0.0007797374892885478, - 0.0018282023549065294, - 0.0001727265225905823, - 0.00024198095560930472, - 0.00024198095560930472, - 0.3534871457287474, - 0.0001508042870390258, - 0.0001508042870390258, - 0.0001508042870390258, - 0.0002141050116414848, - 0.009687192309837798, - 0.3338993803718792, - 3.5737207713404997, - 0.0002141050116414848, - 0.8866062966910303, - 0.022766304132074214, - 1.2910780740207601, - 0.0002141050116414848, - 0.009687192309837798, - 0.037668539765759984, - 0.5598861272810569, - 0.2920815930007737, - 0.0002141050116414848, - 0.781403945638848, - 2.0917002153566098, - 0.05058451307953889, - 0.3534871457287474, - 2.0917002153566098 - ], - "xaxis": "x", - "yaxis": "y" - }, - { - "name": "Payload R", - "opacity": 0.7, - "type": "histogram", - "x": [ - 108096, - 677208, - 13338368, - 1368320, - 2355600, - 29504, - 37960, - 29456, - 29440, - 42296, - 68832, - 42240, - 46704, - 55800, - 108144, - 57464, - 67568, - 68312, - 160504, - 69752, - 83544, - 81296, - 219656, - 82792, - 99728, - 94880, - 289848, - 96360, - 116512, - 107176, - 367832, - 108704, - 135248, - 119520, - 470488, - 121032, - 151520, - 133248, - 569696, - 134728, - 168520, - 148656, - 677216, - 150120, - 184208, - 163224, - 796064, - 164688, - 201616, - 175576, - 927808, - 177320, - 217480, - 188224, - 1064808, - 189736, - 233240, - 200672, - 1211464, - 202144, - 248992, - 213008, - 1368120, - 214400, - 265856, - 225512, - 1533512, - 226976, - 281832, - 239096, - 1760016, - 240528, - 298736, - 251624, - 1955304, - 252968, - 314416, - 263920, - 2151312, - 265296, - 330128, - 276424, - 2355704, - 277968, - 346136, - 288888, - 2571120, - 290344, - 361840, - 305512, - 2799976, - 306896, - 380856, - 317936, - 3033624, - 319464, - 396504, - 330448, - 3278664, - 331896, - 412176, - 343120, - 3552288, - 344440, - 428240, - 356720, - 3816504, - 358232, - 457688, - 369072, - 4091768, - 370592, - 473336, - 381448, - 4373784, - 382936, - 489088, - 393736, - 4668280, - 395176, - 507176, - 406568, - 4969984, - 408064, - 523352, - 418928, - 5284536, - 420472, - 538960, - 431200, - 5605768, - 432728, - 554624, - 443776, - 679648, - 445248, - 431280, - 5605976, - 432800, - 554664, - 443720, - 5940344, - 445176, - 570480, - 455992, - 6477352, - 457520, - 586112, - 468432, - 6831888, - 469776, - 601736, - 482560, - 7230424, - 484072, - 619456, - 495088, - 7604392, - 496504, - 635184, - 507424, - 7984024, - 508896, - 651008, - 532064, - 8378408, - 533560, - 666584, - 544440, - 8777496, - 545872, - 682296, - 556752, - 9186032, - 558192, - 697968, - 569064, - 9610088, - 570600, - 713648, - 590880, - 10045120, - 592424, - 736568, - 603328, - 10489856, - 604848, - 752192, - 615800, - 10937552, - 617224, - 767968, - 628112, - 11394768, - 629624, - 783624, - 642224, - 11870528, - 643648, - 801072, - 654448, - 12347680, - 655832, - 816648, - 666856, - 12834248, - 668248, - 832440, - 679424, - 13338792, - 680952, - 848664, - 679552, - 13338560, - 681136, - 848512, - 692024, - 13918504, - 693368, - 864272, - 704344, - 14434528, - 705792, - 880144, - 716608, - 14968984, - 718112, - 895728, - 729176, - 15503944, - 730656, - 911328, - 741552, - 16049000, - 742984, - 926984, - 753936, - 16604600, - 755424, - 942928, - 766376, - 17178976, - 767768, - 963408, - 778648, - 17753944, - 780720, - 979584, - 793360, - 18338880, - 794840, - 997200, - 805712, - 18944536, - 807272, - 1013008, - 818056, - 19547920, - 819632, - 1028664, - 830520, - 20160856, - 831904, - 1044312, - 842808, - 20783944, - 844256, - 1060088, - 855464, - 21429744, - 856864, - 1075728, - 867816, - 22071960, - 869176, - 1091392, - 879968, - 22723840, - 881496, - 1107112, - 892352, - 23386024, - 893928, - 1122776, - 905256, - 24072456, - 906624, - 1139240, - 917464, - 25539984, - 919192, - 1154856, - 930208, - 26231184, - 931608, - 1170704, - 942544, - 26932112, - 943984, - 1186456, - 954776, - 27659040, - 956344, - 1201984, - 969384, - 28528864, - 971024, - 1220120, - 981800, - 29259008, - 983160, - 1235592, - 994344, - 29998480, - 995760, - 1251472, - 994344, - 29998952, - 995840, - 1251432, - 1006752, - 30748032, - 1008184, - 1267104, - 1019024, - 31525432, - 1020448, - 1282832, - 1031304, - 32295512, - 1033368, - 1299400, - 1044240, - 33074088, - 1045760, - 1315080, - 1056672, - 33862056, - 1058048, - 1330720, - 1068968, - 34659968, - 1070456, - 1346632, - 1081432, - 35489080, - 1082840, - 1362112, - 1093736, - 36306424, - 1095160, - 1377880, - 1106000, - 37134584, - 1107520, - 1393584, - 1118256, - 37971152, - 1119984, - 1409312, - 1149936, - 38833576, - 1151624, - 1439552, - 1162696, - 39712848, - 1164056, - 1455408, - 1174840, - 40578976, - 1176448, - 1471160, - 1189672, - 41457824, - 1191208, - 1489136, - 1202192, - 42342984, - 1204208, - 1505800, - 1215184, - 43239016, - 1216560, - 1521552, - 1227584, - 44170352, - 1228944, - 1537296, - 1239760, - 45084728, - 1241328, - 1552864, - 1252208, - 46009832, - 1253784, - 1568648, - 1264480, - 46943912, - 1266008, - 1584304, - 1277048, - 47888976, - 1278408, - 1599968, - 1289264, - 48843128, - 1290632, - 1615800, - 1301688, - 49836224, - 1302960, - 1631328, - 1313904, - 50809528, - 1315512, - 1647056, - 1326288, - 51794808, - 1327944, - 1662792, - 108096, - 677208, - 13338368, - 1368320, - 2355600, - 29504, - 37960, - 29456, - 29440, - 42296, - 68832, - 42240, - 46704, - 55800, - 108144, - 57464, - 67568, - 68312, - 160504, - 69752, - 83544, - 81296, - 219656, - 82792, - 99728, - 94880, - 289848, - 96360, - 116512, - 107176, - 367832, - 108704, - 135248, - 119520, - 470488, - 121032, - 151520, - 133248, - 569696, - 134728, - 168520, - 148656, - 677216, - 150120, - 184208, - 163224, - 796064, - 164688, - 201616, - 175576, - 927808, - 177320, - 217480, - 188224, - 1064808, - 189736, - 233240, - 200672, - 1211464, - 202144, - 248992, - 213008, - 1368120, - 214400, - 265856, - 225512, - 1533512, - 226976, - 281832, - 239096, - 1760016, - 240528, - 298736, - 251624, - 1955304, - 252968, - 314416, - 263920, - 2151312, - 265296, - 330128, - 276424, - 2355704, - 277968, - 346136, - 288888, - 2571120, - 290344, - 361840, - 305512, - 2799976, - 306896, - 380856, - 317936, - 3033624, - 319464, - 396504, - 330448, - 3278664, - 331896, - 412176, - 343120, - 3552288, - 344440, - 428240, - 356720, - 3816504, - 358232, - 457688, - 369072, - 4091768, - 370592, - 473336, - 381448, - 4373784, - 382936, - 489088, - 393736, - 4668280, - 395176, - 507176, - 406568, - 4969984, - 408064, - 523352, - 418928, - 5284536, - 420472, - 538960, - 431200, - 5605768, - 432728, - 554624, - 443776, - 679648, - 2109948280, - 972214584, - 972294568, - 972294568, - 972294568, - 972294568, - 972294568, - 150208, - 908694320, - 19242624, - 2489668680, - 2559765104, - 3479657680, - 9550392, - 29708224, - 157366048, - 594128464, - 1310851144, - 2307545936, - 11774016, - 36616728, - 193989400, - 732354080, - 1615892488, - 2844273952, - 1292664, - 4020776, - 21298600, - 80407792, - 177405640, - 312295560, - 6783320, - 21100344, - 111778240, - 421992856, - 931061032, - 1638986360, - 12957456, - 40298952, - 213441200, - 805749984, - 1777966456, - 3129700944, - 16130176, - 50164008, - 265693600, - 1003044040, - 2213263832, - 1159464, - 3608712, - 19117224, - 72173624, - 159238656, - 280315776, - 8852592, - 27546080, - 145937296, - 550929096, - 1215683288, - 2139897384, - 31054968, - 96659560, - 512155400, - 1933589200, - 4266056112, - 46276480, - 763044328, - 2880768472, - 462512, - 1441368, - 7632232, - 28849680, - 63582064, - 112051992, - 1315336, - 4095280, - 21692960, - 81901992, - 180704592, - 318227952, - 2401872, - 7477744, - 39636416, - 330179000, - 2916816, - 9082152, - 48120976, - 181681232, - 400925248, - 705893192, - 595160, - 1853384, - 9821968, - 753320, - 2344008, - 12430008, - 46930248, - 103544072, - 182274976, - 4074584, - 12678264, - 67151112, - 253549184, - 559557864, - 984767712, - 13151104, - 40927504, - 216832416, - 818587024, - 1806163816, - 3179347408, - 19555008, - 60851472, - 322416224, - 1217169448, - 2685648472, - 4727542384, - 595160, - 9821968, - 37083776, - 81819184, - 144031712, - 2241920, - 6976152, - 36971120, - 139580936, - 307964352, - 542001256, - 4131720, - 12856280, - 68103656, - 257082256, - 567423568, - 998861464, - 5071888, - 15780808, - 83603928, - 315663176, - 696392344, - 1226014128, - 1021464, - 3178272, - 16837712, - 63568328, - 140252552, - 246893856, - 4824264, - 15002760, - 79478216, - 300015600, - 661935040, - 1165231592, - 7451016, - 23212504, - 123028600, - 464473856, - 1024735824, - 1803896720, - 9246056, - 28797808, - 152648328, - 576241824, - 1271479496, - 2238376040, - 1292632, - 4019144, - 21298520, - 80407768, - 177335312, - 312295496, - 4979360, - 15498608, - 82143920, - 310130920, - 684261592, - 1204539248, - 10090400, - 31425112, - 166536312, - 628765040, - 1387362760, - 2442245664, - 12505936, - 38945216, - 206397520, - 779293432, - 1719203760, - 3026525264, - 1020880, - 3176576, - 16829200, - 63568256, - 140252472, - 246770152, - 3692312, - 11494824, - 60913792, - 230011424, - 507419040, - 893235536, - 461936, - 1441304, - 7640600, - 28849624, - 63652240, - 112051944, - 1120616, - 3493384, - 18504000, - 69899632, - 154295696, - 271493352, - 1947992, - 6076104, - 32205536, - 121634008, - 268302408, - 472309744, - 2434120, - 7586888, - 40252624, - 151956608, - 335347848, - 590210696, - 528784, - 1645728, - 8731240, - 32966688, - 72735688, - 128041808, - 1523248, - 4748888, - 25177680, - 95066472, - 209753896, - 369243408, - 2818264, - 8789768, - 46597408, - 175977456, - 388137208, - 683262760, - 3437352, - 10718392, - 56822944, - 214587184, - 473466576, - 833473088, - 753352, - 2345648, - 12421608, - 46898472, - 103473856, - 182151376, - 2786688, - 8691584, - 46077368, - 174014424, - 383876408, - 675762376, - 5218304, - 16272912, - 86265736, - 325662880, - 718756184, - 1265271072, - 6436144, - 20063864, - 106407592, - 401715216, - 886348144, - 1560664192, - 886016, - 2757672, - 14611352, - 55132560, - 121711000, - 214254680, - 3582320, - 11170784, - 59239352, - 223647904, - 493598960, - 868913520, - 6805272, - 21221424, - 112502488, - 424887432, - 937264976, - 1650296000, - 8677512, - 27066528, - 143516000, - 541869984, - 1195801656, - 2105044960, - 320520, - 1088504, - 3392504, - 11840480, - 67873480, - 149824696, - 263746208, - 595072, - 1853280, - 9821856, - 37083688, - 81748864, - 144031600, - 1081968, - 3367616, - 17826480, - 67366352, - 148632936, - 261646704, - 1707808, - 5312672, - 28146816, - 106264696, - 234526264, - 412848248, - 2562280, - 7973312, - 42246296, - 159528560, - 351975920, - 619600440, - 3508344, - 10921424, - 57855936, - 218427552, - 481927736, - 848483648, - 4640880, - 14445776, - 76537008, - 288987008, - 637537056, - 1122162328, - 5897640, - 18350992, - 97242216, - 367059288, - 809861960, - 1425883992, - 7621136, - 23725896, - 125727824, - 474645408, - 1047169816, - 1843630328, - 9221560, - 28705544, - 152084584, - 574214264, - 1266853872, - 2229978768, - 10955608, - 34100848, - 180676008, - 682123240, - 1505149440, - 2649460544, - 753320, - 462408, - 1441264, - 7640552, - 28817752, - 63652184, - 112051912, - 1088504, - 3392504, - 17976040, - 67873480, - 149824696, - 263746208, - 1916960, - 5973624, - 31669224, - 119544216, - 263831424, - 464562608, - 2402024, - 7485992, - 39699408, - 149898664, - 330736432, - 582339984, - 594064, - 1853288, - 9821856, - 37083696, - 81819080, - 144031608, - 1724376, - 5371216, - 28467600, - 107450576, - 237005368, - 417337704, - 3285872, - 10236288, - 54250040, - 204861680, - 452003520, - 795687400, - 4037144, - 12573744, - 66673736, - 251705568, - 555359376, - 977630256, - 64560, - 65992, - 166840, - 780928, - 1446920, - 3392504, - 320520, - 449032, - 449032, - 655948480, - 279840, - 279840, - 279840, - 397304, - 17976040, - 619600440, - 6631575536, - 397304, - 1645231120, - 42246296, - 2395789240, - 397304, - 17976040, - 69899632, - 1038952784, - 542001256, - 397304, - 1450012360, - 3881463848, - 93867160, - 655948480, - 3881463848 - ], - "xaxis": "x2", - "yaxis": "y2" - }, - { - "name": "# circuits %", - "opacity": 0.7, - "type": "histogram", - "x": [ - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 7.83711957641936e-05, - 3.562049218678364, - 1.6425035208259697, - 1.6425035208259697, - 1.6425035208259697, - 1.6425035208259697, - 1.6425035208259697, - 1.6425035208259697, - 0.00023511358729258084, - 1.5910136452088945, - 0.027508289713231958, - 3.562049218678364, - 3.562049218678364, - 4.8414589895288245, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.0016457951110480657, - 0.027508289713231958, - 0.10392020558332073, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.2293141188060305, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0004702271745851617, - 0.0016457951110480657, - 0.005172498920436778, - 0.018103746221528723, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 0.0016457951110480657, - 0.005172498920436778, - 0.027508289713231958, - 0.10392020558332073, - 0.2293141188060305, - 0.4036900293813613, - 7.83711957641936e-05, - 7.83711957641936e-05, - 0.00023511358729258084, - 0.0011755679364629042, - 0.0021943934813974213, - 0.005172498920436778, - 0.0004702271745851617, - 0.00023511358729258084, - 0.00023511358729258084, - 0.4036900293813613, - 0.00023511358729258084, - 0.00023511358729258084, - 0.00023511358729258084, - 0.00023511358729258084, - 0.027508289713231958, - 0.4036900293813613, - 9.855256238543111, - 0.00023511358729258084, - 1.5910136452088945, - 0.027508289713231958, - 3.562049218678364, - 0.00023511358729258084, - 0.027508289713231958, - 0.10392020558332073, - 1.5910136452088945, - 0.4036900293813613, - 0.00023511358729258084, - 1.5910136452088945, - 1.5910136452088945, - 0.027508289713231958, - 0.4036900293813613, - 1.5910136452088945 - ], - "xaxis": "x3", - "yaxis": "y3" - }, - { - "name": "# circuits R", - "opacity": 0.7, - "type": "histogram", - "x": [ - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 1, - 45451, - 20958, - 20958, - 20958, - 20958, - 20958, - 20958, - 3, - 20301, - 351, - 45451, - 45451, - 61776, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 21, - 351, - 1326, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 2926, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 6, - 21, - 66, - 231, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 21, - 66, - 351, - 1326, - 2926, - 5151, - 1, - 1, - 3, - 15, - 28, - 66, - 6, - 3, - 3, - 5151, - 3, - 3, - 3, - 3, - 351, - 5151, - 125751, - 3, - 20301, - 351, - 45451, - 3, - 351, - 1326, - 20301, - 5151, - 3, - 20301, - 20301, - 351, - 5151, - 20301 - ], - "xaxis": "x4", - "yaxis": "y4" - } - ], - "layout": { - "annotations": [ - { - "font": { - "size": 16 - }, - "showarrow": false, - "text": "Percent", - "x": 0.225, - "xanchor": "center", - "xref": "paper", - "y": 1, - "yanchor": "bottom", - "yref": "paper" - }, - { - "font": { - "size": 16 - }, - "showarrow": false, - "text": "Real value", - "x": 0.775, - "xanchor": "center", - "xref": "paper", - "y": 1, - "yanchor": "bottom", - "yref": "paper" - }, - { - "font": { - "size": 16 - }, - "showarrow": false, - "text": "Percent", - "x": 0.225, - "xanchor": "center", - "xref": "paper", - "y": 0.375, - "yanchor": "bottom", - "yref": "paper" - }, - { - "font": { - "size": 16 - }, - "showarrow": false, - "text": "Real value", - "x": 0.775, - "xanchor": "center", - "xref": "paper", - "y": 0.375, - "yanchor": "bottom", - "yref": "paper" - } - ], - "barmode": "overlay", - "template": { - "data": { - "bar": [ - { - "error_x": { - "color": "#2a3f5f" - }, - "error_y": { - "color": "#2a3f5f" - }, - "marker": { - "line": { - "color": "#E5ECF6", - "width": 0.5 - }, - "pattern": { - "fillmode": "overlay", - "size": 10, - "solidity": 0.2 - } - }, - "type": "bar" - } - ], - "barpolar": [ - { - "marker": { - "line": { - "color": "#E5ECF6", - "width": 0.5 - }, - "pattern": { - "fillmode": "overlay", - "size": 10, - "solidity": 0.2 - } - }, - "type": "barpolar" - } - ], - "carpet": [ - { - "aaxis": { - "endlinecolor": "#2a3f5f", - "gridcolor": "white", - "linecolor": "white", - "minorgridcolor": "white", - "startlinecolor": "#2a3f5f" - }, - "baxis": { - "endlinecolor": "#2a3f5f", - "gridcolor": "white", - "linecolor": "white", - "minorgridcolor": "white", - "startlinecolor": "#2a3f5f" - }, - "type": "carpet" - } - ], - "choropleth": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "type": "choropleth" - } - ], - "contour": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "contour" - } - ], - "contourcarpet": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "type": "contourcarpet" - } - ], - "heatmap": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "heatmap" - } - ], - "heatmapgl": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "heatmapgl" - } - ], - "histogram": [ - { - "marker": { - "pattern": { - "fillmode": "overlay", - "size": 10, - "solidity": 0.2 - } - }, - "type": "histogram" - } - ], - "histogram2d": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "histogram2d" - } - ], - "histogram2dcontour": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "histogram2dcontour" - } - ], - "mesh3d": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "type": "mesh3d" - } - ], - "parcoords": [ - { - "line": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "parcoords" - } - ], - "pie": [ - { - "automargin": true, - "type": "pie" - } - ], - "scatter": [ - { - "fillpattern": { - "fillmode": "overlay", - "size": 10, - "solidity": 0.2 - }, - "type": "scatter" - } - ], - "scatter3d": [ - { - "line": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scatter3d" - } - ], - "scattercarpet": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scattercarpet" - } - ], - "scattergeo": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scattergeo" - } - ], - "scattergl": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scattergl" - } - ], - "scattermapbox": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scattermapbox" - } - ], - "scatterpolar": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scatterpolar" - } - ], - "scatterpolargl": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scatterpolargl" - } - ], - "scatterternary": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scatterternary" - } - ], - "surface": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "surface" - } - ], - "table": [ - { - "cells": { - "fill": { - "color": "#EBF0F8" - }, - "line": { - "color": "white" - } - }, - "header": { - "fill": { - "color": "#C8D4E3" - }, - "line": { - "color": "white" - } - }, - "type": "table" - } - ] - }, - "layout": { - "annotationdefaults": { - "arrowcolor": "#2a3f5f", - "arrowhead": 0, - "arrowwidth": 1 - }, - "autotypenumbers": "strict", - "coloraxis": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "colorscale": { - "diverging": [ - [ - 0, - "#8e0152" - ], - [ - 0.1, - "#c51b7d" - ], - [ - 0.2, - "#de77ae" - ], - [ - 0.3, - "#f1b6da" - ], - [ - 0.4, - "#fde0ef" - ], - [ - 0.5, - "#f7f7f7" - ], - [ - 0.6, - "#e6f5d0" - ], - [ - 0.7, - "#b8e186" - ], - [ - 0.8, - "#7fbc41" - ], - [ - 0.9, - "#4d9221" - ], - [ - 1, - "#276419" - ] - ], - "sequential": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "sequentialminus": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ] - }, - "colorway": [ - "#636efa", - "#EF553B", - "#00cc96", - "#ab63fa", - "#FFA15A", - "#19d3f3", - "#FF6692", - "#B6E880", - "#FF97FF", - "#FECB52" - ], - "font": { - "color": "#2a3f5f" - }, - "geo": { - "bgcolor": "white", - "lakecolor": "white", - "landcolor": "#E5ECF6", - "showlakes": true, - "showland": true, - "subunitcolor": "white" - }, - "hoverlabel": { - "align": "left" - }, - "hovermode": "closest", - "mapbox": { - "style": "light" - }, - "paper_bgcolor": "white", - "plot_bgcolor": "#E5ECF6", - "polar": { - "angularaxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - }, - "bgcolor": "#E5ECF6", - "radialaxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - } - }, - "scene": { - "xaxis": { - "backgroundcolor": "#E5ECF6", - "gridcolor": "white", - "gridwidth": 2, - "linecolor": "white", - "showbackground": true, - "ticks": "", - "zerolinecolor": "white" - }, - "yaxis": { - "backgroundcolor": "#E5ECF6", - "gridcolor": "white", - "gridwidth": 2, - "linecolor": "white", - "showbackground": true, - "ticks": "", - "zerolinecolor": "white" - }, - "zaxis": { - "backgroundcolor": "#E5ECF6", - "gridcolor": "white", - "gridwidth": 2, - "linecolor": "white", - "showbackground": true, - "ticks": "", - "zerolinecolor": "white" - } - }, - "shapedefaults": { - "line": { - "color": "#2a3f5f" - } - }, - "ternary": { - "aaxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - }, - "baxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - }, - "bgcolor": "#E5ECF6", - "caxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - } - }, - "title": { - "x": 0.05 - }, - "xaxis": { - "automargin": true, - "gridcolor": "white", - "linecolor": "white", - "ticks": "", - "title": { - "standoff": 15 - }, - "zerolinecolor": "white", - "zerolinewidth": 2 - }, - "yaxis": { - "automargin": true, - "gridcolor": "white", - "linecolor": "white", - "ticks": "", - "title": { - "standoff": 15 - }, - "zerolinecolor": "white", - "zerolinewidth": 2 - } - } - }, - "title": { - "text": "Payload & # circuits" - }, - "xaxis": { - "anchor": "y", - "domain": [ - 0, - 0.45 - ], - "title": { - "text": "payload size" - } - }, - "xaxis2": { - "anchor": "y2", - "domain": [ - 0.55, - 1 - ], - "title": { - "text": "payload size" - } - }, - "xaxis3": { - "anchor": "y3", - "domain": [ - 0, - 0.45 - ], - "title": { - "text": "# circuits" - } - }, - "xaxis4": { - "anchor": "y4", - "domain": [ - 0.55, - 1 - ], - "title": { - "text": "# circuits" - } - }, - "yaxis": { - "anchor": "x", - "domain": [ - 0.625, - 1 - ], - "title": { - "text": "Count" - } - }, - "yaxis2": { - "anchor": "x2", - "domain": [ - 0.625, - 1 - ] - }, - "yaxis3": { - "anchor": "x3", - "domain": [ - 0, - 0.375 - ] - }, - "yaxis4": { - "anchor": "x4", - "domain": [ - 0, - 0.375 - ] - } - } - }, - "text/html": [ - "
" - ] + "image/png": "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" }, "metadata": {}, "output_type": "display_data" @@ -16707,9 +439,16 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 9, "id": "2ebefaed", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2022-09-16T18:42:26.371287Z", + "iopub.status.busy": "2022-09-16T18:42:26.371017Z", + "iopub.status.idle": "2022-09-16T18:42:26.655267Z", + "shell.execute_reply": "2022-09-16T18:42:26.654611Z" + } + }, "outputs": [ { "name": "stdout", @@ -16720,3059 +459,7 @@ }, { "data": { - "application/vnd.plotly.v1+json": { - "config": { - "plotlyServerURL": "https://plot.ly" - }, - "data": [ - { - "hovertemplate": "color=SUCCESS
x=%{x}
y=%{y}", - "legendgroup": "SUCCESS", - "marker": { - "color": "#636efa", - "size": 8, - "symbol": "circle" - }, - "mode": "markers", - "name": "SUCCESS", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 108096, - 677208, - 1368320, - 2355600, - 29504, - 37960, - 29456, - 29440, - 42296, - 68832, - 42240, - 46704, - 55800, - 108144, - 57464, - 67568, - 68312, - 160504, - 69752, - 83544, - 81296, - 219656, - 82792, - 99728, - 94880, - 289848, - 96360, - 116512, - 107176, - 367832, - 108704, - 135248, - 119520, - 470488, - 121032, - 151520, - 133248, - 569696, - 134728, - 168520, - 148656, - 677216, - 150120, - 184208, - 163224, - 796064, - 164688, - 201616, - 175576, - 927808, - 177320, - 217480, - 188224, - 1064808, - 189736, - 233240, - 200672, - 1211464, - 202144, - 248992, - 213008, - 1368120, - 214400, - 265856, - 225512, - 1533512, - 226976, - 281832, - 239096, - 1760016, - 240528, - 298736, - 251624, - 1955304, - 252968, - 314416, - 263920, - 2151312, - 265296, - 330128, - 276424, - 2355704, - 277968, - 346136, - 288888, - 2571120, - 290344, - 361840, - 305512, - 2799976, - 306896, - 380856, - 317936, - 3033624, - 319464, - 396504, - 330448, - 3278664, - 331896, - 412176, - 343120, - 3552288, - 344440, - 428240, - 356720, - 3816504, - 358232, - 457688, - 369072, - 4091768, - 370592, - 473336, - 381448, - 4373784, - 382936, - 489088, - 393736, - 4668280, - 395176, - 507176, - 406568, - 4969984, - 408064, - 523352, - 418928, - 5284536, - 420472, - 538960, - 431200, - 432728, - 554624, - 443776, - 679648, - 108096, - 677208, - 1368320, - 2355600, - 29504, - 37960, - 29456, - 29440, - 42296, - 68832, - 42240, - 46704, - 55800, - 108144, - 57464, - 67568, - 68312, - 160504, - 69752, - 83544, - 81296, - 219656, - 82792, - 99728, - 94880, - 289848, - 96360, - 116512, - 107176, - 367832, - 108704, - 135248, - 119520, - 470488, - 121032, - 151520, - 133248, - 569696, - 134728, - 168520, - 148656, - 677216, - 150120, - 184208, - 163224, - 796064, - 164688, - 201616, - 175576, - 927808, - 177320, - 217480, - 188224, - 1064808, - 189736, - 233240, - 200672, - 1211464, - 202144, - 248992, - 213008, - 1368120, - 214400, - 265856, - 225512, - 1533512, - 226976, - 281832, - 239096, - 1760016, - 240528, - 298736, - 251624, - 1955304, - 252968, - 314416, - 263920, - 2151312, - 265296, - 330128, - 276424, - 2355704, - 277968, - 346136, - 288888, - 2571120, - 290344, - 361840, - 305512, - 2799976, - 306896, - 380856, - 317936, - 3033624, - 319464, - 396504, - 330448, - 3278664, - 331896, - 412176, - 343120, - 3552288, - 344440, - 428240, - 356720, - 3816504, - 358232, - 457688, - 369072, - 4091768, - 370592, - 473336, - 381448, - 4373784, - 382936, - 489088, - 393736, - 4668280, - 395176, - 507176, - 406568, - 4969984, - 408064, - 523352, - 418928, - 5284536, - 420472, - 538960, - 431200, - 432728, - 554624, - 443776, - 679648, - 972214584, - 972294568, - 972294568, - 972294568, - 972294568, - 972294568, - 150208, - 908694320, - 19242624, - 9550392, - 29708224, - 157366048, - 594128464, - 1310851144, - 2307545936, - 11774016, - 36616728, - 193989400, - 732354080, - 1615892488, - 1292664, - 4020776, - 21298600, - 80407792, - 177405640, - 312295560, - 6783320, - 21100344, - 111778240, - 421992856, - 931061032, - 1638986360, - 12957456, - 40298952, - 213441200, - 805749984, - 1777966456, - 16130176, - 50164008, - 265693600, - 1003044040, - 2213263832, - 1159464, - 3608712, - 19117224, - 72173624, - 159238656, - 280315776, - 8852592, - 27546080, - 145937296, - 550929096, - 2139897384, - 31054968, - 96659560, - 512155400, - 1933589200, - 46276480, - 763044328, - 462512, - 1441368, - 7632232, - 28849680, - 63582064, - 112051992, - 1315336, - 4095280, - 21692960, - 81901992, - 180704592, - 318227952, - 2401872, - 7477744, - 39636416, - 2916816, - 9082152, - 48120976, - 181681232, - 400925248, - 705893192, - 595160, - 1853384, - 9821968, - 753320, - 2344008, - 12430008, - 46930248, - 103544072, - 182274976, - 4074584, - 12678264, - 67151112, - 253549184, - 559557864, - 984767712, - 13151104, - 40927504, - 216832416, - 818587024, - 1806163816, - 19555008, - 60851472, - 322416224, - 1217169448, - 595160, - 9821968, - 37083776, - 81819184, - 144031712, - 2241920, - 6976152, - 36971120, - 139580936, - 307964352, - 542001256, - 4131720, - 12856280, - 68103656, - 257082256, - 567423568, - 998861464, - 5071888, - 15780808, - 83603928, - 315663176, - 696392344, - 1226014128, - 1021464, - 3178272, - 16837712, - 63568328, - 140252552, - 246893856, - 4824264, - 15002760, - 79478216, - 300015600, - 661935040, - 1165231592, - 7451016, - 23212504, - 123028600, - 464473856, - 1024735824, - 1803896720, - 9246056, - 28797808, - 152648328, - 576241824, - 1271479496, - 2238376040, - 1292632, - 4019144, - 21298520, - 80407768, - 177335312, - 312295496, - 4979360, - 15498608, - 82143920, - 310130920, - 684261592, - 1204539248, - 10090400, - 31425112, - 166536312, - 628765040, - 1387362760, - 2442245664, - 12505936, - 38945216, - 206397520, - 779293432, - 1719203760, - 1020880, - 3176576, - 16829200, - 63568256, - 140252472, - 246770152, - 3692312, - 11494824, - 60913792, - 230011424, - 507419040, - 893235536, - 461936, - 1441304, - 7640600, - 28849624, - 63652240, - 112051944, - 1120616, - 3493384, - 18504000, - 69899632, - 154295696, - 271493352, - 1947992, - 6076104, - 32205536, - 121634008, - 268302408, - 472309744, - 2434120, - 7586888, - 40252624, - 151956608, - 335347848, - 590210696, - 528784, - 1645728, - 8731240, - 32966688, - 72735688, - 128041808, - 1523248, - 4748888, - 25177680, - 95066472, - 209753896, - 369243408, - 2818264, - 8789768, - 46597408, - 175977456, - 388137208, - 683262760, - 3437352, - 10718392, - 56822944, - 214587184, - 473466576, - 833473088, - 753352, - 2345648, - 12421608, - 46898472, - 103473856, - 182151376, - 2786688, - 8691584, - 46077368, - 174014424, - 383876408, - 675762376, - 5218304, - 16272912, - 86265736, - 325662880, - 718756184, - 1265271072, - 6436144, - 20063864, - 106407592, - 401715216, - 886348144, - 1560664192, - 886016, - 2757672, - 14611352, - 55132560, - 121711000, - 214254680, - 3582320, - 11170784, - 59239352, - 223647904, - 493598960, - 868913520, - 6805272, - 21221424, - 112502488, - 424887432, - 937264976, - 1650296000, - 8677512, - 27066528, - 143516000, - 541869984, - 1195801656, - 2105044960, - 320520, - 1088504, - 3392504, - 11840480, - 67873480, - 149824696, - 263746208, - 595072, - 1853280, - 9821856, - 37083688, - 81748864, - 144031600, - 1081968, - 3367616, - 17826480, - 67366352, - 148632936, - 261646704, - 1707808, - 5312672, - 28146816, - 106264696, - 234526264, - 412848248, - 2562280, - 7973312, - 42246296, - 159528560, - 351975920, - 619600440, - 3508344, - 10921424, - 57855936, - 218427552, - 848483648, - 4640880, - 14445776, - 76537008, - 288987008, - 637537056, - 1122162328, - 5897640, - 18350992, - 97242216, - 367059288, - 809861960, - 1425883992, - 7621136, - 23725896, - 125727824, - 474645408, - 1047169816, - 1843630328, - 9221560, - 28705544, - 152084584, - 574214264, - 1266853872, - 2229978768, - 10955608, - 34100848, - 180676008, - 682123240, - 1505149440, - 753320, - 462408, - 1441264, - 7640552, - 28817752, - 63652184, - 112051912, - 1088504, - 3392504, - 17976040, - 67873480, - 149824696, - 263746208, - 1916960, - 5973624, - 31669224, - 119544216, - 263831424, - 464562608, - 2402024, - 7485992, - 39699408, - 149898664, - 330736432, - 582339984, - 594064, - 1853288, - 9821856, - 37083696, - 81819080, - 144031608, - 1724376, - 5371216, - 28467600, - 107450576, - 237005368, - 417337704, - 3285872, - 10236288, - 54250040, - 204861680, - 452003520, - 795687400, - 4037144, - 12573744, - 66673736, - 251705568, - 555359376, - 977630256, - 64560, - 65992, - 166840, - 780928, - 1446920, - 3392504, - 320520, - 449032, - 449032, - 655948480, - 279840, - 279840, - 279840, - 397304, - 17976040, - 619600440, - 397304, - 1645231120, - 42246296, - 397304, - 17976040, - 69899632, - 1038952784, - 542001256, - 397304, - 1450012360, - 93867160, - 655948480 - ], - "xaxis": "x", - "y": [ - 5.883183240890503, - 6.598572015762329, - 7.851853132247925, - 9.954650163650513, - 4.963268041610718, - 5.523077964782715, - 5.3295910358428955, - 5.8756186962127686, - 4.558880090713501, - 5.3382248878479, - 5.169703722000122, - 4.914408922195435, - 5.545353174209595, - 7.682801246643066, - 5.821400880813599, - 5.836806774139404, - 5.222479820251465, - 4.914859056472778, - 5.362807035446167, - 4.6052000522613525, - 4.3411760330200195, - 5.531347990036011, - 5.529156923294067, - 5.287951946258545, - 5.836806058883667, - 5.531936168670654, - 5.836316108703613, - 5.22492790222168, - 4.3004748821258545, - 5.555593967437744, - 4.3009068965911865, - 5.358758211135864, - 5.415397882461548, - 6.752337217330933, - 5.854898929595947, - 5.756688117980957, - 4.975992202758789, - 7.033853054046631, - 4.29926609992981, - 6.135454893112183, - 5.859891176223755, - 6.758138656616211, - 4.607698917388916, - 5.862579822540283, - 5.505766153335571, - 7.369415998458862, - 4.708024024963379, - 5.8703155517578125, - 4.770464658737183, - 6.805814981460571, - 4.884351015090942, - 5.53178334236145, - 5.321429014205933, - 7.680304050445557, - 4.58840799331665, - 6.177494049072266, - 5.361097097396851, - 7.627226829528809, - 4.605135202407837, - 5.366853952407837, - 6.518433094024658, - 7.681469917297363, - 6.450010061264038, - 5.836511135101318, - 4.603311777114868, - 8.960727214813232, - 6.7579498291015625, - 5.531276702880859, - 6.18143892288208, - 8.601967811584473, - 5.538917064666748, - 4.607656955718994, - 6.001081228256226, - 9.448988199234009, - 4.644614219665527, - 5.180536985397339, - 6.4509289264678955, - 9.919185876846313, - 6.5714380741119385, - 6.025336980819702, - 5.834868907928467, - 9.170246124267578, - 4.7828381061553955, - 4.9169769287109375, - 5.584012031555176, - 11.366760015487671, - 5.222428321838379, - 4.300810813903809, - 5.208211898803711, - 15.66533899307251, - 4.644490003585815, - 5.836984157562256, - 5.4996497631073, - 18.734833002090454, - 5.530293941497803, - 0.9194419384002686, - 6.758332252502441, - 17.817296028137207, - 6.18474006652832, - 6.97536826133728, - 7.372297048568726, - 23.756874084472656, - 6.759427070617676, - 7.067089796066284, - 7.679773807525635, - 49.79068112373352, - 6.495275020599365, - 8.34419584274292, - 8.601936340332031, - 66.66187787055969, - 9.614101886749268, - 11.739444255828857, - 9.69481086730957, - 123.61994886398315, - 11.98123025894165, - 13.212078094482422, - 11.924870729446411, - 237.99256205558777, - 18.907253980636597, - 20.138680696487427, - 18.176238775253296, - 477.7015368938446, - 31.9495267868042, - 37.08002305030823, - 28.436746835708618, - 1003.6570901870728, - 58.509764671325684, - 71.20009326934814, - 8.89778470993042, - 7.06529688835144, - 6.029927968978882, - 8.29416275024414, - 14.511518955230713, - 5.883183240890503, - 6.598572015762329, - 7.851853132247925, - 9.954650163650513, - 4.963268041610718, - 5.523077964782715, - 5.3295910358428955, - 5.8756186962127686, - 4.558880090713501, - 5.3382248878479, - 5.169703722000122, - 4.914408922195435, - 5.545353174209595, - 7.682801246643066, - 5.821400880813599, - 5.836806774139404, - 5.222479820251465, - 4.914859056472778, - 5.362807035446167, - 4.6052000522613525, - 4.3411760330200195, - 5.531347990036011, - 5.529156923294067, - 5.287951946258545, - 5.836806058883667, - 5.531936168670654, - 5.836316108703613, - 5.22492790222168, - 4.3004748821258545, - 5.555593967437744, - 4.3009068965911865, - 5.358758211135864, - 5.415397882461548, - 6.752337217330933, - 5.854898929595947, - 5.756688117980957, - 4.975992202758789, - 7.033853054046631, - 4.29926609992981, - 6.135454893112183, - 5.859891176223755, - 6.758138656616211, - 4.607698917388916, - 5.862579822540283, - 5.505766153335571, - 7.369415998458862, - 4.708024024963379, - 5.8703155517578125, - 4.770464658737183, - 6.805814981460571, - 4.884351015090942, - 5.53178334236145, - 5.321429014205933, - 7.680304050445557, - 4.58840799331665, - 6.177494049072266, - 5.361097097396851, - 7.627226829528809, - 4.605135202407837, - 5.366853952407837, - 6.518433094024658, - 7.681469917297363, - 6.450010061264038, - 5.836511135101318, - 4.603311777114868, - 8.960727214813232, - 6.7579498291015625, - 5.531276702880859, - 6.18143892288208, - 8.601967811584473, - 5.538917064666748, - 4.607656955718994, - 6.001081228256226, - 9.448988199234009, - 4.644614219665527, - 5.180536985397339, - 6.4509289264678955, - 9.919185876846313, - 6.5714380741119385, - 6.025336980819702, - 5.834868907928467, - 9.170246124267578, - 4.7828381061553955, - 4.9169769287109375, - 5.584012031555176, - 11.366760015487671, - 5.222428321838379, - 4.300810813903809, - 5.208211898803711, - 15.66533899307251, - 4.644490003585815, - 5.836984157562256, - 5.4996497631073, - 18.734833002090454, - 5.530293941497803, - 0.9194419384002686, - 6.758332252502441, - 17.817296028137207, - 6.18474006652832, - 6.97536826133728, - 7.372297048568726, - 23.756874084472656, - 6.759427070617676, - 7.067089796066284, - 7.679773807525635, - 49.79068112373352, - 6.495275020599365, - 8.34419584274292, - 8.601936340332031, - 66.66187787055969, - 9.614101886749268, - 11.739444255828857, - 9.69481086730957, - 123.61994886398315, - 11.98123025894165, - 13.212078094482422, - 11.924870729446411, - 237.99256205558777, - 18.907253980636597, - 20.138680696487427, - 18.176238775253296, - 477.7015368938446, - 31.9495267868042, - 37.08002305030823, - 28.436746835708618, - 1003.6570901870728, - 58.509764671325684, - 71.20009326934814, - 8.89778470993042, - 7.06529688835144, - 6.029927968978882, - 8.29416275024414, - 14.511518955230713, - 2964.6834149360657, - 3134.30632519722, - 3156.1161551475525, - 3126.5299961566925, - 3181.420582294464, - 3131.5592329502106, - 4.332924842834473, - 2016.239087343216, - 25.780758380889893, - 13.355049133300781, - 37.867849349975586, - 184.73136472702026, - 540.3303899765015, - 1184.1559948921204, - 3053.4778621196747, - 19.05313491821289, - 41.18612623214722, - 175.09659004211426, - 668.8263988494873, - 1453.5478610992432, - 10.444416999816895, - 7.936363935470581, - 24.721357822418213, - 98.35185599327087, - 181.10168409347534, - 349.7658622264862, - 11.03435492515564, - 26.82018494606018, - 127.43525075912476, - 363.49423003196716, - 824.884379863739, - 1520.4061467647552, - 15.880061864852905, - 52.3693950176239, - 192.6121211051941, - 1050.7443861961365, - 2070.4739956855774, - 24.643029928207397, - 67.81295204162598, - 247.16174721717834, - 917.933522939682, - 2041.9886021614075, - 14.389978170394897, - 6.841885089874268, - 21.522478103637695, - 74.25684785842896, - 129.87300395965576, - 245.6693413257599, - 16.41322898864746, - 50.07238984107971, - 132.29074621200562, - 669.1359302997589, - 2653.217132091522, - 43.44885206222534, - 126.52635431289673, - 649.7637240886688, - 1916.4393649101257, - 53.194738149642944, - 779.5694541931152, - 4.377569913864136, - 12.596537113189697, - 8.597669124603271, - 25.972665786743164, - 70.18876886367798, - 108.50822520256042, - 8.898804903030396, - 11.82152271270752, - 36.17526412010193, - 78.40701794624329, - 180.0335328578949, - 442.20781898498535, - 8.29421591758728, - 11.368077278137207, - 42.14758610725403, - 9.987947940826416, - 15.907324075698853, - 64.33643889427185, - 223.84878396987915, - 487.3384299278259, - 681.0893440246582, - 4.606969118118286, - 8.677082061767578, - 14.318968057632446, - 9.831514120101929, - 7.061061859130859, - 16.273133039474487, - 44.56875801086426, - 110.40635180473328, - 217.6164300441742, - 9.521569013595581, - 21.54183292388916, - 93.03209686279297, - 355.6355118751526, - 787.8246500492096, - 1426.890065908432, - 23.41627597808838, - 73.06505393981934, - 338.15138506889343, - 1258.2988691329956, - 2779.5187940597534, - 29.282078981399536, - 61.22274994850159, - 409.21897983551025, - 1217.4596269130707, - 9.128278970718384, - 12.233699083328247, - 43.31435704231262, - 99.44064736366272, - 180.22084093093872, - 5.779011964797974, - 9.746755838394165, - 51.27236294746399, - 186.07059788703918, - 405.7508978843689, - 725.7925891876221, - 14.02959418296814, - 18.43695592880249, - 88.98016595840454, - 328.23983573913574, - 659.4140088558197, - 1196.9335219860077, - 20.08306622505188, - 21.741666078567505, - 80.90683269500732, - 360.967894077301, - 612.5772397518158, - 1463.1154971122742, - 9.78044080734253, - 5.825403213500977, - 20.648266077041626, - 58.797529220581055, - 159.94157600402832, - 278.6617410182953, - 15.511430025100708, - 15.820648193359375, - 99.24070906639099, - 268.1437530517578, - 795.2227220535278, - 1554.8615081310272, - 13.20597791671753, - 30.20873713493347, - 150.05132007598877, - 524.215362071991, - 1145.6799471378326, - 2041.502469778061, - 21.504997968673706, - 42.61978197097778, - 139.08153176307678, - 648.5850069522858, - 1061.8066239356995, - 1911.5277910232544, - 5.835824966430664, - 5.858354091644287, - 42.32416892051697, - 81.7067141532898, - 199.20647287368774, - 365.05990290641785, - 7.037990093231201, - 24.265270948410034, - 75.50370526313782, - 277.71429085731506, - 613.7663040161133, - 1098.8790490627289, - 18.881781816482544, - 40.38231182098389, - 144.12112092971802, - 542.4795989990234, - 1184.0407092571259, - 2092.2700951099396, - 25.428191900253296, - 40.006489992141724, - 180.0109088420868, - 675.1154119968414, - 1471.1456768512726, - 5.057037115097046, - 12.263213157653809, - 18.26677918434143, - 67.44125890731812, - 151.65613389015198, - 289.17519092559814, - 13.34023666381836, - 23.385180234909058, - 75.62930107116699, - 269.45092511177063, - 599.601616859436, - 1073.057153224945, - 4.483877897262573, - 4.8590168952941895, - 15.969666004180908, - 34.06532883644104, - 51.492071866989136, - 107.29007005691528, - 13.82313585281372, - 12.014938831329346, - 25.0669949054718, - 63.54773211479187, - 132.9150071144104, - 262.5277187824249, - 5.077137231826782, - 6.620547771453857, - 35.23655915260315, - 99.32575607299805, - 234.63515424728394, - 423.8172917366028, - 6.502980709075928, - 14.107156991958618, - 32.55088996887207, - 117.23596906661987, - 262.5081160068512, - 495.1182441711426, - 4.554676055908203, - 8.99204397201538, - 11.490822076797485, - 26.957556009292603, - 67.7086570262909, - 127.48056983947754, - 8.19507098197937, - 12.135694980621338, - 22.070729970932007, - 71.89621901512146, - 176.26561903953552, - 342.7421336174011, - 8.908841133117676, - 9.728323221206665, - 48.86094284057617, - 147.2003209590912, - 311.1372900009155, - 577.5208413600922, - 14.70076608657837, - 12.495067834854126, - 66.8988139629364, - 175.5993368625641, - 379.2344090938568, - 693.80446600914, - 5.354863882064819, - 6.371426820755005, - 15.066334247589111, - 54.08263278007507, - 108.62548184394836, - 210.12783789634705, - 8.712882041931152, - 11.840161085128784, - 50.59125018119812, - 135.48859405517578, - 317.8292260169983, - 582.7117478847504, - 13.679145097732544, - 25.261499166488647, - 76.07394504547119, - 261.01211380958557, - 598.3644027709961, - 1067.1576399803162, - 23.00193476676941, - 29.213556051254272, - 120.74762392044067, - 320.2651813030243, - 732.2350919246674, - 1308.1712222099304, - 8.564436912536621, - 16.276899814605713, - 17.535876035690308, - 59.86682415008545, - 99.75296783447266, - 195.77522683143616, - 6.097679138183594, - 16.47749090194702, - 56.81903791427612, - 177.13389420509338, - 416.8787188529968, - 772.4319417476654, - 9.831166982650757, - 24.901984930038452, - 94.16315817832947, - 343.05852699279785, - 767.9555261135101, - 1389.728628873825, - 14.169596910476685, - 30.68316912651062, - 162.0081911087036, - 585.2273168563843, - 1286.1480531692505, - 2302.2676899433136, - 4.732522249221802, - 21.75633192062378, - 7.8389670848846436, - 16.811614990234375, - 55.54687309265137, - 119.49066495895386, - 290.8186810016632, - 4.3004021644592285, - 6.450843095779419, - 11.93661904335022, - 33.825202226638794, - 69.5641222000122, - 144.59999799728394, - 4.453384160995483, - 6.449402093887329, - 21.639080047607422, - 69.01097083091736, - 185.88106489181519, - 273.3967387676239, - 10.86008620262146, - 13.208018064498901, - 32.00634813308716, - 100.09489703178406, - 238.14782404899597, - 456.03606605529785, - 9.51010775566101, - 16.279696702957153, - 42.96391797065735, - 160.43953108787537, - 366.2138569355011, - 666.2526741027832, - 16.99243187904358, - 29.587578058242798, - 61.46893000602722, - 227.2653796672821, - 928.5290699005127, - 20.274810075759888, - 35.002217054367065, - 109.02304720878601, - 318.24221420288086, - 1020.8966951370239, - 1237.4921259880066, - 14.872718811035156, - 22.86620807647705, - 165.49574303627014, - 393.8108768463135, - 889.1247940063477, - 1598.5612299442291, - 22.116859912872314, - 28.011734008789062, - 134.97399997711182, - 513.9038391113281, - 1502.3337740898132, - 2740.195519924164, - 18.294458866119385, - 48.008519887924194, - 184.4108281135559, - 650.1579148769379, - 1413.5192329883575, - 2502.8216240406036, - 26.419710874557495, - 47.043566942214966, - 210.70538091659546, - 776.8334348201752, - 1712.1881051063538, - 9.829087972640991, - 4.299186944961548, - 14.791791915893555, - 8.822709083557129, - 21.058454990386963, - 57.340734243392944, - 108.05170893669128, - 10.136564016342163, - 7.063634157180786, - 15.859570026397705, - 61.87190389633179, - 118.45690298080444, - 231.7140989303589, - 5.678240060806274, - 12.289594888687134, - 37.490821838378906, - 110.61566209793091, - 223.11818480491638, - 546.0167162418365, - 16.878556728363037, - 12.28784728050232, - 569.2697398662567, - 129.6148579120636, - 269.9851779937744, - 687.7465536594391, - 8.537957906723022, - 14.745991945266724, - 10.363563060760498, - 35.838565826416016, - 94.79964399337769, - 171.67375111579895, - 5.8520591259002686, - 13.416324853897095, - 37.625683069229126, - 85.29776906967163, - 272.2932639122009, - 506.04198598861694, - 11.740760087966919, - 19.777623176574707, - 62.372429847717285, - 168.14670991897583, - 516.7945110797882, - 904.9616641998291, - 22.50765371322632, - 29.99107789993286, - 74.45855069160461, - 277.9825940132141, - 624.6854040622711, - 1105.0159049034119, - 18.739123106002808, - 7.246223211288452, - 2.747313976287842, - 4.400530099868774, - 5.013135194778442, - 11.307846069335938, - 3.943665027618408, - 2.764408826828003, - 4.620367050170898, - 685.9833834171295, - 8.603007078170776, - 8.245922088623047, - 9.216390132904053, - 5.735275030136108, - 18.34817862510681, - 757.3622105121613, - 3.2078018188476562, - 3584.6269810199738, - 52.73266291618347, - 5.222230911254883, - 17.855452060699463, - 54.35140371322632, - 983.395090341568, - 555.8315162658691, - 3.7913107872009277, - 2706.1354999542236, - 140.25524640083313, - 685.9833834171295 - ], - "yaxis": "y" - }, - { - "hovertemplate": "color=Runtime: Cancelled - Ran too long
x=%{x}
y=%{y}", - "legendgroup": "Runtime: Cancelled - Ran too long", - "marker": { - "color": "#EF553B", - "size": 8, - "symbol": "circle" - }, - "mode": "markers", - "name": "Runtime: Cancelled - Ran too long", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 13338368, - 5605768, - 13338368, - 5605768, - 2109948280, - 2559765104, - 3479657680, - 3129700944, - 2649460544, - 2395789240 - ], - "xaxis": "x", - "y": [ - 3598.3822140693665, - 3597.2093851566315, - 3598.3822140693665, - 3597.2093851566315, - 3602.642028093338, - 3595.6265585422516, - 3608.8278307914734, - 3601.2379310131073, - 3606.4868338108063, - 3590.813385486603 - ], - "yaxis": "y" - }, - { - "hovertemplate": "color=Too much qubits
x=%{x}
y=%{y}", - "legendgroup": "Too much qubits", - "marker": { - "color": "#00cc96", - "size": 8, - "symbol": "circle" - }, - "mode": "markers", - "name": "Too much qubits", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 445248, - 431280, - 5605976, - 432800, - 554664, - 443720, - 5940344, - 445176, - 570480, - 455992, - 6477352, - 457520, - 586112, - 468432, - 6831888, - 469776, - 601736, - 482560, - 7230424, - 484072, - 619456, - 495088, - 7604392, - 496504, - 635184, - 507424, - 7984024, - 508896, - 651008, - 532064, - 8378408, - 533560, - 666584, - 544440, - 8777496, - 545872, - 682296, - 556752, - 9186032, - 558192, - 697968, - 569064, - 9610088, - 570600, - 713648, - 590880, - 10045120, - 592424, - 736568, - 603328, - 10489856, - 604848, - 752192, - 615800, - 10937552, - 617224, - 767968, - 628112, - 11394768, - 629624, - 783624, - 642224, - 11870528, - 643648, - 801072, - 654448, - 12347680, - 655832, - 816648, - 666856, - 12834248, - 668248, - 832440, - 679424, - 13338792, - 680952, - 848664, - 679552, - 13338560, - 681136, - 848512, - 692024, - 13918504, - 693368, - 864272, - 704344, - 14434528, - 705792, - 880144, - 716608, - 14968984, - 718112, - 895728, - 729176, - 15503944, - 730656, - 911328, - 741552, - 16049000, - 742984, - 926984, - 753936, - 16604600, - 755424, - 942928, - 766376, - 17178976, - 767768, - 963408, - 778648, - 17753944, - 780720, - 979584, - 793360, - 18338880, - 794840, - 997200, - 805712, - 18944536, - 807272, - 1013008, - 818056, - 19547920, - 819632, - 1028664, - 830520, - 20160856, - 831904, - 1044312, - 842808, - 20783944, - 844256, - 1060088, - 855464, - 21429744, - 856864, - 1075728, - 867816, - 22071960, - 869176, - 1091392, - 879968, - 22723840, - 881496, - 1107112, - 892352, - 23386024, - 893928, - 1122776, - 905256, - 24072456, - 906624, - 1139240, - 917464, - 25539984, - 919192, - 1154856, - 930208, - 26231184, - 931608, - 1170704, - 942544, - 26932112, - 943984, - 1186456, - 954776, - 27659040, - 956344, - 1201984, - 969384, - 28528864, - 971024, - 1220120, - 981800, - 29259008, - 983160, - 1235592, - 994344, - 29998480, - 995760, - 1251472, - 994344, - 29998952, - 995840, - 1251432, - 1006752, - 30748032, - 1008184, - 1267104, - 1019024, - 31525432, - 1020448, - 1282832, - 1031304, - 32295512, - 1033368, - 1299400, - 1044240, - 33074088, - 1045760, - 1315080, - 1056672, - 33862056, - 1058048, - 1330720, - 1068968, - 34659968, - 1070456, - 1346632, - 1081432, - 35489080, - 1082840, - 1362112, - 1093736, - 36306424, - 1095160, - 1377880, - 1106000, - 37134584, - 1107520, - 1393584, - 1118256, - 37971152, - 1119984, - 1409312, - 1149936, - 38833576, - 1151624, - 1439552, - 1162696, - 39712848, - 1164056, - 1455408, - 1174840, - 40578976, - 1176448, - 1471160, - 1189672, - 41457824, - 1191208, - 1489136, - 1202192, - 42342984, - 1204208, - 1505800, - 1215184, - 43239016, - 1216560, - 1521552, - 1227584, - 44170352, - 1228944, - 1537296, - 1239760, - 45084728, - 1241328, - 1552864, - 1252208, - 46009832, - 1253784, - 1568648, - 1264480, - 46943912, - 1266008, - 1584304, - 1277048, - 47888976, - 1278408, - 1599968, - 1289264, - 48843128, - 1290632, - 1615800, - 1301688, - 49836224, - 1302960, - 1631328, - 1313904, - 50809528, - 1315512, - 1647056, - 1326288, - 51794808, - 1327944, - 1662792 - ], - "xaxis": "x", - "y": [ - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0, - 0 - ], - "yaxis": "y" - }, - { - "hovertemplate": "color=Unknown Error
x=%{x}
y=%{y}", - "legendgroup": "Unknown Error", - "marker": { - "color": "#ab63fa", - "size": 8, - "symbol": "circle" - }, - "mode": "markers", - "name": "Unknown Error", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 2489668680, - 481927736 - ], - "xaxis": "x", - "y": [ - 1595.133224248886, - 703.1356508731842 - ], - "yaxis": "y" - }, - { - "hovertemplate": "color=OOM
x=%{x}
y=%{y}", - "legendgroup": "OOM", - "marker": { - "color": "#FFA15A", - "size": 8, - "symbol": "circle" - }, - "mode": "markers", - "name": "OOM", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 2844273952, - 1215683288, - 2880768472, - 3179347408, - 2685648472, - 3026525264 - ], - "xaxis": "x", - "y": [ - 3256.736222743988, - 1122.2365140914917, - 2701.188280105591, - 2400.9473979473114, - 2450.1621840000153, - 1988.1564009189606 - ], - "yaxis": "y" - }, - { - "hovertemplate": "color=Network Error
x=%{x}
y=%{y}", - "legendgroup": "Network Error", - "marker": { - "color": "#19d3f3", - "size": 8, - "symbol": "circle" - }, - "mode": "markers", - "name": "Network Error", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 4266056112, - 330179000, - 4727542384, - 3881463848, - 3881463848 - ], - "xaxis": "x", - "y": [ - 0, - 0, - 0, - 0, - 0 - ], - "yaxis": "y" - }, - { - "hovertemplate": "color=Payload Too Large
x=%{x}
y=%{y}", - "legendgroup": "Payload Too Large", - "marker": { - "color": "#FF6692", - "size": 8, - "symbol": "circle" - }, - "mode": "markers", - "name": "Payload Too Large", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 6631575536 - ], - "xaxis": "x", - "y": [ - 0 - ], - "yaxis": "y" - } - ], - "layout": { - "legend": { - "title": { - "text": "color" - }, - "tracegroupgap": 0 - }, - "margin": { - "t": 60 - }, - "shapes": [ - { - "fillcolor": "green", - "line": { - "dash": "dash", - "width": 1 - }, - "type": "line", - "x0": 0, - "x1": 1, - "xref": "x domain", - "y0": 3590.813385486603, - "y1": 3590.813385486603, - "yref": "y" - }, - { - "fillcolor": "red", - "line": { - "color": "red", - "width": 0 - }, - "opacity": 0.2, - "type": "rect", - "x0": 6299996759.2, - "x1": 6963154312.8, - "xref": "x", - "y0": 0, - "y1": 1, - "yref": "y domain" - } - ], - "template": { - "data": { - "bar": [ - { - "error_x": { - "color": "#2a3f5f" - }, - "error_y": { - "color": "#2a3f5f" - }, - "marker": { - "line": { - "color": "#E5ECF6", - "width": 0.5 - }, - "pattern": { - "fillmode": "overlay", - "size": 10, - "solidity": 0.2 - } - }, - "type": "bar" - } - ], - "barpolar": [ - { - "marker": { - "line": { - "color": "#E5ECF6", - "width": 0.5 - }, - "pattern": { - "fillmode": "overlay", - "size": 10, - "solidity": 0.2 - } - }, - "type": "barpolar" - } - ], - "carpet": [ - { - "aaxis": { - "endlinecolor": "#2a3f5f", - "gridcolor": "white", - "linecolor": "white", - "minorgridcolor": "white", - "startlinecolor": "#2a3f5f" - }, - "baxis": { - "endlinecolor": "#2a3f5f", - "gridcolor": "white", - "linecolor": "white", - "minorgridcolor": "white", - "startlinecolor": "#2a3f5f" - }, - "type": "carpet" - } - ], - "choropleth": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "type": "choropleth" - } - ], - "contour": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "contour" - } - ], - "contourcarpet": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "type": "contourcarpet" - } - ], - "heatmap": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "heatmap" - } - ], - "heatmapgl": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "heatmapgl" - } - ], - "histogram": [ - { - "marker": { - "pattern": { - "fillmode": "overlay", - "size": 10, - "solidity": 0.2 - } - }, - "type": "histogram" - } - ], - "histogram2d": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "histogram2d" - } - ], - "histogram2dcontour": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "histogram2dcontour" - } - ], - "mesh3d": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "type": "mesh3d" - } - ], - "parcoords": [ - { - "line": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "parcoords" - } - ], - "pie": [ - { - "automargin": true, - "type": "pie" - } - ], - "scatter": [ - { - "fillpattern": { - "fillmode": "overlay", - "size": 10, - "solidity": 0.2 - }, - "type": "scatter" - } - ], - "scatter3d": [ - { - "line": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scatter3d" - } - ], - "scattercarpet": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scattercarpet" - } - ], - "scattergeo": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scattergeo" - } - ], - "scattergl": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scattergl" - } - ], - "scattermapbox": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scattermapbox" - } - ], - "scatterpolar": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scatterpolar" - } - ], - "scatterpolargl": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scatterpolargl" - } - ], - "scatterternary": [ - { - "marker": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "type": "scatterternary" - } - ], - "surface": [ - { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - }, - "colorscale": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "type": "surface" - } - ], - "table": [ - { - "cells": { - "fill": { - "color": "#EBF0F8" - }, - "line": { - "color": "white" - } - }, - "header": { - "fill": { - "color": "#C8D4E3" - }, - "line": { - "color": "white" - } - }, - "type": "table" - } - ] - }, - "layout": { - "annotationdefaults": { - "arrowcolor": "#2a3f5f", - "arrowhead": 0, - "arrowwidth": 1 - }, - "autotypenumbers": "strict", - "coloraxis": { - "colorbar": { - "outlinewidth": 0, - "ticks": "" - } - }, - "colorscale": { - "diverging": [ - [ - 0, - "#8e0152" - ], - [ - 0.1, - "#c51b7d" - ], - [ - 0.2, - "#de77ae" - ], - [ - 0.3, - "#f1b6da" - ], - [ - 0.4, - "#fde0ef" - ], - [ - 0.5, - "#f7f7f7" - ], - [ - 0.6, - "#e6f5d0" - ], - [ - 0.7, - "#b8e186" - ], - [ - 0.8, - "#7fbc41" - ], - [ - 0.9, - "#4d9221" - ], - [ - 1, - "#276419" - ] - ], - "sequential": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ], - "sequentialminus": [ - [ - 0, - "#0d0887" - ], - [ - 0.1111111111111111, - "#46039f" - ], - [ - 0.2222222222222222, - "#7201a8" - ], - [ - 0.3333333333333333, - "#9c179e" - ], - [ - 0.4444444444444444, - "#bd3786" - ], - [ - 0.5555555555555556, - "#d8576b" - ], - [ - 0.6666666666666666, - "#ed7953" - ], - [ - 0.7777777777777778, - "#fb9f3a" - ], - [ - 0.8888888888888888, - "#fdca26" - ], - [ - 1, - "#f0f921" - ] - ] - }, - "colorway": [ - "#636efa", - "#EF553B", - "#00cc96", - "#ab63fa", - "#FFA15A", - "#19d3f3", - "#FF6692", - "#B6E880", - "#FF97FF", - "#FECB52" - ], - "font": { - "color": "#2a3f5f" - }, - "geo": { - "bgcolor": "white", - "lakecolor": "white", - "landcolor": "#E5ECF6", - "showlakes": true, - "showland": true, - "subunitcolor": "white" - }, - "hoverlabel": { - "align": "left" - }, - "hovermode": "closest", - "mapbox": { - "style": "light" - }, - "paper_bgcolor": "white", - "plot_bgcolor": "#E5ECF6", - "polar": { - "angularaxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - }, - "bgcolor": "#E5ECF6", - "radialaxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - } - }, - "scene": { - "xaxis": { - "backgroundcolor": "#E5ECF6", - "gridcolor": "white", - "gridwidth": 2, - "linecolor": "white", - "showbackground": true, - "ticks": "", - "zerolinecolor": "white" - }, - "yaxis": { - "backgroundcolor": "#E5ECF6", - "gridcolor": "white", - "gridwidth": 2, - "linecolor": "white", - "showbackground": true, - "ticks": "", - "zerolinecolor": "white" - }, - "zaxis": { - "backgroundcolor": "#E5ECF6", - "gridcolor": "white", - "gridwidth": 2, - "linecolor": "white", - "showbackground": true, - "ticks": "", - "zerolinecolor": "white" - } - }, - "shapedefaults": { - "line": { - "color": "#2a3f5f" - } - }, - "ternary": { - "aaxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - }, - "baxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - }, - "bgcolor": "#E5ECF6", - "caxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - } - }, - "title": { - "x": 0.05 - }, - "xaxis": { - "automargin": true, - "gridcolor": "white", - "linecolor": "white", - "ticks": "", - "title": { - "standoff": 15 - }, - "zerolinecolor": "white", - "zerolinewidth": 2 - }, - "yaxis": { - "automargin": true, - "gridcolor": "white", - "linecolor": "white", - "ticks": "", - "title": { - "standoff": 15 - }, - "zerolinecolor": "white", - "zerolinewidth": 2 - } - } - }, - "title": { - "text": "Payload per Runtime seconds" - }, - "xaxis": { - "anchor": "y", - "domain": [ - 0, - 1 - ], - "title": { - "text": "Payload (byte)" - } - }, - "yaxis": { - "anchor": "x", - "domain": [ - 0, - 1 - ], - "title": { - "text": "Runtime seconds" - } - } - } - }, - "text/html": [ - "
" - ] + "image/png": "iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAgAElEQVR4XuydBXgUydaGvxgR3IPL4u5ui7u7W3AJCZoAESBACO5OcHd32F109wKLLLK4OwHidp9T2RliE6sJ6emc/p/7/Bumq7rqPTXJO2dOVxuFhoaGgg8mwASYABNgAkyACTABJqBSAkYsvCqNLE+LCTABJsAEmAATYAJMQBBg4eWFwASYABNgAkyACTABJqBqAiy8qg4vT44JMAEmwASYABNgAkyAhZfXABNgAkyACTABJsAEmICqCbDwqjq8PDkmwASYABNgAkyACTABFl5eA0yACTABJsAEmAATYAKqJsDCq+rw8uSYABNgAkyACTABJsAEWHh5DTABJsAEmAATYAJMgAmomgALr6rDy5NjAkyACTABJsAEmAATYOHlNcAEmAATYAJMgAkwASagagIsvKoOL0+OCTABJsAEmAATYAJMgIWX1wATYAJMgAkwASbABJiAqgmw8Ko6vDw5JsAEmAATYAJMgAkwARZeXgNMgAkwASbABJgAE2ACqibAwqvq8PLkmAATYAJMgAkwASbABFh4eQ0wASbABJgAE2ACTIAJqJoAC6+qw8uTYwJMgAkwASbABJgAE1Cc8E5yX4Pdh89HiIyJiTGyZEqPutXLYVjfNkiTykqvkaNr/n7lb5zZOU+v/erq7O6/z9Cu/2QsmDIC9WqW+ynXjMtF3rz/hHod7KKcamZmipzZMqN8qUIY1qcNMmdMF5fupM+huFz86zZObpst3Vdy72D9jmOYuXgLLh5covf3T3Jny/NnAkyACTAB5RNQpPDuOfIb1swZp6Xn4+uHG3cegv5o58udDduWOYEkWF8HC28YSY3wtmlSEy0bVtfi9Q8IwJ37T7Fm62Fky5IR25c7IUUKM33h1/bjtmATzExNMGZIZ/FvV6/fxdv3n9G8QVW9Xyu5dcjCm9wizvNlAkyACTCB8AQUKbx7j/6Gm6fXRonUxl0nMH3hJiybaY+alUvqLZIsvBGFd3jfthjUs2UUvkfPXIG9yxJMG98frRvX0Bt/TUedB7uifMlCWuHV+wWScYcsvMk4+Dx1JsAEmAATgEEJ7+17T9BxoDOc7HqhY8tfRfhIgrfvP4OnL97CytIchQvkxqgBHVC62C/w9vFDnXa2aNWoOiba9ogQ7tnLtmPznpM4u2se3JdsjVDSEBISirXbjmDXoXN49eYDLCzMUbZEQYzs3w5FCuTW9vP7lZtYvuEA/nnwBKGhQO4cWdC7UxNxPc3x3dsXU+aux5kL1xAaGooq5YqhQ4s6GDx+bowlDRPcVuL2/ScY2a8d5q/ehVdv3iNVSit0blU3gozSvOeu2IG//3mIz17fkS+XNfp2aYrm9X9kRZt0G4taVUrD2NhYsHK2740WDatFWf6aDK8u4aVsa90OozCkVysM7dMGz16+RZNu4zDDYUCE/lZuOoh5K3fif8dXwjyFGZw91uHGnX8xbmhXzFmxXcQqpZWFyCLb2rQX4yhep3eE8Wxb7oRt+85EKGnQ9DOifzvMXbETL1+/F6Uu44Z2Qbq0qTB9wSY8fv4a6dOmxsj+7dG0XmVtn39cvYUVGw/gwaMXCAwKQqmiv2DUwA4oUTifzl8DtA6ozb5jf4jst6V5CpQsml+sL806oJjSOtp9+Dc8ffEG5uYpUKtyadgP6ohMGdJq+37y/A08lm7Dlev/iDiUKpofdgM7avuJy5o7dOoSxk5Zhp0rXTB/1S7cvPsIoSGhqFqhOCaP6oW0aVKK6z188hIuczxx8+5jpLKyQPMG1cRY5izfri1p+Oz1DXOW7xDr/vOXb0ibJhVqVi6FMYM7a/vh349MgAkwASbABNRCwKCEV5NhXDFrNKpXLAEqfZg4czXGDu2CX6uVhZ9/AJZv2I8LV2/h0MaZyJAutZBNEoVzu+cL+aKDJKVBJ3tUKV8cU8f1Q+QMLwmk5/ajGD24M+pUK4OPn79ixqLNePT0FQ54TkeWTOlAAtOqtyOa1KuM/l2agepcT5z/U8jnKo8xQkLoGO26FGcvXMPUcf2FLF279QDL1u/H42evYxReGtOR05dQoXRh0ZaEhDLfJH0zHQeKr/lJWlr3mSgEb7JdLyE1h09dwsI1uzFr0mCt8LXs5SAkK3+ebOjergHy5LRGxvRp4i28F/68BZvRHtoMb1yFd+q8DThw4gLKFC8A59F9YJ05vRDEybPWYOHUEahbo5yYC8WkVaMaok47dSoruMz2jCC8mn6qVywJ59G9YWpigv727nj28h0K5s8BtwkDkCVjOjh5rMWR05dxeudcpE2dEn/euIc+o2agfs3yGN6vHYKDg7FozR7QfHatckXuHFmjfT9v2n0CHsu2izVSskh+fP3uLT7g/PX3PZzeMRcW5inEzwtW78KIfu1ETF6//QjXuethbGSEHStdRIkGrZ82fSeiYP6cGNyzlViHC1bvxu37j7F/nZuIW1zW3LGzV2HnvBjFC+eFw4ju4kPd/Ucv0GWwq/gAOH5YVwQEBKJpj/FIYWYq4pQxfVocPHEB2/afwYdPXlrhHTlpIe4/eg6X0X2R3Tojnr98B7cFG5EjWybxDQofTIAJMAEmwATURECxwnvtxCotZz+/AJHBdPJYB0sLc+wikTAzxRev7yLzFj7rSgJAcrHIbaSQ4H8fv0SrPo6YOXGgNuv5v5v30WO4G7YsmYRSxX6JILy+fgGo0WqY+Mp+0qie2jFQprdB59EiI2nTrTnovBev3yF71kwiW6k5qrUYKtqShH/77oPqrYahc6t6cBjRTXsOydbS9ftiFV66ee/A+unInzubti3NJVP6tFg9Z6wQZ5Lb/eum4Ze8ObTnDBo3G89fvcehDTPEv7Xs7Yi37z/htz0LYqy91WR4KXs7oHtzbX8kUbfuPoGTxxox78MbZ4psenyEd8veU2I8eXNZaz90lG1og94dG2uzvBUaD0CnlnW1JQ2Rb1oj4aV+Tmz1QHbrTKIfzx3H4L54CxZOG4m61cuKf7t87R/0HTUTGxc5isx8Pzt3kX2lD0GaDz00j/qd7NCwVgU42UfMLmsmPt5tBa7dfIBjW2ZpWdC3BiSKxQrlFf9Ga6Vm5dKY4zxEe87Nfx6ByjM0HzpIihev2yNuitR80Hj34QumL9yI7u0air7isuY0wkvj7diijvZ69CHE28cXm5dMwrmLNzBkwlzMnzJcCL7m6DnCDX/9fV8rvHRzIn0oI5nXHLTGvb55o2jBPGr6HcdzYQJMgAkwASagzJKGyLs0aOJEuwTQH2hNRi4oOFh87X30zGW8evMRvv7+4iver999xHl08xUdvUZOh4mxMdbMDbsRjjJw127ex541U8XP4TO89DVw50EucJ80CM3qVYmwRKg8olzJgpjjPFT8O8nFtv2n8ejpa3zz9hGZ46/ffNCyYTW4TbDB33ceosuQKUKGGtWppO2LbsbqbTsjVuGleV09sjzCGOgr7as37gp5GjRujsg6H9/qEeEcjQReObwsrHSgN0lyGu38da17Xbs00PlGRkaoVqE4Jtr2FKUbdMRHeCkb/9exFREuXasN7VJRXpSo0BEX4aUs959Hf/SjyfIf2TRTuy40u2AsmT4KtauWRvlGA9CkbuUIckfXG+YwH28/fMaOFc7RIqGMve3kRahUtghaNKgmylE0ok0NNGuFYh2+jIVeq9xsMNo3qy3kna7z6Nkr8UEhuiOua04jvFuXOaFkkR+lGFRXfe/hcxxcPx2rNh8S2eLf9i4U33BojiXr9mLxur1a4aVa+E27T4px/1q9LCqVLcq7N/AfBCbABJgAE1AtAcVmeLcsnayFTl9d01ZYkb+Gp3IF+qqWamspm5sqlaWouaXsbXjh1ZRCHN3sjmxZM6JOW1sM7dMaXVrXiyK8F/+8jf6jZ2HpjFGi7jX80bznBOSwzoTl7vY4dvYK7JyXiK+xu7dtIL6WNjI2QqeBLqLcgiRIUwIQuS9NLXJM25KRhJ+/dEOUYoQ/qKSBygNIHrsPmyZKJCjbHf4g6acPAyRAtKsFCS9liee5DotxIWuEt1OrumjbNOzDAh0kS7fuhn39TrWymiM+wnv49CVc2L84wvWF8NYop82wxkV4I/ejEd5TO+bAOnMG0b9GeBe72aJG5ZIoXa8fjI2NYGJiEuH6VNqQIV2aKIzDn0TlEJRVpnVB2U/6NoGy/FTvqlkrtD4p9uGPwMAgIdkekweDsquUUdYl1nFfc2ElDXvXTkXBfDm1lyPhpTlTBp1qp6mGmj4UWFqk0J6zbttRzFq6VSu8VDNM62j/sT/w1837CAkJQbUKJURZhCYLr9rfejwxJsAEmAATSHYEFCu80e3SEDk6JEiUIaSaVs1BgkIZ3fDCGxgUjPod7dC5dV2UKJwftpMXCslJldJSNAuf4b1177GQVl0ZXqqpJYmhm84ePHqO41tnC5migySzQqMBaFqvihBeklGS0sgZ3kt/3UE/e/dYM7xUwxs+m0nXIMm+cftfkODRV9cPHr8UAh7dQXJOX+HHV3gj37RGItyipwPqVCstvqb/IbzvQDfERb5pjcosqNxCc9MalSIklfBSDXbFJgNF2QHVBkc+qNY2LoJHgkg3iS313Au6AY7k38fXX9xESTd61aoa8cMRXYfKPkjCRzktAn3IiZyJ14wlrmtOk+GNSXjpJju6oS1yhpfqjKm0Irp9eKn2/cKftzFryVYEBgbi2BYPvW77l+x+q/KEmQATYAJMQHEEDFZ4qXygbIP+6NKmvrhLX3PQTWyU9QsvvPQa1c0ePXtFZOjoZqPwtYvhhZf++FM9Jd08Fb6G98Xr92jUZYyoze3VoZEQVqohppueNAfdze8wfaXYfWC6gw28vnqLGt4e7RtGGCOJxbrtR2MVXirt0NQZa65BdcS0EwPduEeZvMVr9+Dk9jkRdgSg+lBzczNxwxYdssJLfdANXLRPbvisNM2f5kc3UHVrW1/LgUotfrv8d4KEt2OLXwVjzQeR8A+eiE6cY8vwkvBSjevHz17YvXpKhDcg3exGN9Dp2lP47IXr4iau8NlUakOSP9tpiKgZrt5quMiGTxj+o0abLvLw6SuRVadSkNVbDosdEqgWmB7gQQetjb52M9GvSzPUrVE2TmsuLsJ76rf/YcSkBRFqmul6JOYk3SS8JPnnLt1AjYolI+zIsOvQeXEj4fk9C6K9qVFxv714QEyACTABJsAE4kjAYIWX5keZXNqaapGbrag/pC3KKOu289A5sX0XlTrQ3f500JZaDTqHZUI3LnQUN6tpjsi7NFA2bM2Wwxg/vBtqVS6Fdx+/iC2vqN5z37ppQiRJNJdt2I/5rsNFXyRH+479joCAIISEhoqSCCpzoPrNy9fuiG2j6GYgumFuw87jeBSHXRqOn7uKAnlziDpQqsekemUSZZKtxr9W0u7SQDW1tjYdkC1LBtx9+FzsVVy0YG4hp/oSXspwdh06RZSMhC9toA8BNM9lM+3E9m37jv6ORWv34P3HL/EWXrqRikpO6IMG7YRB22bpQ3g1uzS0a1pbZPmtLC1AW8rRV/z2AzuKnSuiO0jcaTcO+pr/l7zZRVnCxl3HcejkJVEuQmOlrCndgGg3oIMogaEtz3YcOCtiRTeR0Y4KdPNi425jRTkMbZdGmd+lnvtEmcjetdPEXOOy5uIivDTGxl3HiG8viGO6NKnEtmpUj0w7SJDwmpmaih0xihXKg0E9WyFr5vR49+GzyPB6+/ph39ppcfz1wacxASbABJgAEzAMAgYtvCQjtAUViQP9gafdEYb3a4uZizZjx8FzaFq3sigt0Bx0oxjJR/isLL0WWXgpe0z78O44ELYPL934VaV8MbH/aq7sYTds0dPf6Oa3cxeuC8Glul3HkT2EoLnMXie2CqOvsGm7Ldc5nkKw6KhYpggG9WgpbmajmtoGtSpEu1LEDgV/3sKUsf3gsWyb2Fs1XdrUIpNKu0Rojuev3omblKhMwsfPX3yFXr9WeQzt3UZbw6mPDC9dj3bAaG8zGY3qVNSWNtAT8KiWmrZZow8XJOIkh1RrrKkjjWtJA+0RTHOlelK6MfDE+b/0Irw0duJDN23duf9ElKDQjY+dWv6q3c85uiDQWqHM7NmL18VetSlTWqJYwbwY3KslypUspG1CNb5b9pwSN/FZWVmgyC+5MbBnS1QuW1R7DsVv1tJtYqcEekpgiSL5MHpQpwj7+ca25uIivHRBmiMxp/9PY25WryqKFMgl1jnVUdN+vTSeOSt2iLIbb28/ZMyQBpXLFgPtcUwfnPhgAkyACTABJqAmAooT3sSC+/LNBzTrMR5TxvSN9qELiXXdhPb7s5/+ltBxcjsmwASYABNgAkyACSidgOqFlzbbp0zwlHnrxVfZVM5AGTalHyy8So8Qj48JMAEmwASYABMwFAKqF166Q55uoKpSrrh4Olf4x70qOUgsvEqODo+NCTABJsAEmAATMCQCqhdeQwoGj5UJMAEmwASYABNgAkxA/wRYePXPlHtkAkyACTABJsAEmAATUBABFl4FBYOHwgSYABNgAkyACTABJqB/Aiy8+mfKPTIBJsAEmAATYAJMgAkoiAALr4KCwUNhAkyACTABJsAEmAAT0D8BFl79M+UemQATYAJMgAkwASbABBREgIVXQcHgoTABJsAEmAATYAJMgAnonwALr/6Zco9MgAkwASbABJgAE2ACCiLAwqugYPBQmAATYAJMgAkwASbABPRPgIVX/0y5RybABJgAE2ACTIAJMAEFEWDhVVAweChMgAkwASbABJgAE2AC+ifAwqt/ptwjE2ACTIAJMAEmwASYgIIIsPAqKBg8FCbABJgAE2ACTIAJMAH9E2Dh1T9T7pEJMAEmwASYABNgAkxAQQRYeBUUDB4KE2ACTIAJMAEmwASYgP4JsPDqnyn3yASYABNgAkyACTABJqAgAiy8CgoGD4UJMAEmwASYABNgAkxA/wRYePXPlHtkAkyACTABJsAEmAATUBABFl4FBYOHwgSYABNgAkyACTABJqB/Aiy8+mfKPTIBJsAEmAATYAJMgAkoiAALr4KCwUNhAkyACTABJsAEmAAT0D8BFl79M+UemQATYAJMgAkwASbABBREgIVXQcHgoTABJsAEmAATYAJMgAnonwALr/6Zco9MgAkwASbABJgAE2ACCiLAwqugYPBQmAATYAJMgAkwASbABPRPgIVX/0y5RybABJgAE2ACTIAJMAEFEWDhVVAweChMgAkwASbABJgAE2AC+ifAwivJ9NVHX8keom9uZWGKdCnN4OMXhC/egYlyDe40bgSyZbDEm0++CI3b6XxWIhHIntESifV+S6Qhq7JbmTiY3r0DI3//JOMSkj4DgnPn0Xl9mhsfTIAJqJMAC69kXBPrDzALr2Rg9NichVePMCW6khEticty00gEZOLAwsvLiQkwgaQiwMIrSZ6FVxKgATRn4VVGkGRESxkzUMcoZOLAwquONcCzYAKGSICFVzJqLLySAA2gOQuvMoIkI1rKmIE6RiETBxZedawBngUTMEQCLLySUWPhlQRoAM1ZeJURJBnRUsYM1DEKmTiw8KpjDfAsmIAhEmDhlYwaC68kQANozsKrjCDJiJYyZqCOUcjEgYVXHWuAZ8EEDJEAC69k1Fh4JQEaQHMWXmUESUa0lDEDdYxCJg4svOpYAzwLJmCIBFh4JaPGwisJ0ACas/AqI0gyoqWMGahjFDJxYOEF2vabhHbNaqNb2/rqWBA8CyZgIARYeCUDxcIrCdAAmrPwKiNIMqKljBmoYxQycWDhZeFVx7uAZ2GIBFh4JaPGwisJ0ACas/AqI0gyoqWMGahjFDJxYOFl4VXHu4BnYYgEWHglo8bCKwnQAJqz8CojSDKipYwZqGMUMnFQk/Cu2nwIW/eegtc3b5QvVRhOdr2QLWtGEeQte09h0+6TePv+E3Jlz4LenRqjZcPq4rXwJQ1+/gGYvWwbTv9+DT6+fihcIDfsB3VCySL58N3bF5WbDcbUcf3gsWwbhvZug65t6qljEfEsmEASEGDhlYTOwisJ0ACas/AqI0gyoqWMGahjFDJxUIvwHj51GdMXbsRiN1vkyWkNt4Ub8fzlO2xeMgnHzl6Fk8daLJk+CiWL5sfp3/+CvctSbF02GSUK54sgvFPnbcD12/9i4dQRSJ8uNeat3InDpy7h+FYPGBkZoVxDG1SrUAIOI7oha+YMsLI0V8ci4lkwgSQgwMIrCZ2FVxKgATRn4VVGkGRESxkzUMcoZOKgFuG1Ge2BwgVyYfSgTiKoHz554dJfd9CkbmUMmTAXeXNZY8LwbtqAdx0yBZXKFoWtTXut8FK2tnyjAZg1aTDq1SwnzvX28UP1lkOxZMYokTUm4Z3hMAAtGlZTx+LhWTCBJCTAwisJn4VXEqABNGfhVUaQZERLGTNQxyhk4qAW4W3cdSz6dGqMTq3qRglq0+7j0LtTE3RsUUf72sSZqxEQEAj3SYO0wtuwdgXUaWeLQxtmCEHWHA07j4ZN9+aiBIKEd9PiiShTvIA6Fg/PggkkIQEWXkn4LLySAA2gOQuvMoIkI1rKmIE6RiETB7UIb5NuY9GzQyN0aR21plaX8FJN7jzXYXES3l4dG6N989pCeLctdxKlEHwwASYgR4CFV44fWHglARpAcxZeZQRJRrSUMQN1jEImDmoR3gFjPJAnZ1Y4juwhgvrx81fsPHhOZH1HTFqA3DmywmFEd23AqaShQunCsBvYMUJJQ4XGAzHDcQAa1KogztWUNCycZotKZYuw8KrjLcOzUAgBFl7JQLDwSgI0gOYsvMoIkoxoKWMG6hiFTBzUIrxHz1wRN6bNcxkmdlaYs3w7/n3yEluXTsaJ839ikvsarJw1GkUK5sGxs1fgMH0ldq1yRcF8OSPctOa2YCOu3fpX3PyWOpWV2LHh7IVrOLLJHSGhoSy86njL8CwUQoCFVzIQLLySAA2gOQuvMoIkI1rKmIE6RiETB7UIL0Vy/Y5jWL3lsNhOrHypQpg8qheyW2cSQV656SB2Hz6PD5++Il9ua9gN6Igq5YuJ18JvS0Ztp83fiD+u3hI1vqWLFxA7MtBWZv4BgSy86njL8CwUQoCFVzIQLLySAA2gOQuvMoIkI1rKmIE6RiETBzUJrzqiybNgAsmHAAuvZKxZeCUBGkDzyMJrfP86jF88AixTISRnfoTkSpw7qE1P7YbJgxsw8vFGSKasCC5VDcFlwjav18dh/PxfwNdbdBWaIStCM/24Uzwu/ROHFAc3wvjFQ8D3O0IKlkZg3TZ6HWP4cciIVlzmw+fEjYBMHFh448aYz2ICTED/BFh4JZkmhvCazxwGk8f3ACMykVAxwpDM2eA30h3IlE1yxNw8vgS0wuvzDRbLXGD84EaELkj0/AY5AVapY+xaiPLHdwi1SoXQDFkiiDLJp+mZPTD+8Fb0YfzyEeDzLUp/gc16ILB5z/hOIeL5OuYRVLctAjoMjlPfNBeLuWOiPdd/oHOiSK+MaMVpUnxSnAjIxIGFN06I+SQmwAQSgQALryRUfQuvuccomDy8Fe2oQlOnh6/7dskRq7/55y9GOHPOGF5fAF9/I1iah6JO7RDkyxv24SG+h0Z4zTxnwfTS8WibxyiiOgQzuHQ1+A9yQVR5pHHSp53oD98pG+KdjQ3fU4oY5hHQczSCqjaKFZHFXHsY3/872vNCCpWC36jZsfYR3xNkRCu+1+LzdROQiQMLL68sJsAEkooAC68keX0Lr+Xg+jDSJTuhofBZdlJyxOpuTrK7dIUJ/PyizrNxwxBUqxISbwAa4bWwaw2j/0oAIncSk+TFJJgkypTdNfn74o8uKatvpFt4/UbNQkihMvGeh6aB1eAGOtvGVVYtY2BBnfssPZHg8elqKCNaeh9MMu5QJg4svMl44fDUmUASE2DhlQyAvoU3JhkBQhHQfhCC6rWXHLV6mx85ZoyLl42jnaCFBeAwNijek9cIr2UMohiT5MUkhySYUTOlMWd4E1V4c/4CP8dlsTJi4Y0VkWpPYOFVbWh5YkxA1QRYeCXDW6lZ7DWPe9fPifUqrXvaiXPoBiVdx7HMD+HfzxHBFX7VeY6mn5guGJ/xGFo/azxN8OSp7uzo3w9GxFQtIKYbmU90Gd5G7/NHRGNiglBziwj/puknpg8xjT7kp88xMR7HMj+K8Lqfw9IoN8rFJ+4xjudTwSjziDw4mldsJQ2Nr8VePhLfdWhsZCT2Jo1uPLG9weLDJ6a+uB8gJuGNjU/+b5+w0HlkbOGC/eTYf2fOdg37nRnTEbkfLzMLvI5Uax9+HdLc+GACTECdBFh4JeN6/9mnWHtIlTL2X6L02Ek6LOxb6SxpSI3gWEsaNP3ENKj4jMfQ+olNeAf0/450aWOWsch8oqvh/RYaMYscVKs5Alv1j4BL009MgumVvyTg6wPjV49/tA0NRagReXmYuKc2+lGGoavkID5xj0lWP9dsGWUekdcAzSu2m9a8CpbT6/uCOrPOYIE3n6LWqqh5PccGMT5xj6mv+PQTk/DG1k+K+3eRMvovYCIMz9fXP7apw9LSPNZzIvcTlC49gnLljvZ9Sv/IwhsrUj6BCRgsARZeydDpu6TBfP54mNz9K9pRhVjnhp/TaskRq7v57n0muH5Dd4bXdXLCSxrw4Y3IbBp9ehcBYgiVAYyapXOXBvOlkyPW6IZrHVS3DUIyWCPFzqURA6PJZIar5SXZ9e8xRuqGNboIyar5Muco9ci0c4QvlTPEstuEZqBiW7JDG2D0/KHoi8YX+GvbRNmhQSMj+n6/qfvdkDiz45KGxOHKvTIBJpC4BFh4Jfkmxh/gFIsdYXr7qtiSjP6PMn0heQvDb9wiydGqv/nrN8DSFabRTpR2aqhbO+E3rWnywibX/wjbexZAcKFSsd5AZhQHUTY7uB6mp3drJTTUMiUCm/VEUNUG4loyN6lFC8PnG8xO74GR73eEWqYS/wuq11bRCz9tOXsAACAASURBVERGtBQ9MQMbnEwc+KY1Aws2D5cJqIiAKoX3nwdPMWXuevFsc+ssGTFmcGfUrFxSPLqxbEMbmJn9EKK61ctijvNQEdJVmw9h695TCAgMQv1aFcQjHk1NTPD81TvxbPR7/z4Tj450HNkD5UoWFG0SQ3ipXysLU6RLaQYfvyB88Q5U0ZJL/Kn8c9cYR44Z4YtXWKbXwhyoUiUEVSuHwDJimW2cBqOXJ635fIPpjQsw+hi2zy5lhaN9iIRm7904ZlnjNAGVnCQjWipBoIhpyMSBhTcshM9ehsLXF7C0BHLn0P2NVEICTo813nXoPL5+94Z5CjP8Wr0cxg3tIv576rwN4v+PGdI5Qtf1O9nDfeJAlCtZCKGhofDccQw7DpzFy9fvkT5dajSoVRG2Nu1h9V8ZybfvPpi/ahdOnP8TXt+8kTNbZnRuVRfd24XtAEOvrdh4AMbGEedWsXQRrJk7TpwT0zjj8npC2HCb5E1AdcJLb9YGnewxsn97NG9QFWcvXse4qcvx296FoDdpqz6O+GNf1EzplWt34eSxBhsWOoo39fCJC1CvRnl0bVMPvUZOR90a5dC9bQNc+PM2Jrmvxolts2FmasLCmwzeP3oR3mTAKbGnKCNaiT225NS/TBySu/Be+zsUW/cE4WO4Wz8yZgCG9jfVi/geOnUJqzYdxLKZ9siaOT0+ffmGUU6LUKZ4AYwa0CFOwuuxbBuOnb0Kl9G9UbpYAbx++xHuS7YgOCQEq2ePRXBwCHoMnwZLC3MhzrlzZMXNu4/gNGst2jSpiYE9Wgjh/fDJC1PG9o32rRHbOGN7PTm933iu+iOgOuH18w8Qb9ZWjX48gpWyugc83RAYGITB4+fi6Gb3KAQpI2ydJQNsujUXr525cA3rth0V2d/GXcfi4sHFIttLR3sbJ4wd0gWVyhZh4dXfWlRsTyy8ygiNjGgpYwbqGIVMHJKz8Pr4AuNcAkVmN/JB0us01gxWsd/fHOMimrdyJ7y+foeTfW/teR8/fxWZ1vRpU8cqvPlyZ8Ov7WxF4qdk0R870fj4+uHA8Qto26w2frt0A5NnrcXxrR7ajC9d7P6jF3j15gPqVCsTq/DGNs7YXlfHO4ln8bMJqE54wwMMDArGrkPnsH3/Gexc6Ypbdx+JzG3+PNnw4NFLFC6QC5NseyJvLmv0s3cXX8k0qFVBdPHo2Wv0sZ2BuS7D4DrHE3vXTtV2be+yBJXLFUPHFnXw+lM0v730EEUrc1OkpZIG/yB4cUmDHogmvAvr9JZ4+9k3tt3DEn4BbhknAvTBI7Heb3EaAJ8kCMjEQenCS3NLrOPE2RBs2xOss/sxw0xRuKBcecP12/+iv707urSuj/q1yqN44bzaRA1dOLaShi9fveG2YCNObtP9pMSZi7cIqXabYKNzLrFleGMbZ2yvJ1aMuF91E1Ct8FKGdrjjAlhnTo/5U0aIN/7DJy+xYecJ9OzYCDmsM2HJur04d/GGkNluQ6diUM+WqFm5lIg4fY3Tuu9EzHUZigWrdmHrMiftSpg4czUK5c+Jnh0a0X1liXZobtBPzGsk2uBV1DHFgWOQ9AHlOCR9DGgEUnG4fRvRPgbxZ00tY0Ygb16dV4vhAYfSI9x3JBgHjuq+abZTGxM0qBOHPdtiGcmd+0+wZe9pXLh6C1+/+6BRnYoYPagT0qVNFavwvnj9Hpv3nMLWpZN1XoX+/mVIlxp2AzvGKLyrNh+EyX/fimpOdLLrJcoe6IhpnHF5XTog3EGyI6Ba4aVIUq3R5Wt3RA3v9uXOyJY1Y4QAUwa4YuMBOL51NhxmrESH5nXELwc6SI77j54lShqcPNZh/7pp2rZ2zotRrUIJtG9em0saksFbhksalBFkma/SlTEDdYxCJg5Kz/Am5j68sQmvPjK8kVcYfVM5Z9l2BAYFYbm7vcjeGhsbY/ywrhFOrdPOFvNchyEgIAhjpy7D2V3zdC7WxWv34OmLt3CfNChG4Y2phje2ccb3dXW8s3gWiU1AdcJLb7JLf90RN6xpjp4j3NC5VT1ULFMYX79545e8OcRLtGtD+cYDcH7PAiz13Ic0qVJiWN824rWDJy5i77HfMWvSINTvaI/f9y2CpUUK8VqTbmPF1zllSxRk4U3sFaqA/ll4FRCE/x4KkFi7oihjhoYxChbehMWJdmZwdde9D/gMJzNkypCwvjWtTv72F0oV/QVZMqXTdnTjzkMMd5wv/s7Rzgn082I3W+3rXl+9Ua3lUJzcPgcprSxQr4MdFk4bgSrlimnP8Q8IxIyFmzBmSBf8fechRk5eiONbPJA2TUrtOQ+fvsKhkxcxol+7WGt4YxtnbK/LUeLWyZWA6oT3s9c3NOoyBh6TB6NWldK49/A5SHg3LnLEm3ef4DJ7HTwXOMA6cwYsXrdH7LpAX9/87+Z9jJ2yDBsXT0RKSwtR09uldT3x9Us/O3dULFNE3NB25MxlUeJwZJM7TEyMWXiTwTuHhVcZQZYRLWXMQB2jkIlDcs7wUvTXbArGhStRyxrq1zZG57ZhN0XLHBPcVuLL1+9wGd1HSC9tGTZj4Wb4+fuL+1HoprK2/SeLLTcb1akkdnGYNm+D+Fs2f8pwcell6/djy95Tog/6u/f+4xfMWLQJFubmIgtMB/199PbxE/fA5M+THf88eAKH6avQo31DdGtbP1bhjW2csb0uw4jbJl8CqhNeCuVvl29i9rJteP3uI9KkTon+XZqiU6u6Isq099/mPSdBn1hLFM4n7malel461m49gg27jotSiKb1qoj9e+nu1pdvPsBh+kohz7myZ4GzfW9RE0xHYmWceB9e5bwpWXiVEQsZ0VLGDNQxCpk4JHfhpRVAW5M9exmCew9CxU1qRQoYS9+spllZvn4BmLtiB0799he8ff2QysoCNSqVEnvoUg2vuP6tB5izfAfu/vsU9Fju+jXLi6xs6lRW4nXa2nP9zuPYtu+0EORMGdKieYNqGNq7tXYPe3qENO2koNmHN0/OrOjbual2dyRd+/BSTe/1E6sQ2zhje10d7ySexc8moErh/ZkQWXh/Ju2kuRYLb9Jwj3xVGdFSxgzUMQqZOLDwqmMN8CyYgCESYOGVjBoLryRAA2jOwquMIMmIljJmoI5RyMSBhVcda4BnwQQMkQALr2TUWHglARpAcxZeZQRJRrSUMQN1jEImDiy86lgDPAsmYIgEWHglo8bCKwnQAJqz8CojSDKipYwZqGMUMnFg4VXHGuBZMAFDJMDCKxk1Fl5JgAbQnIVXGUGSES1lzEAdo5CJAwuvOtYAz4IJGCIBFl7JqLHwSgI0gOYsvMoIkoxoKWMG6hiFTBxYeNWxBngWTMAQCbDwSkaNhVcSoAE0Z+FVRpBkREsZM1DHKGTiwMKrjjXAs2AChkiAhVcyaiy8kgANoDkLrzKCJCNaypiBOkYhEwcWXnWsAZ4FEzBEAiy8klFj4ZUEaADNWXiVESQZ0VLGDNQxCpk4sPCqYw3wLJiAIRJg4ZWMGguvJEADaM7Cq4wgyYiWMmagjlHIxIGFVx1rgGfBBAyRAAuvZNRYeCUBGkBzFl5lBElGtJQxA3WMQiYOLLxhayD4yQOE+nyHkVUqmOQtqLeFQY/0XbX5IOgRvnSYGBsjby5rjOzfDrWqlE7wdZ69fIsPn7xQrmQhrN16BI+evcaUsX0T3F9cG3777gOak+YRxjmzZUbnVnXRvV2DuHahl/OGO85Hw9oV0aJhNVRuNhj71k2DdeYMce47fPu4Nrr45230Hz1L+zhnapc5Yzox/35dmsa1m1jPo+vky5MtXvOJqdOE8Il1kHo6gYVXEiQLryRAA2jOwquMIMmIljJmoI5RyMQhuQtv4JXz8PVcgJD3b7SLwTizNVKOma4X8SU5JDHVyGhwcAjOXLiGCW4rcGyLBzKkS52gRei54xgCAgJh0605fP0CEBwcjFQpLRPUV1wb0dh7DJ8GSwtzjBnSGblzZMXNu4/gNGst2jSpiYE9WsS1K+nzkkp4XeZ44uhmd+34Hzx+gQFjPOBs3we1qyb8A0x4IMMc5sOme3OULvaLNCfqgIVXLxiV2QkLrzLjos9RKV14zbyewSjIV0w52DIjgq0y6XP6iulLRrQUMwkVDEQmDslZeEO9v+Hr0A4isxv5IOlN7b4WRikTJqSa/iILr+bff21vi9lOQ0Tm12H6ShzaMEO8dOPOQ+3P63ccw72HzxEUFIw37z/Bx9cf812H4dmrd7BzWgxTUxMhmunSpNJmeEkEC+bPifsPX4BkrFXjGkhhZorL//sHb959xGznoSiUPye+e/ti6vwNuHH7oZDlAd1boH3z2mIMtdqMwDzXYSJ7HP44/fv/MHnWWhzf6gErS3PtS/cfvcCrNx9Qp1oZIfc0n2cv3yE4JAS9OjTSZn9JvEYN6IBzF2/g+at3aNmwmrhuaGgoPJZuw8GTF2FmaoKubeujb+ewjOmKjQew9+jvCAgMQp2qZTBheDeYmBhDl/DqOv/lmw8Y7boUnz5/RfHCeeHt44fm9auKDHFcD8q8RhZeajtu6nLky50Ng3q2TND8w19/1eZDWLR2D7JmSo/RgzuhUpmi4pr/PHgKUxNjNKtfVVyHDuLuMnsdPnt9g3kKM4zo3w6/VisbZToa4c2SMT0WrtmN4+euwsjISHCYZNtTfFAinkUL5cXte4/x7sMXWGfJgHkuwwTrP67ewvSFm0ScKJtNY9y8ZBJyWMv/XeMMb1xXn47zWHglARpAc6UKr1GgNzL+uQQpPt2LQNEnZ3V8Kd3HAMjGb4gyohW/K/HZMRGQiUNyFl7/Q9tFdlfXkcppAUyLl5NafJGFNyg4GMfOXoXrHE+c3DZbiKou4d20+ySWeO7FvrXTkClDWkydt0HIia1Ne/HfWTOnFxne8CUNtpMXwc/fH0tn2AnpbN5zPKaM7YfWjWtg6fp9Qmac7HoJgfni9R1uE2xAZQodBjpj4dQRKFIgN367fBOliuZH2jQpI8x95uIt8Poa1kbX4bZgI/z8A+A6pq+Q2ha9HHB8iweyZEqHai2Hokvrehjety0+fv6Keh1G4cKBJSCR3rjrONbNnwB//0C07uuIuS7D8PHTV8xbuQOblkxCSksL2DotQqUyRdCjfcNohff23Sc6z7dzXiIEzX5QR/EhotMgF0wZ01dKeEkA7/77TGR4PZyGoHLZokjI/MN/eCCuLXs7im8EKMNLQhsUHALXMX3Eh5SOA53hMKIHqlcsgVa9HUQmuGXD6mJO3YdNw4mtHkiXNlWE8GiE939/P8DKTQewafFEkaW3d1mKnNkywW5gR9C68fr2HSs9xoiym9Z9J2LskC6oUq4Y6nYYhanj+qFm5VKinGX1lkPiQ098Skh0rRcWXqlfLwALryRAA2iuVOFNd2MNrF5ciJagV7FO8M73c+vcEjuUMqKV2GNLTv3LxCE5C6/f9tXw27lW51Kx7DUC5s06Si0lEoS1Ww/D3DyF6MfXzx/FCuXFuKFdULZEwQgZXXo9fIaXhPfSX7excNpI0XbDzuO4c/8ppjvYxCi8FcsUQbe29UElCKXq9cX5PQuQMX0aHDxxEUfPXMEit5Go3XakyOLSGOiYtXQrLM3NMaxvG53znThztSjBIEHSddA1Q0JCtHWuTbqNg9uE/uI6JLxr5owTUk1HleZDsHOlCxas2oXiRfKJbDAdJHYkZOPdlqNgvpwiC0wHZYZJttYvcIhWeGcv26bzfMpaL3e3R9GCeURfXYZMQdfW9eItvDZjPJDSykL0QVnnDGlTC2aUaacjIfOnOujwR3jhJdlcNG2kWDN0zFu5E/4BgeKDQ4cBTrh0cInI1tLRbehU9OvaDHWrR8zyaoR37oodYv69OzYW51/48xZmL9uOXatchfCWK1kQPf+LwfCJC0Q/pYr9gu5Dp+LiwSWijddXbxHHUzvmsPDqfBf8xBdYeH8i7CS6lFKFN/uh/jqJBGQshA9VxiYRscS5rIxoJc6IkmevMnFg4dUtvImR4SWx/PDRCzMnDhSLNbzgRv6ZhPfvOw+154b/OaYML9WSagSseJ3euHpkGawsLXD41GUcOHEBS2eMQrmGNiKDq7mZLjAwCI3qVILDiG4630SL1+7B0xdv4T5pkM5zKOO5YPUuvP/oJb4Ov//wOVbNHiPKI0iUti6dLGp/6dD8TFlRurZmzJrOB42bjb//eSTGTgeJdIZ0aYQkR1fS4OyxVuf5pev1w+FNM7Vfww8aNwfN6lWJIrxUakJCSSUCZ3bOizDPyCUNJOA09oPrp2sFPyHz1/DQXCy88JZp0B9HNs5EtqwZxcvrth0V5Q1U9jHGdanItGqOIRPmom71ctrSFM2/a4R3svsaURLRqlF18dLte08wzHGemCcJb41KJbVtNT//kjc7JritjFC3XLahDY5smsnCq4Q/Nyy8SohC4o7BEIU3ME0uvK/plLhgfnLvMqL1k4eq6svJxCE5Cy/tzPBtrO5SozSLdsA4SzaptRO5pIEyZI27jsEKjzEoWSQfbt59jLFTlgmBoIPqJUmiqKY3MYW3cdexIsOrybbGZZKX/rqDkZMXihKF8OUOD5++wqGTFzGiXzu06uMoMogaeW3YeTRmOA6IUXiXeO4TdcWaul2qV6Zss4fI2ObQZh3DjzE64V28dq/O82u2Hi6+rtfMt8MAZ/Rs3zCK8FINsuagMpLwR3Q1vD2Gu4lMaJ/OTcSpCZl/TMJbv6OdyPBrMtOU4aWbFUl42/WfHCHD23XIFFHiELmOVyO881fuQpGCubWZdFprlPWlDxC6hLd08V/Q23YG/ti3SMzv63cfVG0+hDO8cXnD/IxzWHh/BuWkvYYhCi9neJN2zaj56iy8CY+uz+JpCDh3JEoH5k07wLJ3WCmBzBHdTWsrNx3E+Us3sGGho7gZrXmP8Ti/Z6G4EYxqNq9cvxur8M5YtFncjEblBZFreOOS4aV6XD8/f0y26yVqROcs346m9aoICddVw0sc+tm7ixu+6Gan/Hmy458HT+AwfZWoq6UyCsrarpw1RtwQdejUJTGf2U5DUbNySZ0ZXirTWL5hvyhVCAkNRccBziKr/enLNyz13AfP+eNFlnf7gbPixq22TWtFm+GlfmI6P2+ubKKGl7LmPUe4idpm2ZvWrt16gMHj54oPLOnTpk7Q/CMLL4msrU0HwYwy+YFBQXAZ3UeUE1AZg+vYvqJeuE3fSejftRmaN6gqsrX97d1xdMsspE0dsfZaI7x0gyLd1EfrjjLYds6LUSBfDlFTrUt46cbCWm1HYsGUEahUtggoy7984wGu4ZX5paDPtiy8+qSpzL6UKryZLrkjxcf70ULzzlcPXsW6KBNoAkclI1oJvCQ3i4aATBySc4ZXg5K2JqNsb9CdazAtVhamxel/cjerafqOTnhpGzHK8jqM6I5GdSqC5JWyp3RnfJXyxbB9/xkc3jgzxgwv1V+OnLQItaqUQonC+bS7NJC4xEV4SVpJpv53M+z3FX2dPWFEN5iamOjcpYHOo/payjJq9uHNkzOryMxqvibfsvcUSOhJ/lo0qIYvX79j16Fz2LbMCe0HOEVb0pArexZxM9SOg2eFiNGevuF3adhz5HexQwBdiySVboCLaZeG6M5/8vwNxkxZhvcfv6BM8QKiv1+rlxU388X10LVLA40la+YMmGjbAwmZf2ThpYz3mi2HhPS2bFQdU+Z6itptYyMjtGtWG707hdXgPnzyEs6zPbW7NJDMV6tQIsp0NMJLOz8sWbcXR85cEfOnMhPa9YI+aOkSXtq5g0ph5qzYjlRWlujaph5mL9+O/evcxE2TsgfftCZJkIU3IkBfP+D6DWPcvRtW2J42HVC2dAjy5Q2VJJ10zZUqvLQdWaZLs7RbkmkI0dZk72pORqhZxE/eSUdQP1eWES39jIB7IQIycWDh5TXEBJhATARIjumgm+PoprwyDfrh8iGqC/+xNV1CCbLwJpTcf+1YeH8AJNmdu8AUfn5RobZpGYyyZQxTepUqvOKXQqC32KnB1PcDQsxSIsTUUnW7M2hWk4xoSb7NuXk4AjJxYOHlpcQEmEBMBNrbOKFjy1/RsUUd7D/+B9ZsOYK9a6fqBRoLryRGFt4fAC9cMsbR48bRErWwABzGBknSTprmShbepCGSNFeVEa2kGbE6ryoTBxZeda4JnhUT0BeB/918IPaN/u7tg/Tp0sDZvreo0dbHwcIrSZGF9wfANZ4mePI0rJQhumPUiGCkT2d4WV4WXsk3iZ6ay4iWnobA3XBJA68BJsAEDJQAC69k4Fh4fwCcu9AUnz8DpLSkvUJt//uBfh48IAjZrCWBJ0FzFt4kgB7NJVl4DT8OnOFVRgx5FEwgORJg4ZWMOgvvD4BzFpjgy5eoGV5NTpdKGv7b01uS+s9tzsL7c3nruhoLr+HHgYVXGTHkUTCB5EiAhVcy6iy8PwBOnWmKAP/ogdKNl317BRvkbg0svJJvEj01Z+HVE0jJbmTiwMIrCZ+bMwEmkGACLLwJRhfWkIX3B0DnqaYICdENdAJneCVXW/JuLiNayZucfmcvEwcWXv3GgntjAkwg7gRYeOPOKtozWXh/YHFyNQ2r29VxVKsSgsYNYzBiyVgkVnPO8CYW2fj1KyNa8bsSnx0TAZk4sPDy2mICTCCpCLDwSpJn4f0B0GWaKYKDdQMdPDAY2bLyLg2SSy7ZNpcRrWQLLREmLhMHFt5ECAh3yQSYQJwIsPDGCZPuk1h4f7BZudYEz59Hvy0Zae6UybwPr+RyS9bNZUQrWYPT8+Rl4sDCGxaM674f4BUcgLQmKVDGMpNeIkT7l/Ya6Sb6onsm6IlVxsZhv497tGuIsUOV+ajxTbtP4u87DzFz4kC9cIjcieZRt9aZM0R4ae3WI9pHJD97+RYfPnmJx9/yoV4CLLySsWXh/QHw8xcjzFtoIn7ZRjhCgTJlQ9C2peGVM9A8ElLS8PiJkdiT+M0bwNoaYv/hMqUNL7st+fbQa3MZ0dLrQJJ5ZzJxSO7Cu/fLY4x6/geeBHzTrqK8KVJjT4HGehNf6njnwXM4fu4qVswarfjVmlTC6+sXgODgYKRKaQnPHccQEBAIm27NFc+LB5hwAiy8CWcnWrLwRgRI0rt7vxHevTWGvz+QIT1QuVIwKlc0XNmLr/DqeuJc0cIh6NLJMKVf8m2il+YyoqWXAXAngoBMHJKz8H4J9ke+mxvxJTggykoi6b1WrAPSmZjrZZVFFl6vr95wmeOJfx48hamJMZrVr4pBPVuKax07ewWL1+1DSEgIMqZPAyf73sifO1uEcdz99xkcpq9EtYolcPOfR/j85RscRnbHlj2nQNnRCqULw3FkD9y481Ccd2jDDNE+/M+UcfZYug0HT16EmakJuratj76dm4KE99qtBwgKCsb12/8iS6Z0mOcyDNmtI2a+/QMC4ThjFa7dfADrLBlQtmRBfPz0FdMdbDBgjAdaN66JpvUqi+uG/5kyvAN7tMCOA+fg4+uHPp2boHfHxtBkeJvVrwI7p8UwNTVBmyY1xWNtx09bITK+xKR989oswnpZlUnfCQuvZAxYeCUBGkDz+AgvCf/SFSbw84t+Yl06hqBoEZbehIRdRrQScj1uEz0BmTgkZ+Gd9+5vkd3VdZwp1Ap1UmfXy7KLLLwus9chKDgErmP64Lu3LzoOdIbDiB4okDc7WvVxxPblzsibyxqb95zC/uN/YOvSyRHG8eDxC7TpOwkbFjqgbImCGDtlGe4+fI6dK5zFjco1Wg3DkU3uePnmg07hPXjiIjbuOo518yfA3z8Qrfs6Yq7LMNy+9wSL1+7BhkWO+CVPdtE3ya6tTfsIY9iy9xQOn7qEtfPGw9vHD10Gu6J8qcKYMrZvrMLbsHZFMfdnL9+hdd+JOLxhBo6euaItaZg6bwOyZk4vxJb+O1OGtOIDAbGaOHO1uEbqVFZ6iQ13knQEWHgl2bPwSgI0gObxEV4qZVi73kTnrOrUDkHd2iy8CQm7jGgl5HrchoVXn2vA+dVVuLz+U2eXc3NVh22WUnq5ZGThrdthFBZNG4lihfKK/uet3AnKmBbImwOn//gfFrvZin+nfyvfaAAuHVwivurXHCS8vUZOx4X9i8U/LVi9C1++emPyqJ7i5ybdxmKO81AEBAbpFF4S2eJF8qFXh0aiDcmkpYU5tu47jQt/3tKOYcPO47hz/6nI3IY/7F2WoEzxAujRvqH4Z49l20CZ67gI78pZo1Gq2C+iXfdh00Qfr958iFZ4l63fL8YzZkgXFC+UV1sHrZfAcCdJSkCVwktf20yZux7/PnkJ6ywZMWZwZ9SsXFKA/u3yTXgs24r3H76gRJF8cJtgIz7N0bFq8yFs3XtKvGnr16oAhxHdYGpiguev3mGS+xrc+/eZ+ORJX92UK1lQtGHhTdL1+1MuzsL7UzDHehEW3lgR/ZQTZOKQnDO8sQlvYmZ4yzTojyMbZyJb1oxijazbdlSUNxTIlwNPX7zF1HH9tGunYpOB2LXKFblzZI0gvIPHz8XJbbPFv1FG1sfXH2OGdBY/N+sxXtx0FhwcolN4B42bjUZ1KomygfBH5BpeXTW9/UfPQrN6VbTtw990FltJA80nZ7bM4rI0j7o1yuL7d99ohTcwKBjrth0RpRdUutGrY2P069L0p7y3+CKJS0B1wkt1Qg062WNk//Zo3qAqzl68jnFTl+O3vQtFUXrjbmPFJ0mS3cVr9+LJ89fia5Ur1+7CyWMNNix0hJWlOYZPXIB6Ncqja5t64pNt3Rrl0L1tA1z48zYmua/GiW2zRR0SC2/iLlAl9M7Cq4QoyNWOKmMG6hgFC2/C4kg7M5S9s0Nn48clu4NqefVxRM7w1u9oh4XTRqJowTyie8rw0t/Dgvlz4tRv/8Mit5Hi3zUZ3suHliKllUW8hZduWKZM7pFNM0XbP67egtuCjaKmd7zbChTKn1PU7dLx5v0nA/rqRgAAIABJREFUWJqbC7EMv0uDLuG1c6YM7y/o+V+GOHyGd9C4OeLvffP6VUXfXYdMQfd2DUVNL9XwrpkzDsULh2W36TWq433x6n20whue/6Nnr9HHdgYWudmiZJF8+ggN95GEBFQnvH7+ATh29ipaNaquxVq2oQ0OeLrh9r3H2HXovPbO1W/ffVCzzQhcObQUMxdvEYXwmrs0z1y4Jj4F09c0jbuOxcWDi0W2l472Nk4YO6QLKpUtwsKbhIv3Z106PsJLY5oz3wRfvKLfnm3UiGCxYwMf8ScgI1rxvxq30EVAJg7JOcNLPHs/OQ3Pj/eioB2ZpSTm5aqht0UXWXipLjUwKAguo/uIMoAOA5zgOravqNtt3Wciti93Ehnd9TuO4cT5v0StbviDShrikuGlb0ub9xiP83sWisQR1Q5fuX5XCC/VzC7fsB/rFzggJDQUHQc4i6ww1fDGRXip1IF2nlgzdzzob3fnQS6oXK6YKGmgb2CtM6fH0D5txDeyrXo7Yuq4/lrhbdWohvjGlmp42/SdiKOb3UE1xSS01H7Gos1IYWYKu4EdMdp1Keh8+laYfIL+3s9wHIAShVl49bZAk6gj1QlveI701cSuQ+ewff8Z7FzpipWbDuLjZy84jOiuPa1WmxHiDThl3np0blUXDWpVEK9pPtlR9td1jif2rp2qbUO1RPRG69iiDgtvEi3cn3nZ+Arv6zfA7n2mePv2xygtzIE2rfiGNZm4yYiWzHW5bUQCMnFI7sJLJGlrsus+H3D22ytxk1qd1Dn0drOaJlKRhffrdx9MmespamONjYzQrllt9O7UWJx+8re/sGjNHiHElPRxtu+NXNmzJEh4SQpJHi/9dUf0VaV8MfH39/DGmWJf4PmrdmHHwbMwT2GG7u0aaHdpiIvwUgnFBLcVYkeH7FkzokyJguLmNRLW+49eYMyUpciYLo0oO/T65o3Gv1YSJRBUk2w3sINIdn395o1+XZuhS+t62l0aqD3V7I6ctAi1qpQSOzjQjhZfvn6HibExWjasJkSaD8MnoFrhpQztcMcF4lPf/CkjxNcZ9DUO1RjZD+qojVzDzqOxYOoIUfNLd2XWrBx208Drtx/F3ZxzXYZiwapd2LrMSduG7tqkr2boq5VvvoGJsgrMTI1hYWaCwKAQ+AXG8PiyRLl6wjv9+BnYdwD49AX49BnIkQ2oVB6oWD7hfSZ1y1QWZvD2C4zxscnRjfHFK8DPN+yVAmH3S/AhQSC1pVmivd8khpXsmsrEwfjOHRj569jC5CeQDMmQAaF5wr7aju6gufFhGAQoG/3g8UshvHwwgbgQUK3w0uRJbi9fuyNqeGnblQMnLuDdhy+YaNtDy6ZGq+HYvGQiXOeuR4fmddCoTkXx2sMnL0FF8lTS4OSxDvvXTdO2sXNejGoVSoj9+b75JM7Tw4TwpjAOE94Aw7irn2R39sJQ+P4neeEXYKN6QOP60X/NH5eFmpTnpLYyTbQ4J+W8DO3aHAdlREwmDsZ3bsOINuhOoiNW4bUyTaKR8WXjS4CFN77E+HzVCS9tFk1fp1ABu+boOcINnVvVg5mZCagOiEoY6Hj7/jOadh+Hy4eXwn3xFqRJlRLD+oZ9dUH1PXuP/Y5Zkwahfkd7/L5vESwtUojXaAsW2t2B9iPkm9Z+vIlOnzPG2XPG0b6rLCwAh7GJ8+Egsd/G8S1pSOzxJNf+Zb5KT67MEmPeMnHgkobEiEjy7JOFN3nGXWbWqhPez17f0KjLGHhMHoxaVUrj3sPnIOHduMgR2bNmQsMuozHbaYh4Mozbgk3w9fUX+/397+Z9cXfpxsUTkdLSAv3s3UWdD22h0s/OHRXLFBE3tB05c1mUONAm2yYmxiy84VbfGk8T8ThdXYeh3rDFwivzK0Z/bWVES3+j4J5k4sDCy+uHCTCBpCKgOuElkLTX7uxl2/D63UekSZ0S/bs0RadWdQVjKk6fsXCzeGxgmRIF4DbeBunSphKv0b5+G3YdF6UQTetVEfv3GhsbaZ8eQ/JMxfxU1K/Z4oQzvD+WbmzCO3hAELJZJ9VST/h1WXgTzk6fLWVES5/jSO59ycSBhTe5rx6ePxNIOgKqFN6fiZOF9wftI8eMcfFy9CUNdJbrZC5p+JlrU23XkhEttbFIyvnIxIGFNykjx9dmAsmbAAuvZPxZeH8A/PzFCHMXRP9YXUN+pC5neCXfJHpqLiNaehoCdwO5B4Cw8PISYgJMIKkIsPBKkmfhjQjw8RMjXLxshLv3wjK96dKGokyZUNStbRg7TUS3HFh4Jd8kemrOwqsnkJLdyMSBhVcSPjdnAkwgwQRYeBOMLqwhC68kQANozsKrjCDJiJYyZqCOUcjEgYVXHWuAZ8EEDJEAC69k1Fh4JQEaQHMWXmUESUa0lDEDdYxCJg4svOpYAzwLJmCIBFh4JaPGwisJ0ACas/AqI0gyoqWMGahjFDJxYOENWwNfnoUi0BcwswTS5dbfA3mmztsgHts7ZkjnCIutfid7uE8ciHIlC+lchErd1/bin7fFQ6Box6TIx83Ta9XxpuJZ/BQCLLySmFl4JQEaQHMWXmUESUa0lDEDdYxCJg7JXXhfXQvF9a1B8Pn4Yy1YZQSqDTXVi/iqVXhd5nji6GZ3dbyBeBZJRoCFVxI9C68kQANozsKrjCDJiJYyZqCOUcjEITkLb6APcHhcoMjsRj5Iehs4mcHMSm6NxCa8VpYWcJi+UjyU6da9x3j99iMmDO+GGpVKInyG9837T+g+dCpmThyE2/ceiwc4BQUFg/7dx9cf812HIbt1Jnh99QbJ6D8PnsLUxBjN6lfFoJ4tMW7qcvGwpvbNa4s972u3HYmVHqNRrUIJ3L73BI4zVqFt05o6+w1PgTK8MQmv545jePDohRhD3eplkSqVVYSfB/dqjYVrduP4uaswMjISe+hPsu2JVCktMcxhPgrmz4l9x37H1HH9xPj4UC8BFl7J2LLwSgI0gOYsvMoIkoxoKWMG6hiFTBySs/A+OBGCG9uCdS6C2mNMkbmwXHlDbMKbOpUV2vSdhBWz7IXcHTt7FZ7bj2Lzkkla4XUc2R09hruhZ/uGaNGwGjbtPoklnnuxb+00ZMqQFnQNkkVbm/Zwmb0OQcEhcB3TB9+9fdFxoDMcRvTA+4+f8b+bD4REHjt7Beu2H0ONiiUwtE8bbNh5XDzMiR7ipKvf+AgvjW/Z+n3YtHgScufIIsYb/ufDpy5j5aYD2LR4IiwtzGHvshQ5s2WC3cCOsJ28CB8/e2HFrDGwtEihjjcoz0InARZeycXBwisJ0ACas/AqI0gyoqWMGahjFDJxSM7Ce2dfMO4c0L09Y+lOJijYQPeDe+KyeuIivN2HTcPlQ0tFd3f/fYZhDvNwcvscrfD6+vkjXy5rIad0kEBe+us2Fk4bKX4mYb1z/ymmO9igbodRWDRtJIoVyitem7dyJ/wDAtGtbX0MHjcHB9ZPh9uCjSheOB/2H/8Dq2ePxSinRWjVqIaQXl39RhZequE1MzONgKB5/apCqGl8Zy9cFxlkzXjD/zxu2nIULZgHvTs2Fq/T01ZnL9uOXatchfBSxtemW/O44OVzDJwAC69kAFl4JQEaQHMWXmUESUa0lDEDdYxCJg4svLqFVx8ZXpJLY2NjjB/WNcJiq9POFvNchyGllQUGjPHAmZ3zxOsPHr/Q/kwlDUs89yEgIBCOI3ugXbNaWoH8+85DzJw4MMrPZRr0x5GNM5Eta0bx2rptR0VpAZ3bsPNo7Fjpgv72s7Bu3nh0GeyKPWumokFne+xf54Z9x/6Arn4jC29MJQ0kvDdu/wv3SYO04wv/M82XSi1aNaouXqeSimGO8wQDEt7qlUqgQ/M66nhz8ixiJMDCK7lAWHglASZBc3oi3JlzxvD6EnbxtOmAqpWDkc06+sGw8CZBkKK5pIxoKWMG6hiFTBySs/DSzgwnXXU/Xr3pDDNYZZJbIys2HsCNOw+x2M1W2xHV2VZrOVRkcb97+8QovJQZHTesK/rZuWP7cidRp0tCqUtM63e0E5lfyqDSQRleEuaxQ7uIOt3qFUti7bYj2LHCGfYuS9CwdgV4bj8mSihi6je+whuTOE9wW4kiBXOjV4dGots/rt7C3BU7sHOlixBeql+mWmM+1E+AhVcyxiy8kgB/cvOYHn/cp2cw8uUNjTIiFt6fHCQdl5MRLWXMQB2jkIlDchZeiv7VNcF4eiFqlrdAfWOU6Rz9Y9njs2pevfmAtv0nw2FENzSqUwmfvnzDtHkbYGJijPlThkfI6FK/kTO8Dx6/xJSxfbFy00HQzWKr54zF5j2ndAovlVAEBgXBZXQfcQNbhwFOcB3bF1XKFRMZ3C17T6FkkXwiY0ylEIdPX0bV8sUwol+7nya8VKdMHwQ2LHQUW7bZOS9GgXw5MLxvWxbe+CwuFZzLwisZRBZeSYA/ufnmbcbaxx5HvnTePKHo2yvqTSUsvD85SCy8ygCeCHFI7sJLSGlrsi/PQvDuXiiyFDZC5iLG0jerhQ/VtVsPMGf5Dtz996m4uax+zfJCMOmGtfCCG5PwBgeHoOuQKWjZqBoAI53C+/W7D6bM9RQ1vcZGRmjXrDZ6dwqrlX397hMoA0ylBs3qVcHNu4/ReZAL1swdh8pli8ZLeHXtw+s530GUUMSU4Q0NDcWSdXtx5MwV0H/TXsS0M4WVpTkLr6J/0+h/cCy8kkxZeCUB/uTmi5eb4u3bcBelhK4RoMnrTpkc9StHFt6fHKREEC1lzEAdo+AMrzriyLNgAsmNAAuvZMRZeCUB/uTmbjNN4ecfJrhG/8lu+CEULRyCLp0ifuXIwvuTg8TCqwzgiRAHzvAqOrQ8OCagagIsvJLhZeGVBPiTm6/xNMGTpzHvdVmndgjq1v4hvSy8PzlIiSBaypiBOkbBGV51xJFnwQSSGwEWXsmIs/BKAoxnc18/4M0bIyGt1taAddZQpE8X9UYzXd3+c9cYW7bHvNdl5FpeFt54BimRTpcRrUQaUrLsViYOnOFNlkuGJ80EFEGAhVcyDCy8kgDj0fzxEyNs2W4CP7+IjRo3DEG1Krr3t4x8iQuXjHH0uG7pzZoVGDrwRy2v0oXXKNAbqR6fgtWLP2Di+xGhplbwz1gIXsU6I1h2n6N4xCexT5URrcQeW3LqXyYOLLzJaaXwXJmAsgiw8ErGg4VXEmAcm1Nmd+4C0yiyq2k+eECQzn10o7vEZNeIT+0Jf46hZXjT3VgDqxcXokyTxPdN3ekINUsZR8rKPk1GtJQ9M8ManUwcWHgNK9Y8WiagJgIsvJLRZOGVBBjH5pTdXbte9z6VketuY+s2plpeQ6rhpexutuNhj/yM7vhWqCW+FWwZGw6DeF1GtAxiggYySJk4sPAaSJB5mExAhQRYeCWDysIrCTCOzfUtvPQAirWexvjiFfEGNipn6NsrCJYWPwam5JKGFB/vItMlD50UfXJWw5fSfeNIWdmnyYiWsmdmWKOTiQMLr2HFmkfLBNREgIVXMposvJIA49hc38JLl6Uyibt3jfD5P+nNlhUoWiRqLXBk4aV2ly4b48mTH7JctkwIypSO+81zcZx2rKex8MaKiE/QMwEWXj0D5e6YABP4KQRYeCUxs/BKAoxjc1HDOz9sD93oDl2PBY5j9zGeFll4ozy84r/WVSuHoEmjuN88p4+xxVbS4FWsE7zzNdDHpZK8DxnRSvLBq2gAMnHgDK+KFgJPhQkYGAEWXsmAsfBKAoxH82vXjXDkmEkU6Y1v/W48LilODS+8NIY9+3XXEsf35rn4jiW689Pe2YKUj09FeSnU1BJv6s7gm9b0AZn70BJg4dXDYvj0FAj0AcysgAx59NDhjy4ePnmJeat24er1u/APCETBfDnQt3NTNP61kvYkr2/eWLh6N07+9he+eH2DdZaMaNW4Omy6NYepiQmCgoNRul4/tGpUHW4TbCKMz9ljHXYcPIsbp1aLc/lgAoZCgIVXMlIsvJIA49mcam+fPIEoQ7AwB/LlDYnX7gzxvFwU4T19zhhnz+ne0iwxM80xjT31g/0w/3gXKT7eR2CaXOJ/dLMab0uWkIhzm5gIsPBKrI9nfwJXNwDeH350kjIT8KudXsT3+at36DDAGR2a10GnVr8idUor/Hblb0ybtwGTRvVC03qVERgUjC6DXZExfRrYDeyInNky458HT+E6dz3KlywIJ/veQngrNx2MDOnT4ICnGyzMU4jxUtuWvSbg9btP+PPochZeiaXATX8+ARZeSeYsvJIADaB5+AxvbMLbpWNItHXABjBNxQ9RRrQUPzkDGqBMHJJ1SUOAN7DLNiyzG/kg6W3hBqSQ20LQyWMtvn33xRznIRGucOD4BcxftRPHt87G4dOXMHf5Dhzd7A4zsx/bM754/R4tejlg9ypX5MqRBRUaD0S9GuXQoFYFbXb4/KUb2HfsDxw9c4UzvAb0nuWhhhFg4ZVcCSy8kgANoHl44Y3toRVJleE1AIzSQ5QRLemLcwdaAjJxSNbC+88R4OpG3SupoSNgXUxqpTXpNg62Nu3RqE7FCP0EBgahbEMb7FkzBRt3nYCZqSkm2vaIcq0ew6eh8a+VRXa4bIP+mO86HLsP/4ZFbmFbH46bthz1a5aH7eRFLLxSkeLGSUGAhVeSOguvJEADaB5eeGO6eS7yAysMYGoGNUQZ0TKoiSp8sDJxSNbCe2MXcGO37uhW7A4UbSIV/Zqth2P+lOEoV7JQlH7otTnOQ7Fl72kUyp8Tg3pG3Z/bznkJCuTNjgE9Wgjh/d+xlajX0Q4HPKfD3NwMTbqNxdHNs1CuoQ0Lr1SkuHFSEGDhlaTOwisJ0ACaR96l4fUbYPc+U7x9+2PwRQrTDg2hSJ/u529NZgAI9TJEGdHSywC4E0FAJg4svDEIrx4yvFS/269LxBvUKGZUe1uuYX/sXTsNuw+dh69/ACaP6hlNhtcNzepXQfvmtYXw3jy9FpNnrUGJwvmQNk1KnL/0N6aN74/idXqz8PLvA4MjwMIrGTIWXkmABtA8pgdPUMY3/EMqDGA6BjtEGdEy2EkrcOAycUjWwks7Mxx00B3RtvOAVJmlIu6+eAuev36PhVNHROjn0KlLYleGI5tm4uzF66CdFo5v9YB5CjPtea/ffkTznhOwZ81UZLfOqBXey9f+wYoNB5A6lRU6tKiD6hVLsPBKRYkbJxUBFl5J8iy8kgANoLmSn7RmAPj0NkQZ0dLbILgjzvDKrIE/lgEPf4vaQ9FGQMWoGdf4XurTl29o0WsC2japhW7t6iNj+rQ4d/G6yNJOHdsPdWuUE132GjldyO64oV2QJ5c1/n38EhPcVqBK+eLi32iXBk2GNyQkFM16jKNbfnBw/XSYmBiz8MY3MHy+Igiw8EqGgYVXEqABNGfhVUaQWHgNPw7JOsOrCR9tTfb5KfDmTthNalmLSt+sFn5lPH72GnOWb8eV63cREBiEAnlzYED35mK3Bc3x7bsP5q/ahRPn/8QXr+/IljUj2jatiX5dmgmhDS+81IYyx9SX5kY3LmlQxnuRRxE/Aiy88eMV5WwWXkmABtCchVcZQWLhNfw4sPAqI4Y8CiaQHAmw8EpGnYVXEqABNGfhVUaQWHgNPw4svMqIIY+CCSRHAqoU3odPX4mi/HsPnyFrpvQYPbgzalctjYCAQLEXYfjNtutWLyu2aqFj1eZD2Lr3lPjqpn6tCnAY0U08SYaeXjPJfQ3u/fsM2a0zwXFkD5QrWVC0YeFV/9smLsJLOzdcv2GMN2+MYGERirx5gTKlQ/iGNj0uDxZePcKU6EomDiy8EuC5KRNgAlIEVCm8LXs7ol2zWujZviH+uHoLo5wW4fyehfD28UWrPo74Y9+iKNCuXLsLJ4812LDQEVaW5hg+cQHq1SiPrm3qiQJ/Kvbv3rYBLvx5G5PcV+PEttkwMzVh4ZVafobRODbh/eeuMbZsj/q4YQsLYNSIIJZePYVZRrT0NATuhrcl4zXABJiAgRJQnfBSsT3tM9imaS0hpHRUajoIO1e6IDg4BIPHzxWPVIx8TJm7HtZZMsCmW3Px0pkL17Bu21GR/W3cdSwuHlysfW54exsnjB3SBZXKFmHhNdCFH59hxya8c+ab4IuXUbRdNm4YgmpVQuJzOT5XBwEWXmUsDZk4cIZXGTHkUTCB5EhAdcIbOYg3/3mEkZMXij0H79x7IjK3+fNkw4NHL1G4QC5Msu2JvLms0c/eHZ1b1dXeyfro2Wv0sZ2BuS7D4DrHE3vXTtV2be+yBJXLFUPHFnXw+pNvoqwbK3NTpE1pBh//IHh5BybKNbjTuBGwTm+Jt599Ed0jJWgfXreZP55HH7lHevpav97BcbsQnxUjAfrgkVjvN0YfdwIycVC68NLc+GACTECdBFQtvC9ev4fNaA84juyOGpVK4uGTl9iw8wR6dmyEHNaZsGTdXpy7eEPIbLehU8WjFmtWLiUiTZtwt+47EXNdhmLBql3YusxJuwImzlwtHs3Ys0MjhCbig7WM/ksaJuY11Lms9TsrioOuGDx7GYops4J0XrDQL0YYM1y3EMd5pAHeQICP9Mb0cb6eAk+MKQ4KHK5qhyQVh9u3AT+/pGOTMSNEgb2OQ/M7N+kGyFdmAkwgsQioVnjvPXyOkZMWYtywLvi1Wtlo+dHjFis2HoDjW2fDYcZKdGheB43qVBTnkhz3Hz1LlDQ4eazD/nXTtH3YOS9GtQolxOMX+aa1xFqayuk3tpKGya66hbZM6VC0bZXwDG/KxyeQ5v4BGAX5aIF456uPrwVbINQspXIg/YSRyHyV/hOGl2wuIRMHpWd4aW58MAEmoE4CqhRe2lWBMrtuE2y0uylQ+N5//IKv37zxS94cIpr/Z+9M4Gys3jj+u/fOmBlLxhKDZFSiqKwpEdmViD+ylH1JdqMpY98ZRBiEGGQta2Sr0GIphaLIGjGUZWQbs9z7/5xz587cufe+dzvvvfd93/u8n8//H+57znme33NufT3znOewrg1VGvfEtxtmYd7STXgobx707dqCf7Zl135s3PE9po54B/XbxOD7TXMQEZ6Lf9akQyyfu1KFMgS82vxe5PDKFfCu32TAkaOOa3i7dMxA6WjvfgyQ6/oJFD4wzaHCd0vXw62n2wWB+tkuioBWUAnlY2dF4kDA6+Pg0PSkACkgqYAmgbfzwMlo90ZdNKrzfA7Hvzv4K8ZMT8TSWXGIerggEhI38K4Lq+eNxC+//YnYcfPxacJw5IkI5zW97d6ohxZNaqHb4HhUq1iOH2jbtvsgL3HYtiKe30hDGV7tf7tcAS+r4922Iyf0hocBdWqLHVgreGgOwq8ekRT48muLtC++lYcioBVUQvnYWZE4EPD6ODg0PSlACgQP8LK63Ubt3svRa5d5P21kb9SvVQULV2zByg1f4UFqGiqULY1RMZ15PS97lqzehuXrdvJuDq/WewHv9W4LvV6HS1euIW7SQrAyiZLFi2B0TGeUL2uuAyPg1f63yxXwWitw7rwOkZFAgUjvsrrWcxU+EI9c1/+UFDip4UdBVdYgAlra36X+81AkDgS85jgdSzHidoYJ+Qw6VAi3b2nobTTZdcHLPtuBrZ9O5kkdy9Oy2wj+U8lyTzwqOTXrcLT9mx/RtMGL3i4vOa7fsI/QsHY1vN6whuQ7+w8d52WE7L+5ts9v3yyR3SaaMPgU0GSG159hJOD1p9qBWcsT4JXTQlfAK0eGV5d2F/l/X4uQe9egS78PU0gE7pWsgXuPvCSnK7LMJQJashhAk3AFROIQ7MC77b90jEp6gL/Tsv9C/EioDotLRcgCvgx4v9j5Ayo9UwZTR/T2CHj/OPUXZiz4DAumDpF9p7sLvGM+XOqwbajsBtGEQakAAa9g2Al4BQVUwfBAAW/k0cXI/fc+hwplRBTC1bpThNRjsFvku7Ew3L9uN48Sa4RFQEtIKBqcQwGROAQz8N4yAtVP3MF/DtpyM+jdVSYP8gsmexnwsv7zG7d/j8nDemWdYbHO8O7ZdwQzF36O+ykP8EixhzF1ZG+E5QpFs05x+O/OXTz71OM4dzEJiTM/wKMlimLbNwfxwYQFOLB1Hj/HwvrTX756DR/07YDZi9dj596foNPp+E89WZvPvHki0DfuI5R57BFs2vE9xr/fDas2fJ2V4f3u4G+Y8NFyrEgYjkIFHsraWyzD6wx4l362A6fO/g0G5uyG1Lx5c+f4fe9Ob7htDzt0Tk/wKSA78LIf+5d9vCRXkpUC7Pr2EP/SsA2qxYeAV4tRzelToICXAWnUNx/wzKvtc6NKH6REiX2nWAeI/L+vkQyg0komREBL+7vUfx6KxCGYgXfh9TSe3ZV6Pi8dgRp5zJclefsw4A0Py8V7yy9auRVrPx7FYdQCvAXy50OLrsOxZOYH/L/TDF5//u1PzB7fHzv2/IR1W/fyDO8HExegRtXyaNbwJbBLmX4/9RcG9WjNL1tivexbNK6JlAdpWLjiCw6uEeFhiBkzD48UK4zBvdpg4Mg5uH7zFhZMfY9DsiXDW6FcafR4bxrmTx6MJ0qbD49bHlfAu2L9V5i/bBNWJIzAoyWKwPb3X3590G17vNWXxqlbAVmBd/nnO5GQuJFf3Xv7zj007TgURQpH8u4Indo0Rvf2r6lbLQfWE/BqLqR2DgUKeJkhDHofOrUZof9d5HalRxTG3ej6SMsvXYvnbkTy/74Kec59Lfn6tReGILVQOXen8/l7IqDlc+OCaAGROAQz8E77JxUf/pMquVPGFAtDj0KhQjuJAS/L1rKe8p0GTELzRi+h5asvZwHvr3+c5RnZRdPe4+vcu5+CF5v2waEdC/DN979kAe+Gbd/htxPnMHJQR7CbRdmlTNdv/odeb7+O2i0HYMuySRj/0XI8VaYUOrdpzOfad+gYps9fi3WLxnLgZRlfy82lDHhfrFoBqzd9gw/6tuNtPW0fSw1vaGjONo9N67/Is8QMcFmNZNT2AAAgAElEQVR2euE0c8mF7e/fn/Cx2/YIiUyDVauArMDboO0QzBzTl2909jfHrV8f4H/DPHP+MvrEzcSOVVNVK5SU4QS8mgupooDXl+o6K5lg6xLw+lJ99c5NwOtd7FwBr1wZXgvwnjh9Ae+8/yGH0479J/JDaz/8dAzzlm5EZP58WU7cuXsfXyydiF9+O5UFvOyns/2Hz8LiGe/zOeKH9+JlCLF92iNu4gJ+EVPP96bhtfovcqhmz/GT59F32Ezs/nwmB96Xnq/Ae9uzhwHvT0dPwmQyYcWc4XbZXfaOOxneo8dPI37EO1nAa/17T+zxLoI0Su0KyAq8FRt0x+GdC/mPUNhpS/Yjka5tX4XRaELlRj1wZJf22igR8Kr9K+Da/kBmeF1b5/0b+U5tRr4/N0tOcPWVycjIbe5gooRHBLSUYL9WbBCJQzBneFlnhoansy+Qsd0PB8vmQclQx/283d071hleNmb0tETkyROOAz//jgkfdOc1ryzDO3vCALsprUsa2IeN28eiX7eWOHbiHN7v047/xLZTm0a4lHQNA3u0wtCJC1GuzKPo1LoRn4vBNDv09vnCMRx42e2m7HImC/CyDhFFHy6INZt3Y9W8EQgx5CzfcAd4f/39DKYM75UFvNa/98Qed/Wk97SlgKzAyzK8s8b1Q/58efDqW+9j45IJvJbo7IUkdBs8hf/NT2sPAa/WImrvj1aB11mNcErRirhRta+igisCWopyROXGiMQhmIGXhX3A3yn4LNn+KvLuhUIxtliY8M6wBd4bybf5YbRcuUIwd9IgFC6Yn9fwLp89jP+3mZUtbN7xPYYNeJuXNCxcuRUrE4bzpNXwKZ/g9PlLPGnVsHZVXrt77cYtDOj2P7xQ5Wle87vg0y/4XCyrzG4gZXW5/bq2dAi8lrZkLBNbsfwTeLfzGzn8FQVeT+wRFpomUKUCsgLvp+t2Ydr8NfzLwq7onRzXE8m37uCtfhP49b4x77RRpUjOjCbg1VxI7RzSKvAyR9ltbqxG2LrfL+vQ8F+ZZorr8SsCWtrfpf7zUCQOwQ68LEqsNdnxFCP23c3gh9Qs/5MjgrbAy+ZMXLsdU+eu5rW1LMu6d/9Rnol9kJqKvHlyY2i/9qj8zJMcZtu+MwZp6RnYu/4jbN75A8/i7lk3Ew8XisTi1V9i1ifrcXDrPA64rDxhbuJGbNv9I/81m2Novw7IHRHmFHiT/rmBVj1GYuHUIXj6SXM/e/Y468O79KM43p3BWYbXE3vk0JrmUJ8CsgIvc//0uUu4ffceb23CbiJjX571W/eiVdM6/Pdaewh4tRZRe39sgTfpCpCSYv7Ro7fXBmtfNfk9FAEt+a0J3hlF4kDAG7z7hjwnBQKtgDDwsr8VuvOwOl7WsUFrDwGv1iIqDbyXrwAbNofgypXsd8LDgSYNM1CpovjNatpXUsxDEdASW5lGWysgEgcCXtpLpAApECgFhIG3fJ3Obtt+fE+i2++q5UUCXrVEyns7LRneT5YacP4vx4dKevdMR7Eo79egka4VEAEt17PTG+4qIBIHAl53Vab3SAFSQG4FhIH3wqWrWTYdOX4arH/f2/9riOhHi+HBg1Scu3AFqzZ+jS5tm2jy8gkCXrm3pPLmY8D7x9kUfDhLuil8ndpG1K3t4Aol5bmjWotEQEu1TivQcJE4EPAqMKBkEikQJAoIA6+1Tuw06MJp76HowwVyyHf+4hXe02/z0omak5WAV3MhtXOIAe/+X1KweJk08JYra0T7Nwl4fbkbREDLl3YF29wicSDgDbbdQv6SAspRQFbgrdakF289xu7Stn7YDS2N2g3Boe0LlOO5TJYQ8MokpIKncQd4X6xuRJNGBLy+DKMIaPnSrmCbWyQOBLzBtlvIX1JAOQrICrzdYuJ5S7JOrRujeFQh/mvWpHrJ6i9hgglLZnygHM9lsoSAVyYhFTyNpYZ3wpQQpDxwbGiLZnRwzdchFAEtX9sWTPOLxIGAN5h2CvlKCihLAVmB99/ryRg/czl27zuMjAxztotBb7WKZTFxaE8UK1JQWd7LYA0BrwwiKnwKC/D+ckSHDZvtyxqiS5nQtVOGwr1Qv3kioKV+75XjgUgcCHiVE0eyhBQINgVkBV6LeOkZGbh+4z+kpqWhcMFIRITn0qyuBLyaDW2WY9Z9eFkP3j9O6nlrsqgooEB+E7Uk89MWEAEtP5kYFMuIxIGANyi2CDlJCihSAdmB98TpCzh3IQkpD1LtHG7RpJYiRRAxioBXRD11jNXyTWvqiIDZShHQUpOfSrdVJA4EvEqPLtlHCmhXAVmBl10rnLhmOx4ulB9hueyzuttXxmtOSQJezYXUziECXmXEWAS0lOGBNqwQiQMBb+YeuPgvcD8ViMgFlHxYto3BrhZetHILDAZz6VX+fHlQt2ZlxL7bzquftLIE1sCRcyDnf7urv9YbmxInIOrh7BLHBZ9+gdmL13Ob2SVVrBRSl9ny/KNx/YVamrIri8d8uFRWH2QLGE3kVwVkBd5XWg3kB9OiSwZPB34CXr/u14AsRsAbENntFhUBLWV4oA0rROIQ9MB75Cyw9lvg+u3szVAoH9D7NVnAlwEvu/10XGxXPj87VzN4dAKqPFsWA3u08ngD+gt4rQ17f/zHeKJ0CfTo0NRjex0NIOCVRUZNTCIr8L7RZTg2LhmvCWHcdYKA112l1PseAa8yYicCWsrwQBtWiMQhqIH33gMgLtGc2bV9GPQObwfkDhPaJLbAyyb76rufMW/pJqxbNJbDcNykhbhw6R9kGI3o1LoR3vpfA7TuORrd27+GRnWq8fXZwfM5izdgwgfdszK8LPPKsrA79/7EM7Dly0ZjxMCOvA2p1Lxsru9//A0TPloOvV6Ppg1e5D8Fts3wOgPeP8/+jTHTE3Hz1m2E5QpF/+7/wys1KvFMsJQ91vM5A15ndj//6jvo+dbr3N6dq6fh8LFTmDR7BUwmE9o2r4tFK7di5dwRKBFVGCxDvXH790hNS0edFytiaL8OMBj0QrGkwfIrICvwTpy1AjWqlkedGhXlt1ShMxLwKjQwMppFwCujmAJTiYCWwLI01EYBkTgENfB+fQRY+530fhrcEihbQmi/OQLenXsPYfGqrVg9fxQmzvqUn68Z+15XXLz8D17vFIedq6bhy28O4Jff/sSscf35+sOnfIJSjxRFrerPZgHvl18fxMIVX2BFwnBEhIchZsw8PFKsMAb3aiM5b6ECD6Fem8E848zmWr3pG97J6au103OUNEgBL4Pa5p3j0OOtpmjW8CWcPHMRb/WdgF2rp2HfoeOS9rgLvFJ6FCkciRrN+oCdO4rp9SaH3LqtB2H8+924H0znT1Zt5SB8/MR5zFz4GVbMHYE8EeEYOGoOnq9YDm+3aigUSxosvwKyAi/7myP729+jJYqiSOEC/G+B1s+8yYPk9yDAMxLwBjgAfliegNcPIruxhAhouTE9veKmAiJxCGrg/eIgsOVHaZXb1ALqiSWLbIH3n2vJiBmTgJrPP4teb7/O24UajUaEhoZwO5p0eB8Th3ZHiaiH0bj9e9i7/iPkyR2Bl1v0x6p5I3D3XkoW8L4/4WM8VaYUOrdpzMfuO3QM0+ev5ZljqXnzP5QX7XqPxcGt8/iYB6lpqNywB77+7EO3gJdlolv3HIUDW+Zm8USHPuPRrf1r2LHnR0l73AVeKbsrVSjDgXfupEGoWP4JnPnrMt7qMx77t8zlU9/67y7/nPkxff4alCn9CM8Gs2fv/qMchpfNinPzG0Wv+UsBWYE3PmEVQkKkr19lfxPU2kPAq7WI2vtDwKuMGIuAljI80IYVInEg4HUCvDJleK0PrUU+lBeNX3keMb3acMhlNbmzPlmHf6/f4j9y//PMRSya/h4qP/MkOg+cjOaNXkLJ4kUwde5qrPl4FH/fcmit53vT8Fr9F/k77Dl+8jz6DpvJb1eVmpclvd4bNx9frZmetfmrNOqJrZ9Odgt4j/5+Bu+NncczqZbn3aEzUPelyjy5JmWPu8DrTA8GtKvmjuSZblbOMHTiwhwH3yo17IFtK6Zg9LQl+PWPs8gdEc6XZX+hKBj5ED5fOEYbX3gNeSEr8GpIF7ddIeB1WyrVvkjAq4zQiYCWMjzQhhUicQhq4GWdGcavlt4EEzsBhR4S2iSOShqsJ2zeZRjP0FpahDZsOwSTh/XkwPvZlj34+ruf+U9oixctjM5vNs4BvAz4ypV5lNf9sueHn45hxoLPONhJzcsyvCwjyzK07Ll3PwXVmrzjdob376R/8b/uI3NkeNu/O46XOOzcc0jSHneB15keDHhXzxvJ9Th17m/+F4IfNs3hU/935x5ebPou9yNhyUaUKV0CHTN1EQogDfapArICL6u3+XzrXmza/j0uX73Gf3zBNkvLV19Gm9fr+NSRQE1OwBso5f23LgGv/7R2tpIIaCnDA21YIRKHoAZeFv7EXcD+E/Yboe5zwJsvC28QV8DLIG7h1Pf4gbOtXx/gh8Gmj+qDWtWfwa3bd1G/TQxyR4Rx0CtWtFAO4N2x5yd+OGv57GH88Bjr/sC6KfTr2pL/eN/RvC9UeRqv/G8gJsX14LWvS1Zvw4cL1mLXGvdqeFntbIuuI/iBOnbgjWWVu8fEY/uqqTjw8++S9rgLvM70sAbe1NQ0vNxyAK9xfr5SOSQs2YCPP/2CZ55///Mvfihw6Ucf8Czv2i/2IMSg59xDj7IUkBV45y7dhNUbv+aBLv1oMe7p2b8uY93Wb9G7U3N0aFlfWd7LYA0BrwwiKnwKAl5lBEgEtJThgTasEIlD0AMv2wKsNRnL9p68ZD6k9uQjwofVLDvLFfCu2vg1Fq7YggL58+H1BjWQ/N8drNu6F2vmj0LxqMLoEzcTybfu8INp7LEuaWDwOTdxI7bt/pEf4mJZYdaNgAGys3nZHJPmrORjWr1Wm7+7au4Ivp6jx7Yt2ZnzlzB6+tKsLg0x77RBjaoV+HxS9tgCb/chU6HX5zxT9PP2BVj35beSerTqOSorw8vmY4f2GKznzR2B9i3qYfrHa7E5cSKKPlyAg/eGbd9zm1gJxLjYbmAH3+hRlgKyAi/78cis8f1R7olHc3h57OQ5fDBhAbYsm6Qs72WwhoBXBhEVPoWcwHvuvA4HDur49cTsiYw0odJzJrxS26hwFQJvnghoBd567VggEgcCXmXvA5bxffLxkmj3Rj1lGxoA6xjMsofVJbPDbhUbdMPBrfM58NOjDgVkBd5qTXph3xdzEWpzcC0tPQM1Xu+Dn7bNV4cqHlhJwOuBWAp69X4KkHnGwKVVcgHvzWQdZsxyfKizTm0j6hL0Oo2FCGi5DDK94LYCInEg4HVbZr+/yDKpvWKnY8Pi8ciXN7ff11f6gq16jEKbZq/w8szNO3/A4lXbgu7eAaXHyJV9sgLvm73G4M3mr9jVrrBi+LWb9+CzBaNd2aO6zwl41RMyBrnbdhhw5Gj2j7ZYhrVFMyNKR5v/9u7okQt4t+3QY/9B6WbkY0emq0fMAFgqAloBMFezS4rEgYBXmdti5sLP8cXOfRgxqGNQ9dH3JBq//HYKYz9cijt376FA5EMYHdOZ10LTox4FZAXeHw+fQM/YaXjs0WJ4IroETDDh1NlLOH8xCTPH9tPkF4mAVz2bffFSA87/lbOOi1kfHg707pmBApGOoVcu4JVa36LgoP7SNqhHZd9ZKgJavrMq+GYWiQMBb/DtF/KYFFCKArICL3Pq6r838cWuffj78r9ITTN3aXi1XnX+Ty0+BLzqiKp1OQHDWoa9Frxlv37pJSMa1XNcR+sKeFnm+MhRPZKTzVpERgIVnzPalUwQ8IrtFRHQEluZRlsrIBIHAl7aS6QAKRAoBWQHXnbfNSvoLlwwP/fpr7+v8ru22RWDWnwIeNURVXZYbMkyQw7ItbY8NBcwZGC6w7peZ8DLQHreAgNSUnLq4Chr7KykITwMiHufShqc7SYR0FLHLlWHlSJxIOBVR4zJSlJAiwrICrwHD/+BvnEzeR0Qu/eaPYlrtmPu0o2YM2Eg71+ntYeA1xzRpCtA8i09HqSYkD8/nNbEBmIPWAOvfVGD2aKKz5nQsnmGnXnOgHflGj1OZHZcsB1YrqwR7d/MzhpzOP7YgJQH9grQoTXXu0IEtFzPTm+4q4BIHAh43VWZ3iMFSAG5FZAVeFt0HY43m9dF2+Z1c9i5dvNurNm8m9+57Y+H3Xs9eloiTp65gKKFC2BI77ao/eJzfOnvDv6GafNX499ryahQrjQmDu2RlY1etHIr7yOcmpaO+i9XRVz/DggxGHDx8j8YEb8YJ09f4L0Dhw14G5WfKcPnI+AFHEFf6VImvNHcKFkX6499YL0GKzuYFG++P17qiYoC3u1pn2V1BrwffmRA8i3HCM0OxA3unxOgGfRu26HDzWQ9biUDUVGsLZkRlSpKH5rzt1ZKXU8EtJTqkxrtEokDAa8aI042kwLaUEBW4K3YoDu+3ziblzBYPzeSb6Nem8E4vHOhX1Rr1nkY/vfay+jYqiG//nDQqDn4dsNspKeno3GHWCRMHMhhl10JyA7UzRjTF+zA3ahpi/ktMqyvXr/hs1CvZhXeYLrTgEmoW7My3mrZAPsOHceI+E/4TTGs/VqwA+83e/XYs9dx5wGpjKlfNoGDRZzZyl6XKitwBrwjxzqHaOq8IF+0RUBLPitoJpE4EPDS/iEFSIFAKSAr8DLQ7N2xGZrUrZ7Dn0/X7QLL8m5eOtHnfqZnZGD91m/R4tWXs/oBP//qO/y+7z9O/cVvfVswdQi34/ade6jVoj9+3DoPUxJWIapIQfTo0JR/tnvfYV6O8eHoPmjcPhb7tyTwbC97WD++2Hfb8RKNYAdeVwexlAZ8U6aF4O49x9swupQJXTt5VtKQ8HEIrl51PF/RokCfXoGvy8399w/IfXEfct04CVNIbjwo9CRul2mGtPw5L4jx+ZdTcAER0BJcmoZbKSASBwJe2kqkACkQKAVkBd5vDxzFwJFz8ORjj6BEsYf5NXunz1/GhUtXsWjae6j6XFm/+/nbH2cxYORsfuf1Jyu/xPWbtxDX/60sO15u0R/LZsVh3MxlvBSjwctV+WdnLyShy8DJPPvLeu9tXDI+a0zMmLmoXvlp3oA62IHX2Y/0mWBKA15nB8ek6midZXidZY2VUJeb79Rm5Ptzs8Pv3dVXJiMjt+PrPf3+RXVjQRHQcmN6esVNBUTiQMDrpsj0GilACsiugKzAy6xj9a7bvjmIC5f+gcGgR8niRfid3ey+aX8/fyf9ix5DpmHYgLdQ8/lnwJprsw4S7C5uy2O5DnncjGV4p2Mz1Kr+LP8o6ep1vNF1OGaM6YNZi9Zh9fxRWWOGT/mEQ33H1o1w+36aT9wKDdEjPNSAtHQjUtLss44+WdSLSed8DJw5Jz1wxmQvJvXhkHv3gVWfAcd+z7lItSpA+9aOF84bHoq7KWlZHR5s31r5GfDTz+7P50P37KbOt7E3kHbf4ZJp0S8hpVoPf5ojtFa+iFCffd+EDAuywSJx0P/+O3QPbFqa+FE/Y8GCMJWSviyA+UYPKUAKaFMB2YGXyZSWlo6r127ikWIPB0y1k2cuYsCI2Xi/bzu8UqMSt2PBp1/gn2vJGD7w7Sy7ajbvh5Vzh2PsjGVo3bQOGtWpxj9j1yx2HzKVlzSMmpaIzYkTssYMHp2AGlUroFXT2rh9zzc/subAm0tvBt5Ux/1hAyau1cLbvzJhx9eOLanwNNDtbameCIG1/u8kE1LumW0Lz23CI8Wk7cyXO8RlnK/fBG7eMPtUoCBQyP9/v7MXNPUu8m1+V1LojIfL4l7tuMAGwoPV3YmDB9PRq14qIBIH/e/HoXvgoE2Jl7Z4Oswl8OZ2XpPv6Xr0PilACihHAVmB935KKsbPXIYtu/aD1dIe35MIdmAtZkwCpo7ondUNwdfusywzy+yyDgyWbgpszV3fHsLyz3fyEgb2sEsyXn3rfRz8ch7iE1bhobx50LdrC/4Z82Hjju8xdcQ7qN8mBt9vmoOI8Fz8syYdYvnclSqUCfqSBtb9YPFS+zrWyPwmdOmknC4NInvO1cUTInP7cqwu7S6K7RwguURqoSdx7YVYX5og69wiP0qX1ZAgn0wkDlTSEOSbh9wnBQKogKzAy37U/+/1ZLzb+Q20f3ccB9579x9g7IylSE/PwLSRvf3iaueBk9HujbpoVOf5HOvdvZeChu2GYPqod3k98cRZK3D//gNMiuuBX377E7Hj5uPThOHIExGObjHxaPdGPbRoUgvdBsejWsVy/EDbtt0HeYnDthXxvGQj2Gt4LQL/cUKPpMzDWwXym1CunMnhJQ5+2QAyL6JW4GUyFNvRD7p0xyUN9x6pgeTnusqslu+mEwEt31kVfDOLxIGAN/j2C3lMCihFAVmBt/prvbF9ZTwK5M+H8nU6c+Blz3937uG1t97Hdxtn+9xvVrfbqN17CA3N+aMpBtv1a1XBvkPHMHn2Sly7cQsVKzyBiR/0QGT+vNyuJau3Yfm6nbzO99V6L+C93m2h1+tw6co1xE1aCFYmwWqSR8d0Rvmy5jowAl6fh9SvC+w7oMeVq7qsHrnlyppQo3I4rty4L1nDazGQZbuvXDGXRrDrhQtEBr63Lh1a8+v2CYrFCHiDIszkJCmgOQVkBd4ar/fB7nUzEZYrNAfwsrKGhm1jcGj7As0JSMCrnZBKtRjr3M6Ax8s8cAq8rFvDgYP6HFcMK+XyjTzndiHi6mHkuv4nTCEReFCoLO6Uro/UQuq6+VAEtLSzSwPviUgcKMMb+PiRBaRAsCogK/D2G/YRv4lsUM/WqNKoJ8/wsm4H4z9aDqPRhHmTB2lOZwJebYSUZXa373R8gUZEBBD3Xrok8FquLXakBIPeLg56+2pDNf96IQJa/rVU26uJxIGAV9t7g7wjBZSsgKzAm/TPDfQcMpW3JGOH1vLlzc0vd3jmqcfw4ah3OQxr7SHg1UZEnfXnZR527ZiB6GjHJQrrNxlw5Kh0lwel9SJWa8REQEutPivRbpE4EPAqMaJkEykQHArICrxMMlb/euT4aX7ZRHhYLjxaomhWvasWJSXg1UZUV67R48RJxxleV8Dr6ra5Lh0zUFoClrWhnn+8EAEt/1gYHKuIxIGANzj2CHlJCihRAdmBlx3sKvt4Se4rO+zFWoEx6K37krkXrtYeAl5tRNTZjWnMw8H9MxApcQjNFSwPjU3XTMeKQEZbBLQCabfW1haJAwGv1nYD+UMKqEcBWYGX9bhNSNyIHzbN4aUMTTsORZHCkbxVWac2jdG9/WvqUcZNSwl43RRK4a8lXQHmLXDcdP7Jx3V4u4P0TWvO6n9ZP+LBA5R7U57Cw5LDPBHQUpOfSrdVJA4EvEqPLtlHCmhXAVmBt0HbIZg5pi8vYUhcsx1bvz6AtR+Pwpnzl9EnbiZ2rJqqOSUJeLUTUtZLeMMmPVKsLoKKLmXCoHdy4b/7ztuSSXV4aNfGiKfKKfemPDVFTwS01OSn0m0ViQMBr9KjS/aRAtpVQFbgrdigOw7vXAidTsev5a1RtTy6tn2Vd2io3KgHjuxapDklCXg1F1LcTNYhORmIijJfnuHuxROHj+h4D9/7KTpe/lDpOZMievFqJUIioKUVDZTgh0gcCHiVEEGygRQITgVkBV6W4Z01rh/y58vDr+zduGQCoktG4eyFJHQbPAW7P5+pOZUJeDUXUjuH3AVe7SsRWA9FQCuwlmtrdZE4EPBqay+QN6SAmhSQFXg/XbcL0+av4RneRnWqYXJcTyTfuoO3+k3AKzUqIeadNmrSxi1bCXjdkknVLxHwKiN8IqClDA+0YYVIHAh4tbEHyAtSQI0KyAq8TIDT5y7h9t17ePapx2Ew6JGWnoH1W/eiVdM6/Pdaewh4tRZRe38IeJURYxHQUoYH2rBCJA4EvNrYA+QFKaBGBWQHXjWKIGIzAa+IeuoYS8CrjDiJgJYyPNCGFSJxIODVxh4gL0gBNSpAwCsYNQJeQQFVMJyAVxlBEgEtZXigDStE4kDAq409QF6QAmpUgIBXMGoEvIICqmA4Aa8ygiQCWsrwQBtWiMSBgFcbe4C8IAXUqAABr2DUCHgFBVTBcAJeZQRJBLSU4YE2rBCJAwGvNvYAeUEKqFEB2YE3I8OIn3/9E5eu/IsWTWpxTe7cvY+8eSLUqI9Lmwl4XUqk+hcIeJURQhHQUoYH2rBCJA4EvNrYA+QFKaBGBWQF3r+T/kX3mKm4diMZ91NScXxPIi5duYb/dR+JhVOH4JmnHlOjRk5tJuDVXEjtHCLgVUaMRUBLGR5owwqROBDwamMPkBekgBoVkBV4Ow+cjMrPlEGfzi3wbL2uHHjZs2L9LuzcewhLPxqqRo0IeBUYNXYb2u69epz/C0hO1qF0KROio014pbb81/gS8CpjA4iAljI80IYVInEg4NXGHiAvSAE1KiAr8FZu2AP7t8xFWK5QlK/TOQt4WS/el5r1wY9fzlejRgS8Cova/RRgxqwQpKTYG1bxORNaNs+Q1WICXlnl9HoyEdDyelEaaKeASBwIeGlDkQKkQKAUkBV46/xvID5fOAaFC+bPAbynzv0Nlv39YdOcQPnps3WppMFn0kpOvO+AHtt3Sl9iMjQ2HRHh8tlFwCufliIziYCWyLo0NqcCInEg4KXdRAqQAoFSQFbgnZKwCsdPnsO7nd5At5h4rFs0Fn+evYi5iZvwUrUKGDGoY6D89Nm6BLw+k1Zy4vWbDDhyVCf5eZeOGSgdbZLNMAJe2aQUmkgEtIQWpsE5FBCJAwEvbSZSgBQIlAKyAm/Kg1RMnr0Sm3b+gNTUNO5T7ohwtG1eF327tuClDlp7CHj9H1ECXv9rroQVRUBLCfZrxQaROBDwamUXkB+kgPoUkBV4Le6npaXjn+vJHHBZeYOWHwJe/0eXShr8r7kSVhQBLSXYrxUbROJAwKuVXUB+kALqU1RAs3UAACAASURBVEB24L156zZvRWbJ8FpLUvmZJ9WnkAuLCXj9H1J+aO2jEKQ8sF+bDq35Px7+WlEEtPxlYzCsIxIHAt5g2CHkIymgTAVkBd75yzYjIXEDjEYT9Hr7GsvfvlmiTBUErCLgFRBPYChrS7Zthw7nz+s5+BYtCjxVzogXqxtlPbDGTKQaXoFAyThUBLRkNCPopxKJAwFv0G8fEoAUCJgCsgJv7ZYDMHNsXzz71OMwGKRP0QfMWx8sTMDrA1EVNiUBrzICIgJayvBAG1aIxIGAVxt7gLwgBdSogKzAy25UY50Zgukh4NV+tAl4lRFjEdBShgfasEIkDgS82tgD5AUpoEYFZAXexLXbwQ6ssa4M+fLmVqMeHttMwOuxZF4NYCUM23fo8MfJ7J8csHpddrNagUj5WpA5Ms5XwPvPIR1u/K5Dxn0dDBEmFCpvwsNVfOuLV+IrZJAIaCnEBU2YIRIHAl5NbAFyghRQpQKyAu+OPT9hRPwnuHsvBaEhBkCXs473yK5FqhTJmdEEvL4PKTukNm+BgV8hbPuwK4W7dJL3ZjXbNXwBvOe+0CPpe/uyn/yPmVC+l2/98X3EfLOCCGj5xqLgnFUkDgS8wblnyGtSQAkKyAq8rIb3zWav4JmnHnfYc/f5SuWU4LOsNhDwyiqnw8kOH9Fhw2aD5EJyXzTha+C9ewk4OitE0p/n+qcjTwnf66q2FURAS22+KtlekTgQ8Co5smQbKaBtBWQF3mad4rB56URtK2bjHQGv9+FmZQrJyUB4uAnFoqTn+WavHnv2Sh+CbNEsA5Uq+q4UQO4MLytlOP2ZNMCXrG9EyQZG74XV6EgR0NKoJAFxSyQOBLwBCRktSgqQAgBkBd5R05ageaOaqPxMmaARl4DX81AnXQG27zDg3F/ZJQrh4UCLZkbeWsz2cQW87do4Hue5ZY5HyA28l7/T4/wWaYAn4HUcBxHQkmsv0DyASBwIeGkHkQKkQKAUkBV4h05ciF3f/oTHShVHkUIFbEt4MXvCgED56bN1CXg9lzbh4xBcvep43KD+GXaH0P44oceqtdKA2LtnutMMsecW5hwhN/DeOqvD8Y+lM7zlOhpRsDxleG3jJgJaonuAxmcrIBIHAl7aSaQAKRAoBWQF3viEVQhhh9UknsG92gTKT5+tS8DrmbQsuztvgXT9ap3aRtStbQ97UpBcrqwR7d+0f58ddLtyxZxBLh0tVu4gN/Aym36ebMCDm/aH8AzhQJUP0hES4ZmuwfC2CGgFgz7+8lEkDgS8/ooSrUMKkAK2CsgKvMEoLwGvZ1E/d16HJcuk/1IkdTUwA9j9B/U4f95c9xsZCURHm+zgmL23cZM+R/syZiFrX8b+583jC+BlB9fObTHgv7PZ0Ju7GFCmNR1Yk4qRCGh5E3ca41gBkTgQ8NKuIgVIgUApIAy8A0fOQd8uLfBE6RJgv3b2sFvY/PVs+Wo/xkxPxPj3u6NRnWp82dTUNFRq2AOhodkZxrovVcKHo/vwzxet3IrVG79Galo66r9cFXH9OyDEYMDFy/9gRPxinDx9AcWjCmPYgLez6pQJeJ1HlB1MO3JUhytXgLBwHcJymXDgJz3sc5vmeaQyvO7um/WbDHw9R4+3tb6+AF5r+1iJA2tHRo9zBURAi7SVTwGROBDwyhcHmokUIAU8U0AYeCfNXoEOLevj0RJFwX7t7Bnar4Nn1nn5NrsA4+ejJ/Hv9WR0aftqFvBeu3ELzbsMww+b7MH8x8MnMGraYiyfPQy5I8LQb/gs1KtZBe1b1EOnAZNQt2ZlvNWyAfYdOs57De9aM533GibglQ4Sy+auWmtASor9OwzvHGGpaMeFkWOlyyWiS5nQ1Yuevb4GXi+3edANEwGtoBPLhw6LxIGA14eBoalJAVLAqQLCwGs9+5m/LuPxUsXtFnyQmoZjJ86hyrNP+iUcJ05fQNnHS6J7zFS0afZKFvCeu5CE3h/MwPaV8XZ2jJuxDFFFCqJHh6b8s937DiNxzXae/W3cPhb7tyTwbC97WvUYhdh324H1FSbglQ6ps8NpjkZ5C6TWcxHw+uUrFpBFREArIAZrdFGROBDwanRTkFukgAoUkBV4qzbuiUPbF9i5ffPWbdRvE4Ofd9h/5kuNug2OzwG8v/5+hmduHytVDKfOXkLZJ0pixMCOiC4ZhW4x8fxK5AYvV+Umnb2QhC4DJ2PGmL4Y++FSbFwyPsvUmDFzUb3y02jzeh0CXicBdAafUUVNKFfOxGtyi0WZkC8fUKK4+cf6IofMHK1pMmVmk3Ws5y9QupSRl0446/1r7RZleH35LXV/bhHQcn8VetOVAiJxIOB1pS59TgqQAr5SQBbgXfvFHnz2xR78ceovPFWmlJ2t124kIyxXLoeZVV85xua1Bd4z5y9h+ee70LFNI5SIKoy5iRuxd/9RDrMd+ozHOx2boVb1Z7lJSVev442uwzFjTB/MWrQOq+ePyjJ1+JRP8ORjj6Bj60a+NF/1c3cfkCbpw5OP6xDbPwQXLpmwZEUGLl7KrmGNiAC6tg9BpWelKn2lpYkdlYYbydmfS5VOsDVGxYaicEHVy0wOkALqUeD4cTiscfKXB4UKsdOu/lqN1iEFSAEFKSAL8N5PScXhY3/i3Q9mwFHrsfDwMA6SxYr4ly5sgddW97T0DFRr3BM7V09H3OSFaN20Tlb5A4Pj7kOm8pKGUdMSsTlxQtbwwaMTUKNqBbRqWpsyvE42szvlBZ725HX23WEtz5avMODOHZ3jAmGbwS9WN6JJI9edGyjDq4x/Y4lkFpXhgTasEIkDZXi1sQfIC1JAjQrIArwWx/cfOo4Xq5ZXjA62wMsOsf13+y4ejy7BbWRdG6o07olvN8zCvKWb8FDePOjbtQX/bMuu/di443tMHfEOL8f4ftMcRITn4p816RCLiUN7oFKFMgS8TqL9xVY9fvrZ8YUR7HAaay3mrEWZpx0bLPBsyRWzf0pfVwG4WzNMwKuMr7QIaCnDA21YIRIHAl5t7AHyghRQowKyAu+du/exYdt3vP71wYNUOz0YJPrzsQXe7w7+yluVLZ0Vh6iHCyIhcQPvurB63kj88tufiB03H58mDEeeiHBe09vujXpo0aQWL42oVrEcP9C2bfdBXuKwbUU8DAY9Aa9NQFkf3D179bxnrlQ5gQVkXfXkdTcDy0xg7c9mzMrZ31dqfYvJBLz+/DaKryUCWuKr0wwWBUTiQMBL+4gUIAUCpYCswMs6IJy/eAXPPvUYcuUKtfNpXGxXv/jJuiicPn8J6ekZMOj10Ol1mDKsJxrVeR4LV2zByg1fgXWOqFC2NEbFdOb1vOxZsnoblq/biYwMI16t9wLe690Wer0Ol65cQ9ykhTh55iJKFi+C0TGdUb6suQ6MujTkDOm2HWbYtX44eJrAywdefCG7hMAaeK270LLKXfZ7drCN3aJWINJ1j1pX8Oxo47kL1JTh9cvX1uUiIqDlcnJ6wW0FROJAwOu2zPQiKUAKyKyArMBbt/UgfPnpFISHmX/0HwwPAW/OKDur27W9RY1lg2d8FIKUB9I7JTLShN49MxAR7nw3OcrwshFSWd7wMKB3rwy3YJqAVxnfZBHQUoYH2rBCJA4EvNrYA+QFKaBGBWQF3v91H4l1i8aqUQevbSbgzZZOCjotbzgqIdh3QI9tO6VvXmNjGzc0ooZVZlgqWB9+ZEDyLR2HXPZ/PFOcmS7OnQe4fw9goBsdbb5mmNqSeb3tAzJQBLQCYrBGFxWJAwGvRjcFuUUKqEABWYF3/Zff4q+/r6Jb+9fwUN7cKnBf3EQC3mwNWcZ2UrznN53tz4ReqWi4W3rAujQsWRoCZofOQUezp8oa0e5N110ZbO2gDK/490SOGURAS471aQ6zAiJxIOClXUQKkAKBUkBW4G3Ydgj+uZ6MtLR0XtZgCx2OLqUIlONyrUvAm1PJiVOkSxSkwNVV/a27wMssOfqrHus2Svdm6N0z3e3MrsUzAl65vi1i84iAltjKNNpaAZE4EPDSXiIFSIFAKSAr8LLreEMM0hm+WtWfCZSfPluXgDentIeP6LBhc85uCewNVkowaEC6w1pcV6UQ7pY0sHW+2avnXSKknnZtjHiqnGdZXgJen319PJpYBLQ8WohedqqASBwIeGlzkQKkQKAUkBV4A+VEINcl4LVXn2Vs9x/UISXFXFfA+u02aeT84NnKNXqcOGkPqs5A2VHcXQEv6/9bqaLrrg/WcxPwBvIblr22CGgpwwNtWCESBwJebewB8oIUUKMCsgJvy24jJDVgLcI2L52oRo2c2kzAK09IWd0ta2f2xwk9rl4FIvOb+A2g7HCZO23JLFZIZZgtn3fpmIHS0QS88kTNv7OIgJZ/LdX2aiJxIODV9t4g70gBJSsgK/CuWP+Vja8mXL5yHV9//wvebtUAHVo2ULIWXtlGwOuVbD4bxMB53sfmbg22j7sXTdiOowyvz8Ll0cQioOXRQvSyUwVE4kDAS5uLFCAFAqWArMAr5QS7uGH8zOWYN3lQoPz02boEvD6T1u2JWQ3wgYM6XLlihtzw3EDqA+DM2czfhwHlyplcllVILUjA63YofPqiCGj51LAgm1wkDgS8QbZZyF1SQEEK+AV4mb9NOryPbSumKMh1eUwh4JVHR29n4a3IloUgJcV+Bm/KFxzZQcDrbXTkHScCWvJaEtyzicSBgDe49w55TwoEUgFZgffCpat2vrArfA/+8geWfrYDu1ZPC6SvPlmbgNd7WVlmdvsO8+G2m7eAAvmBF6qbPOqiIHXYjVlVrqyRX00s+hDwiiooz3gR0JLHApqFKSASBwJe2kOkACkQKAVkBd7ydTo79KNA/nwYPaQz6teqEig/fbYuAa930jLYnbfA4DAz60kbMsvtalJWjB2Z7p2BVqMIeIUllGUCEdCSxQCahCsgEgcCXtpEpAApECgFZAXeazdu2fmRK1eopm9dC0bgZQfDWL3s+b90vINCqVLwqJMC2yTrNxlw5KiD69BYDW44EBfrHqg6u+iCrUPAG6h/tci/rghoyW9N8M4oEgcC3uDdN+Q5KRBoBWQF3owMI4wmE0JD7C8eOPPXZTxeqnig/ZV9/WADXtZjd9Va+8ysJ7ehsSAsXmrgwCz1DI11fEmF7fvO5ilaFOjTyz1wdrYxKMMr+9fGqwlFQMurBWmQQwVE4kDAS5uKFCAFAqWALMB7+849jPlwKW8/lp6ejjovVsT4D7ojf748MBpNWPb5Dny0aB0O71wYKD99tm6wAa+zEgJ3DokxYGage/BHHe7e10HHWuI64F53gddZ311PSiMIeH32FZFtYhHQks0ImohKGmgPkAKkgCoVkAV4x81Yhh9+OoYB3f+H0NAQzFu6CaUeicKgnq0QN2kRzpy/hNg+7fBG45qqFMmZ0cEEvKwjwrwF0ldH16ltRN3a0ofE9h3QY/tO+9vUTCZAZwO9npQisNvVDhzQI+VBdqRc2eLJRqQMrydq+e5dAl7faevJzCJxoAyvJ0rTu6QAKSCnArIAb93WgzBmSBfUqv4st411a2jacSjCcoWi5vPPYNiAt1G4YH457VbMXMEEvCw7u2SZfbmKJRjOLnZgh9RmzJIea53o9ba7AqstZh0fPLmZzZ2NRMDrjkq+f0cEtHxvXfCsIBIHAt7g2SfkKSmgNAVkAV7WnYG1HCseVTjLv8oNe2Dk4E6azOpaBzGYgNebDC+D0Ihw8CuDV621z+5atOTAawJMOnOFg5wZWtEvHQGvqILyjBcBLXksoFmYAiJxIOClPUQKkAKBUkA24P36sw8R9XDBLD+qNu6J9Z+Mw6MligbKN7+sG0zAywR1p4aXZXM3btLjnNWhtIIFgBs3pUNiW8rrSacGXweagNfXCrs3vwhoubcCveWOAiJxIOB1R2F6hxQgBXyhAAGvoKrBBrwsU7thU856WSahdZcGh1AscTgtK8ProI6XDWFPwUgT0tKBO3d0iIw0IboU8Epto+ylC1JbgYBX8Esi03AR0JLJBJqGMry0B0gBUkClCsgGvL3efh358uTOkuGjRZ+jU5vGiHwob9afdWnbRKUySZsdbMDLlGBlCufP65F0FQgPA0pHG1EsyqyRVJ2vpWTBUUcGWJUyWCvNgdcBCLM/ZuA7uH+GX/YTAa9fZHa5CAGvS4n88oJIHCjD65cQ0SKkACngQAFZgPe1tz9wS9ytyye79Z6aXgpG4HUWH9YxYc9ex7W6DGAjwpCjmwIDWv44asnrIivcro3Ro2uIvd1XBLzeKifvOBHQkteS4J5NJA4EvMG9d8h7UiCQCsgCvIF0INBrE/DmjIB1X1wLy1qglrUeY71xWUaYdVNgJQqfrZeGY6nsrmVFfx1sI+AN9LfMvL4IaCnDA21YIRIHAl5t7AHyghRQowIEvIJRI+DNKWBWJweJ7GzhQkD/Ptm3n7ESiN179dm3rlmVNzjqz2u9GgGv4OZV2XAR0FKZq4o2VyQOBLyKDi0ZRwpoWgECXsHwEvDaC7hyjR4nTugdlynAnOWt8UL2BRV5zu2CPu0+9On3sOdAXmxPaoD7GXl4Ylj68mGAShoEN6/KhouAlspcVbS5InEg4FV0aMk4UkDTChDwCoaXgNdeQHaobVJ8iCSwWi6W0KXdReED0xH634Uck9xLz42EM/1w8s5TkMryFi0K9OmVnSkWDKPT4VTS4Et13Z9bBLTcX4XedKWASBwIeF2pS5+TAqSArxQg4BVUloA3p4CspGHDJgOuXLXKzdp0YbDcyJbv1Gbk+3OzwwhcTXsU406ORa4wE0JD2dXDOly7BjDQLRZlQpNGGfxCC388BLz+UNn1GiKg5Xp2esNdBUTiQMDrrsr0HilACsitAAGvoKIEvNkCsszuvAUGJCfbFyJYlydUfM6Els0zELpzKh5OOykZgcuvLRKMjjzDCXjl0VF0FhHQEl2bxmcrIBIHAl7aSaQAKRAoBQh4BZUn4DX35b1yRYe/LujwzR7p64MtNQ5dOmYgMhLItTMeZfJIA29Sw49gCs0jGCHx4QS84hrKMYMIaMmxPs1hVkAkDgS8tItIAVIgUAoQ8AoqH+zAu++AHnu+1SMlhd8R4fSQWYgBqFnTiLq1jfyCisIH4lE2nzTwzsdiNHst+3CbYKi8Hk7A67V0sg4UAS1ZDQnyyUTiQMAb5JuH3CcFAqgAAa+g+MEIvKxON/mWHlevmvDNHkOWgq6A97UmGahezdydl/XrvfrDfnSNdly2cDi5MhLO9EfePEBsjH8Op0ltBQJewS+JTMNFQEsmE2gayvDSHiAFSAGVKkDAKxi4YANe3nLspLlswRZwXQFv757pdlcQty25AvWL7MoRhZO3y2LOmf68NRl7qlcz4rUmgcv0EvAKfklkGk7AK5OQgtOIxIEyvILi03BSgBTwWgECXq+lMw8MJuB1dm2wRUapNmKWVmSW9/gBt48NSL6lQ6HQf1E47Br/6F5GHly8/2iOqOTPb0LMgAzBSHk/nIDXe+3kHCkCWnLaEexzicSBgDfYdw/5TwoETgECXkHttQa8rLb2wEEdv/qXPVFRJrAbzVgLsMVLDdk3ojnI8FpDL/s1ax8WHg5Ues6IShWzLhrOUpyttWGTHjeTdWDXDks9BLyCm1Qjw0VASyMSKMINkTgQ8CoihGQEKRCUCmgWeLd8tR9jpidi/Pvd0ahOtazgfnfwN0ybvxr/XktGhXKlMXFoDxQumJ9/vmjlVqze+DVS09JR/+WqiOvfASEGAy5e/gcj4hfj5OkLKB5VGMMGvI3Kz5ThY3wFvFeuhOD6NQNS04yILp2GApG+359/nNBj1Vr7LgsMWgf1T+eXSeR4nNQwhIcBgwaku+yVyzK9R47osW2ndHeHQoVMGNCHMry+3wHKXkEEtJTtmbqsE4kDAa+6Yk3WkgJaUkCTwJu4djt+PnoS/15PRpe2r2YB7+0799C4QywSJg7ksJuwZCPOX0zCjDF98ePhExg1bTGWzx6G3BFh6Dd8FurVrIL2Leqh04BJqFuzMt5q2QD7Dh3HiPhPsGvNdISGGGQH3pvJ7Ef9IUh5kHObRUeb0LWjb6Fv4hT7dS1WvFjdiKQruhwZXvaZFPO2aJbhMKsr9eUZNykEaWkOPjUBL9U0olE9quHV0r94vPFFBLS8WY/GOFZAJA4EvLSrSAFSIFAKaBJ4T5y+gLKPl0T3mKlo0+yVLODdsedHrNv6LRZMHcL1ZgBcq0V//Lh1HqYkrEJUkYLo0aEp/2z3vsNIXLMdH47ug8btY7F/SwLP9rKnVY9RiH23HZ6vVE524J05OwQ3bjreDpUrGvFGM9+An+U6YKmNyG5HYyUK+w86yMSagEKFTXjyCRPCeAmDCQUizSUMrFzhxElWIgFe3lCubPZn1mudPKXDytUGfpWw5WG/LlQY6NXNdabYl18gquH1pbruzy0CWu6vQm+6UkAkDgS8rtSlz0kBUsBXCmgSeC1idRscnwN4P17+Ba7fvIW4/m9l6flyi/5YNisO42YuQ9vmddHg5ar8s7MXktBl4GSe/R374VJsXDI+a0zMmLmoXvlptHm9juzAO3KsTdmAVeTDwoBh7/umRRcD0xmzsluM2W44Brzt3szA4qUhuHo156eR+U3o0smYBbmWT6UOuUllfxl0Hz6ix+27QGgIUCC/yaMssa++JAS8vlLWs3lFQMuzlehtZwqIxIGAl/YWKUAKBEqBoALemQs/R0aGETHvtMnSu2HbIZg1vj/GzViGdzo2Q63qz/LPkq5exxtdh2PGmD6YtWgdVs8flTVm+JRP8ORjj6Bj60a4fc/Rz+G9C+f1m8D4eOmxrC520mjv5nZn1KCh0m9Vqwy0b23+/LfjwKUk868LFgAqPA3kjsg51pUvw2OBQgXcsSrw7+SNCMWd+/LFOfAeqdOCfLlDZf2+qVOFwFstEgf9779D9yAlYE4YCxaEqVS05PrMN3pIAVJAmwoEFfAu+PQL/HMtGcMHvp0VzZrN+2Hl3OEYO2MZWjetk1X+cOb8JXQfMpWXNIyalojNiROyxgwenYAaVSugVdPauH1f3ozroA/suxlYFubAO8ZJOwPBPbrhCxO+/cHxJH166PDE4+4v8OMhE1Z9Lv1+17d1eKa8+/MF8s18ESG4cz+d1yvTEzgFWBzk/r4Fzhv1riwSB/3vx6F7YHNAwY9SuATeCOmfsPnRTFqKFCAFfKBAUAHvrm8PYfnnO3kJA3uu/nsTr771Pg5+OQ/xCavwUN486Nu1Bf9sy6792Ljje0wd8Q7qt4nB95vmICI8F/+sSYdY3t2hUoUyspc0jJkQggyJs2mlSpnQrZPvDq6xkoI9e/U56nQZZLdobsRT5TyrHXbVs5e1OmNXDKvhoZIGZURJ5EfpyvBAG1aIxIFKGrSxB8gLUkCNCgQV8N69l4KG7YZg+qh3UfW5spg4awXu33+ASXE98MtvfyJ23Hx8mjAceSLC0S0mHu3eqIcWTWqB1QJXq1iOH2jbtvsgL3HYtiIeBoNeduDdf8Bxiy69DhjQL90v7cnYRmY1vZaDZ442Nm8ndlSPEyey+/VWfM6YdZMauzp4w2bpmuB2bTyH6EB9wQh4A6V8znVFQEsZHmjDCpE4EPBqYw+QF6SAGhXQJPCyLgqnz19CenoGDHo9dHodpgzriUZ1nse+Q8cwefZKXLtxCxUrPIGJH/RAZP68PHZLVm/D8nU7eZ3vq/VewHu920Kv1+HSlWuIm7QQJ89cRMniRTA6pjPKlzXXgfmiD+/5C3qeab19W4ewXCbkzWdC+zd9l9n1dOMy2J0xK4R3XrB9LCD7088GbP1SB6ODOgB3e/R6apev3ifg9ZWyns0rAlqerURvO1NAJA4EvLS3SAFSIFAKaBJ4/SmmL4CX2Z87PASReUJxLyUdyXeVc2CKXU6xe68OV67ozD14bUqKIyNNqPiciQM7v2aYOWP1Dus08Wojz3r0+jOejtYi4A10BMzri4CWMjzQhhUicSDg1cYeIC9IATUqQMArGLVgAt5tO3LW92ZJZ3P7BMvgWi7O4B+ZAJPO/M96dY2oXUsdtbsW/wh4Bb8kMg0XAS2ZTKBpBP/iQcBLW4gUIAUCpQABr6DywQK8rvr0MoS1XEnh5MZhnv1t2Vw55RnuhJ+A1x2VfP8OAa/vNXZnBZE4EPC6ozC9QwqQAr5QgIBXUNVgAV5WyrBqrYNb1jL14+ULbnRMK1fWiPZvUoZXcNsF5XAR0ApKwXzktEgcCHh9FBSalhQgBVwqQMDrUiLnLwQL8O47oMf2nU6AN1Om56sY8dPP0u+pqR2ZJfKU4RX8ksg0XAS0ZDKBpqGSBtoDpAApoFIFCHgFAxcswHvuvA5Llkm3GWMZ3jKPm9C6VQY2bNLjxEnH0Duof4bTdmeC4fDJcAJen8jq8aQEvB5L5pMBInGgDK9PQkKTkgKkgBsKEPC6IZKzV4IFeJkG4yeFINVRw4jMQ2mDM2HW0QUWkflN/AKL0tHqu6+MgFfwSyLTcBHQkskEmoYyvLQHSAFSQKUKEPAKBi6YgJe1I/tmjyFnrW4mv+bPb0KNF004fx5ISdEhKoq1J8u+iEJQ5oAOJ+ANqPxZixPwqj8OlOFVRgzJClIgGBUg4BWMejABL5Nq8VIDzv2ly241BoD11jUagTQH2V813agmtRUIeAW/JDINJ+CVSUjBaUTiQMArKD4NJwVIAa8VIOD1WjrzQC0DL2tFxh7bK4bZtcE3b2W3ZDAadfj2O8ctGsLDgbjYdEGVAzucgDew+ltWFwEtZXigDStE4kDAq409QF6QAmpUgIBXMGpaAF7WcuzKVbMQUVFA0hXgwEF9jquDX6ltBPufo4dlfc//Jd2TbGhsOiLCBYUO4HAC3gCKb7W0CGgpwwNtWCESBwJebewB8oIUUKMCBLyCUVMz8LLDZfMWGJCcmcllUlj302W/tlwLzHC2eHEgEwO6JgAAIABJREFULNRctJs/EhyAWfb3408M+PuSzvoG4Ryq9u6ZjmJRgkIHcDgBbwDFJ+BVhvgyxYGAV3HhJINIgaBRgIBXMNRqBt71mww4cjRnZtYWcq3lsfRXsIxg74aFA6kPzG9xWGb/tHBy5otjR1JJg+A2o+GC3QFIQPkUoAyvfFrSTKQAKeA/BQh4BbVWM/B++JEByVa1uJxUGbBmgqous92Yw2IFm/uDpa4Tzv+QCTED1XWVsO2WoAyv4JdEpuEioCWTCTSN4F88KMNLW4gUIAUCpQABr6DyagbekWNDsr2XIlbrjK3Vr61fdzKUz08lDYKbjIZzBQh4lbERROJAwKuMGJIVpEAwKkDAKxh1NQNvwschuJp5WM26dtdWEkdAa1vrq5M+s4bGDY2o8YLjA2+C8vtlOGV4/SKzy0VEQMvl5PSC2wqIxIGA122Z6UVSgBSQWQECXkFB1Qy8Sz814PRZ6cNmFmlyZHNZna7O5nBb9tk2h2rWqW1EXYkOD4Ly+2U4Aa9fZHa5iAhouZycXnBbAZE4EPC6LTO9SAqQAjIrQMArKKhagffMSR3WrjLgvt4NAVzVLLj4vEvHDFVeKWxRhoDXjT3ih1dEQMsP5gXNEiJxIOANmm1CjpICilOAgFcwJGoD3hvH9Ti9Vo/0lGzH/zYAf+QCMiTg11K+wDK7xsxODLlCgdTMm9U470pAb2R+E3r3yqA+vIL7jIZTDa9S9gABr1IiQXaQAqSAJwoQ8HqiloN31QS8t87qcPxjg0OPGfQey7wcIqv9GOvSAKBwIRNeqmFE+afNn/z6mw5f7zaA9fHN6uyQWdZgXcsbXcqEJo0yVN2Dl/lLGV7BL4lMw0VASyYTaBrBw4OU4aUtRAqQAoFSgIBXUHk1Ae+ptQb8+7P06bJtuTMztQ4yvRYILljAhJs3zXNIHnQzAUWjgD691N1/17I1CHgFvyQyDSfglUlIwWlE4kDAKyg+DScFSAGvFSDg9Vo680A1Ae+xjw3476w08P4QDtxmsCvxCr+Ugn2c+bmz0l21H1Sz3hYEvIJfEpmGi4CWTCbQNJThpT1ACpACKlWAgFcwcFoC3p25AaOT9mI8q+uiIwN758XqRjRppN42ZLZbgoBX8Esi03ACXpmEFJxGJA6U4RUUn4aTAqSA1woQ8HotnfoyvJe/0+P8Fscn09j5s68jADjp2mC5dtiWibMOrQFo3y4D5Z60FEAIiquQ4QS8ygiECGgpwwNtWCESBwJebewB8oIUUKMCBLyCUVNThjf9PvDz5BBkWHVosLj/Sy4gKQQwOMnwZh1mk9AsPAy8I0OBSAJewW1Fwx0oIAJaJKh8CojEgYBXvjjQTKQAKeCZAgS8null97aagJcZz/rv/rDcgAIZZldSdMClUOBGZvMGZzeugVUpOMkAq/1GNamtQBlewS+JTMNFQEsmE2gaquGlPUAKkAIqVYCAVzBwagPec+d1WLLMTLeO4JYxLeupm+Oq4Mz2ZHZ/lpkNrvSckdftFosSFFOhwwl4lREYAl71x4EyvMqIIVlBCgSjAgS8glFXG/AmXQHmLgjhXjs7n8bB12h+x6SzAmCrugZWwsD67FaqqK0SBtstQcAr+CWRaTgBr0xCCk4jEgcCXkHxaTgpQAp4rQABr9fSmQeqDXjZZRGTpoaAlyc4q9dlDGvJ9Dp4r0O7DJQto23QtWwNAl7BL4lMw0VASyYTaBoqaaA9QAqQAipVgIBXMHC+BN70B6E49kcaLl01IjwcKFfWJHwg7PARHTZsNrgqx3XZfkxrrcecbQMCXsEviUzDCXhlElJwGpE4UIZXUHwaTgqQAl4rQMDrtXS+zfAePx6CNevsjRO90OGbvXrs2Zt58ozV5vKahcx1WOlC5i+dHl4DwK4N7top8+SboIZKH07Aq4wIiYCWMjzQhhUicSDg1cYeIC9IATUqQMArGDVfZHhvJuswb6EBKfcdGzeov/etvzZt1ePnn/X8wBp7chxEY39gyqx2sIJfR1YQ8ApuHBrusQIioOXxYjRAUgGROBDw0sYiBUiBQClAwCuovC+A948TeqxaK93/y9v2X9t26LH/oHlepxnczMwv69YgVedLJQ2CG4eGe6yACGh5vBgNIOClPUAKkAKaUoCAVzCcvgDeHGUHDuzzpqzBuh2ZS+DNXFOKd7V6wYTUVqCSBsEviUzDCXhlElJwGpE4UIZXUHwaTgqQAl4rQMDrtXTmgb4AXls4tTWxRTPPW4ExiN69R29O2OpcZHgzy3p5ea+l9CHzz3LnMeGd7kbhw3OCsvt1OAGvX+X2SWZRGR5owwoCXm3EkbwgBYJNgaAC3tTUNFRq2AOhoeY+tOyp+1IlfDi6D//1opVbsXrj10hNS0f9l6sirn8HhBgMuHj5H4yIX4yTpy+geFRhDBvwNio/U8ZnwMtah82YFYIUB1cAs0U9reFlJRJr1+uRkZ69vV0dSrP73ASEhAJvt89A6ejgaEdmUYuAVxn/WhQBLWV4oA0rROJAGV5t7AHyghRQowJBBbzXbtxC8y7D8MOmOXax+vHwCYyathjLZw9D7ogw9Bs+C/VqVkH7FvXQacAk1K1ZGW+1bIB9h45jRPwn2LVmOkJDDD7J8DLjWJeGzVsBBr+Wx5uLHqSyxU7Kc3lWlyMtO7iW2Y+3UiUjXqkt3hZNjV8SAl5lRE0EtJThgTasEIkDAa829gB5QQqoUYGgAt5zF5LQ+4MZ2L4y3i5W42YsQ1SRgujRoSn/bPe+w0hcs51nfxu3j8X+LQk828ueVj1GIfbddni+UjmfAO/NZGDf/hBcv67H/fsm6EONqPmCCVFRngPntBkh+O8/+8NnHGhtrxDO/DPuJCt7sBrmaVZZjV8GKZsJeJURTRHQUoYH2rBCJA4EvNrYA+QFKaBGBYIKeH/9/QzP3D5WqhhOnb2Esk+UxIiBHRFdMgrdYuLRtnldNHi5Ko/j2QtJ6DJwMmaM6YuxHy7FxiXjs+IbM2Yuqld+Gm1eryM78P56HPh8XXbJhXV2N+59q5oEN3Yb7/awJrPbg8StarxG19KLN/OdHK+agBdfMKJJI3Y1W3A+BLzKiLsIaCnDA21YIRIHAl5t7AHyghRQowJBBbxnzl/C8s93oWObRigRVRhzEzdi7/6jHGY79BmPdzo2Q63qz/I4Jl29jje6DseMMX0wa9E6rJ4/Kiu+w6d8gicfewQdWzeSPeb93k/LUcZgvUDFZ/To292cZXbnWb0+A1/tMTq9QpjNY3XvhN201Srp0auz+2u6Yxe9QwqQAkGqwPHjkDyc4A9JChUCoqP9sRKtQQqQAgpTIKiA11b7tPQMVGvcEztXT0fc5IVo3bQOGtWpxl9jcNx9yFRe0jBqWiI2J07IGj54dAJqVK2AVk1ry57hHTnWPrtrWTgsDBjmRpY36Qpw9aoO3+wx4OYtF7zroueutz1/FbbPhcyhDK+QfLINFsksymYETQSROFCGlzYQKUAKBEqBoALef68n47/bd/F4dAmuN+vaUKVxT3y7YRbmLd2Eh/LmQd+uLfhnW3btx8Yd32PqiHdQv00Mvt80BxHhufhnTTrEYuLQHqhUoYyswHv+gh6LE6UvnHAHeFeu0ePESas5WCVC9k3C2XW7maAbGgqkpUlDcZeOwdeVwfbLSMAbqH895VxXBLSU4YE2rBCJAwGvNvYAeUEKqFGBoALe7w7+ijHTE7F0VhyiHi6IhMQNvOvC6nkj8ctvfyJ23Hx8mjAceSLCeU1vuzfqoUWTWug2OB7VKpbjB9q27T7ISxy2rYiHwaCXFXjZBhLJ8B4+osOGzdnlB1mtxayzuJYeu5ltxh573MSvML5w0b7IN5iuD3b25SXgVca/2kRASxkeaMMKkTgQ8GpjD5AXpIAaFQgq4GUBWrhiC1Zu+AoPUtNQoWxpjIrpzOt52bNk9TYsX7cTGRlGvFrvBbzXuy30eh0uXbmGuEkLcfLMRZQsXgSjYzqjfFlzHZjcF09MmBKCBw8cb6XKFY14o5n04TFLdtfSVozV5hokDquxFax77ZZ5wsQzvcnJQGQkK3MzgV0fHBGuxm0tr80EvPLq6e1sIqDl7Zo0zl4BkTgQ8NKOIgVIgUApEHTAK7fQcgMvK2tYulyPjIyclhYsAAzs57xLw7yFBiRdZs1zs8da2o/xnro2ztv24qXyBce7g4BX7m+Nd/OJgJZ3K9IoRwqIxIGAl/YUKUAKBEoBAl5B5eUGXos5Px8KwfUbeoSHmRBZOA3Plndt6NgJIUjPBGVHnRc44FpTrg3xsoxuMLcfk1KYgNf13vPHGyKg5Q/7gmUNkTgQ8AbLLiE/SQHlKUDAKxgTXwFv7vAQROYJxb2UdCTfTXNpJevMMG+BVYcHiavUrC8Fts34Us0uZXhdbrQAviACWgE0W3NLi8SBgFdz24EcIgVUowABr2ColAK8liuEJW9Qs/LTunbX2v1yZY1o/2bwXjBBGV7BL4OPh4uAlo9NC6rpReJAwBtUW4WcJQUUpQABr2A4lAC8DHa/+UaPv1inBXYlsKMrg62B1/6mYf4p9dylDK/g18Gnw0VAy6eGBdnkInEg4A2yzULukgIKUoCAVzAYgQbeX4/p8dk6PXTW1wNb9d515J4jIGb9eIcMSqeuDA4EoxpewS+JTMNFQEsmE2gagC6eoF1ACpACqlSAgFcwbIEE3m079Nh/0HyrhJOzaPYeZr5sAV/2z9LRJnTtZNMaQlAbrQwn4FVGJAl41R8HyvAqI4ZkBSkQjAoQ8ApGPVDA+8cJPVatzYTdzBKGrM4M7KIJVrbgoAev7Vk2y++pQ4P0RiDgFfySyDScgFcmIQWnEYkDAa+g+DScFCAFvFaAgNdr6cwDAwW86zcZcOSoLrte11FXhswb1hj9MvhlmVy7frwmIDwc6N0rAwUirXs4CAqjoeEEvMoIpghoKcMDbVghEgcCXm3sAfKCFFCjAgS8glELFPAuXmrA+b9cAG+mbzlqdm3AuERxE5o1zUCxKEEhNDycgFcZwRUBLWV4oA0rROJAwKuNPUBekAJqVICAVzBqgQJeyzXCxsykrJ5lcDN9cXibsMSHdLua6w1AwOtaI3+8IQJa/rAvWNYQiQMBb7DsEvKTFFCeAgS8gjEJFPAePqLDhs0GMOBlgGtdr2t7nTB7hwGx7RNV1IR3e9FBNVdbgIDXlUL++VwEtPxjYXCsIhIHAt7g2CPkJSmgRAUIeAWjEijgZWbPnmfAP//oHB5O425ZlS/YtiJjHzHYLVaU6nZdbQECXlcK+edzEdDyj4XBsYpIHAh4g2OPkJekgBIVIOAVjEoggXfK9BDcvSNxiwTjXZsLKKwPrT1SwoSe3Si76074CXjdUcn374iAlu+tC54VROJAwBs8+4Q8JQWUpgABr2BEfAG85y/osfdbPa5dA0JCdSjysBGNG7IuCjmNHTEmRDq7a9Ob1zrhGxpqwpBBGXTJhJuxJ+B1UygfvyYCWj42LaimF4kDAW9QbRVylhRQlAIEvILhkBt4d31lwHf77AtudXpgYN/0LOhNuqrD3PkG58DrIMNb4wUj6tQ2Eux6EHcCXg/E8uGrIqDlQ7OCbmqROBDwBt12IYdJAcUoQMArGAq5gXf0uBB+EM3RU6qUCd06ZeDgTzps32VAepr5LUcXTFhndC1zsWnHjUwX9Dj4hhPwKiPmIqClDA+0YYVIHAh4tbEHyAtSQI0KEPAKRk1u4B05NkTSorAw80GzGbMM5vNozvqQZV46YZ0rZhdMxMUS8HoacgJeTxXzzfsioOUbi4JzVpE4EPAG554hr0kBJShAwCsYBTmBl9XuLk40Xxfs6GHAW7myCfv263grMp7FzYTerJvULH+uA6xnYq/Vf8WI2rWMgh4H33ACXmXEXAS0lOGBNqwQiQMBrzb2AHlBCqhRAQJewajJCbzMFGcZ3vAIE+7fy9mGLKsTQyb4mjJJmGV/+a8z63grPG1Cm1bUlcGbcBPweqOa/GNEQEt+a4J3RpE4EPAG774hz0mBQCtAwCsYAbmBd+bsENy4aW8Uy8vyEgad+Z8WmM16M/PPs1K/mR8UKmTCgD4EuiJhJuAVUU++sSKgJZ8VNJNIHAh4af+QAqRAoBQg4BVUXm7gvZkMLFxswJ072dW3PIurB0zG7ANqtj12s9ywumyC/dmg/qydGV0uIRJmAl4R9eQbKwJa8llBM4nEgYCX9g8pQAoESgECXkHl5QZeizkp90Nw9pQB/9zIwDffmi9Ns30c3BZsfiUTeln7sbq1qWZXMMQg4BVVUJ7xIqAljwU0C1NAJA4EvLSHSAFSIFAKEPAKKu8r4M0dHoLIPKH4/Is0bN9lLmGwBlzrW9NsXWC8W7WKEc1fI9gVDC8fTsArh4ric4iAlvjqNINFAZE4EPDSPiIFSIFAKUDAK6i8L4D31+PAvn0hSE4GUlOBdC9KcBs3NIJdMkGPuAIEvOIayjGDCGjJsT7NYVZAJA4EvLSLSAFSIFAKEPAKKi838NretGZTkuuWtWzMYKrddUsrd14i4HVHJd+/IwJavrcueFYQiQMBb/DsE/KUFFCaAgS8ghGRG3htb1qTPJyWabcjIC77pAkd2nqRFhbUQqvDCXiVEVkR0FKGB9qwQiQOBLza2APkBSmgRgUIeAWjJifwsg4NM2ZZ3bTG2o85uTqYmZ4DeE3ACy8Y8WojKmUQDGuO4QS8cqrp/VwioOX9qjTSVgGROBDw0n4iBUiBQClAwCuovJzAy2p3P1+XDbxG1o7MGfBatW7gh9j0wLiRdHWwYEjthhPwyq2od/OJgJZ3K9IoRwqIxIGAl/YUKUAKBEoBAl5B5eUEXmbKiLEh5gsmADDgZRCrlyrktcoAM+CtVtWIZtSZQTCi9sMJeGWX1KsJRUDLqwVpkEMFROJAwEubihQgBQKlAAGvoPKyA++YEJ7W5cybeS0w513rRrws7csuoWCXUWRmgRkYD30vHRHhgg7RcMrwKnQPiICWQl1SpVkicSDgVWXIyWhSQBMKEPAKhlFO4N1/QI9tO/UcYi0lCrykwcZGxr7scz0D48wsb5v/ZeDZCnSjmmA4HQ6nDK8vVPV8ThHQ8nw1GiGlgEgcCHhpX5ECpECgFCDgFVReTuBduVaPEyf0yDABBga1NpdNWJtqqXJgwNumtRHPPE0H1QRDKTmcgNdXyno2rwhoebYSve1MAZE4EPDS3iIFSIFAKUDAK6i8nMA7JyEESdcBXWa5Ai9jkLg/2PJRoYLAgL50UE0wjE6HE/D6Ul335xYBLfdXoTddKSASBwJeV+rS56QAKeArBQh43VD24uV/MCJ+MU6evoDiUYUxbMDbqPxMGT5STuCdPNWAO/fMhKtj/8isUOC/dvCw7G7c+1S360YIhV4h4BWST7bBIqAlmxE0Ed20RnuAFCAFVKkAAa8bYes0YBLq1qyMt1o2wL5DxzEi/hPsWjMdoSEGWYF3zAQDFrwxD8iTy7bDbpaVugw9uq7oymt3279pxFPl7EsZVt41YW+KCT+nmpBPB1QJ06FHXh3KhkqQsxsaBPMrBLz+iX7PG0YcTzXhAatPB1DQoMOkSD0qsa+DB1fa/mcCFt024lAq8GeaCcUMQJVcOgzOr8dDgl+BQ6kmrL5rws8PTLhtMs/7em4dmkYITuwfiWVZReQvHt5keA3/3UPun04g16Vr0N++h/TC+ZFauhjuPfcYTGGZm8NNz4wFCiLj0VKSbzPf6CEFSAFtKkDA6yKu12/+h8btY7F/SwJCDKyyFmjVYxRi322H5yuVkxV4h402ILHzIok6Bn5UjfcpC00NRd9tHTFkgP1tah/fMWHhbXsIZuC74mEDiptdoMcDBQh4PRDLy1eb/5OBSxKXA24qakAJPdzOLDJw/oVRs83zZKgOKwszlPbuOZlmQodrjmvlBz+kR/s8wQG9/gRe3YNUFFyzh4Ou7cOg99ar1T0KJgGvR3LRy6SAphQg4HURzl9+O4WxHy7FxiXjs96MGTMX1Ss/jTav15EVeEucW5JZy+Bqj5lwKbqLw5eqJklfKdwjnx698gbHf5RdKejJ5wS8nqjl+buXjEDzq9L7tk64DtMK6N0CXpaBfee69AHOqQX0eCXcu+9AzA0j9joAaeYx+wvl7qjg+NukP4E3/I8LyPfNL5Kb6mabOkh/ONLtTUfA67ZU9CIpoDkFCHhdhHTfoWOYtWgdVs8flfXm8Cmf4MnHHkHH1o1k3RC6Hz8GDM66LWSfYjNV6W239rEUIxqets+EWF58IY8B60vTj+xkDRpNJqzAgutpGJ30QHKeUrl02P9kHrfWWXMzHYMupUi+O7hILgwp4tmPwS2TtTx3HwfuSoP55Qp53bIxqF86fhxIkY6PnTbfHQO+Oy4tWauawJMl3Je0UCEgOtr99+lNUoAU0IwCBLwuQnn42CmMmpaIzYkTst4cPDoBNapWQKumtWXdCAS8sspJk6lEAQJelQRKDjMJeOVQkeYgBUgBLxQg4HUh2s1bt1G/TQy+3zQHEeHmzFCTDrGYOLQHKlUoE6CSBuBSdGeHllNJgxffAhdDqKRBfk2tZ9RCSQOrFNpDJQ0uN4qnh9aopMGlpPQCKUAKuKkAAa8bQnUbHI9qFcuhR4em2Lb7IC9x2LYiHgaDXlbgZaaUOL9Euvkuu08YeuTVh+Lkox0cWi51aI39B3klHVpzI9r2rxDweiWbR4P8cWitTKgOq+jQmkdxcfSyP2t4+aG11Xugv+Po0FoUbr36gkf+UA2vR3LRy6SAphQg4HUjnJeuXEPcpIU4eeYiShYvgtExnVG+rLkOTM4+vBx4/14ApIVmXjhh1Yw38wYKg06HC6U6ObWatSXb88DET6oz0GWtk3rmo7ZkboTa4SsEvN4q59k41l3hWKoJqZltyQrodZhcwLu2ZKxTCWtLdirNBJZ4Zd+BGJnakq26Y275d8cEVA7T4fVwc2uyYHn8CbxM06y2ZH9f4+BLbcmCZaeRn6SAvAoQ8ArqKTfwWszJHR6CyDyhuJeSjuS7aYJW0nARBQh4RdSTb6wIaMlnBc0kEgdPSxrkVpsyvHIrSvORAupRgIBXMFYEvIICqmA4Aa8ygiQCWsrwQBtWiMSBgFcbe4C8IAXUqAABr2DUCHgFBVTBcAJeZQRJBLSU4YE2rBCJAwGvNvYAeUEKqFEBAl7BqBHwCgqoguEEvMoIkghoKcMDbVghEgcCXm3sAfKCFFCjAgS8glEj4BUUUAXDCXiVESQR0FKGB9qwQiQOBLza2APkBSmgRgUIeAWjRsArKKAKhhPwKiNIIqClDA+0YcX/27vzOJ3K/4/jbzEYSyoqRYVCSJYIky17jLIbE2Uby1CDmbEzY9/G2MmWnclOJIWvZKkolL6oqEgqCVmzfh/X6XffP4MyHMu5z/06//RonOvcn+v5OR69u+Y657bTBwKvO+4BZoGALwoQeG12jcBrE9AHhhN4ndEkO0HLGTNwRxV2+kDgdcc9wCwQ8EUBAq/NrhF4bQL6wHACrzOaZCdoOWMG7qjCTh8IvO64B5gFAr4oQOC12TUCr01AHxhO4HVGk+wELWfMwB1V2OkDgdcd9wCzQMAXBQi8NrtG4LUJ6APDCbzOaJKdoOWMGbijCjt9IPC64x5gFgj4ogCB12bXCLw2AX1gOIHXGU2yE7ScMQN3VGGnDwRed9wDzAIBXxQg8NrsGoHXJqAPDCfwOqNJdoKWM2bgjirs9IHA6457gFkg4IsCBF6bXSPw2gT0geEEXmc0yU7QcsYM3FGFnT4QeN1xDzALBHxRgMBrs2sEXpuAPjCcwOuMJtkJWs6YgTuqsNMHAq877gFmgYAvChB4bXaNwGsT0AeGE3id0SQ7QcsZM3BHFXb6QOB1xz3ALBDwRQECr82uEXhtAvrAcAKvM5pkJ2g5YwbuqMJOHwi87rgHmAUCvihA4LXZNQKvTUAfGE7gdUaT7AQtZ8zAHVXY6QOB1x33ALNAwBcFCLw2u0bgtQnoA8MJvM5okp2g5YwZuKMKO30g8LrjHmAWCPiiAIHXZtcIvDYBfWA4gdcZTbITtJwxA3dUYacPBF533APMAgFfFCDw+mLXqBkBBBBAAAEEEEAgyQIE3iRTcSICCCCAAAIIIICALwoQeH2xa9SMAAIIIIAAAgggkGQBAm+SqTgRAQQQQAABBBBAwBcFCLwO7Nr+n39Tj8Fva/d3+/Ro5kzqFtFIhfPndGCl7ippz48/KzZuqnbv2aeHM92vqNYhKlOigM5fuKAC5ZspICCFkiVLplQpA/Rsnhzq3q6RHs/ysLsQHDSbo8dOqGqjTopoVlv1XymnTVu+VvOoId4+pEuTWmWDCll9MD3huLUC586dV6/4afrgo81KlzZQHVrUU3DFEvTh1jJzNQQQuEMCBN47BH0jH/N6xACVK1lYDWtV1MYtX6vH4Mn68J2hCkiR/EYuw7k3KPBy426qXa20XqtTSRs271D7mNFat2iUAgKSW4F39bx4ZX7wAZ0+c1aDRs/Wwd8Oa/zgyBv8FE5PqkDXARO1eftuNW9Q1Rt4TQB7f/Zg6xKHDh9V264jVLFMETUPrZbUy3JeEgVGvb1Q331/QAO7tdS+A7+q+6DJmjm6m7748hsrCNOHJEJyGgIIOEKAwOuINvx/EYeP/KkqoR21adkYpUj+d8CtExajjuEN9Hyhpx1WrXvKMau4C5evU82qpb3/Y/F81VaaP7GXtcp+eeA1szaBuN+IGXpv5iD3IDhoJp9t3aUxUxcpZ/asypk9yzUDryl3+MT5MivBsVGNHVS9O0qpUK+DJg3tqGyPZU40IbPSfnngpQ/u6DezQMDtAgReh3X4i6++Ve/4aVo8pa+3ssheY1WscF7Vq17WYdW6t5yvdu5VRM9R+iAhzprk5YH31Okz6jV0mjJlzKDo1iHuRbhLMzO/Sq/bIlZDY8M1Z9GJzl7EAAAQrUlEQVTqfwy8B3/7Q607xatdWB2VDSp4l6p158f+eeKUytSKUGTLepq1cJVSpwrQG81qq9wLhawtDZcHXvrgznuAWSHgNgECr8M6unHLDo2ctEAJb8V4KzO/SsyVI6teq1vZYdW6s5yfDh5SWFScukU0VMnn83v38KZNk9raw2sC7xNZM2t0v4irVr/cKXJnZzV26mKdO39BEc1rq+/wGYkCb1h0nEwfLl26pJOnzlgBbEDXFtYeU45bJ3Dgl99VJTRabzStpbBXg7X9v3vUIjpOy6YP1J4fDog+3DprroQAAndGgMB7Z5yT/Clbd3yrmLipWjq1n3dMh9gxCiryjOoEl0nydTjx5gR279mviB6j1KltA70YVMi6iOehNc8eXvPvZpXL7DFdOLmPHsx43819GKOuEvhh/y/Wyvrc8bHWg2hXBt7LVxbNXurp81Zq9frPrfM5bp3AseMnFVS9jT5ZNlbp06WxLty0/SCF1Civ9GkDE63w0odb586VEEDg9gkQeG+f7U1d+cix46pQL1Lrl4xWYOqU1jVeerWj+ncJU6FneFPDTaEmcZB5O4ZZ2TXWl78V48rA67lcrWY91Pr1V1SxdJEkfgKnXU9g6tz3NX76UutNDOYwq7jJk9+j0JoVVKxQnqv2jppfvZcIDtfGpWOU4d6017s8f34DAsWDw7VgUm9lyZzJG3gb1q6owNSp6MMNOHIqAgg4Q4DA64w+JKqiWYfBKlrwaetXiSv+86m1xWHFrMHWf/g5bp9A43YD1aBGOVUu+3yiD7lW4N2yfbdadRqqBZP66ImsvJrsdnXl31Z4TV9mLvhQM+d/oFVz429XCX573f4jZ1pvJImJfF07v92nsKghWj5joL7Zsz9R4KUPfnuLMHEEfEqAwOvAdpn9c+bX5ebX6489+pBiIxsrX+5sDqzUPSWZfbuVG0R7VxY9M4vr2dp6IMrzHl7z83uSJVPWRx5UmyY1VblsUfcgOHAmVwZez3t4TakBKVJYfy86tw3V00897sDqfbskE3a7DZxovZEk4/33Kjo8xNrmc/n7kOmDb/eY6hHwJwECrz91m7kigAACCCCAAAJ+KEDg9cOmM2UEEEAAAQQQQMCfBAi8/tRt5ooAAggggAACCPihAIHXD5vOlBFAAAEEEEAAAX8SIPD6U7eZKwIIIIAAAggg4IcCBF4/bDpTRgABBBBAAAEE/EmAwOtP3WauCCCAAAIIIICAHwoQeP2w6UwZAQQQQAABBBDwJwECrz91m7kigAACCCCAAAJ+KEDg9cOmM2UEEEAAAQQQQMCfBAi8/tRt5ooAAggggAACCPihAIHXD5vOlBFAAAEEEEAAAX8SIPD6U7eZKwIIIIAAAggg4IcCBF4/bDpTRgABBBBAAAEE/EmAwOtP3WauCCCAAAIIIICAHwoQeP2w6UwZAQQQQAABBBDwJwECrz91m7kigAACCCCAAAJ+KEDg9cOmM2V3C/x54pRKBIdr8ZS+ypk96y2fbKe+45UmMJViIhtf89qXLl1Sq07xeu7ZXAqpUf621uIp4KeDhxQa3kdThnfWk088esvnzAURQAABBHxbgMDr2/2jeh8U+P2PYypTKyJR5fdlSKcCeZ9UVOsQ5Xj8EVuzutuBd9bCVVq6coNmj+2hk6fP2Aq8cxavVp1qZRQQkOK6JvOWrdWcRas1f2Jv3XNPsuuezwkIIIAAAv4jQOD1n14zU4cIeALvuIHtlevJx6yqDh0+prFTF+vb73/Su9MGKDB1ypuu9m4G3r/OnlPF+pHqFd1ELwYVkp1aTp85q+LVWmvTsjFKE5j6uh7nL1xQlQbR1v80VHnx+euezwkIIIAAAv4jQOD1n14zU4cIeALvO+Nj9Ezu7N6qjh47oRdeaaupwzuraMGnZc7rN2KGPtu2S2fPnlehZ56ythFkyZxJIa16qfhz+dQurI53/NhpS7Ru0zZNiItOtKp68NfD6jtihrbu+FYpAwJUOH8udW/XSA/cl94a+9XOvRo8do52fbdPqVKmVPlShdXtzYZKmTLA+vOEJWs0adYyK7wGVwzS8RMnlS5N4DW3NCxf/YnixiVozbxhSpYsmTfw9u8SpikJK7T/59+UN1c2DegapnvTp1Xpmm9q7IB2CiryjHceTdoPVJ4nn1DC0jUyAdqE/45tQlWvellt2vK1RkxeoD0/HFDaNIFqXK+KGtevkshg87admjKss0O6TRkIIIAAAk4QIPA6oQvU4FcC/xR4T53+S0VfaqlJJrAWyaeo3uP0x5E/FR/bRsmT36Pugybr7LnzMivDVgidvVwfJsRZwdIctZr1UO1qpVW90gvewPtUtiyq2bSH8uXOpq5vNtSZv86qXc/Rujd9Go3p305mv225uu1VvWKQ2jSpqUOHj6p55BDVf/lFNQl5Sd/s/Uk1m3bX6P4RKlk0v979cKMGjJql4Aolrhl4Y+Km6MyZsxrUvaVVk2eFN3+eHOrXubkVss0e4OMnT2vO2B7qEDtWKVOm0MCuLazzjxw7boXgBZP66OLFi6rdvKc2r3jLWuE1+3RrNOmm2MgmeqlcMf2w/6Badhyqtk1rqUaVktb4z7/8Rs0iB+vT5eOU6v8Cu1/dXEwWAQQQQOCaAgRebgwE7rDAtQLvqdNnNHzifL23+lOtmDVI6dOl0YmTp63K0qUNtP65cu1ma8V33aKROnb8pLUP2ITjIgVya9+B3xT8WmetXTBCKVIk9wbe06f/Umibvlq/eJTMPmFzbNi8wwqKn6+cYIXCP44eV7o0qb0run2Hz7CC59CYcGubxbpPtivhrRivkgmhz+bJcc3A27BtP5UNKqjmodUSBV4Tdj2h9NOtO9W0/SBtWDJaX+7co8heY7Vu0ShrJXfB8nWaueADLXq7r7XifHngHTd9iTZ8tkMzR3fz1mJC/8effqlpI7pYPzt+4pSK38YH9u7wrcLHIYAAAgjcIgEC7y2C5DIIJFXAE3hN2PQ8XGX2q2Z//BH1jm6qwvlzWpfa8+PPGjZ+nr7atdda7Tx3/oK1ImtWL83RIXaMFYx7RTXR5Dnvacv23dbq7+X7Zs0K7eAxc/TRwhHe8swWhwr1I/XezEF6IuvDWrtxmybMfNcKzaaek6fOKKhIPo3qF6GeQ97WiZNnFB8b7h1vAuq96dJcM/AGv9ZFr9errLrBZRMFXvMAm3kozxxmpbZyg2gtnNxHZgXarDBHh4dYq8atOg1VsUJ5rdXlKwNv1wETtWTlhquYH3noAa2aG+/9eYHyzTQhLkrFCuVJaks4DwEEEEDA5QIEXpc3mOk5T8ATeEf2eVM5c2SxCrwvQ3orRHoOzwNYpYoXUFSr+kqbJrXWrP9CXQZM9AbejzZtV+d+47Vu8Sg1attXr9WtoqrliyU58JrXliVTMmsVNTaqsapXClKK5Mk1cPRsHTh4yAq8nftP0Llz563VXs/RtusIPZgxwz8GXrOvtk5wmUSBd8Gk3nr6qccTBd7lMwYq22OZNWRcgvb+eFCDu7dU6VoRWjl7iB7KdN9VgbdX/DQdPnJMxu3fjoIVmmn8EAKv8+58KkIAAQTungCB9+7Z88l+KvBPe3gv5zjwy++qFBKld6cP8L6mzGx5MK/p8qzwXrhw0VodNXtvzYNiZqtD6lQpEwVes5+2QXgffbx4pO7P8PdDamZLg1lJNdcx2ySGTZhnjfUcr7bpa+21NYE3fvxc66G5hHE9vX9uVnGLFsh9zcBrxr74QqGrtjSYwOx5c4JnS4Nnb+533x9QnRYxim5dX2vWb9Xk+I7WZ125wjv1nff1ztI1WjFrsLcWY2lWuT37dT1bGsyWiFw5bv07iP30lmXaCCCAgM8LEHh9voVMwNcEkhJ4zcNlJaq3sd6W8EqVklq7caumzV1p7XnduHSMd1/vkLEJmr/8I5UvWVjmTQjmuHxLg9kyYFZw8+XObj20ZgJh+5jRyvzQA9aq7WdbdyksaogWTu6tzA9l1LS572v1+i8UkCK5tW9387ZdatxuoLWqWqJIXmtLgQneVcsVu2bgNVsgzJsVBnVL/NCa+RKKuJ7h1kq1eRjvwoULmjAkytu6ui1ite/Ar+rcNlQ1Xypl/fz7fQdlwvXc8bHWdo/TZ/5S5QZRatnoZTWqU0mHj/ypN7uPVPlSzyn89VesMV989Y2aduChNV/7O0G9CCCAwO0WIPDebmGuj8AVAkkJvGbIohUfW+HShN+yJQqq8xuhatJukA79cVRr5w+3vozB8xaFyUM7qvhzea8KvOab1kxw7D9ylnbs2qvAwFQqG1RIUa3qed9t23vYdC1ftclaHW5Yu6JKFXvWetNBwXxPWW9ymDZvpRWEj584rZcrBcmsLF/SJWvv8JXHslWbrFXh1XPjrbdHmAfiStV44+8H4KYt0c+/HLLCt3krwyMPZ/QOn7XwQw19a64+XjzKCsXmuHjxklp0jNOWbbusVeywV4P1yef/tbZAmP3N92dIp+AKQYoIq21txTCHebDts628loy/dAgggAACiQUIvNwRCPiwwH82btXAUbP1/uzB3teT3c3peL54ok/HZipTokCSSzEP1pk3T5i3OdzsYYJ45dBoa88zXzxxs4qMQwABBNwpQOB1Z1+ZlcsFTLgzWwDCuwxT0wZVvW9FcMK0zVcLm/f1zh7T47pf8WvePPHJ519b7+NNGNdDT2b7+yG+mznmL/tIsxet4quFbwaPMQgggIDLBQi8Lm8w03OngNk2YL58ona1MuoYHuKI1V2PtHl1WqtO8TL7dls0rP6vDQhp3VvmNWnRrUMUXLHETTfLPOQXGt5Hb8d3tBWab7oABiKAAAIIOFqAwOvo9lAcAggggAACCCCAgF0BAq9dQcYjgAACCCCAAAIIOFqAwOvo9lAcAggggAACCCCAgF0BAq9dQcYjgAACCCCAAAIIOFqAwOvo9lAcAggggAACCCCAgF0BAq9dQcYjgAACCCCAAAIIOFqAwOvo9lAcAggggAACCCCAgF0BAq9dQcYjgAACCCCAAAIIOFqAwOvo9lAcAggggAACCCCAgF0BAq9dQcYjgAACCCCAAAIIOFqAwOvo9lAcAggggAACCCCAgF0BAq9dQcYjgAACCCCAAAIIOFqAwOvo9lAcAggggAACCCCAgF0BAq9dQcYjgAACCCCAAAIIOFqAwOvo9lAcAggggAACCCCAgF0BAq9dQcYjgAACCCCAAAIIOFqAwOvo9lAcAggggAACCCCAgF0BAq9dQcYjgAACCCCAAAIIOFqAwOvo9lAcAggggAACCCCAgF0BAq9dQcYjgAACCCCAAAIIOFqAwOvo9lAcAggggAACCCCAgF0BAq9dQcYjgAACCCCAAAIIOFqAwOvo9lAcAggggAACCCCAgF0BAq9dQcYjgAACCCCAAAIIOFqAwOvo9lAcAggggAACCCCAgF0BAq9dQcYjgAACCCCAAAIIOFqAwOvo9lAcAggggAACCCCAgF0BAq9dQcYjgAACCCCAAAIIOFqAwOvo9lAcAggggAACCCCAgF0BAq9dQcYjgAACCCCAAAIIOFqAwOvo9lAcAggggAACCCCAgF0BAq9dQcYjgAACCCCAAAIIOFqAwOvo9lAcAggggAACCCCAgF0BAq9dQcYjgAACCCCAAAIIOFqAwOvo9lAcAggggAACCCCAgF0BAq9dQcYjgAACCCCAAAIIOFrgf60cE5ffwuO+AAAAAElFTkSuQmCC" }, "metadata": {}, "output_type": "display_data" @@ -19846,9 +533,16 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 10, "id": "550d327b", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2022-09-16T18:42:26.659954Z", + "iopub.status.busy": "2022-09-16T18:42:26.659284Z", + "iopub.status.idle": "2022-09-16T18:42:26.664037Z", + "shell.execute_reply": "2022-09-16T18:42:26.662265Z" + } + }, "outputs": [], "source": [ "#tele_file" @@ -19871,7 +565,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.9.13" } }, "nbformat": 4,