{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# A [CK-powered](https://github.com/ctuning/ck) demo of fully automated Design Space Exploration of ML/SW/HW stacks for object detection using CK workflows and dashboards:\nPerformance/accuracy exploration with 12 object detection models, 5 TensorFlow backends and 6 batch sizes.\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Table of Contents" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "1. [Overview](#overview)\n", "1. [Platform](#platform)\n", "1. [Settings](#settings)\n", "1. [Get experimental data](#get_data)\n", "1. [Access experimental data](#access_data)\n", "1. [Plot experimental data](#plot_data)\n", " 1. [Plot accuracy](#plot_accuracy)\n", " 1. [Plot performance](#plot_performance)\n", " 1. [Plot exploration](#plot_exploration)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "## Overview" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This Jupyter Notebook studies performance (execution time per image, images per seconds) vs accuracy (mAP, Recall) of several Object Detection models on different size objects (large, medium and small). The experiments are performed via TensorFlow with several execution options on the CPU and the GPU." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "| Model | Unique CK Tags (``) | Is Custom? | mAP in % |\n", "| --- | --- | --- | --- |\n", "| [`faster_rcnn_nas_lowproposals_coco`](https://github.com/tensorflow/models/blob/master/research/object_detection/g3doc/detection_model_zoo.md) | `rcnn,nas,lowproposals,vcoco` | 0 | 44.340195 |\n", "| [`faster_rcnn_resnet50_lowproposals_coco`](https://github.com/tensorflow/models/blob/master/research/object_detection/g3doc/detection_model_zoo.md) | `rcnn,resnet50,lowproposals` | 0 | 24.241037 |\n", "| [`faster_rcnn_resnet101_lowproposals_coco`](https://github.com/tensorflow/models/blob/master/research/object_detection/g3doc/detection_model_zoo.md) | `rcnn,resnet101,lowproposals` | 0 | 32.594327 |\n", "| [`faster_rcnn_inception_resnet_v2_atrous_lowproposals_coco`](https://github.com/tensorflow/models/blob/master/research/object_detection/g3doc/detection_model_zoo.md) | `rcnn,inception-resnet-v2,lowproposals` | 0 | 36.520117 |\n", "| [`faster_rcnn_inception_v2_coco`](https://github.com/tensorflow/models/blob/master/research/object_detection/g3doc/detection_model_zoo.md) | `rcnn,inception-v2` | 0 | 28.309626 |\n", "| [`ssd_inception_v2_coco`](https://github.com/tensorflow/models/blob/master/research/object_detection/g3doc/detection_model_zoo.md) | `ssd,inception-v2` | 0 | 27.765988 |\n", "| [`ssd_mobilenet_v1_coco`](https://github.com/tensorflow/models/blob/master/research/object_detection/g3doc/detection_model_zoo.md) | `ssd,mobilenet-v1,non-quantized,mlperf,tf` | 0 | 23.111170 |\n", "| [`ssd_mobilenet_v1_quantized_coco`](https://github.com/tensorflow/models/blob/master/research/object_detection/g3doc/detection_model_zoo.md)| `ssd,mobilenet-v1,quantized,mlperf,tf` | 0 | 23.591693 |\n", "| [`ssd_mobilenet_v1_fpn_coco`](https://github.com/tensorflow/models/blob/master/research/object_detection/g3doc/detection_model_zoo.md) | `ssd,mobilenet-v1,fpn` | 0 | 35.353170 |\n", "| [`ssd_resnet_50_fpn_coco`](https://github.com/tensorflow/models/blob/master/research/object_detection/g3doc/detection_model_zoo.md) | `ssd,resnet50,fpn` | 0 | 38.341120 |\n", "| [`ssdlite_mobilenet_v2_coco`](https://github.com/tensorflow/models/blob/master/research/object_detection/g3doc/detection_model_zoo.md) | `ssdlite,mobilenet-v2,vcoco` | 0 | 24.281540 |\n", "| [`yolo_v3_coco`](https://github.com/YunYang1994/tensorflow-yolov3) | `yolo-v3` | 1 | 28.532508 |" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "## Platform" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "See our [Docker container](https://github.com/ctuning/ai/tree/main/docker/object-detection-tf-py-tensorrt) for more information on the software configuration." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "### CPU" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ " - Model:\n", " - Intel Xeon E5-2650 v3\n", " - Frequency:\n", " - 2.3 GHz\n", " - Number of physical cores:\n", " - 10\n", " - Number of virtual cores (hyperthreading):\n", " - 20\n", " - RAM:\n", " - 32 GB\n", " - OS:\n", " - Ubuntu 16.04 LTS Linux" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "### GPU" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ " - Model:\n", " - NVIDIA GeForce GTX 1080\n", " - Frequency:\n", " - 1.6 GHz\n", " - RAM:\n", " - 8 GB\n", " - CUDA version:\n", " - 10.2\n", " - Driver version:\n", " - 430.14" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "## Settings" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**NB:** Please ignore this section if you are not interested in re-running or modifying this notebook." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Includes" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Standard" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import os\n", "import sys\n", "import json\n", "import re" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Scientific" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "If some of the scientific packages are missing, please install them using:\n", "```bash\n", "$ python -m pip install jupyter pandas numpy matplotlib --user\n", "```" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "import IPython as ip\n", "import pandas as pd\n", "import numpy as np\n", "import matplotlib as mp\n", "import seaborn as sb" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "IPython version: 7.5.0\n", "Pandas version: 0.25.1\n", "NumPy version: 1.17.2\n", "Matplotlib version: 3.1.1\n", "Seaborn version: 0.9.0\n" ] } ], "source": [ "print ('IPython version: %s' % ip.__version__)\n", "print ('Pandas version: %s' % pd.__version__)\n", "print ('NumPy version: %s' % np.__version__)\n", "print ('Matplotlib version: %s' % mp.__version__)\n", "print ('Seaborn version: %s' % sb.__version__)" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "from IPython.display import Image, display\n", "def display_in_full(df):\n", " pd.options.display.max_columns = len(df.columns)\n", " pd.options.display.max_rows = len(df.index)\n", " display(df)" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "from matplotlib import cm\n", "%matplotlib inline" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "default_colormap = cm.autumn\n", "default_fontsize = 16\n", "default_barwidth = 0.8\n", "default_figwidth = 24\n", "default_figheight = 3\n", "default_figdpi = 200\n", "default_figsize = [default_figwidth, default_figheight]" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "if mp.__version__[0]=='2': mp.style.use('classic')\n", "mp.rcParams['figure.max_open_warning'] = 200\n", "mp.rcParams['figure.dpi'] = default_figdpi\n", "mp.rcParams['font.size'] = default_fontsize\n", "mp.rcParams['legend.fontsize'] = 'medium'" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "save_fig_ext = 'png'\n", "save_fig_dir = os.path.join(os.path.expanduser(\"~\"), 'omnibench')\n", "if not os.path.exists(save_fig_dir):\n", " os.mkdir(save_fig_dir)" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "from pprint import pprint" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Collective Knowledge" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "If CK is not installed, please install it using:\n", "```bash\n", "$ python -m pip install ck --user\n", "```" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CK version: 1.10.3.1\n" ] } ], "source": [ "import ck.kernel as ck\n", "print ('CK version: %s' % ck.__version__)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "## Get the experimental data" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Download experimental data and add CK repositories as follows:\n", "```bash\n", "$ wget https://www.dropbox.com/s/g0bc1exh1621k1q/ckr-dse-demo-object-detection-accuracy.zip --no-check-certificate\n", "$ ck add repo --zip=ckr-dse-demo-object-detection-accuracy.zip\n", "\n", "$ wget https://www.dropbox.com/s/g0bc1exh1621k1q/ckr-dse-demo-object-detection-performance-docker.zip --no-check-certificate\n", "$ ck add repo --zip=ckr-dse-demo-object-detection-performance-docker.zip\n", "\n", "$ wget https://www.dropbox.com/s/g0bc1exh1621k1q/ckr-dse-demo-object-detection-performance-native.zip --no-check-certificate\n", "$ ck add repo --zip=ckr-dse-demo-object-detection-performance-native.zip\n", "```" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "scrolled": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "********************************************************************************\n", "dse-demo-object-detection-accuracy\n", "********************************************************************************\n", "mlperf-object-detection-rcnn-inception-resnet-v2-lowproposals-tf-py-accuracy-model-width-height\n", "mlperf-object-detection-rcnn-inception-resnet-v2-lowproposals-tf-py-accuracy-no-batch\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-accuracy-model-width-height\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-accuracy-no-batch\n", "mlperf-object-detection-rcnn-nas-lowproposals-tf-py-accuracy-model-width-height\n", "mlperf-object-detection-rcnn-nas-lowproposals-tf-py-accuracy-no-batch\n", "mlperf-object-detection-rcnn-resnet101-lowproposals-tf-py-accuracy-model-width-height\n", "mlperf-object-detection-rcnn-resnet101-lowproposals-tf-py-accuracy-no-batch\n", "mlperf-object-detection-rcnn-resnet50-lowproposals-tf-py-accuracy-model-width-height\n", "mlperf-object-detection-rcnn-resnet50-lowproposals-tf-py-accuracy-no-batch\n", "mlperf-object-detection-ssd-inception-v2-tf-py-accuracy-model-width-height\n", "mlperf-object-detection-ssd-inception-v2-tf-py-accuracy-no-batch\n", "mlperf-object-detection-ssdlite-mobilenet-v2-tf-py-accuracy-model-width-height\n", "mlperf-object-detection-ssdlite-mobilenet-v2-tf-py-accuracy-no-batch\n", "mlperf-object-detection-ssd-mobilenet-v1-fpn-tf-py-accuracy-model-width-height\n", "mlperf-object-detection-ssd-mobilenet-v1-fpn-tf-py-accuracy-no-batch\n", "mlperf-object-detection-ssd-mobilenet-v1-non-quantized-mlperf-tf-py-accuracy-model-width-height\n", "mlperf-object-detection-ssd-mobilenet-v1-non-quantized-mlperf-tf-py-accuracy-no-batch\n", "mlperf-object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-accuracy-model-width-height\n", "mlperf-object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-accuracy-no-batch\n", "mlperf-object-detection-ssd-resnet50-fpn-tf-py-accuracy-model-width-height\n", "mlperf-object-detection-ssd-resnet50-fpn-tf-py-accuracy-no-batch\n", "mlperf-object-detection-yolo-v3-tf-py-accuracy-no-batch\n", "\n", "********************************************************************************\n", "dse-demo-object-detection-performance-docker\n", "********************************************************************************\n", "mlperf-object-detection-rcnn-inception-resnet-v2-lowproposals-tf-py-performance-cpu-batch-size1\n", "mlperf-object-detection-rcnn-inception-resnet-v2-lowproposals-tf-py-performance-cpu-batch-size16\n", "mlperf-object-detection-rcnn-inception-resnet-v2-lowproposals-tf-py-performance-cpu-batch-size2\n", "mlperf-object-detection-rcnn-inception-resnet-v2-lowproposals-tf-py-performance-cpu-batch-size32\n", "mlperf-object-detection-rcnn-inception-resnet-v2-lowproposals-tf-py-performance-cpu-batch-size4\n", "mlperf-object-detection-rcnn-inception-resnet-v2-lowproposals-tf-py-performance-cpu-batch-size8\n", "mlperf-object-detection-rcnn-inception-resnet-v2-lowproposals-tf-py-performance-cpu-prebuilt-batch-size1\n", "mlperf-object-detection-rcnn-inception-resnet-v2-lowproposals-tf-py-performance-cpu-prebuilt-batch-size16\n", "mlperf-object-detection-rcnn-inception-resnet-v2-lowproposals-tf-py-performance-cpu-prebuilt-batch-size2\n", "mlperf-object-detection-rcnn-inception-resnet-v2-lowproposals-tf-py-performance-cpu-prebuilt-batch-size32\n", "mlperf-object-detection-rcnn-inception-resnet-v2-lowproposals-tf-py-performance-cpu-prebuilt-batch-size4\n", "mlperf-object-detection-rcnn-inception-resnet-v2-lowproposals-tf-py-performance-cpu-prebuilt-batch-size8\n", "mlperf-object-detection-rcnn-inception-resnet-v2-lowproposals-tf-py-performance-cuda-batch-size1\n", "mlperf-object-detection-rcnn-inception-resnet-v2-lowproposals-tf-py-performance-cuda-batch-size16\n", "mlperf-object-detection-rcnn-inception-resnet-v2-lowproposals-tf-py-performance-cuda-batch-size2\n", "mlperf-object-detection-rcnn-inception-resnet-v2-lowproposals-tf-py-performance-cuda-batch-size4\n", "mlperf-object-detection-rcnn-inception-resnet-v2-lowproposals-tf-py-performance-cuda-batch-size8\n", "mlperf-object-detection-rcnn-inception-resnet-v2-lowproposals-tf-py-performance-tensorrt-batch-size1\n", "mlperf-object-detection-rcnn-inception-resnet-v2-lowproposals-tf-py-performance-tensorrt-batch-size16\n", "mlperf-object-detection-rcnn-inception-resnet-v2-lowproposals-tf-py-performance-tensorrt-batch-size2\n", "mlperf-object-detection-rcnn-inception-resnet-v2-lowproposals-tf-py-performance-tensorrt-batch-size4\n", "mlperf-object-detection-rcnn-inception-resnet-v2-lowproposals-tf-py-performance-tensorrt-batch-size8\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-cpu-batch-size1\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-cpu-batch-size16\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-cpu-batch-size2\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-cpu-batch-size32\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-cpu-batch-size4\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-cpu-batch-size8\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-cpu-prebuilt-batch-size1\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-cpu-prebuilt-batch-size16\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-cpu-prebuilt-batch-size2\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-cpu-prebuilt-batch-size32\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-cpu-prebuilt-batch-size4\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-cpu-prebuilt-batch-size8\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-cuda-batch-size1\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-cuda-batch-size16\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-cuda-batch-size2\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-cuda-batch-size32\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-cuda-batch-size4\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-cuda-batch-size8\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-tensorrt-batch-size1\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-tensorrt-batch-size16\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-tensorrt-batch-size2\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-tensorrt-batch-size32\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-tensorrt-batch-size4\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-tensorrt-batch-size8\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-tensorrt-dynamic-batch-size1\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-tensorrt-dynamic-batch-size16\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-tensorrt-dynamic-batch-size2\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-tensorrt-dynamic-batch-size4\n", "mlperf-object-detection-rcnn-inception-v2-tf-py-performance-tensorrt-dynamic-batch-size8\n", "mlperf-object-detection-rcnn-nas-lowproposals-tf-py-performance-cpu-batch-size1\n", "mlperf-object-detection-rcnn-nas-lowproposals-tf-py-performance-cpu-batch-size16\n", 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"mlperf-object-detection-rcnn-nas-lowproposals-tf-py-performance-cuda-batch-size2\n", "mlperf-object-detection-rcnn-nas-lowproposals-tf-py-performance-cuda-batch-size4\n", "mlperf-object-detection-rcnn-nas-lowproposals-tf-py-performance-cuda-batch-size8\n", "mlperf-object-detection-rcnn-nas-lowproposals-tf-py-performance-tensorrt-batch-size1\n", "mlperf-object-detection-rcnn-nas-lowproposals-tf-py-performance-tensorrt-batch-size2\n", "mlperf-object-detection-rcnn-nas-lowproposals-tf-py-performance-tensorrt-batch-size4\n", "mlperf-object-detection-rcnn-nas-lowproposals-tf-py-performance-tensorrt-batch-size8\n", "mlperf-object-detection-rcnn-nas-lowproposals-tf-py-performance-tensorrt-dynamic-batch-size1\n", "mlperf-object-detection-rcnn-resnet101-lowproposals-tf-py-performance-cpu-batch-size1\n", "mlperf-object-detection-rcnn-resnet101-lowproposals-tf-py-performance-cpu-batch-size16\n", "mlperf-object-detection-rcnn-resnet101-lowproposals-tf-py-performance-cpu-batch-size2\n", "mlperf-object-detection-rcnn-resnet101-lowproposals-tf-py-performance-cpu-batch-size32\n", "mlperf-object-detection-rcnn-resnet101-lowproposals-tf-py-performance-cpu-batch-size4\n", "mlperf-object-detection-rcnn-resnet101-lowproposals-tf-py-performance-cpu-batch-size8\n", "mlperf-object-detection-rcnn-resnet101-lowproposals-tf-py-performance-cpu-prebuilt-batch-size1\n", "mlperf-object-detection-rcnn-resnet101-lowproposals-tf-py-performance-cpu-prebuilt-batch-size16\n", "mlperf-object-detection-rcnn-resnet101-lowproposals-tf-py-performance-cpu-prebuilt-batch-size2\n", "mlperf-object-detection-rcnn-resnet101-lowproposals-tf-py-performance-cpu-prebuilt-batch-size32\n", "mlperf-object-detection-rcnn-resnet101-lowproposals-tf-py-performance-cpu-prebuilt-batch-size4\n", "mlperf-object-detection-rcnn-resnet101-lowproposals-tf-py-performance-cpu-prebuilt-batch-size8\n", "mlperf-object-detection-rcnn-resnet101-lowproposals-tf-py-performance-cuda-batch-size1\n", 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"mlperf-object-detection-ssd-resnet50-fpn-tf-py-performance-cuda-batch-size8\n", "mlperf-object-detection-ssd-resnet50-fpn-tf-py-performance-tensorrt-batch-size1\n", "mlperf-object-detection-ssd-resnet50-fpn-tf-py-performance-tensorrt-batch-size16\n", "mlperf-object-detection-ssd-resnet50-fpn-tf-py-performance-tensorrt-batch-size2\n", "mlperf-object-detection-ssd-resnet50-fpn-tf-py-performance-tensorrt-batch-size32\n", "mlperf-object-detection-ssd-resnet50-fpn-tf-py-performance-tensorrt-batch-size4\n", "mlperf-object-detection-ssd-resnet50-fpn-tf-py-performance-tensorrt-batch-size8\n", "mlperf-object-detection-ssd-resnet50-fpn-tf-py-performance-tensorrt-dynamic-batch-size1\n", "mlperf-object-detection-ssd-resnet50-fpn-tf-py-performance-tensorrt-dynamic-batch-size16\n", "mlperf-object-detection-ssd-resnet50-fpn-tf-py-performance-tensorrt-dynamic-batch-size2\n", "mlperf-object-detection-ssd-resnet50-fpn-tf-py-performance-tensorrt-dynamic-batch-size32\n", "mlperf-object-detection-ssd-resnet50-fpn-tf-py-performance-tensorrt-dynamic-batch-size4\n", "mlperf-object-detection-ssd-resnet50-fpn-tf-py-performance-tensorrt-dynamic-batch-size8\n", "mlperf-object-detection-yolo-v3-tf-py-performance-cpu-batch-size1\n", "mlperf-object-detection-yolo-v3-tf-py-performance-cpu-batch-size16\n", "mlperf-object-detection-yolo-v3-tf-py-performance-cpu-batch-size2\n", "mlperf-object-detection-yolo-v3-tf-py-performance-cpu-batch-size32\n", "mlperf-object-detection-yolo-v3-tf-py-performance-cpu-batch-size4\n", "mlperf-object-detection-yolo-v3-tf-py-performance-cpu-batch-size8\n", "mlperf-object-detection-yolo-v3-tf-py-performance-cpu-prebuilt-batch-size1\n", "mlperf-object-detection-yolo-v3-tf-py-performance-cpu-prebuilt-batch-size16\n", "mlperf-object-detection-yolo-v3-tf-py-performance-cpu-prebuilt-batch-size2\n", "mlperf-object-detection-yolo-v3-tf-py-performance-cpu-prebuilt-batch-size32\n", "mlperf-object-detection-yolo-v3-tf-py-performance-cpu-prebuilt-batch-size4\n", "mlperf-object-detection-yolo-v3-tf-py-performance-cpu-prebuilt-batch-size8\n", "mlperf-object-detection-yolo-v3-tf-py-performance-cuda-batch-size1\n", "mlperf-object-detection-yolo-v3-tf-py-performance-cuda-batch-size16\n", "mlperf-object-detection-yolo-v3-tf-py-performance-cuda-batch-size2\n", "mlperf-object-detection-yolo-v3-tf-py-performance-cuda-batch-size32\n", "mlperf-object-detection-yolo-v3-tf-py-performance-cuda-batch-size4\n", "mlperf-object-detection-yolo-v3-tf-py-performance-cuda-batch-size8\n", "mlperf-object-detection-yolo-v3-tf-py-performance-tensorrt-batch-size1\n", "mlperf-object-detection-yolo-v3-tf-py-performance-tensorrt-batch-size16\n", "mlperf-object-detection-yolo-v3-tf-py-performance-tensorrt-batch-size2\n", "mlperf-object-detection-yolo-v3-tf-py-performance-tensorrt-batch-size32\n", "mlperf-object-detection-yolo-v3-tf-py-performance-tensorrt-batch-size4\n", "mlperf-object-detection-yolo-v3-tf-py-performance-tensorrt-batch-size8\n", "mlperf-object-detection-yolo-v3-tf-py-performance-tensorrt-dynamic-batch-size1\n", "mlperf-object-detection-yolo-v3-tf-py-performance-tensorrt-dynamic-batch-size16\n", "mlperf-object-detection-yolo-v3-tf-py-performance-tensorrt-dynamic-batch-size2\n", "mlperf-object-detection-yolo-v3-tf-py-performance-tensorrt-dynamic-batch-size32\n", "mlperf-object-detection-yolo-v3-tf-py-performance-tensorrt-dynamic-batch-size4\n", "mlperf-object-detection-yolo-v3-tf-py-performance-tensorrt-dynamic-batch-size8\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n", "********************************************************************************\n", "dse-demo-object-detection-performance-native\n", "********************************************************************************\n", "object-detection-rcnn-nas-lowproposals-tf-py-performance-prebuilt-cpu-batch-size1\n", "object-detection-rcnn-nas-lowproposals-tf-py-performance-prebuilt-cpu-batch-size16\n", "object-detection-rcnn-nas-lowproposals-tf-py-performance-prebuilt-cpu-batch-size2\n", "object-detection-rcnn-nas-lowproposals-tf-py-performance-prebuilt-cpu-batch-size32\n", "object-detection-rcnn-nas-lowproposals-tf-py-performance-prebuilt-cpu-batch-size4\n", "object-detection-rcnn-nas-lowproposals-tf-py-performance-prebuilt-cpu-batch-size8\n", "object-detection-rcnn-nas-lowproposals-tf-py-performance-source-cpu-batch-size1\n", "object-detection-rcnn-nas-lowproposals-tf-py-performance-source-cpu-batch-size16\n", "object-detection-rcnn-nas-lowproposals-tf-py-performance-source-cpu-batch-size2\n", "object-detection-rcnn-nas-lowproposals-tf-py-performance-source-cpu-batch-size32\n", "object-detection-rcnn-nas-lowproposals-tf-py-performance-source-cpu-batch-size4\n", "object-detection-rcnn-nas-lowproposals-tf-py-performance-source-cpu-batch-size8\n", "object-detection-rcnn-nas-lowproposals-tf-py-performance-source-cuda-batch-size1\n", "object-detection-rcnn-nas-lowproposals-tf-py-performance-source-cuda-batch-size2\n", "object-detection-rcnn-nas-lowproposals-tf-py-performance-source-cuda-batch-size4\n", "object-detection-rcnn-nas-lowproposals-tf-py-performance-source-cuda-batch-size8\n", "object-detection-rcnn-nas-lowproposals-tf-py-performance-tensorRT-batch-size1\n", "object-detection-rcnn-nas-lowproposals-tf-py-performance-tensorRT-batch-size2\n", "object-detection-rcnn-nas-lowproposals-tf-py-performance-tensorRT-batch-size4\n", "object-detection-rcnn-nas-lowproposals-tf-py-performance-tensorRT-batch-size8\n", "object-detection-rcnn-nas-lowproposals-tf-py-performance-tensorRT-dynamic-batch-size1\n", "object-detection-rcnn-nas-lowproposals-tf-py-performance-tensorRT-dynamic-batch-size2\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-prebuilt-cpu-batch-size1\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-prebuilt-cpu-batch-size16\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-prebuilt-cpu-batch-size2\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-prebuilt-cpu-batch-size32\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-prebuilt-cpu-batch-size4\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-prebuilt-cpu-batch-size8\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-source-cpu-batch-size1\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-source-cpu-batch-size16\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-source-cpu-batch-size2\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-source-cpu-batch-size32\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-source-cpu-batch-size4\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-source-cpu-batch-size8\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-source-cuda-batch-size1\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-source-cuda-batch-size16\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-source-cuda-batch-size2\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-source-cuda-batch-size32\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-source-cuda-batch-size4\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-source-cuda-batch-size8\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-tensorRT-batch-size1\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-tensorRT-batch-size16\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-tensorRT-batch-size2\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-tensorRT-batch-size32\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-tensorRT-batch-size4\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-tensorRT-batch-size8\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-tensorRT-dynamic-batch-size1\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-tensorRT-dynamic-batch-size16\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-tensorRT-dynamic-batch-size2\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-tensorRT-dynamic-batch-size32\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-tensorRT-dynamic-batch-size4\n", "object-detection-ssd-mobilenet-v1-fpn-tf-py-performance-tensorRT-dynamic-batch-size8\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-prebuilt-cpu-batch-size1\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-prebuilt-cpu-batch-size16\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-prebuilt-cpu-batch-size2\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-prebuilt-cpu-batch-size32\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-prebuilt-cpu-batch-size4\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-prebuilt-cpu-batch-size8\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-source-cpu-batch-size1\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-source-cpu-batch-size16\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-source-cpu-batch-size2\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-source-cpu-batch-size32\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-source-cpu-batch-size4\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-source-cpu-batch-size8\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-source-cuda-batch-size1\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-source-cuda-batch-size16\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-source-cuda-batch-size2\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-source-cuda-batch-size32\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-source-cuda-batch-size4\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-source-cuda-batch-size8\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-tensorRT-batch-size1\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-tensorRT-batch-size16\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-tensorRT-batch-size2\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-tensorRT-batch-size32\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-tensorRT-batch-size4\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-tensorRT-batch-size8\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-tensorRT-dynamic-batch-size1\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-tensorRT-dynamic-batch-size16\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-tensorRT-dynamic-batch-size2\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-tensorRT-dynamic-batch-size32\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-tensorRT-dynamic-batch-size4\n", "object-detection-ssd-mobilenet-v1-quantized-mlperf-tf-py-performance-tensorRT-dynamic-batch-size8\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-prebuilt-cpu-batch-size1\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-prebuilt-cpu-batch-size16\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-prebuilt-cpu-batch-size2\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-prebuilt-cpu-batch-size32\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-prebuilt-cpu-batch-size4\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-prebuilt-cpu-batch-size8\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-source-cpu-batch-size1\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-source-cpu-batch-size16\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-source-cpu-batch-size2\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-source-cpu-batch-size32\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-source-cpu-batch-size4\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-source-cpu-batch-size8\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-source-cuda-batch-size1\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-source-cuda-batch-size16\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-source-cuda-batch-size2\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-source-cuda-batch-size32\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-source-cuda-batch-size4\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-source-cuda-batch-size8\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-tensorRT-batch-size1\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-tensorRT-batch-size16\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-tensorRT-batch-size2\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-tensorRT-batch-size32\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-tensorRT-batch-size4\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-tensorRT-batch-size8\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-tensorRT-dynamic-batch-size1\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-tensorRT-dynamic-batch-size16\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-tensorRT-dynamic-batch-size2\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-tensorRT-dynamic-batch-size32\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-tensorRT-dynamic-batch-size4\n", "object-detection-ssd-resnet50-fpn-tf-py-performance-tensorRT-dynamic-batch-size8\n", "object-detection-yolo-v3-tf-py-performance-prebuilt-cpu-batch-size1\n", "object-detection-yolo-v3-tf-py-performance-prebuilt-cpu-batch-size16\n", "object-detection-yolo-v3-tf-py-performance-prebuilt-cpu-batch-size2\n", "object-detection-yolo-v3-tf-py-performance-prebuilt-cpu-batch-size32\n", "object-detection-yolo-v3-tf-py-performance-prebuilt-cpu-batch-size4\n", "object-detection-yolo-v3-tf-py-performance-prebuilt-cpu-batch-size8\n", "object-detection-yolo-v3-tf-py-performance-source-cpu-batch-size1\n", "object-detection-yolo-v3-tf-py-performance-source-cpu-batch-size16\n", "object-detection-yolo-v3-tf-py-performance-source-cpu-batch-size2\n", "object-detection-yolo-v3-tf-py-performance-source-cpu-batch-size32\n", "object-detection-yolo-v3-tf-py-performance-source-cpu-batch-size4\n", "object-detection-yolo-v3-tf-py-performance-source-cpu-batch-size8\n", "object-detection-yolo-v3-tf-py-performance-source-cuda-batch-size1\n", "object-detection-yolo-v3-tf-py-performance-source-cuda-batch-size16\n", "object-detection-yolo-v3-tf-py-performance-source-cuda-batch-size2\n", "object-detection-yolo-v3-tf-py-performance-source-cuda-batch-size32\n", "object-detection-yolo-v3-tf-py-performance-source-cuda-batch-size4\n", "object-detection-yolo-v3-tf-py-performance-source-cuda-batch-size8\n", "object-detection-yolo-v3-tf-py-performance-tensorRT-batch-size1\n", "object-detection-yolo-v3-tf-py-performance-tensorRT-batch-size16\n", "object-detection-yolo-v3-tf-py-performance-tensorRT-batch-size2\n", "object-detection-yolo-v3-tf-py-performance-tensorRT-batch-size32\n", "object-detection-yolo-v3-tf-py-performance-tensorRT-batch-size4\n", "object-detection-yolo-v3-tf-py-performance-tensorRT-batch-size8\n", "object-detection-yolo-v3-tf-py-performance-tensorRT-dynamic-batch-size1\n", "object-detection-yolo-v3-tf-py-performance-tensorRT-dynamic-batch-size16\n", "object-detection-yolo-v3-tf-py-performance-tensorRT-dynamic-batch-size2\n", "object-detection-yolo-v3-tf-py-performance-tensorRT-dynamic-batch-size32\n", "object-detection-yolo-v3-tf-py-performance-tensorRT-dynamic-batch-size4\n", "object-detection-yolo-v3-tf-py-performance-tensorRT-dynamic-batch-size8\n" ] } ], "source": [ "repo_uoa = 'dse-demo-object-detection-accuracy'\n", "print (\"*\"*80)\n", "print (repo_uoa)\n", "print (\"*\"*80)\n", "!ck list $repo_uoa:experiment:* | sort\n", "print (\"\")\n", "\n", "perf_docker_repo_uoa = 'dse-demo-object-detection-performance-docker'\n", "print (\"*\"*80)\n", "print (perf_docker_repo_uoa)\n", "print (\"*\"*80)\n", "!ck list $perf_docker_repo_uoa:experiment:* | sort\n", "print (\"\")\n", "\n", "perf_native_repo_uoa = 'dse-demo-object-detection-performance-native'\n", "print (\"*\"*80)\n", "print (perf_native_repo_uoa)\n", "print (\"*\"*80)\n", "!ck list $perf_native_repo_uoa:experiment:* | sort" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "## Access the experimental data" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "scrolled": true }, "outputs": [], "source": [ "def get_experimental_results(repo_uoa, module_uoa='experiment', tags='', accuracy=True):\n", " r = ck.access({'action':'search', 'repo_uoa':repo_uoa, 'module_uoa':module_uoa, 'tags':tags})\n", " #pprint (r)\n", " if r['return']>0:\n", " print('Error: %s' % r['error'])\n", " exit(1)\n", " experiments = r['lst']\n", "\n", " dfs = []\n", " for experiment in experiments:\n", " data_uoa = experiment['data_uoa']\n", " r = ck.access({'action':'list_points', 'repo_uoa':repo_uoa, 'module_uoa':module_uoa, 'data_uoa':data_uoa})\n", " \n", " pipeline_file_path = os.path.join(r['path'], 'pipeline.json')\n", " with open(pipeline_file_path) as pipeline_file:\n", " pipeline_data_raw = json.load(pipeline_file)\n", " weights_env = pipeline_data_raw['dependencies']['weights']['dict']['env']\n", " image_width = np.int64(weights_env.get('CK_ENV_TENSORFLOW_MODEL_DEFAULT_WIDTH',-1))\n", " image_height = np.int64(weights_env.get('CK_ENV_TENSORFLOW_MODEL_DEFAULT_HEIGHT',-1))\n", " \n", " tags = r['dict']['tags']\n", " #print (tags)\n", " for point in r['points']:\n", " point_file_path = os.path.join(r['path'], 'ckp-%s.0001.json' % point)\n", " with open(point_file_path) as point_file:\n", " point_data_raw = json.load(point_file)\n", " #pprint (point_data_raw['choices']['env'])\n", " characteristics_list = point_data_raw['characteristics_list']\n", " num_repetitions = len(characteristics_list)\n", " #platform = point_data_raw['features']['platform']['platform']['model']\n", " if np.int64(point_data_raw['choices']['env'].get('CK_ENABLE_BATCH',-1))==1:\n", " batch_enabled = True \n", " batch_size = np.int64(point_data_raw['choices']['env'].get('CK_BATCH_SIZE',-1))\n", " batch_count = np.int64(point_data_raw['choices']['env'].get('CK_BATCH_COUNT',-1))\n", " else:\n", " batch_enabled = False\n", " batch_size = 1\n", " batch_count = np.int64(point_data_raw['choices']['env'].get('CK_BATCH_COUNT',-1)) * \\\n", " np.int64(point_data_raw['choices']['env'].get('CK_BATCH_SIZE',-1))\n", "\n", " characteristics = characteristics_list[0]\n", " if accuracy:\n", " data = [\n", " {\n", " 'model': tags[0],\n", " 'backend':'cuda',\n", " 'batch_size': batch_size,\n", " 'batch_count': batch_count,\n", " 'batch_enabled': batch_enabled,\n", " 'image_height': image_height,\n", " 'image_width': image_width,\n", " 'num_reps':1,\n", " # runtime characteristics\n", " 'Recall': characteristics['run'].get('recall',0)*100,\n", " 'mAP': characteristics['run'].get('mAP',0)*100,\n", " 'mAP_large': characteristics['run']['metrics'].get('DetectionBoxes_Recall/AR@100 (large)', 0)*100,\n", " 'mAP_medium': characteristics['run']['metrics'].get('DetectionBoxes_Recall/AR@100 (medium)', 0)*100,\n", " 'mAP_small': characteristics['run']['metrics'].get('DetectionBoxes_Recall/AR@100 (small)', 0)*100,\n", " }\n", " ]\n", "# print(data[0]['model'])\n", " else: # performance\n", " ####### this conversion is still needed because some of the result have the old naming convention\n", " backend = 'default'\n", " trt = point_data_raw['choices']['env'].get('CK_ENABLE_TENSORRT',0)\n", " trt_dyn = point_data_raw['choices']['env'].get('CK_TENSORRT_DYNAMIC',0)\n", " if trt_dyn == '1':\n", " backend = 'tensorrt-dynamic'\n", " elif trt == '1':\n", " backend = 'tensorrt'\n", " elif tags[0] == 'tensorrt' or tags[0] =='source-cuda':\n", " backend = 'cuda'\n", " elif tags[0] == 'tf-src-cpu' or tags[0] =='source-cpu':\n", " backend = 'cpu'\n", " elif tags[0] == 'tf-prebuild-cpu' or tags[0] == 'prebuilt-cpu':\n", " backend = 'cpu-prebuilt'\n", " else:\n", " backend = tags[0]\n", " model = tags[1]\n", " data = [\n", " {\n", " 'model': model,\n", " 'backend': backend,\n", " 'batch_size': batch_size,\n", " 'batch_count': batch_count,\n", " 'batch_enabled': batch_enabled,\n", " 'image_height': image_height,\n", " 'image_width': image_width,\n", " 'num_reps' : num_repetitions,\n", " # statistical repetition\n", " 'repetition_id': repetition_id,\n", " # runtime characteristics\n", " 'avg_fps': characteristics['run'].get('avg_fps', 'n/a')*batch_size,\n", " 'avg_time_ms': characteristics['run']['avg_time_ms']/batch_size,\n", " 'graph_load_time_ms': characteristics['run']['graph_load_time_s']*1e+3,\n", " 'images_load_time_avg_ms': characteristics['run']['images_load_time_avg_s']*1e+3,\n", " }\n", " for (repetition_id, characteristics) in zip(range(num_repetitions), characteristics_list)\n", " ]\n", " index = [\n", " 'model', 'backend', 'batch_size', 'batch_count', 'batch_enabled', 'image_height', 'image_width', 'num_reps'\n", " ]\n", " # Construct a DataFrame.\n", " df = pd.DataFrame(data)\n", " df = df.set_index(index)\n", " # Append to the list of similarly constructed DataFrames.\n", " dfs.append(df)\n", " if dfs:\n", " # Concatenate all thus constructed DataFrames (i.e. stack on top of each other).\n", " result = pd.concat(dfs)\n", " result.sort_index(ascending=True, inplace=True)\n", " else:\n", " # Construct a dummy DataFrame the success status of which can be safely checked.\n", " result = pd.DataFrame(columns=['success?'])\n", " return result" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [], "source": [ "#!ck recache repo\n", "dfs = get_experimental_results(repo_uoa, accuracy=True)\n", "dfs_perf = get_experimental_results(perf_docker_repo_uoa, accuracy=False)\n", "dfs_perf_native = get_experimental_results(perf_native_repo_uoa, accuracy=False)" ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/html": [ "
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RecallmAPmAP_largemAP_mediummAP_small
modelbackendbatch_sizebatch_countbatch_enabledimage_heightimage_widthnum_reps
rcnn-inception-resnet-v2-lowproposalscuda15000False1024600140.07177136.52115067.00714244.67756312.482768
True1024600127.99817424.01498549.45734528.3618126.580855
rcnn-inception-v2cuda15000False6001024134.59686328.30732657.90310037.6948939.948821
True6001024130.59318423.89102950.42366432.7424659.234102
rcnn-nas-lowproposalscuda15000False12001200147.51001244.33999573.98143754.37690419.925600
True12001200147.20463643.98322374.63104453.87656120.074105
rcnn-resnet101-lowproposalscuda15000False6001024136.39978932.58665959.47275138.93529412.325213
True6001024129.98183525.96924848.48062630.46630810.261601
rcnn-resnet50-lowproposalscuda15000False6001024127.72427524.23398746.25314927.7831118.761679
True6001024122.78047119.24136636.73185221.2225527.495941
ssd-inception-v2cuda15000False300300130.80445727.76673669.53063823.1790613.473937
True300300130.70828927.62981269.41433723.0518233.399932
ssd-mobilenet-v1-fpncuda15000False640640142.66176735.35212063.50736547.37843417.679955
True640640142.75299935.36251663.95945547.23999918.090466
ssd-mobilenet-v1-non-quantized-mlperfcuda15000False300300126.30365323.11016960.40518419.0156982.285248
True300300126.41948123.17303360.54202219.1447212.251986
ssd-mobilenet-v1-quantized-mlperfcuda15000False300300126.81712623.57718561.84588619.0453772.524694
True300300126.81826823.55167061.96323119.1082922.419133
ssd-resnet50-fpncuda15000False640640145.78012938.34093668.21835851.15169219.788320
True640640145.89473238.38097169.01650151.38480319.662063
ssdlite-mobilenet-v2cuda15000False300300127.22644924.28326664.48204918.9443752.304731
True300300127.09436524.13092663.98696918.8247882.281154
yolo-v3cuda15000False416416132.49398128.53250852.28516634.43220213.186537
\n", "
" ], "text/plain": [ " Recall \\\n", "model backend batch_size batch_count batch_enabled image_height image_width num_reps \n", "rcnn-inception-resnet-v2-lowproposals cuda 1 5000 False 1024 600 1 40.071771 \n", " True 1024 600 1 27.998174 \n", "rcnn-inception-v2 cuda 1 5000 False 600 1024 1 34.596863 \n", " True 600 1024 1 30.593184 \n", "rcnn-nas-lowproposals cuda 1 5000 False 1200 1200 1 47.510012 \n", " True 1200 1200 1 47.204636 \n", "rcnn-resnet101-lowproposals cuda 1 5000 False 600 1024 1 36.399789 \n", " True 600 1024 1 29.981835 \n", "rcnn-resnet50-lowproposals cuda 1 5000 False 600 1024 1 27.724275 \n", " True 600 1024 1 22.780471 \n", "ssd-inception-v2 cuda 1 5000 False 300 300 1 30.804457 \n", " True 300 300 1 30.708289 \n", "ssd-mobilenet-v1-fpn cuda 1 5000 False 640 640 1 42.661767 \n", " True 640 640 1 42.752999 \n", "ssd-mobilenet-v1-non-quantized-mlperf cuda 1 5000 False 300 300 1 26.303653 \n", " True 300 300 1 26.419481 \n", "ssd-mobilenet-v1-quantized-mlperf cuda 1 5000 False 300 300 1 26.817126 \n", " True 300 300 1 26.818268 \n", "ssd-resnet50-fpn cuda 1 5000 False 640 640 1 45.780129 \n", " True 640 640 1 45.894732 \n", "ssdlite-mobilenet-v2 cuda 1 5000 False 300 300 1 27.226449 \n", " True 300 300 1 27.094365 \n", "yolo-v3 cuda 1 5000 False 416 416 1 32.493981 \n", "\n", " mAP \\\n", "model backend batch_size batch_count batch_enabled image_height image_width num_reps \n", "rcnn-inception-resnet-v2-lowproposals cuda 1 5000 False 1024 600 1 36.521150 \n", " True 1024 600 1 24.014985 \n", "rcnn-inception-v2 cuda 1 5000 False 600 1024 1 28.307326 \n", " True 600 1024 1 23.891029 \n", "rcnn-nas-lowproposals cuda 1 5000 False 1200 1200 1 44.339995 \n", " True 1200 1200 1 43.983223 \n", "rcnn-resnet101-lowproposals cuda 1 5000 False 600 1024 1 32.586659 \n", " True 600 1024 1 25.969248 \n", "rcnn-resnet50-lowproposals cuda 1 5000 False 600 1024 1 24.233987 \n", " True 600 1024 1 19.241366 \n", "ssd-inception-v2 cuda 1 5000 False 300 300 1 27.766736 \n", " True 300 300 1 27.629812 \n", "ssd-mobilenet-v1-fpn cuda 1 5000 False 640 640 1 35.352120 \n", " True 640 640 1 35.362516 \n", "ssd-mobilenet-v1-non-quantized-mlperf cuda 1 5000 False 300 300 1 23.110169 \n", " True 300 300 1 23.173033 \n", "ssd-mobilenet-v1-quantized-mlperf cuda 1 5000 False 300 300 1 23.577185 \n", " True 300 300 1 23.551670 \n", "ssd-resnet50-fpn cuda 1 5000 False 640 640 1 38.340936 \n", " True 640 640 1 38.380971 \n", "ssdlite-mobilenet-v2 cuda 1 5000 False 300 300 1 24.283266 \n", " True 300 300 1 24.130926 \n", "yolo-v3 cuda 1 5000 False 416 416 1 28.532508 \n", "\n", " mAP_large \\\n", "model backend batch_size batch_count batch_enabled image_height image_width num_reps \n", "rcnn-inception-resnet-v2-lowproposals cuda 1 5000 False 1024 600 1 67.007142 \n", " True 1024 600 1 49.457345 \n", "rcnn-inception-v2 cuda 1 5000 False 600 1024 1 57.903100 \n", " True 600 1024 1 50.423664 \n", "rcnn-nas-lowproposals cuda 1 5000 False 1200 1200 1 73.981437 \n", " True 1200 1200 1 74.631044 \n", "rcnn-resnet101-lowproposals cuda 1 5000 False 600 1024 1 59.472751 \n", " True 600 1024 1 48.480626 \n", "rcnn-resnet50-lowproposals cuda 1 5000 False 600 1024 1 46.253149 \n", " True 600 1024 1 36.731852 \n", "ssd-inception-v2 cuda 1 5000 False 300 300 1 69.530638 \n", " True 300 300 1 69.414337 \n", "ssd-mobilenet-v1-fpn cuda 1 5000 False 640 640 1 63.507365 \n", " True 640 640 1 63.959455 \n", "ssd-mobilenet-v1-non-quantized-mlperf cuda 1 5000 False 300 300 1 60.405184 \n", " True 300 300 1 60.542022 \n", "ssd-mobilenet-v1-quantized-mlperf cuda 1 5000 False 300 300 1 61.845886 \n", " True 300 300 1 61.963231 \n", "ssd-resnet50-fpn cuda 1 5000 False 640 640 1 68.218358 \n", " True 640 640 1 69.016501 \n", "ssdlite-mobilenet-v2 cuda 1 5000 False 300 300 1 64.482049 \n", " True 300 300 1 63.986969 \n", "yolo-v3 cuda 1 5000 False 416 416 1 52.285166 \n", "\n", " mAP_medium \\\n", "model backend batch_size batch_count batch_enabled image_height image_width num_reps \n", "rcnn-inception-resnet-v2-lowproposals cuda 1 5000 False 1024 600 1 44.677563 \n", " True 1024 600 1 28.361812 \n", "rcnn-inception-v2 cuda 1 5000 False 600 1024 1 37.694893 \n", " True 600 1024 1 32.742465 \n", "rcnn-nas-lowproposals cuda 1 5000 False 1200 1200 1 54.376904 \n", " True 1200 1200 1 53.876561 \n", "rcnn-resnet101-lowproposals cuda 1 5000 False 600 1024 1 38.935294 \n", " True 600 1024 1 30.466308 \n", "rcnn-resnet50-lowproposals cuda 1 5000 False 600 1024 1 27.783111 \n", " True 600 1024 1 21.222552 \n", "ssd-inception-v2 cuda 1 5000 False 300 300 1 23.179061 \n", " True 300 300 1 23.051823 \n", "ssd-mobilenet-v1-fpn cuda 1 5000 False 640 640 1 47.378434 \n", " True 640 640 1 47.239999 \n", "ssd-mobilenet-v1-non-quantized-mlperf cuda 1 5000 False 300 300 1 19.015698 \n", " True 300 300 1 19.144721 \n", "ssd-mobilenet-v1-quantized-mlperf cuda 1 5000 False 300 300 1 19.045377 \n", " True 300 300 1 19.108292 \n", "ssd-resnet50-fpn cuda 1 5000 False 640 640 1 51.151692 \n", " True 640 640 1 51.384803 \n", "ssdlite-mobilenet-v2 cuda 1 5000 False 300 300 1 18.944375 \n", " True 300 300 1 18.824788 \n", "yolo-v3 cuda 1 5000 False 416 416 1 34.432202 \n", "\n", " mAP_small \n", "model backend batch_size batch_count batch_enabled image_height image_width num_reps \n", "rcnn-inception-resnet-v2-lowproposals cuda 1 5000 False 1024 600 1 12.482768 \n", " True 1024 600 1 6.580855 \n", "rcnn-inception-v2 cuda 1 5000 False 600 1024 1 9.948821 \n", " True 600 1024 1 9.234102 \n", "rcnn-nas-lowproposals cuda 1 5000 False 1200 1200 1 19.925600 \n", " True 1200 1200 1 20.074105 \n", "rcnn-resnet101-lowproposals cuda 1 5000 False 600 1024 1 12.325213 \n", " True 600 1024 1 10.261601 \n", "rcnn-resnet50-lowproposals cuda 1 5000 False 600 1024 1 8.761679 \n", " True 600 1024 1 7.495941 \n", "ssd-inception-v2 cuda 1 5000 False 300 300 1 3.473937 \n", " True 300 300 1 3.399932 \n", "ssd-mobilenet-v1-fpn cuda 1 5000 False 640 640 1 17.679955 \n", " True 640 640 1 18.090466 \n", "ssd-mobilenet-v1-non-quantized-mlperf cuda 1 5000 False 300 300 1 2.285248 \n", " True 300 300 1 2.251986 \n", "ssd-mobilenet-v1-quantized-mlperf cuda 1 5000 False 300 300 1 2.524694 \n", " True 300 300 1 2.419133 \n", "ssd-resnet50-fpn cuda 1 5000 False 640 640 1 19.788320 \n", " True 640 640 1 19.662063 \n", "ssdlite-mobilenet-v2 cuda 1 5000 False 300 300 1 2.304731 \n", " True 300 300 1 2.281154 \n", "yolo-v3 cuda 1 5000 False 416 416 1 13.186537 " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
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repetition_idavg_fpsavg_time_msgraph_load_time_msimages_load_time_avg_ms
modelbackendbatch_sizebatch_countbatch_enabledimage_heightimage_widthnum_reps
rcnn-inception-resnet-v2-lowproposalscpu12True10246001000.4757112102.1144394840.7371049.465098
1010.4768482097.1028804681.5621859.582043
1020.4732222113.1734854745.3746809.340763
1030.4769042096.8599324693.8652999.480476
1040.4825572072.2928054820.4028619.406209
1050.4712032122.2283844716.1614899.643555
1060.4758582101.4659404778.6881929.382725
1070.4812242078.0358314674.2577559.570599
1080.4796772084.7358704727.0472059.313703
1090.4754732103.1694414704.4916159.448886
22True10246001000.4691232131.6370964871.5937147.836342
1010.4721832117.8237204632.3690417.794440
1020.4715142120.8295824661.8168357.792830
1030.4727202115.4185534615.0665287.801950
1040.4665312143.4810164670.0408467.791817
1050.4744932107.5147394742.1867857.782817
1060.4736622111.2079624678.3668997.603705
1070.4714092121.2990284791.2170897.847309
1080.4689632132.3635584789.8485667.508039
1090.4762912099.5552544646.3844787.767916
42True10246001000.4658382146.6703414637.2973927.425994
1010.4595102176.2316234771.9829087.702440
1020.4571892187.2797614693.5479647.557511
1030.4631552159.1044664686.4705097.461697
1040.4594372176.5789994653.4259327.388800
1050.4611892168.3068874649.5347027.405192
1060.4598512174.6165164677.8163917.625759
1070.4602922172.5328564699.1174227.416129
1080.4580292183.2674744749.0503797.668465
1090.4572502186.9874604728.0418877.394373
82True10246001000.4484262230.0210604881.0229306.358564
1010.4474502234.8846204833.3065516.405845
1020.4476922233.6784904714.0815266.411314
1030.4497032223.6886624727.8437616.498590
1040.4462642240.8270244821.0630426.466031
1050.4475252234.5099154763.6535176.378964
1060.4463042240.6262164656.4915186.479472
1070.4487082228.6229434701.1733066.423131
1080.4470202237.0352454839.5369056.500378
1090.4465142239.5700514725.2469066.514519
162True10246001000.4430402257.1314874761.2209326.160311
1010.4449642247.3750114645.0259696.135449
1020.4457192243.5640994739.5713336.117813
1030.4459262242.5225234691.3554676.323762
1040.4447302248.5557794867.1357636.114915
1050.4417812263.5645574699.3930346.088033
1060.4420532262.1724014729.8750886.122828
1070.4431212256.7222274730.8335306.306559
1080.4414372265.3275434706.4886096.191246
1090.4424502260.1429824633.0337526.211273
322True10246001000.4416592264.1885507046.9889645.898494
1010.4433102255.7564684752.3477086.041717
1020.4419762262.5639894757.1308615.883444
1030.4434122255.2408954838.2086755.935721
1040.4428142258.2845244626.4135845.847793
1050.4418532263.1963044953.3915525.801924
1060.4431722256.4613824938.7352476.233998
1070.4422522261.1538924810.8358385.887762
1080.4418392263.2690974680.0618175.924489
1090.4431982256.3264824646.2390426.009314
cpu-prebuilt12True10246001000.4764302098.9463336911.9920739.578943
1010.4793292086.2500674802.3478989.509683
1020.4791332087.1012214653.0663979.565115
1030.4800912082.9384334607.1650989.295821
1040.4777042093.3458814627.8953559.655595
1050.4785062089.8370744740.1649959.519935
1060.4736042111.4683154751.5099059.440780
1070.4757162102.0946504671.5030679.498119
1080.4768842096.9445714664.3085489.598494
1090.4763312099.3800164684.9188809.502530
22True10246001000.4684312134.7882754732.9828747.852614
1010.4729352114.4543894649.7116097.798254
1020.4701902126.7980344643.1956297.697940
1030.4710132123.0835914773.6921317.840872
1040.4752742104.0514714850.4958157.591724
1050.4721682117.8884514685.4054937.899523
1060.4680092136.7108824751.2927067.935166
1070.4729802114.2539984710.3486068.239985
1080.4742032108.8020804819.1332827.782161
1090.4730892113.7657174710.7360368.140326
42True10246001000.4564132190.9994484674.0536697.327020
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cpu-prebuilt12True6406401004.172486239.6652701395.1931009.908676
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cuda12True64064010019.57302751.090717908.8053709.612441
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tensorrt-dynamic12True30030010045.93829321.7683325793.4584629.775043
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10541.52604124.08127510933.2180028.424073
10640.94692924.42185610555.5088528.465439
10741.79672523.92531910436.4659798.487754
10841.76735623.94214310323.0042468.584604
10942.01991023.79824210236.8965158.871555
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10438.74070925.81264110094.9838168.282896
10542.08295323.76259110029.6585568.198120
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" ], "text/plain": [ " repetition_id \\\n", "model backend batch_size batch_count batch_enabled image_height image_width num_reps \n", "rcnn-inception-resnet-v2-lowproposals cpu 1 2 True 1024 600 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 1024 600 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 1024 600 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 1024 600 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 1024 600 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 1024 600 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " cpu-prebuilt 1 2 True 1024 600 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 1024 600 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 1024 600 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 1024 600 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 1024 600 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 1024 600 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " cuda 1 2 True 1024 600 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 1024 600 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 1024 600 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 1024 600 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 1024 600 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " tensorrt 1 2 True 1024 600 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 1024 600 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 1024 600 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 1024 600 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 1024 600 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", "rcnn-inception-v2 cpu 1 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " cpu-prebuilt 1 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " cuda 1 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " tensorrt 1 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " tensorrt-dynamic 1 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", "rcnn-nas-lowproposals cpu 1 2 True 1200 1200 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 1200 1200 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 1200 1200 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 1200 1200 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 1200 1200 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 1200 1200 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " cpu-prebuilt 1 2 True 1200 1200 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 1200 1200 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 1200 1200 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 1200 1200 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 1200 1200 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 1200 1200 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " cuda 1 2 True 1200 1200 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 1200 1200 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 1200 1200 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 1200 1200 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " tensorrt 1 2 True 1200 1200 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 1200 1200 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 1200 1200 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 1200 1200 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " tensorrt-dynamic 1 2 True 1200 1200 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", "rcnn-resnet101-lowproposals cpu 1 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " cpu-prebuilt 1 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " cuda 1 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " tensorrt 1 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " tensorrt-dynamic 1 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", "rcnn-resnet50-lowproposals cpu 1 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " cpu-prebuilt 1 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " cuda 1 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " tensorrt 1 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " tensorrt-dynamic 1 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 600 1024 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", "ssd-inception-v2 cpu 1 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " cpu-prebuilt 1 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " cuda 1 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " tensorrt 1 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " tensorrt-dynamic 1 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", "ssd-mobilenet-v1-fpn cpu 1 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " cpu-prebuilt 1 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " cuda 1 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " tensorrt 1 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " tensorrt-dynamic 1 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", "ssd-mobilenet-v1-non-quantized-mlperf cpu 1 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " cpu-prebuilt 1 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " cuda 1 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " tensorrt 1 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " tensorrt-dynamic 1 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", "ssd-mobilenet-v1-quantized-mlperf cpu 1 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " cpu-prebuilt 1 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " cuda 1 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " tensorrt 1 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " tensorrt-dynamic 1 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", "ssd-resnet50-fpn cpu 1 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " cpu-prebuilt 1 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " cuda 1 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " tensorrt 1 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " tensorrt-dynamic 1 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 640 640 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", "ssdlite-mobilenet-v2 cpu 1 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " cpu-prebuilt 1 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " cuda 1 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " tensorrt 1 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " tensorrt-dynamic 1 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 300 300 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", "yolo-v3 cpu 1 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " cpu-prebuilt 1 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " cuda 1 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " tensorrt 1 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " tensorrt-dynamic 1 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 2 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 4 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 8 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 16 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", " 32 2 True 416 416 10 0 \n", " 10 1 \n", " 10 2 \n", " 10 3 \n", " 10 4 \n", " 10 5 \n", " 10 6 \n", " 10 7 \n", " 10 8 \n", " 10 9 \n", "\n", " avg_fps \\\n", "model backend batch_size batch_count batch_enabled image_height image_width num_reps \n", "rcnn-inception-resnet-v2-lowproposals cpu 1 2 True 1024 600 10 0.475711 \n", " 10 0.476848 \n", " 10 0.473222 \n", " 10 0.476904 \n", " 10 0.482557 \n", " 10 0.471203 \n", " 10 0.475858 \n", " 10 0.481224 \n", " 10 0.479677 \n", " 10 0.475473 \n", " 2 2 True 1024 600 10 0.469123 \n", " 10 0.472183 \n", " 10 0.471514 \n", " 10 0.472720 \n", " 10 0.466531 \n", " 10 0.474493 \n", " 10 0.473662 \n", " 10 0.471409 \n", " 10 0.468963 \n", " 10 0.476291 \n", " 4 2 True 1024 600 10 0.465838 \n", " 10 0.459510 \n", " 10 0.457189 \n", " 10 0.463155 \n", " 10 0.459437 \n", " 10 0.461189 \n", " 10 0.459851 \n", " 10 0.460292 \n", " 10 0.458029 \n", " 10 0.457250 \n", " 8 2 True 1024 600 10 0.448426 \n", " 10 0.447450 \n", " 10 0.447692 \n", " 10 0.449703 \n", " 10 0.446264 \n", " 10 0.447525 \n", " 10 0.446304 \n", " 10 0.448708 \n", " 10 0.447020 \n", " 10 0.446514 \n", " 16 2 True 1024 600 10 0.443040 \n", " 10 0.444964 \n", " 10 0.445719 \n", " 10 0.445926 \n", " 10 0.444730 \n", " 10 0.441781 \n", " 10 0.442053 \n", " 10 0.443121 \n", " 10 0.441437 \n", " 10 0.442450 \n", " 32 2 True 1024 600 10 0.441659 \n", " 10 0.443310 \n", " 10 0.441976 \n", " 10 0.443412 \n", " 10 0.442814 \n", " 10 0.441853 \n", " 10 0.443172 \n", " 10 0.442252 \n", " 10 0.441839 \n", " 10 0.443198 \n", " cpu-prebuilt 1 2 True 1024 600 10 0.476430 \n", " 10 0.479329 \n", " 10 0.479133 \n", " 10 0.480091 \n", " 10 0.477704 \n", " 10 0.478506 \n", " 10 0.473604 \n", " 10 0.475716 \n", " 10 0.476884 \n", " 10 0.476331 \n", " 2 2 True 1024 600 10 0.468431 \n", " 10 0.472935 \n", " 10 0.470190 \n", " 10 0.471013 \n", " 10 0.475274 \n", " 10 0.472168 \n", " 10 0.468009 \n", " 10 0.472980 \n", " 10 0.474203 \n", " 10 0.473089 \n", " 4 2 True 1024 600 10 0.456413 \n", " 10 0.456003 \n", " 10 0.459294 \n", " 10 0.461772 \n", " 10 0.461604 \n", " 10 0.460823 \n", " 10 0.459412 \n", " 10 0.460089 \n", " 10 0.460982 \n", " 10 0.458869 \n", " 8 2 True 1024 600 10 0.445128 \n", " 10 0.446106 \n", " 10 0.446176 \n", " 10 0.445251 \n", " 10 0.446161 \n", " 10 0.446886 \n", " 10 0.446231 \n", " 10 0.444921 \n", " 10 0.444265 \n", " 10 0.444193 \n", " 16 2 True 1024 600 10 0.442694 \n", " 10 0.443003 \n", " 10 0.443031 \n", " 10 0.442958 \n", " 10 0.441984 \n", " 10 0.441009 \n", " 10 0.443174 \n", " 10 0.443248 \n", " 10 0.442761 \n", " 10 0.443000 \n", " 32 2 True 1024 600 10 0.445693 \n", " 10 0.444501 \n", " 10 0.443733 \n", " 10 0.444597 \n", " 10 0.442427 \n", " 10 0.442084 \n", " 10 0.441787 \n", " 10 0.444153 \n", " 10 0.443272 \n", " 10 0.443241 \n", " cuda 1 2 True 1024 600 10 3.312149 \n", " 10 3.239443 \n", " 10 3.318541 \n", " 10 3.272390 \n", " 10 3.288376 \n", " 10 3.278278 \n", " 10 3.244148 \n", " 10 3.312236 \n", " 10 3.261540 \n", " 10 3.224632 \n", " 2 2 True 1024 600 10 3.552907 \n", " 10 3.518340 \n", " 10 3.532334 \n", " 10 3.539500 \n", " 10 3.500998 \n", " 10 3.551309 \n", " 10 3.545740 \n", " 10 3.523758 \n", " 10 3.550711 \n", " 10 3.518227 \n", " 4 2 True 1024 600 10 3.674564 \n", " 10 3.675187 \n", " 10 3.668294 \n", " 10 3.659768 \n", " 10 3.680945 \n", " 10 3.701009 \n", " 10 3.685486 \n", " 10 3.695861 \n", " 10 3.682430 \n", " 10 3.688631 \n", " 8 2 True 1024 600 10 3.728697 \n", " 10 3.733332 \n", " 10 3.721300 \n", " 10 3.712861 \n", " 10 3.729187 \n", " 10 3.715667 \n", " 10 3.735976 \n", " 10 3.728257 \n", " 10 3.714321 \n", " 10 3.718817 \n", " 16 2 True 1024 600 10 3.713056 \n", " 10 3.710434 \n", " 10 3.715925 \n", " 10 3.717626 \n", " 10 3.717039 \n", " 10 3.714478 \n", " 10 3.704128 \n", " 10 3.693570 \n", " 10 3.710271 \n", " 10 3.704759 \n", " tensorrt 1 2 True 1024 600 10 3.376907 \n", " 10 3.348232 \n", " 10 3.366134 \n", " 10 3.369728 \n", " 10 3.351475 \n", " 10 3.369701 \n", " 10 3.382741 \n", " 10 3.356584 \n", " 10 3.342434 \n", " 10 3.362265 \n", " 2 2 True 1024 600 10 3.598338 \n", " 10 3.619488 \n", " 10 3.625512 \n", " 10 3.600910 \n", " 10 3.609189 \n", " 10 3.614754 \n", " 10 3.626780 \n", " 10 3.610072 \n", " 10 3.603602 \n", " 10 3.616836 \n", " 4 2 True 1024 600 10 3.749659 \n", " 10 3.770994 \n", " 10 3.764669 \n", " 10 3.779923 \n", " 10 3.758543 \n", " 10 3.739821 \n", " 10 3.760241 \n", " 10 3.767618 \n", " 10 3.765990 \n", " 10 3.764941 \n", " 8 2 True 1024 600 10 3.790856 \n", " 10 3.792566 \n", " 10 3.796260 \n", " 10 3.786046 \n", " 10 3.813703 \n", " 10 3.796162 \n", " 10 3.815625 \n", " 10 3.782634 \n", " 10 3.802486 \n", " 10 3.805993 \n", " 16 2 True 1024 600 10 3.809337 \n", " 10 3.801270 \n", " 10 3.789768 \n", " 10 3.800880 \n", " 10 3.798629 \n", " 10 3.793507 \n", " 10 3.674101 \n", " 10 3.796823 \n", " 10 3.811932 \n", " 10 3.799858 \n", "rcnn-inception-v2 cpu 1 2 True 600 1024 10 5.014147 \n", " 10 5.042867 \n", " 10 4.946498 \n", " 10 4.990290 \n", " 10 4.931754 \n", " 10 5.009362 \n", " 10 4.903904 \n", " 10 5.082360 \n", " 10 5.036479 \n", " 10 4.905659 \n", " 2 2 True 600 1024 10 5.272674 \n", " 10 5.335643 \n", " 10 5.316342 \n", " 10 5.268346 \n", " 10 5.404975 \n", " 10 5.325708 \n", " 10 5.331035 \n", " 10 5.166681 \n", " 10 5.356324 \n", " 10 5.272217 \n", " 4 2 True 600 1024 10 5.448908 \n", " 10 5.369132 \n", " 10 5.485446 \n", " 10 5.385897 \n", " 10 5.409991 \n", " 10 5.359472 \n", " 10 5.348534 \n", " 10 5.386990 \n", " 10 5.377758 \n", " 10 5.329975 \n", " 8 2 True 600 1024 10 5.349165 \n", " 10 5.433229 \n", " 10 5.406175 \n", " 10 5.411611 \n", " 10 5.377932 \n", " 10 5.338694 \n", " 10 5.435720 \n", " 10 5.293217 \n", " 10 5.461332 \n", " 10 5.408010 \n", " 16 2 True 600 1024 10 5.954560 \n", " 10 5.845675 \n", " 10 5.926130 \n", " 10 5.939444 \n", " 10 5.939874 \n", " 10 5.921630 \n", " 10 5.886893 \n", " 10 5.919163 \n", " 10 5.886155 \n", " 10 5.948207 \n", " 32 2 True 600 1024 10 5.867390 \n", " 10 5.872519 \n", " 10 5.864556 \n", " 10 5.855742 \n", " 10 5.863773 \n", " 10 5.846251 \n", " 10 5.807043 \n", " 10 5.836637 \n", " 10 5.823156 \n", " 10 5.840139 \n", " cpu-prebuilt 1 2 True 600 1024 10 4.731297 \n", " 10 4.785440 \n", " 10 4.714778 \n", " 10 4.635287 \n", " 10 4.725668 \n", " 10 4.667941 \n", " 10 4.722773 \n", " 10 4.651227 \n", " 10 4.666653 \n", " 10 4.664204 \n", " 2 2 True 600 1024 10 5.019488 \n", " 10 4.988228 \n", " 10 5.131576 \n", " 10 5.084748 \n", " 10 5.058507 \n", " 10 5.166586 \n", " 10 5.127191 \n", " 10 5.093358 \n", " 10 4.970026 \n", " 10 5.016672 \n", " 4 2 True 600 1024 10 5.132435 \n", " 10 5.169760 \n", " 10 5.116872 \n", " 10 5.180694 \n", " 10 5.169763 \n", " 10 5.223467 \n", " 10 5.092083 \n", " 10 5.120138 \n", " 10 5.224269 \n", " 10 5.209573 \n", " 8 2 True 600 1024 10 5.211387 \n", " 10 5.159525 \n", " 10 5.188005 \n", " 10 5.072365 \n", " 10 5.132520 \n", " 10 5.213028 \n", " 10 5.189467 \n", " 10 5.161262 \n", " 10 5.206055 \n", " 10 5.188151 \n", " 16 2 True 600 1024 10 5.687760 \n", " 10 5.649171 \n", " 10 5.678731 \n", " 10 5.713200 \n", " 10 5.671152 \n", " 10 5.663570 \n", " 10 5.634694 \n", " 10 5.656261 \n", " 10 5.683345 \n", " 10 5.674009 \n", " 32 2 True 600 1024 10 5.609742 \n", " 10 5.630896 \n", " 10 5.626136 \n", " 10 5.601327 \n", " 10 5.624987 \n", " 10 5.621275 \n", " 10 5.631302 \n", " 10 5.643570 \n", " 10 5.649665 \n", " 10 5.616136 \n", " cuda 1 2 True 600 1024 10 18.356620 \n", " 10 18.061380 \n", " 10 17.978157 \n", " 10 18.031176 \n", " 10 18.085601 \n", " 10 17.938175 \n", " 10 18.289861 \n", " 10 18.024202 \n", " 10 17.665583 \n", " 10 17.817093 \n", " 2 2 True 600 1024 10 22.388726 \n", " 10 22.363598 \n", " 10 22.093308 \n", " 10 22.525135 \n", " 10 22.912057 \n", " 10 22.225364 \n", " 10 22.307221 \n", " 10 22.606842 \n", " 10 21.805697 \n", " 10 22.413911 \n", " 4 2 True 600 1024 10 24.050839 \n", " 10 23.947507 \n", " 10 25.217937 \n", " 10 24.222864 \n", " 10 24.246003 \n", " 10 25.259550 \n", " 10 24.393750 \n", " 10 24.508888 \n", " 10 25.118075 \n", " 10 23.906694 \n", " 8 2 True 600 1024 10 25.647059 \n", " 10 25.092116 \n", " 10 25.419004 \n", " 10 25.541015 \n", " 10 25.473944 \n", " 10 25.806734 \n", " 10 25.963829 \n", " 10 25.178860 \n", " 10 25.524986 \n", " 10 25.785197 \n", " 16 2 True 600 1024 10 25.987668 \n", " 10 25.034530 \n", " 10 25.371050 \n", " 10 25.619527 \n", " 10 25.525073 \n", " 10 25.435363 \n", " 10 25.863934 \n", " 10 25.066211 \n", " 10 25.542512 \n", " 10 25.422470 \n", " 32 2 True 600 1024 10 25.799874 \n", " 10 25.739995 \n", " 10 25.682806 \n", " 10 25.064315 \n", " 10 25.591951 \n", " 10 25.341169 \n", " 10 25.481194 \n", " 10 25.517978 \n", " 10 25.394582 \n", " 10 25.738702 \n", " tensorrt 1 2 True 600 1024 10 18.262863 \n", " 10 17.575053 \n", " 10 18.187157 \n", " 10 17.890735 \n", " 10 17.856993 \n", " 10 17.947232 \n", " 10 17.661938 \n", " 10 18.166047 \n", " 10 17.906699 \n", " 10 18.136433 \n", " 2 2 True 600 1024 10 21.331977 \n", " 10 22.205243 \n", " 10 22.556570 \n", " 10 21.681144 \n", " 10 21.953500 \n", " 10 21.282295 \n", " 10 21.715999 \n", " 10 21.653329 \n", " 10 21.685740 \n", " 10 21.975642 \n", " 4 2 True 600 1024 10 23.671323 \n", " 10 24.453910 \n", " 10 24.499725 \n", " 10 24.303007 \n", " 10 24.247440 \n", " 10 24.366717 \n", " 10 24.121311 \n", " 10 24.264378 \n", " 10 24.217584 \n", " 10 24.309592 \n", " 8 2 True 600 1024 10 25.155812 \n", " 10 25.961157 \n", " 10 25.765259 \n", " 10 25.533183 \n", " 10 25.083525 \n", " 10 26.215690 \n", " 10 24.136615 \n", " 10 25.839187 \n", " 10 25.376557 \n", " 10 25.413209 \n", " 16 2 True 600 1024 10 24.577518 \n", " 10 25.484130 \n", " 10 25.402281 \n", " 10 25.397292 \n", " 10 25.350627 \n", " 10 25.673659 \n", " 10 25.323058 \n", " 10 25.715884 \n", " 10 25.261461 \n", " 10 25.589750 \n", " 32 2 True 600 1024 10 25.458072 \n", " 10 25.299764 \n", " 10 25.604283 \n", " 10 25.667001 \n", " 10 25.410101 \n", " 10 25.206263 \n", " 10 25.566489 \n", " 10 25.532818 \n", " 10 25.389638 \n", " 10 25.302254 \n", " tensorrt-dynamic 1 2 True 600 1024 10 19.471711 \n", " 10 19.488358 \n", " 10 19.741153 \n", " 10 20.174040 \n", " 10 19.717859 \n", " 10 19.789120 \n", " 10 19.347849 \n", " 10 19.634232 \n", " 10 20.592616 \n", " 10 19.604223 \n", " 2 2 True 600 1024 10 24.902283 \n", " 10 25.927977 \n", " 10 26.110610 \n", " 10 24.664977 \n", " 10 25.611802 \n", " 10 25.324558 \n", " 10 25.166000 \n", " 10 26.793816 \n", " 10 25.743851 \n", " 10 25.975426 \n", " 4 2 True 600 1024 10 27.345878 \n", " 10 26.674027 \n", " 10 26.936552 \n", " 10 27.555808 \n", " 10 27.355153 \n", " 10 27.546443 \n", " 10 27.583625 \n", " 10 27.066007 \n", " 10 26.869900 \n", " 10 27.119075 \n", " 8 2 True 600 1024 10 28.623931 \n", " 10 28.367541 \n", " 10 27.900761 \n", " 10 28.437188 \n", " 10 28.814652 \n", " 10 28.359725 \n", " 10 28.682311 \n", " 10 28.899303 \n", " 10 28.408875 \n", " 10 29.035769 \n", " 16 2 True 600 1024 10 29.717633 \n", " 10 29.310185 \n", " 10 29.064026 \n", " 10 29.366414 \n", " 10 29.439665 \n", " 10 29.161981 \n", " 10 29.290625 \n", " 10 29.781423 \n", " 10 29.434706 \n", " 10 29.232406 \n", "rcnn-nas-lowproposals cpu 1 2 True 1200 1200 10 0.422802 \n", " 10 0.424297 \n", " 10 0.425269 \n", " 10 0.424194 \n", " 10 0.422270 \n", " 10 0.422163 \n", " 10 0.425744 \n", " 10 0.425861 \n", " 10 0.424353 \n", " 10 0.418898 \n", " 2 2 True 1200 1200 10 0.426305 \n", " 10 0.428993 \n", " 10 0.424239 \n", " 10 0.424178 \n", " 10 0.425631 \n", " 10 0.425474 \n", " 10 0.426202 \n", " 10 0.422632 \n", " 10 0.423764 \n", " 10 0.426602 \n", " 4 2 True 1200 1200 10 0.413391 \n", " 10 0.383810 \n", " 10 0.410710 \n", " 10 0.408973 \n", " 10 0.404520 \n", " 10 0.407546 \n", " 10 0.407012 \n", " 10 0.414891 \n", " 10 0.403977 \n", " 10 0.410397 \n", " 8 2 True 1200 1200 10 0.409692 \n", " 10 0.408224 \n", " 10 0.409923 \n", " 10 0.410774 \n", " 10 0.410323 \n", " 10 0.408022 \n", " 10 0.407304 \n", " 10 0.408581 \n", " 10 0.406530 \n", " 10 0.410899 \n", " 16 2 True 1200 1200 10 0.347720 \n", " 10 0.345282 \n", " 10 0.341455 \n", " 10 0.344686 \n", " 10 0.337652 \n", " 10 0.338795 \n", " 10 0.340214 \n", " 10 0.337539 \n", " 10 0.336814 \n", " 10 0.338992 \n", " 32 2 True 1200 1200 10 0.342457 \n", " 10 0.345298 \n", " 10 0.347817 \n", " 10 0.343870 \n", " 10 0.346743 \n", " 10 0.348021 \n", " 10 0.352098 \n", " 10 0.351400 \n", " 10 0.349093 \n", " 10 0.347885 \n", " cpu-prebuilt 1 2 True 1200 1200 10 0.412067 \n", " 10 0.415427 \n", " 10 0.412061 \n", " 10 0.412336 \n", " 10 0.411725 \n", " 10 0.410960 \n", " 10 0.411715 \n", " 10 0.412013 \n", " 10 0.410353 \n", " 10 0.417485 \n", " 2 2 True 1200 1200 10 0.411213 \n", " 10 0.414424 \n", " 10 0.412171 \n", " 10 0.413062 \n", " 10 0.415174 \n", " 10 0.408385 \n", " 10 0.410635 \n", " 10 0.412063 \n", " 10 0.413065 \n", " 10 0.412055 \n", " 4 2 True 1200 1200 10 0.408507 \n", " 10 0.407047 \n", " 10 0.406182 \n", " 10 0.406351 \n", " 10 0.406853 \n", " 10 0.407891 \n", " 10 0.407127 \n", " 10 0.407628 \n", " 10 0.403611 \n", " 10 0.406113 \n", " 8 2 True 1200 1200 10 0.400541 \n", " 10 0.401684 \n", " 10 0.401358 \n", " 10 0.401129 \n", " 10 0.402803 \n", " 10 0.401491 \n", " 10 0.402963 \n", " 10 0.402671 \n", " 10 0.401592 \n", " 10 0.402486 \n", " 16 2 True 1200 1200 10 0.387576 \n", " 10 0.387670 \n", " 10 0.388693 \n", " 10 0.387914 \n", " 10 0.387272 \n", " 10 0.384598 \n", " 10 0.386767 \n", " 10 0.384615 \n", " 10 0.383358 \n", " 10 0.384187 \n", " 32 2 True 1200 1200 10 0.354244 \n", " 10 0.355216 \n", " 10 0.358326 \n", " 10 0.356251 \n", " 10 0.356326 \n", " 10 0.359503 \n", " 10 0.357065 \n", " 10 0.356330 \n", " 10 0.357374 \n", " 10 0.356896 \n", " cuda 1 2 True 1200 1200 10 2.771166 \n", " 10 2.759923 \n", " 10 2.752753 \n", " 10 2.785760 \n", " 10 2.765374 \n", " 10 2.764355 \n", " 10 2.773869 \n", " 10 2.807295 \n", " 10 2.758403 \n", " 10 2.801866 \n", " 2 2 True 1200 1200 10 2.901275 \n", " 10 2.911759 \n", " 10 2.884723 \n", " 10 2.882487 \n", " 10 2.905655 \n", " 10 2.911228 \n", " 10 2.887740 \n", " 10 2.883306 \n", " 10 2.882180 \n", " 10 2.902249 \n", " 4 2 True 1200 1200 10 2.939045 \n", " 10 2.939430 \n", " 10 2.935078 \n", " 10 2.928367 \n", " 10 2.941871 \n", " 10 2.929240 \n", " 10 2.920138 \n", " 10 2.933626 \n", " 10 2.939078 \n", " 10 2.945699 \n", " 8 2 True 1200 1200 10 2.921746 \n", " 10 2.922858 \n", " 10 2.920415 \n", " 10 2.916166 \n", " 10 2.910517 \n", " 10 2.913586 \n", " 10 2.917625 \n", " 10 2.910468 \n", " 10 2.913056 \n", " 10 2.912372 \n", " tensorrt 1 2 True 1200 1200 10 2.767666 \n", " 10 2.871997 \n", " 10 2.852808 \n", " 10 2.865664 \n", " 10 2.841985 \n", " 10 2.849151 \n", " 10 2.840501 \n", " 10 2.771097 \n", " 10 2.866138 \n", " 10 2.777872 \n", " 2 2 True 1200 1200 10 2.948138 \n", " 10 2.975112 \n", " 10 2.972867 \n", " 10 2.973682 \n", " 10 2.860864 \n", " 10 2.978943 \n", " 10 2.943017 \n", " 10 2.971424 \n", " 10 2.960844 \n", " 10 2.971701 \n", " 4 2 True 1200 1200 10 3.017677 \n", " 10 3.012794 \n", " 10 3.015492 \n", " 10 3.023033 \n", " 10 3.023469 \n", " 10 3.007373 \n", " 10 3.020975 \n", " 10 3.027055 \n", " 10 3.018988 \n", " 10 3.024568 \n", " 8 2 True 1200 1200 10 2.998040 \n", " 10 2.996960 \n", " 10 3.003266 \n", " 10 3.007223 \n", " 10 3.001819 \n", " 10 3.000991 \n", " 10 2.998712 \n", " 10 2.995689 \n", " 10 2.997357 \n", " 10 3.008561 \n", " tensorrt-dynamic 1 2 True 1200 1200 10 3.057757 \n", " 10 3.068450 \n", " 10 3.051777 \n", " 10 3.059780 \n", " 10 3.068549 \n", " 10 3.036279 \n", " 10 3.043676 \n", " 10 3.084932 \n", " 10 3.051861 \n", " 10 3.078246 \n", "rcnn-resnet101-lowproposals cpu 1 2 True 600 1024 10 2.304830 \n", " 10 2.335542 \n", " 10 2.323291 \n", " 10 2.341737 \n", " 10 2.303445 \n", " 10 2.316462 \n", " 10 2.332635 \n", " 10 2.316138 \n", " 10 2.324732 \n", " 10 2.319349 \n", " 2 2 True 600 1024 10 2.392571 \n", " 10 2.369553 \n", " 10 2.366152 \n", " 10 2.352325 \n", " 10 2.344138 \n", " 10 2.397723 \n", " 10 2.392005 \n", " 10 2.382561 \n", " 10 2.381802 \n", " 10 2.372068 \n", " 4 2 True 600 1024 10 2.336892 \n", " 10 2.344501 \n", " 10 2.330032 \n", " 10 2.305983 \n", " 10 2.348180 \n", " 10 2.359492 \n", " 10 2.324034 \n", " 10 2.340035 \n", " 10 2.323268 \n", " 10 2.336914 \n", " 8 2 True 600 1024 10 2.339513 \n", " 10 2.308595 \n", " 10 2.324493 \n", " 10 2.322419 \n", " 10 2.316868 \n", " 10 2.338430 \n", " 10 2.321023 \n", " 10 2.335022 \n", " 10 2.337814 \n", " 10 2.333129 \n", " 16 2 True 600 1024 10 2.342415 \n", " 10 2.329757 \n", " 10 2.347167 \n", " 10 2.340523 \n", " 10 2.333166 \n", " 10 2.330831 \n", " 10 2.330327 \n", " 10 2.342290 \n", " 10 2.335471 \n", " 10 2.338979 \n", " 32 2 True 600 1024 10 2.346851 \n", " 10 2.346771 \n", " 10 2.345309 \n", " 10 2.349178 \n", " 10 2.347325 \n", " 10 2.346566 \n", " 10 2.345271 \n", " 10 2.343750 \n", " 10 2.343750 \n", " 10 2.343544 \n", " cpu-prebuilt 1 2 True 600 1024 10 2.325807 \n", " 10 2.270778 \n", " 10 2.315289 \n", " 10 2.325723 \n", " 10 2.334878 \n", " 10 2.328097 \n", " 10 2.295947 \n", " 10 2.317605 \n", " 10 2.306634 \n", " 10 2.310858 \n", " 2 2 True 600 1024 10 2.330590 \n", " 10 2.329304 \n", " 10 2.340682 \n", " 10 2.328938 \n", " 10 2.329753 \n", " 10 2.340722 \n", " 10 2.347164 \n", " 10 2.315344 \n", " 10 2.345038 \n", " 10 2.328573 \n", " 4 2 True 600 1024 10 2.318044 \n", " 10 2.317155 \n", " 10 2.318512 \n", " 10 2.347870 \n", " 10 2.331571 \n", " 10 2.334888 \n", " 10 2.318316 \n", " 10 2.293173 \n", " 10 2.300733 \n", " 10 2.307829 \n", " 8 2 True 600 1024 10 2.308230 \n", " 10 2.322982 \n", " 10 2.313316 \n", " 10 2.311795 \n", " 10 2.318583 \n", " 10 2.302579 \n", " 10 2.323247 \n", " 10 2.303336 \n", " 10 2.321016 \n", " 10 2.304421 \n", " 16 2 True 600 1024 10 2.319178 \n", " 10 2.329284 \n", " 10 2.322164 \n", " 10 2.320084 \n", " 10 2.308925 \n", " 10 2.321651 \n", " 10 2.327525 \n", " 10 2.325310 \n", " 10 2.326018 \n", " 10 2.316092 \n", " 32 2 True 600 1024 10 2.324147 \n", " 10 2.330996 \n", " 10 2.324931 \n", " 10 2.326243 \n", " 10 2.330322 \n", " 10 2.330357 \n", " 10 2.328126 \n", " 10 2.323454 \n", " 10 2.327724 \n", " 10 2.329613 \n", " cuda 1 2 True 600 1024 10 12.406357 \n", " 10 12.251652 \n", " 10 12.455653 \n", " 10 12.595318 \n", " 10 12.471096 \n", " 10 12.331328 \n", " 10 12.367471 \n", " 10 12.322235 \n", " 10 12.468353 \n", " 10 12.288948 \n", " 2 2 True 600 1024 10 13.884102 \n", " 10 13.846106 \n", " 10 13.656312 \n", " 10 14.140685 \n", " 10 13.914802 \n", " 10 13.854018 \n", " 10 13.765921 \n", " 10 13.737043 \n", " 10 13.927324 \n", " 10 13.958052 \n", " 4 2 True 600 1024 10 15.190190 \n", " 10 15.243838 \n", " 10 15.098110 \n", " 10 15.040275 \n", " 10 15.200375 \n", " 10 15.293446 \n", " 10 15.397154 \n", " 10 15.295468 \n", " 10 15.077933 \n", " 10 15.237096 \n", " 8 2 True 600 1024 10 15.461981 \n", " 10 15.051272 \n", " 10 15.583301 \n", " 10 15.675751 \n", " 10 15.192460 \n", " 10 15.368740 \n", " 10 15.472476 \n", " 10 15.579365 \n", " 10 15.561165 \n", " 10 15.482578 \n", " 16 2 True 600 1024 10 15.844891 \n", " 10 15.785117 \n", " 10 15.863543 \n", " 10 15.797339 \n", " 10 15.756247 \n", " 10 15.942631 \n", " 10 15.947454 \n", " 10 15.969829 \n", " 10 15.943665 \n", " 10 15.819410 \n", " 32 2 True 600 1024 10 15.984870 \n", " 10 15.851304 \n", " 10 15.823961 \n", " 10 15.931699 \n", " 10 15.918470 \n", " 10 15.942908 \n", " 10 15.861777 \n", " 10 15.835060 \n", " 10 15.901913 \n", " 10 15.919637 \n", " tensorrt 1 2 True 600 1024 10 12.214332 \n", " 10 12.332597 \n", " 10 12.442351 \n", " 10 12.087889 \n", " 10 12.321185 \n", " 10 12.515192 \n", " 10 12.355776 \n", " 10 12.368492 \n", " 10 12.350864 \n", " 10 12.578623 \n", " 2 2 True 600 1024 10 13.813024 \n", " 10 13.716603 \n", " 10 13.694680 \n", " 10 13.688133 \n", " 10 13.961142 \n", " 10 13.772498 \n", " 10 13.697386 \n", " 10 13.799504 \n", " 10 13.901105 \n", " 10 13.729849 \n", " 4 2 True 600 1024 10 14.887289 \n", " 10 14.901266 \n", " 10 14.920641 \n", " 10 15.179828 \n", " 10 14.912948 \n", " 10 15.140375 \n", " 10 14.804567 \n", " 10 14.981155 \n", " 10 15.026346 \n", " 10 15.227070 \n", " 8 2 True 600 1024 10 15.221861 \n", " 10 15.405163 \n", " 10 15.410370 \n", " 10 15.475930 \n", " 10 15.287969 \n", " 10 15.276213 \n", " 10 15.247918 \n", " 10 15.357240 \n", " 10 15.370338 \n", " 10 15.376417 \n", " 16 2 True 600 1024 10 15.976646 \n", " 10 15.857681 \n", " 10 15.944358 \n", " 10 15.798477 \n", " 10 15.984916 \n", " 10 15.886793 \n", " 10 15.834240 \n", " 10 15.821920 \n", " 10 15.796469 \n", " 10 15.686025 \n", " 32 2 True 600 1024 10 15.851167 \n", " 10 15.771455 \n", " 10 15.847697 \n", " 10 15.869457 \n", " 10 15.902235 \n", " 10 15.848666 \n", " 10 15.744702 \n", " 10 15.995883 \n", " 10 16.003934 \n", " 10 15.886509 \n", " tensorrt-dynamic 1 2 True 600 1024 10 16.734109 \n", " 10 15.540503 \n", " 10 17.016744 \n", " 10 15.905952 \n", " 10 16.617291 \n", " 10 15.995180 \n", " 10 16.785542 \n", " 10 16.232141 \n", " 10 16.406110 \n", " 10 16.690824 \n", " 2 2 True 600 1024 10 18.098985 \n", " 10 17.265093 \n", " 10 18.116848 \n", " 10 17.753818 \n", " 10 17.941206 \n", " 10 18.475157 \n", " 10 18.155195 \n", " 10 17.944161 \n", " 10 17.781290 \n", " 10 17.730702 \n", " 4 2 True 600 1024 10 18.789180 \n", " 10 19.372804 \n", " 10 18.962770 \n", " 10 19.544867 \n", " 10 19.132111 \n", " 10 19.420457 \n", " 10 19.240831 \n", " 10 19.024893 \n", " 10 19.546916 \n", " 10 19.574055 \n", " 8 2 True 600 1024 10 19.121426 \n", " 10 19.530715 \n", " 10 19.642082 \n", " 10 19.629661 \n", " 10 19.466289 \n", " 10 19.570128 \n", " 10 19.819616 \n", " 10 19.353596 \n", " 10 19.770418 \n", " 10 19.236000 \n", " 16 2 True 600 1024 10 19.764188 \n", " 10 19.618740 \n", " 10 19.746944 \n", " 10 19.659316 \n", " 10 19.586755 \n", " 10 19.455510 \n", " 10 19.421693 \n", " 10 19.557552 \n", " 10 19.560932 \n", " 10 19.611006 \n", "rcnn-resnet50-lowproposals cpu 1 2 True 600 1024 10 3.776142 \n", " 10 3.688364 \n", " 10 3.657459 \n", " 10 3.681368 \n", " 10 3.737363 \n", " 10 3.723914 \n", " 10 3.679088 \n", " 10 3.744985 \n", " 10 3.670180 \n", " 10 3.638788 \n", " 2 2 True 600 1024 10 3.829103 \n", " 10 3.719642 \n", " 10 3.827712 \n", " 10 3.872635 \n", " 10 3.844418 \n", " 10 3.838114 \n", " 10 3.844719 \n", " 10 3.889469 \n", " 10 3.845763 \n", " 10 3.876064 \n", " 4 2 True 600 1024 10 3.947951 \n", " 10 3.891619 \n", " 10 3.894700 \n", " 10 3.903964 \n", " 10 3.934027 \n", " 10 3.935468 \n", " 10 3.906316 \n", " 10 3.908063 \n", " 10 3.870694 \n", " 10 3.939330 \n", " 8 2 True 600 1024 10 3.859469 \n", " 10 3.840609 \n", " 10 3.866028 \n", " 10 3.824838 \n", " 10 3.865737 \n", " 10 3.853725 \n", " 10 3.878279 \n", " 10 3.836441 \n", " 10 3.868346 \n", " 10 3.881968 \n", " 16 2 True 600 1024 10 3.866765 \n", " 10 3.869823 \n", " 10 3.884349 \n", " 10 3.876037 \n", " 10 3.850778 \n", " 10 3.880620 \n", " 10 3.877476 \n", " 10 3.866697 \n", " 10 3.868957 \n", " 10 3.876812 \n", " 32 2 True 600 1024 10 3.892849 \n", " 10 3.903304 \n", " 10 3.878720 \n", " 10 3.887547 \n", " 10 3.901603 \n", " 10 3.885975 \n", " 10 3.880982 \n", " 10 3.888605 \n", " 10 3.894709 \n", " 10 3.861509 \n", " cpu-prebuilt 1 2 True 600 1024 10 3.571742 \n", " 10 3.650224 \n", " 10 3.613571 \n", " 10 3.677456 \n", " 10 3.490724 \n", " 10 3.660782 \n", " 10 3.549237 \n", " 10 3.651088 \n", " 10 3.597361 \n", " 10 3.706443 \n", " 2 2 True 600 1024 10 3.783168 \n", " 10 3.735273 \n", " 10 3.812983 \n", " 10 3.779005 \n", " 10 3.778412 \n", " 10 3.742069 \n", " 10 3.686432 \n", " 10 3.810065 \n", " 10 3.810388 \n", " 10 3.842094 \n", " 4 2 True 600 1024 10 3.818147 \n", " 10 3.838781 \n", " 10 3.873019 \n", " 10 3.875109 \n", " 10 3.880915 \n", " 10 3.847162 \n", " 10 3.842808 \n", " 10 3.842139 \n", " 10 3.834420 \n", " 10 3.835751 \n", " 8 2 True 600 1024 10 3.845960 \n", " 10 3.823265 \n", " 10 3.834839 \n", " 10 3.820514 \n", " 10 3.827530 \n", " 10 3.720410 \n", " 10 3.846771 \n", " 10 3.814516 \n", " 10 3.834496 \n", " 10 3.811435 \n", " 16 2 True 600 1024 10 3.854812 \n", " 10 3.837959 \n", " 10 3.841213 \n", " 10 3.826297 \n", " 10 3.810786 \n", " 10 3.844609 \n", " 10 3.832436 \n", " 10 3.813556 \n", " 10 3.830241 \n", " 10 3.813589 \n", " 32 2 True 600 1024 10 3.864463 \n", " 10 3.848046 \n", " 10 3.843316 \n", " 10 3.847767 \n", " 10 3.839370 \n", " 10 3.838207 \n", " 10 3.844068 \n", " 10 3.852871 \n", " 10 3.843005 \n", " 10 3.830920 \n", " cuda 1 2 True 600 1024 10 16.084366 \n", " 10 15.767586 \n", " 10 16.132559 \n", " 10 15.805613 \n", " 10 16.114708 \n", " 10 16.276486 \n", " 10 15.995302 \n", " 10 15.939197 \n", " 10 16.222410 \n", " 10 16.040508 \n", " 2 2 True 600 1024 10 18.869419 \n", " 10 18.601131 \n", " 10 18.757439 \n", " 10 19.118986 \n", " 10 18.425405 \n", " 10 18.737412 \n", " 10 19.089531 \n", " 10 18.854364 \n", " 10 19.140580 \n", " 10 18.818411 \n", " 4 2 True 600 1024 10 20.235260 \n", " 10 20.737907 \n", " 10 20.664268 \n", " 10 20.443440 \n", " 10 20.673919 \n", " 10 20.722769 \n", " 10 20.617720 \n", " 10 20.751708 \n", " 10 20.672900 \n", " 10 20.251308 \n", " 8 2 True 600 1024 10 21.168346 \n", " 10 20.942423 \n", " 10 20.961485 \n", " 10 21.078944 \n", " 10 21.030300 \n", " 10 21.013560 \n", " 10 20.729477 \n", " 10 20.900406 \n", " 10 21.157708 \n", " 10 21.093294 \n", " 16 2 True 600 1024 10 21.285771 \n", " 10 21.814649 \n", " 10 21.272560 \n", " 10 21.355689 \n", " 10 21.516113 \n", " 10 21.321133 \n", " 10 21.605507 \n", " 10 21.552654 \n", " 10 21.325659 \n", " 10 21.816472 \n", " 32 2 True 600 1024 10 21.648104 \n", " 10 21.612583 \n", " 10 21.579898 \n", " 10 21.113880 \n", " 10 21.264138 \n", " 10 21.639975 \n", " 10 21.754156 \n", " 10 21.594380 \n", " 10 21.437587 \n", " 10 21.671702 \n", " tensorrt 1 2 True 600 1024 10 15.691373 \n", " 10 16.066745 \n", " 10 16.237734 \n", " 10 15.890946 \n", " 10 16.168193 \n", " 10 16.050697 \n", " 10 15.662310 \n", " 10 15.738181 \n", " 10 15.890404 \n", " 10 16.007144 \n", " 2 2 True 600 1024 10 18.722816 \n", " 10 18.369201 \n", " 10 18.643340 \n", " 10 18.347425 \n", " 10 18.914263 \n", " 10 18.418932 \n", " 10 18.046460 \n", " 10 18.879697 \n", " 10 19.006444 \n", " 10 18.303110 \n", " 4 2 True 600 1024 10 20.535098 \n", " 10 20.871364 \n", " 10 19.893728 \n", " 10 20.228770 \n", " 10 20.390196 \n", " 10 19.897644 \n", " 10 20.963004 \n", " 10 20.416796 \n", " 10 20.272229 \n", " 10 20.624741 \n", " 8 2 True 600 1024 10 20.523932 \n", " 10 20.800436 \n", " 10 20.801120 \n", " 10 20.381575 \n", " 10 20.680889 \n", " 10 20.674594 \n", " 10 20.751785 \n", " 10 20.668252 \n", " 10 20.842673 \n", " 10 20.686052 \n", " 16 2 True 600 1024 10 21.451991 \n", " 10 21.320795 \n", " 10 21.426163 \n", " 10 21.325700 \n", " 10 21.600778 \n", " 10 21.403223 \n", " 10 21.221657 \n", " 10 21.808517 \n", " 10 21.472631 \n", " 10 21.514844 \n", " 32 2 True 600 1024 10 21.399831 \n", " 10 21.077047 \n", " 10 21.434564 \n", " 10 21.054068 \n", " 10 21.407391 \n", " 10 21.667721 \n", " 10 21.553353 \n", " 10 21.426570 \n", " 10 21.373267 \n", " 10 21.835027 \n", " tensorrt-dynamic 1 2 True 600 1024 10 19.547941 \n", " 10 19.277509 \n", " 10 19.510115 \n", " 10 19.058867 \n", " 10 19.540564 \n", " 10 19.310525 \n", " 10 19.149625 \n", " 10 19.451754 \n", " 10 20.320059 \n", " 10 19.664979 \n", " 2 2 True 600 1024 10 22.949729 \n", " 10 23.307969 \n", " 10 22.395421 \n", " 10 22.153697 \n", " 10 22.028213 \n", " 10 22.668666 \n", " 10 22.913997 \n", " 10 23.252020 \n", " 10 23.347671 \n", " 10 22.761730 \n", " 4 2 True 600 1024 10 24.980928 \n", " 10 24.315863 \n", " 10 24.481564 \n", " 10 24.314594 \n", " 10 24.006926 \n", " 10 23.840958 \n", " 10 24.729655 \n", " 10 23.922443 \n", " 10 25.000061 \n", " 10 24.427135 \n", " 8 2 True 600 1024 10 25.554476 \n", " 10 25.588033 \n", " 10 25.195574 \n", " 10 25.130810 \n", " 10 25.078032 \n", " 10 25.040546 \n", " 10 25.259359 \n", " 10 24.842162 \n", " 10 25.477580 \n", " 10 25.006116 \n", " 16 2 True 600 1024 10 25.089114 \n", " 10 25.180514 \n", " 10 25.322160 \n", " 10 25.077367 \n", " 10 25.038762 \n", " 10 25.090333 \n", " 10 25.516960 \n", " 10 25.400204 \n", " 10 25.372432 \n", " 10 25.307674 \n", "ssd-inception-v2 cpu 1 2 True 300 300 10 26.572632 \n", " 10 25.716150 \n", " 10 26.590658 \n", " 10 26.577347 \n", " 10 23.907342 \n", " 10 26.816429 \n", " 10 26.684888 \n", " 10 25.423568 \n", " 10 25.973013 \n", " 10 26.749388 \n", " 2 2 True 300 300 10 32.043027 \n", " 10 31.326843 \n", " 10 32.727602 \n", " 10 31.137768 \n", " 10 31.417301 \n", " 10 31.583139 \n", " 10 32.600540 \n", " 10 31.778762 \n", " 10 32.721602 \n", " 10 31.767570 \n", " 4 2 True 300 300 10 34.712152 \n", " 10 35.080577 \n", " 10 36.187273 \n", " 10 34.302220 \n", " 10 34.690117 \n", " 10 33.377930 \n", " 10 34.564902 \n", " 10 35.557907 \n", " 10 35.066060 \n", " 10 34.662022 \n", " 8 2 True 300 300 10 37.562291 \n", " 10 37.033181 \n", " 10 37.049783 \n", " 10 37.758629 \n", " 10 37.212164 \n", " 10 37.178190 \n", " 10 37.115846 \n", " 10 37.672318 \n", " 10 37.186307 \n", " 10 37.773038 \n", " 16 2 True 300 300 10 38.760825 \n", " 10 38.587141 \n", " 10 37.776908 \n", " 10 38.882073 \n", " 10 38.437735 \n", " 10 37.957524 \n", " 10 38.986408 \n", " 10 37.696145 \n", " 10 37.715064 \n", " 10 37.829549 \n", " 32 2 True 300 300 10 41.369771 \n", " 10 41.823907 \n", " 10 41.438539 \n", " 10 41.317048 \n", " 10 41.612971 \n", " 10 41.997414 \n", " 10 41.327073 \n", " 10 40.745813 \n", " 10 41.205146 \n", " 10 40.993315 \n", " cpu-prebuilt 1 2 True 300 300 10 25.310193 \n", " 10 26.275655 \n", " 10 26.514176 \n", " 10 26.516020 \n", " 10 26.118577 \n", " 10 27.215064 \n", " 10 24.788738 \n", " 10 26.974057 \n", " 10 25.825564 \n", " 10 27.613726 \n", " 2 2 True 300 300 10 32.721091 \n", " 10 31.530668 \n", " 10 32.665919 \n", " 10 31.888452 \n", " 10 31.761195 \n", " 10 32.031525 \n", " 10 33.484917 \n", " 10 31.882877 \n", " 10 32.539461 \n", " 10 32.463151 \n", " 4 2 True 300 300 10 36.524136 \n", " 10 34.525851 \n", " 10 34.211428 \n", " 10 35.736275 \n", " 10 35.382728 \n", " 10 35.067306 \n", " 10 35.571552 \n", " 10 34.884363 \n", " 10 36.474825 \n", " 10 34.980591 \n", " 8 2 True 300 300 10 38.185275 \n", " 10 37.877078 \n", " 10 37.318362 \n", " 10 38.653840 \n", " 10 37.473358 \n", " 10 37.138070 \n", " 10 37.649619 \n", " 10 37.893846 \n", " 10 37.623319 \n", " 10 37.729631 \n", " 16 2 True 300 300 10 38.612606 \n", " 10 38.210822 \n", " 10 37.996466 \n", " 10 38.168986 \n", " 10 38.205188 \n", " 10 39.245455 \n", " 10 38.218634 \n", " 10 37.764514 \n", " 10 38.970583 \n", " 10 37.874491 \n", " 32 2 True 300 300 10 41.838131 \n", " 10 41.999227 \n", " 10 41.301829 \n", " 10 41.721473 \n", " 10 41.430263 \n", " 10 41.507189 \n", " 10 41.930330 \n", " 10 41.525321 \n", " 10 41.925196 \n", " 10 41.331082 \n", " cuda 1 2 True 300 300 10 28.109696 \n", " 10 29.774500 \n", " 10 27.870426 \n", " 10 27.885435 \n", " 10 27.480387 \n", " 10 27.832513 \n", " 10 27.539389 \n", " 10 28.420545 \n", " 10 27.704925 \n", " 10 28.175408 \n", " 2 2 True 300 300 10 38.258201 \n", " 10 38.212889 \n", " 10 35.699091 \n", " 10 36.653724 \n", " 10 37.787203 \n", " 10 37.740282 \n", " 10 37.583874 \n", " 10 37.682979 \n", " 10 37.053792 \n", " 10 36.546732 \n", " 4 2 True 300 300 10 45.336475 \n", " 10 44.779843 \n", " 10 45.576637 \n", " 10 44.983955 \n", " 10 43.230665 \n", " 10 42.922093 \n", " 10 46.138532 \n", " 10 44.891515 \n", " 10 46.558759 \n", " 10 43.252844 \n", " 8 2 True 300 300 10 48.758858 \n", " 10 47.543417 \n", " 10 48.377209 \n", " 10 46.740548 \n", " 10 48.735205 \n", " 10 48.517108 \n", " 10 47.390588 \n", " 10 49.090206 \n", " 10 48.310482 \n", " 10 47.784858 \n", " 16 2 True 300 300 10 49.848775 \n", " 10 48.719283 \n", " 10 50.066969 \n", " 10 48.540656 \n", " 10 51.361248 \n", " 10 49.087728 \n", " 10 50.312001 \n", " 10 48.251675 \n", " 10 48.084928 \n", " 10 51.159407 \n", " 32 2 True 300 300 10 49.659819 \n", " 10 53.331901 \n", " 10 53.744168 \n", " 10 50.400741 \n", " 10 52.747946 \n", " 10 51.363214 \n", " 10 53.496259 \n", " 10 52.518142 \n", " 10 51.895814 \n", " 10 53.257749 \n", " tensorrt 1 2 True 300 300 10 27.321608 \n", " 10 28.862141 \n", " 10 28.424782 \n", " 10 27.456282 \n", " 10 27.313602 \n", " 10 28.126850 \n", " 10 27.824573 \n", " 10 28.169921 \n", " 10 26.829809 \n", " 10 28.702160 \n", " 2 2 True 300 300 10 36.985829 \n", " 10 36.670869 \n", " 10 38.436832 \n", " 10 35.066060 \n", " 10 37.074426 \n", " 10 37.581685 \n", " 10 37.255051 \n", " 10 35.951383 \n", " 10 37.446134 \n", " 10 36.652603 \n", " 4 2 True 300 300 10 44.146386 \n", " 10 44.761683 \n", " 10 43.392681 \n", " 10 44.693715 \n", " 10 42.553577 \n", " 10 42.821742 \n", " 10 46.288487 \n", " 10 44.280263 \n", " 10 44.176260 \n", " 10 44.379356 \n", " 8 2 True 300 300 10 48.026221 \n", " 10 46.435372 \n", " 10 48.929357 \n", " 10 47.240668 \n", " 10 48.485700 \n", " 10 47.835064 \n", " 10 48.050636 \n", " 10 47.129924 \n", " 10 47.452246 \n", " 10 47.338171 \n", " 16 2 True 300 300 10 49.736907 \n", " 10 49.476083 \n", " 10 50.439437 \n", " 10 47.691438 \n", " 10 49.773685 \n", " 10 51.694456 \n", " 10 48.661065 \n", " 10 47.635446 \n", " 10 50.336757 \n", " 10 49.976701 \n", " 32 2 True 300 300 10 51.145702 \n", " 10 51.043740 \n", " 10 51.182974 \n", " 10 50.527391 \n", " 10 51.528362 \n", " 10 51.621468 \n", " 10 52.143376 \n", " 10 51.260305 \n", " 10 53.134703 \n", " 10 52.980898 \n", " tensorrt-dynamic 1 2 True 300 300 10 31.003467 \n", " 10 31.812144 \n", " 10 31.259486 \n", " 10 32.676353 \n", " 10 32.167128 \n", " 10 32.307368 \n", " 10 32.150361 \n", " 10 31.519294 \n", " 10 34.118895 \n", " 10 33.977382 \n", " 2 2 True 300 300 10 38.949390 \n", " 10 39.330880 \n", " 10 38.165079 \n", " 10 37.756759 \n", " 10 38.691949 \n", " 10 37.549050 \n", " 10 39.299740 \n", " 10 38.597949 \n", " 10 40.288589 \n", " 10 37.713304 \n", " 4 2 True 300 300 10 46.616974 \n", " 10 45.601661 \n", " 10 45.557207 \n", " 10 44.636282 \n", " 10 43.675881 \n", " 10 45.446635 \n", " 10 45.990554 \n", " 10 46.355248 \n", " 10 44.395327 \n", " 10 45.889164 \n", " 8 2 True 300 300 10 49.487904 \n", " 10 48.825906 \n", " 10 50.300009 \n", " 10 50.178603 \n", " 10 46.904872 \n", " 10 49.049518 \n", " 10 50.392320 \n", " 10 47.459293 \n", " 10 49.403747 \n", " 10 47.675954 \n", " 16 2 True 300 300 10 52.676255 \n", " 10 52.344231 \n", " 10 52.629326 \n", " 10 52.352235 \n", " 10 52.005322 \n", " 10 50.304760 \n", " 10 51.827640 \n", " 10 49.720029 \n", " 10 51.525256 \n", " 10 51.635946 \n", " 32 2 True 300 300 10 51.582584 \n", " 10 52.750102 \n", " 10 53.658631 \n", " 10 52.206575 \n", " 10 53.958676 \n", " 10 52.312486 \n", " 10 53.036880 \n", " 10 52.403929 \n", " 10 53.319994 \n", " 10 50.975810 \n", "ssd-mobilenet-v1-fpn cpu 1 2 True 640 640 10 4.166774 \n", " 10 4.111962 \n", " 10 4.142085 \n", " 10 4.182889 \n", " 10 4.218243 \n", " 10 4.183807 \n", " 10 4.162032 \n", " 10 4.249527 \n", " 10 4.177964 \n", " 10 4.193914 \n", " 2 2 True 640 640 10 4.154407 \n", " 10 4.097705 \n", " 10 4.065540 \n", " 10 4.187782 \n", " 10 4.133901 \n", " 10 4.162819 \n", " 10 4.194730 \n", " 10 4.155825 \n", " 10 4.182516 \n", " 10 4.185278 \n", " 4 2 True 640 640 10 4.094902 \n", " 10 4.117809 \n", " 10 4.127013 \n", " 10 4.094468 \n", " 10 4.099731 \n", " 10 4.118635 \n", " 10 4.048905 \n", " 10 4.189854 \n", " 10 4.120459 \n", " 10 4.099926 \n", " 8 2 True 640 640 10 3.939119 \n", " 10 3.949129 \n", " 10 3.952765 \n", " 10 3.982086 \n", " 10 3.979674 \n", " 10 3.939259 \n", " 10 3.953561 \n", " 10 3.965071 \n", " 10 3.946019 \n", " 10 3.960012 \n", " 16 2 True 640 640 10 3.885555 \n", " 10 3.900976 \n", " 10 3.914565 \n", " 10 3.918962 \n", " 10 3.882112 \n", " 10 3.910913 \n", " 10 3.920508 \n", " 10 3.923843 \n", " 10 3.905189 \n", " 10 3.905582 \n", " 32 2 True 640 640 10 3.897739 \n", " 10 3.890113 \n", " 10 3.886433 \n", " 10 3.887184 \n", " 10 3.891006 \n", " 10 3.889437 \n", " 10 3.881790 \n", " 10 3.886426 \n", " 10 3.886651 \n", " 10 3.895844 \n", " cpu-prebuilt 1 2 True 640 640 10 4.172486 \n", " 10 4.087677 \n", " 10 4.130065 \n", " 10 4.108261 \n", " 10 4.124635 \n", " 10 4.091377 \n", " 10 4.072824 \n", " 10 4.075099 \n", " 10 4.056446 \n", " 10 4.157077 \n", " 2 2 True 640 640 10 4.089441 \n", " 10 4.068966 \n", " 10 4.014391 \n", " 10 4.159423 \n", " 10 4.048118 \n", " 10 4.084958 \n", " 10 4.095344 \n", " 10 4.120690 \n", " 10 4.147510 \n", " 10 4.118610 \n", " 4 2 True 640 640 10 4.101861 \n", " 10 4.047837 \n", " 10 4.013608 \n", " 10 4.050227 \n", " 10 4.122979 \n", " 10 4.090524 \n", " 10 4.065780 \n", " 10 4.017075 \n", " 10 4.034593 \n", " 10 4.059147 \n", " 8 2 True 640 640 10 3.922392 \n", " 10 3.914174 \n", " 10 3.930945 \n", " 10 3.898218 \n", " 10 3.938811 \n", " 10 3.928303 \n", " 10 3.951163 \n", " 10 3.932486 \n", " 10 3.892489 \n", " 10 3.867488 \n", " 16 2 True 640 640 10 3.854445 \n", " 10 3.855517 \n", " 10 3.869401 \n", " 10 3.873543 \n", " 10 3.879507 \n", " 10 3.869912 \n", " 10 3.873590 \n", " 10 3.872074 \n", " 10 3.856121 \n", " 10 3.878208 \n", " 32 2 True 640 640 10 3.864554 \n", " 10 3.855414 \n", " 10 3.850972 \n", " 10 3.867050 \n", " 10 3.855459 \n", " 10 3.839192 \n", " 10 3.864190 \n", " 10 3.854052 \n", " 10 3.845433 \n", " 10 3.859637 \n", " cuda 1 2 True 640 640 10 19.573027 \n", " 10 19.350080 \n", " 10 19.189576 \n", " 10 19.237015 \n", " 10 19.720825 \n", " 10 18.962877 \n", " 10 18.795895 \n", " 10 19.962610 \n", " 10 18.800192 \n", " 10 19.563624 \n", " 2 2 True 640 640 10 21.948273 \n", " 10 22.139722 \n", " 10 22.356327 \n", " 10 22.583168 \n", " 10 22.491797 \n", " 10 22.584931 \n", " 10 22.455852 \n", " 10 21.845675 \n", " 10 22.369383 \n", " 10 22.693871 \n", " 4 2 True 640 640 10 24.841187 \n", " 10 24.960672 \n", " 10 24.869909 \n", " 10 24.831076 \n", " 10 25.481373 \n", " 10 24.773730 \n", " 10 24.993618 \n", " 10 25.702873 \n", " 10 25.486986 \n", " 10 24.908494 \n", " 8 2 True 640 640 10 25.328554 \n", " 10 24.961025 \n", " 10 25.891824 \n", " 10 24.953284 \n", " 10 26.049211 \n", " 10 25.514098 \n", " 10 25.208824 \n", " 10 25.849120 \n", " 10 25.196898 \n", " 10 25.084481 \n", " 16 2 True 640 640 10 26.573337 \n", " 10 26.623159 \n", " 10 27.052281 \n", " 10 27.121224 \n", " 10 26.488891 \n", " 10 26.545493 \n", " 10 26.711612 \n", " 10 26.795325 \n", " 10 26.468143 \n", " 10 26.731327 \n", " 32 2 True 640 640 10 26.939688 \n", " 10 27.054648 \n", " 10 27.190304 \n", " 10 27.137109 \n", " 10 26.749159 \n", " 10 26.429376 \n", " 10 26.825701 \n", " 10 26.777069 \n", " 10 26.844947 \n", " 10 26.654104 \n", " tensorrt 1 2 True 640 640 10 19.431928 \n", " 10 20.250110 \n", " 10 19.502223 \n", " 10 20.191522 \n", " 10 19.747938 \n", " 10 20.043123 \n", " 10 19.708779 \n", " 10 19.915217 \n", " 10 19.488449 \n", " 10 19.188347 \n", " 2 2 True 640 640 10 22.928527 \n", " 10 22.794449 \n", " 10 22.722702 \n", " 10 23.202242 \n", " 10 22.835838 \n", " 10 22.663828 \n", " 10 22.792096 \n", " 10 22.051724 \n", " 10 22.281979 \n", " 10 22.871202 \n", " 4 2 True 640 640 10 25.176272 \n", " 10 24.944937 \n", " 10 25.543018 \n", " 10 25.446628 \n", " 10 25.667953 \n", " 10 25.583838 \n", " 10 25.606877 \n", " 10 25.328611 \n", " 10 25.458714 \n", " 10 25.397551 \n", " 8 2 True 640 640 10 25.097521 \n", " 10 25.150250 \n", " 10 25.261242 \n", " 10 25.413016 \n", " 10 25.249704 \n", " 10 25.795009 \n", " 10 25.376385 \n", " 10 25.492059 \n", " 10 25.256127 \n", " 10 25.049351 \n", " 16 2 True 640 640 10 25.640180 \n", " 10 25.066698 \n", " 10 25.613591 \n", " 10 25.727941 \n", " 10 25.279684 \n", " 10 26.107898 \n", " 10 25.412680 \n", " 10 25.515922 \n", " 10 25.295892 \n", " 10 25.614960 \n", " 32 2 True 640 640 10 25.498979 \n", " 10 25.200389 \n", " 10 25.942776 \n", " 10 25.432211 \n", " 10 25.543134 \n", " 10 25.276280 \n", " 10 25.224363 \n", " 10 25.824476 \n", " 10 25.430418 \n", " 10 25.681106 \n", " tensorrt-dynamic 1 2 True 640 640 10 23.651334 \n", " 10 22.586938 \n", " 10 22.947532 \n", " 10 22.223597 \n", " 10 23.297677 \n", " 10 23.255179 \n", " 10 23.215533 \n", " 10 23.157341 \n", " 10 23.110259 \n", " 10 22.905425 \n", " 2 2 True 640 640 10 25.801892 \n", " 10 26.239656 \n", " 10 25.808005 \n", " 10 26.471672 \n", " 10 26.796898 \n", " 10 26.432468 \n", " 10 26.197535 \n", " 10 26.126794 \n", " 10 26.200808 \n", " 10 27.021237 \n", " 4 2 True 640 640 10 29.037478 \n", " 10 28.185254 \n", " 10 29.108413 \n", " 10 28.662588 \n", " 10 28.786274 \n", " 10 28.889127 \n", " 10 27.752679 \n", " 10 28.809556 \n", " 10 28.539864 \n", " 10 29.355791 \n", " 8 2 True 640 640 10 29.055934 \n", " 10 28.686921 \n", " 10 29.407272 \n", " 10 28.364759 \n", " 10 28.367253 \n", " 10 28.584551 \n", " 10 28.227340 \n", " 10 28.760909 \n", " 10 28.986106 \n", " 10 28.658377 \n", " 16 2 True 640 640 10 29.197202 \n", " 10 28.978346 \n", " 10 29.110219 \n", " 10 28.091987 \n", " 10 28.525913 \n", " 10 28.889649 \n", " 10 28.824578 \n", " 10 28.331457 \n", " 10 28.771859 \n", " 10 28.315033 \n", " 32 2 True 640 640 10 28.655912 \n", " 10 28.375175 \n", " 10 28.241969 \n", " 10 28.419750 \n", " 10 28.534015 \n", " 10 28.553780 \n", " 10 28.431785 \n", " 10 28.640527 \n", " 10 28.113447 \n", " 10 28.453580 \n", "ssd-mobilenet-v1-non-quantized-mlperf cpu 1 2 True 300 300 10 44.508983 \n", " 10 45.153936 \n", " 10 44.406255 \n", " 10 42.634573 \n", " 10 45.146160 \n", " 10 44.147315 \n", " 10 42.617678 \n", " 10 42.135600 \n", " 10 44.101361 \n", " 10 43.114903 \n", " 2 2 True 300 300 10 54.922271 \n", " 10 53.679877 \n", " 10 54.998971 \n", " 10 58.247346 \n", " 10 57.007965 \n", " 10 56.391729 \n", " 10 56.694724 \n", " 10 56.834928 \n", " 10 55.320324 \n", " 10 53.852872 \n", " 4 2 True 300 300 10 63.342040 \n", " 10 62.332221 \n", " 10 63.359024 \n", " 10 65.518852 \n", " 10 62.017936 \n", " 10 62.335232 \n", " 10 67.212371 \n", " 10 63.548616 \n", " 10 65.048391 \n", " 10 61.140344 \n", " 8 2 True 300 300 10 70.252965 \n", " 10 69.835522 \n", " 10 70.439083 \n", " 10 66.213525 \n", " 10 71.619763 \n", " 10 68.943308 \n", " 10 70.880411 \n", " 10 70.659058 \n", " 10 68.717542 \n", " 10 70.115999 \n", " 16 2 True 300 300 10 68.719301 \n", " 10 69.414681 \n", " 10 67.408630 \n", " 10 66.561198 \n", " 10 68.436393 \n", " 10 68.497095 \n", " 10 70.165043 \n", " 10 68.609000 \n", " 10 66.593960 \n", " 10 69.750526 \n", " 32 2 True 300 300 10 66.393080 \n", " 10 66.788014 \n", " 10 66.606914 \n", " 10 64.867184 \n", " 10 66.392686 \n", " 10 66.775919 \n", " 10 67.615711 \n", " 10 66.320938 \n", " 10 66.948122 \n", " 10 66.927491 \n", " cpu-prebuilt 1 2 True 300 300 10 40.713888 \n", " 10 42.277029 \n", " 10 42.541600 \n", " 10 44.113884 \n", " 10 43.597568 \n", " 10 42.141950 \n", " 10 42.938351 \n", " 10 44.268462 \n", " 10 44.407195 \n", " 10 43.708879 \n", " 2 2 True 300 300 10 55.870046 \n", " 10 56.983181 \n", " 10 55.902438 \n", " 10 53.071630 \n", " 10 55.269296 \n", " 10 53.726978 \n", " 10 57.128707 \n", " 10 55.807601 \n", " 10 50.296541 \n", " 10 55.417903 \n", " 4 2 True 300 300 10 62.462410 \n", " 10 63.380805 \n", " 10 65.092304 \n", " 10 61.739730 \n", " 10 61.302533 \n", " 10 63.020355 \n", " 10 63.541877 \n", " 10 63.157479 \n", " 10 63.071292 \n", " 10 62.629362 \n", " 8 2 True 300 300 10 68.078713 \n", " 10 67.215602 \n", " 10 69.126814 \n", " 10 70.328355 \n", " 10 67.411000 \n", " 10 67.367691 \n", " 10 68.967114 \n", " 10 66.953933 \n", " 10 68.047235 \n", " 10 62.645965 \n", " 16 2 True 300 300 10 66.415092 \n", " 10 67.211429 \n", " 10 65.238921 \n", " 10 65.852529 \n", " 10 66.074143 \n", " 10 67.154865 \n", " 10 67.007950 \n", " 10 67.325045 \n", " 10 64.996478 \n", " 10 66.780704 \n", " 32 2 True 300 300 10 65.663865 \n", " 10 64.805796 \n", " 10 66.753900 \n", " 10 65.936383 \n", " 10 64.695433 \n", " 10 66.763397 \n", " 10 64.756425 \n", " 10 64.535759 \n", " 10 65.751136 \n", " 10 65.092904 \n", " cuda 1 2 True 300 300 10 34.838148 \n", " 10 35.993341 \n", " 10 35.707752 \n", " 10 34.500292 \n", " 10 35.513950 \n", " 10 33.792875 \n", " 10 35.608320 \n", " 10 32.425756 \n", " 10 33.300020 \n", " 10 35.324322 \n", " 2 2 True 300 300 10 44.507330 \n", " 10 43.788049 \n", " 10 44.823391 \n", " 10 44.332097 \n", " 10 45.798845 \n", " 10 42.399256 \n", " 10 45.019444 \n", " 10 43.681111 \n", " 10 45.360991 \n", " 10 41.860157 \n", " 4 2 True 300 300 10 48.156008 \n", " 10 45.749264 \n", " 10 51.807275 \n", " 10 49.348527 \n", " 10 48.305475 \n", " 10 46.588107 \n", " 10 48.916446 \n", " 10 47.273613 \n", " 10 47.400630 \n", " 10 47.832268 \n", " 8 2 True 300 300 10 51.164556 \n", " 10 51.929225 \n", " 10 53.323468 \n", " 10 50.549466 \n", " 10 50.507084 \n", " 10 51.109379 \n", " 10 51.273465 \n", " 10 53.648636 \n", " 10 52.151825 \n", " 10 51.116153 \n", " 16 2 True 300 300 10 50.197783 \n", " 10 55.402394 \n", " 10 54.092962 \n", " 10 52.851113 \n", " 10 52.790747 \n", " 10 50.150667 \n", " 10 52.605480 \n", " 10 52.157418 \n", " 10 51.597119 \n", " 10 53.542313 \n", " 32 2 True 300 300 10 53.818149 \n", " 10 54.704909 \n", " 10 52.738370 \n", " 10 53.099324 \n", " 10 54.019571 \n", " 10 53.729559 \n", " 10 52.587157 \n", " 10 54.049134 \n", " 10 55.155167 \n", " 10 52.850239 \n", " tensorrt 1 2 True 300 300 10 34.491213 \n", " 10 34.909769 \n", " 10 34.405768 \n", " 10 33.113885 \n", " 10 33.933400 \n", " 10 36.429127 \n", " 10 35.355885 \n", " 10 34.066797 \n", " 10 35.254547 \n", " 10 32.603454 \n", " 2 2 True 300 300 10 41.345392 \n", " 10 42.247433 \n", " 10 43.110915 \n", " 10 43.516149 \n", " 10 44.190573 \n", " 10 42.802514 \n", " 10 40.245099 \n", " 10 41.530641 \n", " 10 41.993012 \n", " 10 43.195271 \n", " 4 2 True 300 300 10 48.249906 \n", " 10 51.402517 \n", " 10 50.275139 \n", " 10 48.851497 \n", " 10 48.008012 \n", " 10 47.691675 \n", " 10 47.879909 \n", " 10 47.997299 \n", " 10 47.534796 \n", " 10 47.777782 \n", " 8 2 True 300 300 10 50.022484 \n", " 10 52.279151 \n", " 10 49.403165 \n", " 10 51.554468 \n", " 10 49.197883 \n", " 10 52.063461 \n", " 10 50.623136 \n", " 10 51.294236 \n", " 10 51.352248 \n", " 10 51.455487 \n", " 16 2 True 300 300 10 52.854860 \n", " 10 50.472707 \n", " 10 51.503744 \n", " 10 52.060472 \n", " 10 52.010119 \n", " 10 51.807155 \n", " 10 55.841826 \n", " 10 50.728944 \n", " 10 53.442538 \n", " 10 53.552225 \n", " 32 2 True 300 300 10 53.113382 \n", " 10 53.698669 \n", " 10 54.095621 \n", " 10 55.063932 \n", " 10 51.639145 \n", " 10 53.686082 \n", " 10 56.188279 \n", " 10 52.798887 \n", " 10 52.907468 \n", " 10 54.338853 \n", " tensorrt-dynamic 1 2 True 300 300 10 33.075499 \n", " 10 35.898765 \n", " 10 35.232633 \n", " 10 35.927978 \n", " 10 34.725084 \n", " 10 33.368370 \n", " 10 34.366865 \n", " 10 35.376760 \n", " 10 32.995618 \n", " 10 32.630341 \n", " 2 2 True 300 300 10 44.159865 \n", " 10 43.264556 \n", " 10 41.775520 \n", " 10 41.853265 \n", " 10 42.518528 \n", " 10 43.462714 \n", " 10 45.637386 \n", " 10 42.913969 \n", " 10 41.951220 \n", " 10 42.023094 \n", " 4 2 True 300 300 10 49.638937 \n", " 10 48.622142 \n", " 10 48.535916 \n", " 10 49.745497 \n", " 10 48.561344 \n", " 10 48.524265 \n", " 10 48.355597 \n", " 10 47.774381 \n", " 10 48.585533 \n", " 10 47.964230 \n", " 8 2 True 300 300 10 49.644224 \n", " 10 50.144783 \n", " 10 51.281614 \n", " 10 51.593945 \n", " 10 50.013910 \n", " 10 52.018020 \n", " 10 52.346926 \n", " 10 51.063412 \n", " 10 50.863554 \n", " 10 51.222275 \n", " 16 2 True 300 300 10 55.135931 \n", " 10 53.695210 \n", " 10 52.671252 \n", " 10 53.916820 \n", " 10 52.181184 \n", " 10 51.752221 \n", " 10 51.836888 \n", " 10 53.332155 \n", " 10 53.612891 \n", " 10 52.644684 \n", " 32 2 True 300 300 10 53.851619 \n", " 10 55.655008 \n", " 10 56.931938 \n", " 10 57.242784 \n", " 10 54.578289 \n", " 10 54.404888 \n", " 10 53.523417 \n", " 10 53.068734 \n", " 10 55.089674 \n", " 10 54.115993 \n", "ssd-mobilenet-v1-quantized-mlperf cpu 1 2 True 300 300 10 41.348449 \n", " 10 40.496114 \n", " 10 41.953528 \n", " 10 41.385168 \n", " 10 39.455007 \n", " 10 43.608900 \n", " 10 36.653564 \n", " 10 39.008073 \n", " 10 42.125443 \n", " 10 40.091226 \n", " 2 2 True 300 300 10 54.527070 \n", " 10 52.303272 \n", " 10 48.142051 \n", " 10 50.676042 \n", " 10 46.849337 \n", " 10 51.675628 \n", " 10 52.557237 \n", " 10 50.874273 \n", " 10 52.412421 \n", " 10 51.449018 \n", " 4 2 True 300 300 10 55.355917 \n", " 10 55.221452 \n", " 10 55.130903 \n", " 10 59.414665 \n", " 10 54.393422 \n", " 10 53.077003 \n", " 10 54.653363 \n", " 10 53.999337 \n", " 10 55.504991 \n", " 10 54.145552 \n", " 8 2 True 300 300 10 63.781389 \n", " 10 63.636597 \n", " 10 61.982765 \n", " 10 62.164084 \n", " 10 63.903466 \n", " 10 63.158787 \n", " 10 65.668748 \n", " 10 65.437460 \n", " 10 64.929819 \n", " 10 64.890266 \n", " 16 2 True 300 300 10 61.278967 \n", " 10 60.619049 \n", " 10 60.792907 \n", " 10 61.690240 \n", " 10 58.035130 \n", " 10 61.566240 \n", " 10 61.949522 \n", " 10 59.478540 \n", " 10 61.019874 \n", " 10 60.501496 \n", " 32 2 True 300 300 10 60.571968 \n", " 10 58.888475 \n", " 10 59.194109 \n", " 10 60.497487 \n", " 10 57.294612 \n", " 10 57.372592 \n", " 10 57.879513 \n", " 10 57.862246 \n", " 10 60.131693 \n", " 10 57.830558 \n", " cpu-prebuilt 1 2 True 300 300 10 40.441059 \n", " 10 37.045610 \n", " 10 43.521567 \n", " 10 37.864298 \n", " 10 37.574952 \n", " 10 39.878149 \n", " 10 40.063654 \n", " 10 36.900576 \n", " 10 40.199969 \n", " 10 39.426450 \n", " 2 2 True 300 300 10 50.685534 \n", " 10 48.573857 \n", " 10 51.053234 \n", " 10 46.482008 \n", " 10 48.895490 \n", " 10 48.553896 \n", " 10 49.706146 \n", " 10 52.070490 \n", " 10 49.188219 \n", " 10 52.884933 \n", " 4 2 True 300 300 10 55.742704 \n", " 10 64.986156 \n", " 10 57.551021 \n", " 10 64.205000 \n", " 10 58.329767 \n", " 10 57.594683 \n", " 10 60.255630 \n", " 10 54.803683 \n", " 10 55.601933 \n", " 10 57.626731 \n", " 8 2 True 300 300 10 61.420131 \n", " 10 59.209176 \n", " 10 60.896120 \n", " 10 61.316760 \n", " 10 63.736926 \n", " 10 63.553912 \n", " 10 61.231386 \n", " 10 62.301089 \n", " 10 62.549739 \n", " 10 67.521012 \n", " 16 2 True 300 300 10 60.322466 \n", " 10 61.596246 \n", " 10 58.108648 \n", " 10 60.298455 \n", " 10 59.369461 \n", " 10 59.765905 \n", " 10 59.762233 \n", " 10 60.554341 \n", " 10 59.123575 \n", " 10 55.715399 \n", " 32 2 True 300 300 10 58.722987 \n", " 10 56.852863 \n", " 10 56.595440 \n", " 10 59.791731 \n", " 10 56.710342 \n", " 10 57.984183 \n", " 10 58.078550 \n", " 10 58.812017 \n", " 10 57.999869 \n", " 10 57.860250 \n", " cuda 1 2 True 300 300 10 47.736863 \n", " 10 44.426951 \n", " 10 45.339906 \n", " 10 45.633911 \n", " 10 45.379149 \n", " 10 47.179492 \n", " 10 46.484584 \n", " 10 46.701451 \n", " 10 45.686600 \n", " 10 46.721740 \n", " 2 2 True 300 300 10 58.822431 \n", " 10 57.381152 \n", " 10 57.955590 \n", " 10 59.619255 \n", " 10 56.107337 \n", " 10 57.715941 \n", " 10 57.721898 \n", " 10 54.800282 \n", " 10 57.631878 \n", " 10 56.964994 \n", " 4 2 True 300 300 10 65.204375 \n", " 10 65.846973 \n", " 10 69.567952 \n", " 10 64.892650 \n", " 10 65.823980 \n", " 10 63.247240 \n", " 10 65.543681 \n", " 10 65.533952 \n", " 10 67.347273 \n", " 10 64.580909 \n", " 8 2 True 300 300 10 74.732140 \n", " 10 74.683903 \n", " 10 72.663400 \n", " 10 73.634178 \n", " 10 72.830264 \n", " 10 74.047729 \n", " 10 72.906696 \n", " 10 72.332110 \n", " 10 72.947272 \n", " 10 71.459915 \n", " 16 2 True 300 300 10 76.220230 \n", " 10 77.116415 \n", " 10 76.519544 \n", " 10 78.035741 \n", " 10 77.564478 \n", " 10 76.995467 \n", " 10 77.696217 \n", " 10 75.357326 \n", " 10 77.163411 \n", " 10 78.046994 \n", " 32 2 True 300 300 10 78.084545 \n", " 10 77.134630 \n", " 10 77.850885 \n", " 10 78.302340 \n", " 10 77.800478 \n", " 10 77.417553 \n", " 10 77.410989 \n", " 10 76.002140 \n", " 10 77.588153 \n", " 10 77.352635 \n", " tensorrt 1 2 True 300 300 10 44.879506 \n", " 10 45.896571 \n", " 10 45.750886 \n", " 10 46.714454 \n", " 10 44.961773 \n", " 10 46.786364 \n", " 10 45.375222 \n", " 10 46.308035 \n", " 10 45.647817 \n", " 10 45.444050 \n", " 2 2 True 300 300 10 58.572711 \n", " 10 56.268416 \n", " 10 56.662555 \n", " 10 57.482204 \n", " 10 57.387825 \n", " 10 56.594128 \n", " 10 59.028978 \n", " 10 57.955590 \n", " 10 57.148556 \n", " 10 58.484913 \n", " 4 2 True 300 300 10 64.725415 \n", " 10 63.373144 \n", " 10 66.429424 \n", " 10 65.250275 \n", " 10 65.214766 \n", " 10 65.505550 \n", " 10 64.029799 \n", " 10 65.942214 \n", " 10 65.534464 \n", " 10 63.680558 \n", " 8 2 True 300 300 10 71.298507 \n", " 10 72.376888 \n", " 10 73.121817 \n", " 10 73.200939 \n", " 10 72.154638 \n", " 10 72.213958 \n", " 10 74.139514 \n", " 10 72.254699 \n", " 10 74.052304 \n", " 10 71.986527 \n", " 16 2 True 300 300 10 76.237202 \n", " 10 75.098016 \n", " 10 75.640508 \n", " 10 74.806781 \n", " 10 74.952158 \n", " 10 75.163708 \n", " 10 76.975154 \n", " 10 74.334390 \n", " 10 76.398632 \n", " 10 78.012699 \n", " 32 2 True 300 300 10 75.877238 \n", " 10 78.366163 \n", " 10 77.502625 \n", " 10 77.052797 \n", " 10 74.507041 \n", " 10 74.613696 \n", " 10 77.437162 \n", " 10 78.017823 \n", " 10 75.998827 \n", " 10 77.519635 \n", " tensorrt-dynamic 1 2 True 300 300 10 45.938293 \n", " 10 45.675654 \n", " 10 51.432930 \n", " 10 49.596821 \n", " 10 49.436064 \n", " 10 45.546200 \n", " 10 47.782545 \n", " 10 49.294299 \n", " 10 45.307092 \n", " 10 45.384059 \n", " 2 2 True 300 300 10 57.416500 \n", " 10 54.676339 \n", " 10 59.107588 \n", " 10 59.636632 \n", " 10 57.085943 \n", " 10 58.615276 \n", " 10 57.741367 \n", " 10 60.370980 \n", " 10 57.798656 \n", " 10 54.218695 \n", " 4 2 True 300 300 10 68.002691 \n", " 10 69.428613 \n", " 10 66.962350 \n", " 10 69.325334 \n", " 10 69.243788 \n", " 10 69.559876 \n", " 10 69.630895 \n", " 10 67.982025 \n", " 10 69.782656 \n", " 10 67.747041 \n", " 8 2 True 300 300 10 73.276231 \n", " 10 71.899684 \n", " 10 73.132814 \n", " 10 73.893467 \n", " 10 72.348174 \n", " 10 73.382318 \n", " 10 74.256497 \n", " 10 74.786273 \n", " 10 73.390504 \n", " 10 76.317831 \n", " 16 2 True 300 300 10 79.187677 \n", " 10 76.099831 \n", " 10 78.597822 \n", " 10 77.659263 \n", " 10 78.604635 \n", " 10 76.692777 \n", " 10 76.448153 \n", " 10 76.065414 \n", " 10 77.981605 \n", " 10 76.892161 \n", " 32 2 True 300 300 10 80.189638 \n", " 10 78.977063 \n", " 10 82.863083 \n", " 10 80.388719 \n", " 10 78.810997 \n", " 10 79.709880 \n", " 10 80.851082 \n", " 10 81.112587 \n", " 10 80.312524 \n", " 10 79.353741 \n", "ssd-resnet50-fpn cpu 1 2 True 640 640 10 2.885392 \n", " 10 2.902233 \n", " 10 2.901994 \n", " 10 2.908665 \n", " 10 2.922375 \n", " 10 2.865341 \n", " 10 2.888207 \n", " 10 2.838141 \n", " 10 2.925300 \n", " 10 2.910623 \n", " 2 2 True 640 640 10 2.873998 \n", " 10 2.908272 \n", " 10 2.894643 \n", " 10 2.877366 \n", " 10 2.903768 \n", " 10 2.895594 \n", " 10 2.923425 \n", " 10 2.900185 \n", " 10 2.831976 \n", " 10 2.923105 \n", " 4 2 True 640 640 10 2.866955 \n", " 10 2.856502 \n", " 10 2.894666 \n", " 10 2.854054 \n", " 10 2.889178 \n", " 10 2.849271 \n", " 10 2.862804 \n", " 10 2.872507 \n", " 10 2.848825 \n", " 10 2.856191 \n", " 8 2 True 640 640 10 2.837015 \n", " 10 2.832456 \n", " 10 2.823737 \n", " 10 2.810910 \n", " 10 2.829624 \n", " 10 2.794465 \n", " 10 2.812321 \n", " 10 2.820940 \n", " 10 2.806979 \n", " 10 2.821171 \n", " 16 2 True 640 640 10 2.813172 \n", " 10 2.818235 \n", " 10 2.810229 \n", " 10 2.802453 \n", " 10 2.784725 \n", " 10 2.806251 \n", " 10 2.802616 \n", " 10 2.801952 \n", " 10 2.807754 \n", " 10 2.806592 \n", " 32 2 True 640 640 10 2.798054 \n", " 10 2.807195 \n", " 10 2.796749 \n", " 10 2.799535 \n", " 10 2.804346 \n", " 10 2.789166 \n", " 10 2.789829 \n", " 10 2.796627 \n", " 10 2.794275 \n", " 10 2.797504 \n", " cpu-prebuilt 1 2 True 640 640 10 2.855453 \n", " 10 2.954680 \n", " 10 2.889051 \n", " 10 2.922671 \n", " 10 2.902564 \n", " 10 2.850115 \n", " 10 2.867265 \n", " 10 2.847977 \n", " 10 2.846104 \n", " 10 2.880664 \n", " 2 2 True 640 640 10 2.878353 \n", " 10 2.882036 \n", " 10 2.843334 \n", " 10 2.875354 \n", " 10 2.888179 \n", " 10 2.850747 \n", " 10 2.910487 \n", " 10 2.870341 \n", " 10 2.879936 \n", " 10 2.857527 \n", " 4 2 True 640 640 10 2.815198 \n", " 10 2.859160 \n", " 10 2.852198 \n", " 10 2.856863 \n", " 10 2.804357 \n", " 10 2.821205 \n", " 10 2.833225 \n", " 10 2.857581 \n", " 10 2.855387 \n", " 10 2.814018 \n", " 8 2 True 640 640 10 2.789838 \n", " 10 2.820658 \n", " 10 2.806657 \n", " 10 2.811476 \n", " 10 2.792511 \n", " 10 2.801499 \n", " 10 2.804273 \n", " 10 2.794106 \n", " 10 2.787627 \n", " 10 2.806029 \n", " 16 2 True 640 640 10 2.793312 \n", " 10 2.787269 \n", " 10 2.775893 \n", " 10 2.795524 \n", " 10 2.789867 \n", " 10 2.785558 \n", " 10 2.782097 \n", " 10 2.777166 \n", " 10 2.774922 \n", " 10 2.779182 \n", " 32 2 True 640 640 10 2.793304 \n", " 10 2.784916 \n", " 10 2.783606 \n", " 10 2.787308 \n", " 10 2.775340 \n", " 10 2.783919 \n", " 10 2.781490 \n", " 10 2.769306 \n", " 10 2.776802 \n", " 10 2.777269 \n", " cuda 1 2 True 640 640 10 15.044780 \n", " 10 15.477536 \n", " 10 14.993473 \n", " 10 14.742047 \n", " 10 15.425056 \n", " 10 15.192460 \n", " 10 14.797803 \n", " 10 15.038253 \n", " 10 15.015265 \n", " 10 15.172181 \n", " 2 2 True 640 640 10 17.788794 \n", " 10 17.869584 \n", " 10 17.461570 \n", " 10 17.505369 \n", " 10 17.872325 \n", " 10 17.840814 \n", " 10 17.768145 \n", " 10 17.404943 \n", " 10 17.549720 \n", " 10 17.620128 \n", " 4 2 True 640 640 10 19.009631 \n", " 10 19.646119 \n", " 10 19.069981 \n", " 10 19.608669 \n", " 10 19.501497 \n", " 10 19.580863 \n", " 10 19.669613 \n", " 10 19.541293 \n", " 10 19.117287 \n", " 10 19.412457 \n", " 8 2 True 640 640 10 19.876099 \n", " 10 19.936954 \n", " 10 20.212125 \n", " 10 20.008964 \n", " 10 19.981511 \n", " 10 19.702229 \n", " 10 19.764490 \n", " 10 19.619205 \n", " 10 19.858724 \n", " 10 19.596427 \n", " 16 2 True 640 640 10 21.172854 \n", " 10 21.047138 \n", " 10 20.762853 \n", " 10 20.749295 \n", " 10 21.492133 \n", " 10 21.321513 \n", " 10 21.329177 \n", " 10 21.451538 \n", " 10 21.151159 \n", " 10 20.991265 \n", " 32 2 True 640 640 10 21.131578 \n", " 10 21.439374 \n", " 10 21.342394 \n", " 10 21.092555 \n", " 10 20.837156 \n", " 10 21.044528 \n", " 10 21.254780 \n", " 10 21.061998 \n", " 10 21.253932 \n", " 10 21.122978 \n", " tensorrt 1 2 True 640 640 10 15.570907 \n", " 10 16.074873 \n", " 10 16.338304 \n", " 10 16.071054 \n", " 10 16.122947 \n", " 10 16.205862 \n", " 10 16.713970 \n", " 10 15.914824 \n", " 10 16.356207 \n", " 10 16.302551 \n", " 2 2 True 640 640 10 18.955122 \n", " 10 18.540696 \n", " 10 18.921430 \n", " 10 18.671433 \n", " 10 18.196231 \n", " 10 18.777005 \n", " 10 18.793537 \n", " 10 18.557061 \n", " 10 18.949341 \n", " 10 18.621654 \n", " 4 2 True 640 640 10 20.415578 \n", " 10 20.558223 \n", " 10 20.337696 \n", " 10 20.208668 \n", " 10 20.480075 \n", " 10 20.495311 \n", " 10 20.423531 \n", " 10 20.295060 \n", " 10 20.356598 \n", " 10 20.404430 \n", " 8 2 True 640 640 10 21.386117 \n", " 10 20.925588 \n", " 10 21.052784 \n", " 10 20.773098 \n", " 10 20.757895 \n", " 10 20.607792 \n", " 10 20.722935 \n", " 10 20.734371 \n", " 10 21.183180 \n", " 10 21.018878 \n", " 16 2 True 640 640 10 21.361222 \n", " 10 21.380230 \n", " 10 21.488789 \n", " 10 21.359951 \n", " 10 20.977000 \n", " 10 21.244209 \n", " 10 21.471016 \n", " 10 21.308548 \n", " 10 20.823155 \n", " 10 21.180365 \n", " 32 2 True 640 640 10 21.191782 \n", " 10 21.083311 \n", " 10 21.125678 \n", " 10 21.127640 \n", " 10 21.269877 \n", " 10 21.000507 \n", " 10 21.364272 \n", " 10 21.282035 \n", " 10 20.938467 \n", " 10 21.084040 \n", " tensorrt-dynamic 1 2 True 640 640 10 19.510659 \n", " 10 19.327788 \n", " 10 19.465386 \n", " 10 20.335329 \n", " 10 19.936516 \n", " 10 18.953537 \n", " 10 19.509933 \n", " 10 19.839855 \n", " 10 19.872755 \n", " 10 20.354079 \n", " 2 2 True 640 640 10 22.375349 \n", " 10 22.628919 \n", " 10 21.955511 \n", " 10 22.382514 \n", " 10 22.365625 \n", " 10 21.967873 \n", " 10 22.394703 \n", " 10 22.409241 \n", " 10 21.862299 \n", " 10 22.333352 \n", " 4 2 True 640 640 10 23.920294 \n", " 10 23.513210 \n", " 10 23.655570 \n", " 10 23.764469 \n", " 10 23.972588 \n", " 10 24.284995 \n", " 10 23.890456 \n", " 10 23.802365 \n", " 10 23.798989 \n", " 10 24.087061 \n", " 8 2 True 640 640 10 24.149400 \n", " 10 24.079766 \n", " 10 23.011062 \n", " 10 23.971218 \n", " 10 23.989573 \n", " 10 24.223966 \n", " 10 24.313308 \n", " 10 24.019264 \n", " 10 24.014709 \n", " 10 24.146463 \n", " 16 2 True 640 640 10 24.324447 \n", " 10 23.775641 \n", " 10 24.280584 \n", " 10 24.073271 \n", " 10 24.300199 \n", " 10 24.594776 \n", " 10 24.248246 \n", " 10 24.075231 \n", " 10 23.958176 \n", " 10 23.548903 \n", " 32 2 True 640 640 10 24.111050 \n", " 10 23.958574 \n", " 10 23.979064 \n", " 10 24.214622 \n", " 10 23.922038 \n", " 10 24.738744 \n", " 10 23.969677 \n", " 10 23.967135 \n", " 10 24.044863 \n", " 10 24.059470 \n", "ssdlite-mobilenet-v2 cpu 1 2 True 300 300 10 39.685341 \n", " 10 38.059108 \n", " 10 38.016678 \n", " 10 37.161473 \n", " 10 36.292639 \n", " 10 36.992680 \n", " 10 36.585465 \n", " 10 36.976048 \n", " 10 37.688058 \n", " 10 36.079414 \n", " 2 2 True 300 300 10 50.425035 \n", " 10 50.965145 \n", " 10 52.640348 \n", " 10 51.905527 \n", " 10 49.655538 \n", " 10 51.085569 \n", " 10 53.114307 \n", " 10 52.699544 \n", " 10 50.205031 \n", " 10 51.838489 \n", " 4 2 True 300 300 10 58.231374 \n", " 10 54.661197 \n", " 10 56.616855 \n", " 10 55.873581 \n", " 10 55.702728 \n", " 10 57.902385 \n", " 10 55.431452 \n", " 10 55.038484 \n", " 10 59.594901 \n", " 10 56.829537 \n", " 8 2 True 300 300 10 60.394994 \n", " 10 65.184488 \n", " 10 64.526389 \n", " 10 63.105098 \n", " 10 61.999715 \n", " 10 60.889048 \n", " 10 63.257614 \n", " 10 63.593540 \n", " 10 63.919900 \n", " 10 65.018141 \n", " 16 2 True 300 300 10 60.372718 \n", " 10 62.656143 \n", " 10 60.175827 \n", " 10 62.156023 \n", " 10 61.231944 \n", " 10 60.472601 \n", " 10 62.592794 \n", " 10 61.218594 \n", " 10 61.320850 \n", " 10 61.836840 \n", " 32 2 True 300 300 10 60.648523 \n", " 10 62.038518 \n", " 10 61.297690 \n", " 10 61.261961 \n", " 10 58.678264 \n", " 10 60.631180 \n", " 10 60.984496 \n", " 10 60.128515 \n", " 10 59.084872 \n", " 10 60.305743 \n", " cpu-prebuilt 1 2 True 300 300 10 37.004102 \n", " 10 37.368067 \n", " 10 37.597519 \n", " 10 37.601901 \n", " 10 38.062907 \n", " 10 38.547045 \n", " 10 36.258755 \n", " 10 37.603586 \n", " 10 38.028052 \n", " 10 36.295151 \n", " 2 2 True 300 300 10 48.991724 \n", " 10 49.559901 \n", " 10 48.770410 \n", " 10 49.186777 \n", " 10 48.470012 \n", " 10 49.019494 \n", " 10 50.361462 \n", " 10 49.089775 \n", " 10 47.876630 \n", " 10 50.821876 \n", " 4 2 True 300 300 10 55.883445 \n", " 10 52.787923 \n", " 10 57.212673 \n", " 10 53.389477 \n", " 10 55.693113 \n", " 10 53.976752 \n", " 10 57.645739 \n", " 10 52.706497 \n", " 10 53.816768 \n", " 10 53.702729 \n", " 8 2 True 300 300 10 58.745708 \n", " 10 58.582426 \n", " 10 60.420768 \n", " 10 63.338453 \n", " 10 61.200115 \n", " 10 60.864749 \n", " 10 62.106324 \n", " 10 61.079354 \n", " 10 63.146901 \n", " 10 61.256425 \n", " 16 2 True 300 300 10 58.729256 \n", " 10 58.600279 \n", " 10 57.869381 \n", " 10 58.835426 \n", " 10 57.795620 \n", " 10 57.727956 \n", " 10 59.615441 \n", " 10 57.891795 \n", " 10 59.204161 \n", " 10 57.923675 \n", " 32 2 True 300 300 10 57.782930 \n", " 10 57.193657 \n", " 10 58.120374 \n", " 10 57.936727 \n", " 10 57.048188 \n", " 10 58.113252 \n", " 10 58.781315 \n", " 10 58.123168 \n", " 10 57.623787 \n", " 10 58.012679 \n", " cuda 1 2 True 300 300 10 32.349978 \n", " 10 32.277533 \n", " 10 33.160485 \n", " 10 32.484773 \n", " 10 32.289460 \n", " 10 33.100035 \n", " 10 33.402650 \n", " 10 33.941364 \n", " 10 33.921874 \n", " 10 32.897534 \n", " 2 2 True 300 300 10 44.786537 \n", " 10 40.870994 \n", " 10 41.782387 \n", " 10 43.433234 \n", " 10 44.176609 \n", " 10 42.058491 \n", " 10 43.240916 \n", " 10 42.246582 \n", " 10 44.305638 \n", " 10 43.159046 \n", " 4 2 True 300 300 10 50.584978 \n", " 10 48.003205 \n", " 10 46.668974 \n", " 10 48.008424 \n", " 10 47.840998 \n", " 10 47.704558 \n", " 10 48.114714 \n", " 10 47.777646 \n", " 10 47.000006 \n", " 10 47.861606 \n", " 8 2 True 300 300 10 49.444806 \n", " 10 49.426816 \n", " 10 51.412283 \n", " 10 49.625942 \n", " 10 49.323283 \n", " 10 51.141161 \n", " 10 50.413292 \n", " 10 50.309436 \n", " 10 51.698558 \n", " 10 52.680183 \n", " 16 2 True 300 300 10 50.071265 \n", " 10 51.439750 \n", " 10 50.958334 \n", " 10 50.748355 \n", " 10 51.126668 \n", " 10 53.981311 \n", " 10 51.376701 \n", " 10 52.089203 \n", " 10 51.525138 \n", " 10 50.990199 \n", " 32 2 True 300 300 10 52.525603 \n", " 10 53.810231 \n", " 10 53.541330 \n", " 10 52.971238 \n", " 10 53.455948 \n", " 10 51.737299 \n", " 10 53.231684 \n", " 10 51.691490 \n", " 10 52.593215 \n", " 10 53.496430 \n", " tensorrt 1 2 True 300 300 10 35.050382 \n", " 10 37.707710 \n", " 10 35.758896 \n", " 10 35.530797 \n", " 10 36.383938 \n", " 10 35.633429 \n", " 10 35.771705 \n", " 10 35.799795 \n", " 10 37.590780 \n", " 10 37.125620 \n", " 2 2 True 300 300 10 44.218991 \n", " 10 43.894594 \n", " 10 46.790018 \n", " 10 46.000011 \n", " 10 45.685605 \n", " 10 45.064670 \n", " 10 46.366907 \n", " 10 42.498711 \n", " 10 45.227458 \n", " 10 45.155152 \n", " 4 2 True 300 300 10 51.897339 \n", " 10 47.530217 \n", " 10 50.317358 \n", " 10 49.739303 \n", " 10 47.691540 \n", " 10 50.226524 \n", " 10 49.207839 \n", " 10 48.164994 \n", " 10 50.559520 \n", " 10 49.909909 \n", " 8 2 True 300 300 10 51.884579 \n", " 10 52.411521 \n", " 10 51.620535 \n", " 10 51.347533 \n", " 10 50.172901 \n", " 10 53.531379 \n", " 10 52.406200 \n", " 10 50.439589 \n", " 10 51.978053 \n", " 10 51.141551 \n", " 16 2 True 300 300 10 54.150795 \n", " 10 54.501297 \n", " 10 52.729979 \n", " 10 51.683627 \n", " 10 52.691641 \n", " 10 52.760739 \n", " 10 53.070833 \n", " 10 52.512492 \n", " 10 52.026126 \n", " 10 51.058478 \n", " 32 2 True 300 300 10 53.463848 \n", " 10 55.518123 \n", " 10 53.360695 \n", " 10 53.299815 \n", " 10 55.700301 \n", " 10 56.074075 \n", " 10 55.090850 \n", " 10 53.035958 \n", " 10 52.651272 \n", " 10 54.079601 \n", " tensorrt-dynamic 1 2 True 300 300 10 36.257188 \n", " 10 38.533234 \n", " 10 35.761031 \n", " 10 35.651299 \n", " 10 37.579665 \n", " 10 36.388357 \n", " 10 36.222431 \n", " 10 37.665721 \n", " 10 36.447488 \n", " 10 35.044818 \n", " 2 2 True 300 300 10 43.085229 \n", " 10 43.896201 \n", " 10 46.957910 \n", " 10 44.158935 \n", " 10 45.924461 \n", " 10 48.671370 \n", " 10 43.603233 \n", " 10 45.575895 \n", " 10 47.062235 \n", " 10 45.151506 \n", " 4 2 True 300 300 10 50.611835 \n", " 10 49.317193 \n", " 10 49.987385 \n", " 10 50.471302 \n", " 10 52.434863 \n", " 10 49.616329 \n", " 10 49.702170 \n", " 10 50.655845 \n", " 10 49.991555 \n", " 10 49.685684 \n", " 8 2 True 300 300 10 51.926814 \n", " 10 51.487227 \n", " 10 53.588660 \n", " 10 52.078895 \n", " 10 55.108358 \n", " 10 51.361366 \n", " 10 52.652573 \n", " 10 49.769403 \n", " 10 51.072817 \n", " 10 51.597595 \n", " 16 2 True 300 300 10 55.482276 \n", " 10 52.765676 \n", " 10 52.935200 \n", " 10 52.940294 \n", " 10 52.952868 \n", " 10 53.795974 \n", " 10 54.138782 \n", " 10 53.431773 \n", " 10 53.892400 \n", " 10 51.793480 \n", " 32 2 True 300 300 10 53.517334 \n", " 10 54.348094 \n", " 10 54.623958 \n", " 10 53.370943 \n", " 10 54.644907 \n", " 10 53.379540 \n", " 10 55.426256 \n", " 10 53.753897 \n", " 10 53.469108 \n", " 10 54.834806 \n", "yolo-v3 cpu 1 2 True 416 416 10 7.459803 \n", " 10 7.406113 \n", " 10 7.377169 \n", " 10 7.297196 \n", " 10 7.427570 \n", " 10 7.437487 \n", " 10 7.439809 \n", " 10 7.557768 \n", " 10 7.334212 \n", " 10 7.507874 \n", " 2 2 True 416 416 10 7.557522 \n", " 10 7.692893 \n", " 10 7.741839 \n", " 10 7.821765 \n", " 10 7.825603 \n", " 10 7.866818 \n", " 10 7.857776 \n", " 10 7.776648 \n", " 10 7.818790 \n", " 10 7.880068 \n", " 4 2 True 416 416 10 8.070625 \n", " 10 8.023575 \n", " 10 8.057489 \n", " 10 8.038337 \n", " 10 7.983725 \n", " 10 7.725530 \n", " 10 8.027645 \n", " 10 8.059495 \n", " 10 7.952784 \n", " 10 7.957868 \n", " 8 2 True 416 416 10 7.987237 \n", " 10 8.096920 \n", " 10 7.979053 \n", " 10 8.075955 \n", " 10 8.084819 \n", " 10 7.982700 \n", " 10 8.006997 \n", " 10 8.002761 \n", " 10 8.030900 \n", " 10 8.100998 \n", " 16 2 True 416 416 10 7.783413 \n", " 10 7.861007 \n", " 10 7.858170 \n", " 10 7.817914 \n", " 10 7.801944 \n", " 10 7.843042 \n", " 10 7.851994 \n", " 10 7.819607 \n", " 10 7.841469 \n", " 10 7.803614 \n", " 32 2 True 416 416 10 7.779773 \n", " 10 7.789319 \n", " 10 7.796772 \n", " 10 7.788845 \n", " 10 7.737622 \n", " 10 7.766231 \n", " 10 7.751496 \n", " 10 7.779671 \n", " 10 7.780789 \n", " 10 7.778688 \n", " cpu-prebuilt 1 2 True 416 416 10 7.505080 \n", " 10 7.578552 \n", " 10 7.637742 \n", " 10 7.466376 \n", " 10 7.641596 \n", " 10 7.463095 \n", " 10 7.476318 \n", " 10 7.632752 \n", " 10 7.545843 \n", " 10 7.554990 \n", " 2 2 True 416 416 10 7.788873 \n", " 10 7.864502 \n", " 10 7.868057 \n", " 10 7.704983 \n", " 10 7.846619 \n", " 10 7.761947 \n", " 10 7.772966 \n", " 10 7.880601 \n", " 10 7.838436 \n", " 10 7.817129 \n", " 4 2 True 416 416 10 8.047622 \n", " 10 8.085912 \n", " 10 7.898123 \n", " 10 7.930611 \n", " 10 8.129674 \n", " 10 8.020768 \n", " 10 8.054070 \n", " 10 8.112507 \n", " 10 7.953040 \n", " 10 8.010194 \n", " 8 2 True 416 416 10 8.000002 \n", " 10 7.942802 \n", " 10 7.997963 \n", " 10 7.973471 \n", " 10 8.024255 \n", " 10 7.932480 \n", " 10 7.984263 \n", " 10 7.970761 \n", " 10 8.084295 \n", " 10 7.907932 \n", " 16 2 True 416 416 10 7.754572 \n", " 10 7.800863 \n", " 10 7.751390 \n", " 10 7.757177 \n", " 10 7.817014 \n", " 10 7.802087 \n", " 10 7.761160 \n", " 10 7.745810 \n", " 10 7.774493 \n", " 10 7.731438 \n", " 32 2 True 416 416 10 7.699597 \n", " 10 7.700581 \n", " 10 7.709005 \n", " 10 7.710922 \n", " 10 7.711723 \n", " 10 7.717937 \n", " 10 7.732280 \n", " 10 7.689008 \n", " 10 7.694193 \n", " 10 7.715597 \n", " cuda 1 2 True 416 416 10 33.015097 \n", " 10 32.440804 \n", " 10 32.638720 \n", " 10 32.494337 \n", " 10 32.126474 \n", " 10 32.239821 \n", " 10 32.753670 \n", " 10 32.872009 \n", " 10 32.599907 \n", " 10 32.617146 \n", " 2 2 True 416 416 10 41.050600 \n", " 10 41.081157 \n", " 10 41.724819 \n", " 10 41.070095 \n", " 10 41.777393 \n", " 10 41.593860 \n", " 10 41.215585 \n", " 10 41.324006 \n", " 10 41.747661 \n", " 10 41.212953 \n", " 4 2 True 416 416 10 48.843390 \n", " 10 48.176473 \n", " 10 48.078589 \n", " 10 47.934766 \n", " 10 48.733577 \n", " 10 48.025603 \n", " 10 48.073767 \n", " 10 47.925181 \n", " 10 47.957923 \n", " 10 48.148268 \n", " 8 2 True 416 416 10 49.872077 \n", " 10 50.699549 \n", " 10 45.246364 \n", " 10 49.813587 \n", " 10 50.128452 \n", " 10 50.059500 \n", " 10 45.941941 \n", " 10 49.874375 \n", " 10 45.806910 \n", " 10 45.206192 \n", " 16 2 True 416 416 10 57.646532 \n", " 10 57.404123 \n", " 10 57.397888 \n", " 10 57.219991 \n", " 10 57.370802 \n", " 10 57.377423 \n", " 10 58.166468 \n", " 10 57.602642 \n", " 10 57.351435 \n", " 10 57.514867 \n", " 32 2 True 416 416 10 59.267480 \n", " 10 59.953289 \n", " 10 52.717345 \n", " 10 52.571791 \n", " 10 52.565800 \n", " 10 59.229582 \n", " 10 52.939918 \n", " 10 59.452879 \n", " 10 52.687959 \n", " 10 52.519684 \n", " tensorrt 1 2 True 416 416 10 32.256185 \n", " 10 32.623996 \n", " 10 32.519783 \n", " 10 32.938353 \n", " 10 32.098446 \n", " 10 32.552593 \n", " 10 32.957765 \n", " 10 32.500883 \n", " 10 32.231645 \n", " 10 32.658034 \n", " 2 2 True 416 416 10 41.332762 \n", " 10 41.581695 \n", " 10 40.985416 \n", " 10 41.102091 \n", " 10 40.803798 \n", " 10 41.586849 \n", " 10 41.356807 \n", " 10 41.803208 \n", " 10 41.358031 \n", " 10 41.076732 \n", " 4 2 True 416 416 10 48.808434 \n", " 10 48.520195 \n", " 10 47.965738 \n", " 10 47.937642 \n", " 10 48.326764 \n", " 10 48.561625 \n", " 10 48.615238 \n", " 10 48.106437 \n", " 10 48.652880 \n", " 10 48.276980 \n", " 8 2 True 416 416 10 50.509593 \n", " 10 50.355265 \n", " 10 50.044045 \n", " 10 49.831045 \n", " 10 49.940217 \n", " 10 50.684692 \n", " 10 50.666554 \n", " 10 49.614715 \n", " 10 45.288991 \n", " 10 49.951368 \n", " 16 2 True 416 416 10 57.895791 \n", " 10 57.394599 \n", " 10 57.901486 \n", " 10 57.257827 \n", " 10 57.900886 \n", " 10 57.874970 \n", " 10 58.184522 \n", " 10 57.248497 \n", " 10 57.323218 \n", " 10 58.060687 \n", " 32 2 True 416 416 10 59.918013 \n", " 10 52.954268 \n", " 10 59.252540 \n", " 10 59.453221 \n", " 10 52.823782 \n", " 10 59.937814 \n", " 10 59.195336 \n", " 10 59.434976 \n", " 10 53.711670 \n", " 10 59.461808 \n", " tensorrt-dynamic 1 2 True 416 416 10 33.722234 \n", " 10 33.344760 \n", " 10 32.207885 \n", " 10 33.368635 \n", " 10 32.228426 \n", " 10 33.119637 \n", " 10 32.753670 \n", " 10 34.520452 \n", " 10 32.833924 \n", " 10 31.725999 \n", " 2 2 True 416 416 10 36.674076 \n", " 10 34.905992 \n", " 10 38.682671 \n", " 10 37.770189 \n", " 10 38.220550 \n", " 10 35.161893 \n", " 10 34.940304 \n", " 10 38.465914 \n", " 10 38.029604 \n", " 10 38.326197 \n", " 4 2 True 416 416 10 40.641496 \n", " 10 40.764834 \n", " 10 40.525459 \n", " 10 40.309304 \n", " 10 36.667102 \n", " 10 40.309110 \n", " 10 40.637657 \n", " 10 40.178886 \n", " 10 39.946703 \n", " 10 40.112889 \n", " 8 2 True 416 416 10 41.125919 \n", " 10 40.832945 \n", " 10 40.678350 \n", " 10 40.708652 \n", " 10 37.725898 \n", " 10 40.822265 \n", " 10 40.799978 \n", " 10 40.863677 \n", " 10 40.510879 \n", " 10 40.664990 \n", " 16 2 True 416 416 10 38.212976 \n", " 10 38.328517 \n", " 10 41.660788 \n", " 10 41.403296 \n", " 10 41.592596 \n", " 10 41.526041 \n", " 10 40.946929 \n", " 10 41.796725 \n", " 10 41.767356 \n", " 10 42.019910 \n", " 32 2 True 416 416 10 42.181365 \n", " 10 42.641372 \n", " 10 42.212262 \n", " 10 38.904930 \n", " 10 38.740709 \n", " 10 42.082953 \n", " 10 42.069419 \n", " 10 42.496558 \n", " 10 38.847153 \n", " 10 42.213536 \n", "\n", " avg_time_ms \\\n", "model backend batch_size batch_count batch_enabled image_height image_width num_reps \n", "rcnn-inception-resnet-v2-lowproposals cpu 1 2 True 1024 600 10 2102.114439 \n", " 10 2097.102880 \n", " 10 2113.173485 \n", " 10 2096.859932 \n", " 10 2072.292805 \n", " 10 2122.228384 \n", " 10 2101.465940 \n", " 10 2078.035831 \n", " 10 2084.735870 \n", " 10 2103.169441 \n", " 2 2 True 1024 600 10 2131.637096 \n", " 10 2117.823720 \n", " 10 2120.829582 \n", " 10 2115.418553 \n", " 10 2143.481016 \n", " 10 2107.514739 \n", " 10 2111.207962 \n", " 10 2121.299028 \n", " 10 2132.363558 \n", " 10 2099.555254 \n", " 4 2 True 1024 600 10 2146.670341 \n", " 10 2176.231623 \n", " 10 2187.279761 \n", " 10 2159.104466 \n", " 10 2176.578999 \n", " 10 2168.306887 \n", " 10 2174.616516 \n", " 10 2172.532856 \n", " 10 2183.267474 \n", " 10 2186.987460 \n", " 8 2 True 1024 600 10 2230.021060 \n", " 10 2234.884620 \n", " 10 2233.678490 \n", " 10 2223.688662 \n", " 10 2240.827024 \n", " 10 2234.509915 \n", " 10 2240.626216 \n", " 10 2228.622943 \n", " 10 2237.035245 \n", " 10 2239.570051 \n", " 16 2 True 1024 600 10 2257.131487 \n", " 10 2247.375011 \n", " 10 2243.564099 \n", " 10 2242.522523 \n", " 10 2248.555779 \n", " 10 2263.564557 \n", " 10 2262.172401 \n", " 10 2256.722227 \n", " 10 2265.327543 \n", " 10 2260.142982 \n", " 32 2 True 1024 600 10 2264.188550 \n", " 10 2255.756468 \n", " 10 2262.563989 \n", " 10 2255.240895 \n", " 10 2258.284524 \n", " 10 2263.196304 \n", " 10 2256.461382 \n", " 10 2261.153892 \n", " 10 2263.269097 \n", " 10 2256.326482 \n", " cpu-prebuilt 1 2 True 1024 600 10 2098.946333 \n", " 10 2086.250067 \n", " 10 2087.101221 \n", " 10 2082.938433 \n", " 10 2093.345881 \n", " 10 2089.837074 \n", " 10 2111.468315 \n", " 10 2102.094650 \n", " 10 2096.944571 \n", " 10 2099.380016 \n", " 2 2 True 1024 600 10 2134.788275 \n", " 10 2114.454389 \n", " 10 2126.798034 \n", " 10 2123.083591 \n", " 10 2104.051471 \n", " 10 2117.888451 \n", " 10 2136.710882 \n", " 10 2114.253998 \n", " 10 2108.802080 \n", " 10 2113.765717 \n", " 4 2 True 1024 600 10 2190.999448 \n", " 10 2192.967653 \n", " 10 2177.252531 \n", " 10 2165.570319 \n", " 10 2166.359723 \n", " 10 2170.032084 \n", " 10 2176.693141 \n", " 10 2173.491180 \n", " 10 2169.284046 \n", " 10 2179.272771 \n", " 8 2 True 1024 600 10 2246.544719 \n", " 10 2241.620868 \n", " 10 2241.268754 \n", " 10 2245.923698 \n", " 10 2241.344512 \n", " 10 2237.708509 \n", " 10 2240.990847 \n", " 10 2247.592241 \n", " 10 2250.911266 \n", " 10 2251.275152 \n", " 16 2 True 1024 600 10 2258.895636 \n", " 10 2257.322982 \n", " 10 2257.177547 \n", " 10 2257.551774 \n", " 10 2262.527600 \n", " 10 2267.529160 \n", " 10 2256.451771 \n", " 10 2256.072521 \n", " 10 2258.555487 \n", " 10 2257.334948 \n", " 32 2 True 1024 600 10 2243.696325 \n", " 10 2249.715857 \n", " 10 2253.608018 \n", " 10 2249.227196 \n", " 10 2260.260180 \n", " 10 2262.011275 \n", " 10 2263.532028 \n", " 10 2251.477160 \n", " 10 2255.950890 \n", " 10 2256.108768 \n", " cuda 1 2 True 1024 600 10 301.918745 \n", " 10 308.695078 \n", " 10 301.337242 \n", " 10 305.587053 \n", " 10 304.101467 \n", " 10 305.038214 \n", " 10 308.247328 \n", " 10 301.910877 \n", " 10 306.603670 \n", " 10 310.112953 \n", " 2 2 True 1024 600 10 281.459689 \n", " 10 284.224987 \n", " 10 283.098936 \n", " 10 282.525778 \n", " 10 285.632849 \n", " 10 281.586289 \n", " 10 282.028556 \n", " 10 283.787966 \n", " 10 281.633735 \n", " 10 284.234047 \n", " 4 2 True 1024 600 10 272.141159 \n", " 10 272.094965 \n", " 10 272.606254 \n", " 10 273.241341 \n", " 10 271.669388 \n", " 10 270.196557 \n", " 10 271.334648 \n", " 10 270.572960 \n", " 10 271.559834 \n", " 10 271.103263 \n", " 8 2 True 1024 600 10 268.190205 \n", " 10 267.857254 \n", " 10 268.723279 \n", " 10 269.334078 \n", " 10 268.154949 \n", " 10 269.130677 \n", " 10 267.667681 \n", " 10 268.221825 \n", " 10 269.228220 \n", " 10 268.902749 \n", " 16 2 True 1024 600 10 269.319922 \n", " 10 269.510269 \n", " 10 269.112006 \n", " 10 268.988878 \n", " 10 269.031346 \n", " 10 269.216806 \n", " 10 269.969091 \n", " 10 270.740747 \n", " 10 269.522071 \n", " 10 269.923061 \n", " tensorrt 1 2 True 1024 600 10 296.128988 \n", " 10 298.665047 \n", " 10 297.076702 \n", " 10 296.759844 \n", " 10 298.376083 \n", " 10 296.762228 \n", " 10 295.618296 \n", " 10 297.921896 \n", " 10 299.183130 \n", " 10 297.418594 \n", " 2 2 True 1024 600 10 277.906060 \n", " 10 276.282191 \n", " 10 275.823116 \n", " 10 277.707577 \n", " 10 277.070522 \n", " 10 276.643991 \n", " 10 275.726676 \n", " 10 277.002811 \n", " 10 277.500153 \n", " 10 276.484728 \n", " 4 2 True 1024 600 10 266.690910 \n", " 10 265.182078 \n", " 10 265.627623 \n", " 10 264.555633 \n", " 10 266.060531 \n", " 10 267.392457 \n", " 10 265.940428 \n", " 10 265.419662 \n", " 10 265.534461 \n", " 10 265.608430 \n", " 8 2 True 1024 600 10 263.792664 \n", " 10 263.673693 \n", " 10 263.417184 \n", " 10 264.127791 \n", " 10 262.212336 \n", " 10 263.423920 \n", " 10 262.080282 \n", " 10 264.366031 \n", " 10 262.985826 \n", " 10 262.743503 \n", " 16 2 True 1024 600 10 262.512863 \n", " 10 263.069987 \n", " 10 263.868377 \n", " 10 263.096988 \n", " 10 263.252839 \n", " 10 263.608307 \n", " 10 272.175416 \n", " 10 263.378084 \n", " 10 262.334198 \n", " 10 263.167739 \n", "rcnn-inception-v2 cpu 1 2 True 600 1024 10 199.435711 \n", " 10 198.299885 \n", " 10 202.163219 \n", " 10 200.389147 \n", " 10 202.767611 \n", " 10 199.626207 \n", " 10 203.919172 \n", " 10 196.758986 \n", " 10 198.551416 \n", " 10 203.846216 \n", " 2 2 True 600 1024 10 189.657092 \n", " 10 187.418818 \n", " 10 188.099265 \n", " 10 189.812899 \n", " 10 185.014725 \n", " 10 187.768459 \n", " 10 187.580824 \n", " 10 193.547845 \n", " 10 186.695218 \n", " 10 189.673543 \n", " 4 2 True 600 1024 10 183.522999 \n", " 10 186.249852 \n", " 10 182.300568 \n", " 10 185.670078 \n", " 10 184.843183 \n", " 10 186.585546 \n", " 10 186.967134 \n", " 10 185.632408 \n", " 10 185.951114 \n", " 10 187.618136 \n", " 8 2 True 600 1024 10 186.945051 \n", " 10 184.052616 \n", " 10 184.973657 \n", " 10 184.787869 \n", " 10 185.945094 \n", " 10 187.311739 \n", " 10 183.968276 \n", " 10 188.921034 \n", " 10 183.105528 \n", " 10 184.910893 \n", " 16 2 True 600 1024 10 167.938516 \n", " 10 171.066642 \n", " 10 168.744192 \n", " 10 168.365926 \n", " 10 168.353751 \n", " 10 168.872416 \n", " 10 169.868901 \n", " 10 168.942794 \n", " 10 169.890180 \n", " 10 168.117896 \n", " 32 2 True 600 1024 10 170.433529 \n", " 10 170.284688 \n", " 10 170.515902 \n", " 10 170.772560 \n", " 10 170.538656 \n", " 10 171.049796 \n", " 10 172.204696 \n", " 10 171.331540 \n", " 10 171.728186 \n", " 10 171.228804 \n", " cpu-prebuilt 1 2 True 600 1024 10 211.358547 \n", " 10 208.967209 \n", " 10 212.099075 \n", " 10 215.736389 \n", " 10 211.610317 \n", " 10 214.227200 \n", " 10 211.740017 \n", " 10 214.997053 \n", " 10 214.286327 \n", " 10 214.398861 \n", " 2 2 True 600 1024 10 199.223518 \n", " 10 200.471997 \n", " 10 194.871902 \n", " 10 196.666598 \n", " 10 197.686791 \n", " 10 193.551421 \n", " 10 195.038557 \n", " 10 196.334124 \n", " 10 201.206207 \n", " 10 199.335337 \n", " 4 2 True 600 1024 10 194.839299 \n", " 10 193.432570 \n", " 10 195.431888 \n", " 10 193.024337 \n", " 10 193.432450 \n", " 10 191.443741 \n", " 10 196.383297 \n", " 10 195.307255 \n", " 10 191.414356 \n", " 10 191.954315 \n", " 8 2 True 600 1024 10 191.887498 \n", " 10 193.816274 \n", " 10 192.752331 \n", " 10 197.146684 \n", " 10 194.836080 \n", " 10 191.827089 \n", " 10 192.698032 \n", " 10 193.751067 \n", " 10 192.084014 \n", " 10 192.746907 \n", " 16 2 True 600 1024 10 175.816134 \n", " 10 177.017137 \n", " 10 176.095694 \n", " 10 175.033256 \n", " 10 176.331028 \n", " 10 176.567063 \n", " 10 177.471921 \n", " 10 176.795244 \n", " 10 175.952703 \n", " 10 176.242232 \n", " 32 2 True 600 1024 10 178.261332 \n", " 10 177.591622 \n", " 10 177.741870 \n", " 10 178.529128 \n", " 10 177.778199 \n", " 10 177.895591 \n", " 10 177.578814 \n", " 10 177.192807 \n", " 10 177.001648 \n", " 10 178.058371 \n", " cuda 1 2 True 600 1024 10 54.476261 \n", " 10 55.366755 \n", " 10 55.623055 \n", " 10 55.459499 \n", " 10 55.292606 \n", " 10 55.747032 \n", " 10 54.675102 \n", " 10 55.480957 \n", " 10 56.607246 \n", " 10 56.125879 \n", " 2 2 True 600 1024 10 44.665337 \n", " 10 44.715524 \n", " 10 45.262575 \n", " 10 44.394851 \n", " 10 43.645144 \n", " 10 44.993639 \n", " 10 44.828534 \n", " 10 44.234395 \n", " 10 45.859575 \n", " 10 44.615149 \n", " 4 2 True 600 1024 10 41.578591 \n", " 10 41.758001 \n", " 10 39.654315 \n", " 10 41.283309 \n", " 10 41.243911 \n", " 10 39.588988 \n", " 10 40.994108 \n", " 10 40.801525 \n", " 10 39.811969 \n", " 10 41.829288 \n", " 8 2 True 600 1024 10 38.990825 \n", " 10 39.853156 \n", " 10 39.340645 \n", " 10 39.152712 \n", " 10 39.255798 \n", " 10 38.749576 \n", " 10 38.515121 \n", " 10 39.715856 \n", " 10 39.177299 \n", " 10 38.781941 \n", " 16 2 True 600 1024 10 38.479790 \n", " 10 39.944828 \n", " 10 39.415002 \n", " 10 39.032727 \n", " 10 39.177164 \n", " 10 39.315343 \n", " 10 38.663879 \n", " 10 39.894342 \n", " 10 39.150417 \n", " 10 39.335281 \n", " 32 2 True 600 1024 10 38.759880 \n", " 10 38.850047 \n", " 10 38.936555 \n", " 10 39.897360 \n", " 10 39.074786 \n", " 10 39.461479 \n", " 10 39.244629 \n", " 10 39.188057 \n", " 10 39.378479 \n", " 10 38.851999 \n", " tensorrt 1 2 True 600 1024 10 54.755926 \n", " 10 56.898832 \n", " 10 54.983854 \n", " 10 55.894852 \n", " 10 56.000471 \n", " 10 55.718899 \n", " 10 56.618929 \n", " 10 55.047750 \n", " 10 55.845022 \n", " 10 55.137634 \n", " 2 2 True 600 1024 10 46.877980 \n", " 10 45.034409 \n", " 10 44.332981 \n", " 10 46.123028 \n", " 10 45.550823 \n", " 10 46.987414 \n", " 10 46.048999 \n", " 10 46.182275 \n", " 10 46.113253 \n", " 10 45.504928 \n", " 4 2 True 600 1024 10 42.245209 \n", " 10 40.893257 \n", " 10 40.816784 \n", " 10 41.147172 \n", " 10 41.241467 \n", " 10 41.039586 \n", " 10 41.457117 \n", " 10 41.212678 \n", " 10 41.292310 \n", " 10 41.136026 \n", " 8 2 True 600 1024 10 39.752245 \n", " 10 38.519084 \n", " 10 38.811952 \n", " 10 39.164722 \n", " 10 39.866805 \n", " 10 38.145095 \n", " 10 41.430831 \n", " 10 38.700908 \n", " 10 39.406449 \n", " 10 39.349616 \n", " 16 2 True 600 1024 10 40.687591 \n", " 10 39.240107 \n", " 10 39.366543 \n", " 10 39.374277 \n", " 10 39.446756 \n", " 10 38.950428 \n", " 10 39.489701 \n", " 10 38.886473 \n", " 10 39.585993 \n", " 10 39.078146 \n", " 32 2 True 600 1024 10 39.280273 \n", " 10 39.526060 \n", " 10 39.055966 \n", " 10 38.960531 \n", " 10 39.354429 \n", " 10 39.672680 \n", " 10 39.113700 \n", " 10 39.165281 \n", " 10 39.386146 \n", " 10 39.522171 \n", " tensorrt-dynamic 1 2 True 600 1024 10 51.356554 \n", " 10 51.312685 \n", " 10 50.655603 \n", " 10 49.568653 \n", " 10 50.715446 \n", " 10 50.532818 \n", " 10 51.685333 \n", " 10 50.931454 \n", " 10 48.561096 \n", " 10 51.009417 \n", " 2 2 True 600 1024 10 40.156960 \n", " 10 38.568377 \n", " 10 38.298607 \n", " 10 40.543318 \n", " 10 39.044499 \n", " 10 39.487362 \n", " 10 39.736152 \n", " 10 37.322044 \n", " 10 38.844228 \n", " 10 38.497925 \n", " 4 2 True 600 1024 10 36.568582 \n", " 10 37.489653 \n", " 10 37.124276 \n", " 10 36.289990 \n", " 10 36.556184 \n", " 10 36.302328 \n", " 10 36.253393 \n", " 10 36.946714 \n", " 10 37.216365 \n", " 10 36.874413 \n", " 8 2 True 600 1024 10 34.935802 \n", " 10 35.251558 \n", " 10 35.841316 \n", " 10 35.165220 \n", " 10 34.704566 \n", " 10 35.261273 \n", " 10 34.864694 \n", " 10 34.602910 \n", " 10 35.200268 \n", " 10 34.440279 \n", " 16 2 True 600 1024 10 33.650056 \n", " 10 34.117833 \n", " 10 34.406796 \n", " 10 34.052506 \n", " 10 33.967778 \n", " 10 34.291223 \n", " 10 34.140617 \n", " 10 33.577979 \n", " 10 33.973500 \n", " 10 34.208611 \n", "rcnn-nas-lowproposals cpu 1 2 True 1200 1200 10 2365.170717 \n", " 10 2356.838703 \n", " 10 2351.453304 \n", " 10 2357.411623 \n", " 10 2368.151188 \n", " 10 2368.752956 \n", " 10 2348.830462 \n", " 10 2348.184109 \n", " 10 2356.526852 \n", " 10 2387.213230 \n", " 2 2 True 1200 1200 10 2345.739245 \n", " 10 2331.039786 \n", " 10 2357.163906 \n", " 10 2357.503533 \n", " 10 2349.451661 \n", " 10 2350.321770 \n", " 10 2346.306801 \n", " 10 2366.124988 \n", " 10 2359.805942 \n", " 10 2344.103336 \n", " 4 2 True 1200 1200 10 2419.015110 \n", " 10 2605.458200 \n", " 10 2434.805334 \n", " 10 2445.148945 \n", " 10 2472.068489 \n", " 10 2453.712821 \n", " 10 2456.929028 \n", " 10 2410.270452 \n", " 10 2475.385547 \n", " 10 2436.666965 \n", " 8 2 True 1200 1200 10 2440.859675 \n", " 10 2449.632823 \n", " 10 2439.483613 \n", " 10 2434.425950 \n", " 10 2437.106162 \n", " 10 2450.850636 \n", " 10 2455.170274 \n", " 10 2447.495490 \n", " 10 2459.843129 \n", " 10 2433.690846 \n", " 16 2 True 1200 1200 10 2875.881150 \n", " 10 2896.181986 \n", " 10 2928.640544 \n", " 10 2901.188508 \n", " 10 2961.632535 \n", " 10 2951.634616 \n", " 10 2939.327523 \n", " 10 2962.623239 \n", " 10 2968.998060 \n", " 10 2949.924231 \n", " 32 2 True 1200 1200 10 2920.075461 \n", " 10 2896.047853 \n", " 10 2875.072852 \n", " 10 2908.073343 \n", " 10 2883.977517 \n", " 10 2873.386696 \n", " 10 2840.122133 \n", " 10 2845.761634 \n", " 10 2864.565723 \n", " 10 2874.511279 \n", " cpu-prebuilt 1 2 True 1200 1200 10 2426.792383 \n", " 10 2407.164574 \n", " 10 2426.827908 \n", " 10 2425.205469 \n", " 10 2428.805351 \n", " 10 2433.329105 \n", " 10 2428.862333 \n", " 10 2427.105427 \n", " 10 2436.924219 \n", " 10 2395.296812 \n", " 2 2 True 1200 1200 10 2431.826830 \n", " 10 2412.988544 \n", " 10 2426.176071 \n", " 10 2420.944810 \n", " 10 2408.629894 \n", " 10 2448.668957 \n", " 10 2435.251117 \n", " 10 2426.814079 \n", " 10 2420.928001 \n", " 10 2426.860809 \n", " 4 2 True 1200 1200 10 2447.936237 \n", " 10 2456.720412 \n", " 10 2461.948037 \n", " 10 2460.924327 \n", " 10 2457.892478 \n", " 10 2451.637506 \n", " 10 2456.234574 \n", " 10 2453.219116 \n", " 10 2477.634072 \n", " 10 2462.365985 \n", " 8 2 True 1200 1200 10 2496.621668 \n", " 10 2489.517391 \n", " 10 2491.544008 \n", " 10 2492.961645 \n", " 10 2482.601255 \n", " 10 2490.716219 \n", " 10 2481.614977 \n", " 10 2483.415842 \n", " 10 2490.090817 \n", " 10 2484.557211 \n", " 16 2 True 1200 1200 10 2580.137551 \n", " 10 2579.514548 \n", " 10 2572.727650 \n", " 10 2577.890739 \n", " 10 2582.166836 \n", " 10 2600.119963 \n", " 10 2585.533246 \n", " 10 2600.002646 \n", " 10 2608.531043 \n", " 10 2602.899581 \n", " 32 2 True 1200 1200 10 2822.915569 \n", " 10 2815.188333 \n", " 10 2790.754512 \n", " 10 2807.010278 \n", " 10 2806.418195 \n", " 10 2781.621151 \n", " 10 2800.613753 \n", " 10 2806.383803 \n", " 10 2798.189528 \n", " 10 2801.935650 \n", " cuda 1 2 True 1200 1200 10 360.858917 \n", " 10 362.329006 \n", " 10 363.272667 \n", " 10 358.968496 \n", " 10 361.614704 \n", " 10 361.747980 \n", " 10 360.507250 \n", " 10 356.214762 \n", " 10 362.528563 \n", " 10 356.904984 \n", " 2 2 True 1200 1200 10 344.676018 \n", " 10 343.435049 \n", " 10 346.653700 \n", " 10 346.922636 \n", " 10 344.156504 \n", " 10 343.497634 \n", " 10 346.291542 \n", " 10 346.824050 \n", " 10 346.959591 \n", " 10 344.560385 \n", " 4 2 True 1200 1200 10 340.246618 \n", " 10 340.201974 \n", " 10 340.706408 \n", " 10 341.487229 \n", " 10 339.919746 \n", " 10 341.385484 \n", " 10 342.449546 \n", " 10 340.875089 \n", " 10 340.242803 \n", " 10 339.477956 \n", " 8 2 True 1200 1200 10 342.261106 \n", " 10 342.130870 \n", " 10 342.417121 \n", " 10 342.916012 \n", " 10 343.581617 \n", " 10 343.219697 \n", " 10 342.744559 \n", " 10 343.587399 \n", " 10 343.282133 \n", " 10 343.362689 \n", " tensorrt 1 2 True 1200 1200 10 361.315250 \n", " 10 348.189831 \n", " 10 350.531816 \n", " 10 348.959208 \n", " 10 351.866722 \n", " 10 350.981712 \n", " 10 352.050543 \n", " 10 360.867977 \n", " 10 348.901510 \n", " 10 359.987736 \n", " 2 2 True 1200 1200 10 339.197159 \n", " 10 336.121798 \n", " 10 336.375594 \n", " 10 336.283445 \n", " 10 349.544764 \n", " 10 335.689545 \n", " 10 339.787364 \n", " 10 336.539030 \n", " 10 337.741494 \n", " 10 336.507559 \n", " 4 2 True 1200 1200 10 331.380725 \n", " 10 331.917822 \n", " 10 331.620872 \n", " 10 330.793619 \n", " 10 330.745935 \n", " 10 332.516074 \n", " 10 331.018925 \n", " 10 330.354095 \n", " 10 331.236780 \n", " 10 330.625713 \n", " 8 2 True 1200 1200 10 333.551198 \n", " 10 333.671480 \n", " 10 332.970887 \n", " 10 332.532734 \n", " 10 333.131313 \n", " 10 333.223283 \n", " 10 333.476454 \n", " 10 333.813041 \n", " 10 333.627254 \n", " 10 332.384825 \n", " tensorrt-dynamic 1 2 True 1200 1200 10 327.037096 \n", " 10 325.897455 \n", " 10 327.677965 \n", " 10 326.820850 \n", " 10 325.886965 \n", " 10 329.350471 \n", " 10 328.550100 \n", " 10 324.156284 \n", " 10 327.668905 \n", " 10 324.860334 \n", "rcnn-resnet101-lowproposals cpu 1 2 True 600 1024 10 433.871508 \n", " 10 428.166151 \n", " 10 430.423975 \n", " 10 427.033424 \n", " 10 434.132338 \n", " 10 431.692839 \n", " 10 428.699732 \n", " 10 431.753159 \n", " 10 430.157185 \n", " 10 431.155443 \n", " 2 2 True 600 1024 10 417.960405 \n", " 10 422.020555 \n", " 10 422.627091 \n", " 10 425.111413 \n", " 10 426.596045 \n", " 10 417.062402 \n", " 10 418.059349 \n", " 10 419.716477 \n", " 10 419.850230 \n", " 10 421.573162 \n", " 4 2 True 600 1024 10 427.918851 \n", " 10 426.529944 \n", " 10 429.178715 \n", " 10 433.654487 \n", " 10 425.861716 \n", " 10 423.820019 \n", " 10 430.286229 \n", " 10 427.343965 \n", " 10 430.428207 \n", " 10 427.914739 \n", " 8 2 True 600 1024 10 427.439332 \n", " 10 433.163851 \n", " 10 430.201411 \n", " 10 430.585563 \n", " 10 431.617111 \n", " 10 427.637279 \n", " 10 430.844545 \n", " 10 428.261399 \n", " 10 427.750051 \n", " 10 428.608984 \n", " 16 2 True 600 1024 10 426.909819 \n", " 10 429.229394 \n", " 10 426.045462 \n", " 10 427.254871 \n", " 10 428.602129 \n", " 10 429.031491 \n", " 10 429.124296 \n", " 10 426.932633 \n", " 10 428.179160 \n", " 10 427.536935 \n", " 32 2 True 600 1024 10 426.102959 \n", " 10 426.117368 \n", " 10 426.383093 \n", " 10 425.680831 \n", " 10 426.016867 \n", " 10 426.154599 \n", " 10 426.389873 \n", " 10 426.666580 \n", " 10 426.666588 \n", " 10 426.704139 \n", " cpu-prebuilt 1 2 True 600 1024 10 429.958344 \n", " 10 440.377712 \n", " 10 431.911469 \n", " 10 429.973841 \n", " 10 428.287983 \n", " 10 429.535389 \n", " 10 435.550213 \n", " 10 431.479931 \n", " 10 433.532238 \n", " 10 432.739735 \n", " 2 2 True 600 1024 10 429.075837 \n", " 10 429.312706 \n", " 10 427.225828 \n", " 10 429.380298 \n", " 10 429.229975 \n", " 10 427.218676 \n", " 10 426.046133 \n", " 10 431.901217 \n", " 10 426.432371 \n", " 10 429.447651 \n", " 4 2 True 600 1024 10 431.398153 \n", " 10 431.563675 \n", " 10 431.311131 \n", " 10 425.918043 \n", " 10 428.895354 \n", " 10 428.286076 \n", " 10 431.347668 \n", " 10 436.076939 \n", " 10 434.644163 \n", " 10 433.307648 \n", " 8 2 True 600 1024 10 433.232456 \n", " 10 430.481076 \n", " 10 432.279974 \n", " 10 432.564318 \n", " 10 431.297898 \n", " 10 434.295654 \n", " 10 430.432141 \n", " 10 434.152931 \n", " 10 430.845886 \n", " 10 433.948398 \n", " 16 2 True 600 1024 10 431.187347 \n", " 10 429.316476 \n", " 10 430.632800 \n", " 10 431.018889 \n", " 10 433.101922 \n", " 10 430.727914 \n", " 10 429.640979 \n", " 10 430.050239 \n", " 10 429.919228 \n", " 10 431.761786 \n", " 32 2 True 600 1024 10 430.265404 \n", " 10 429.001175 \n", " 10 430.120274 \n", " 10 429.877706 \n", " 10 429.125234 \n", " 10 429.118887 \n", " 10 429.530039 \n", " 10 430.393636 \n", " 10 429.604284 \n", " 10 429.255851 \n", " cuda 1 2 True 600 1024 10 80.603838 \n", " 10 81.621647 \n", " 10 80.284834 \n", " 10 79.394579 \n", " 10 80.185413 \n", " 10 81.094265 \n", " 10 80.857277 \n", " 10 81.154108 \n", " 10 80.203056 \n", " 10 81.373930 \n", " 2 2 True 600 1024 10 72.024822 \n", " 10 72.222471 \n", " 10 73.226213 \n", " 10 70.717931 \n", " 10 71.865916 \n", " 10 72.181225 \n", " 10 72.643161 \n", " 10 72.795868 \n", " 10 71.801305 \n", " 10 71.643233 \n", " 4 2 True 600 1024 10 65.831959 \n", " 10 65.600276 \n", " 10 66.233456 \n", " 10 66.488147 \n", " 10 65.787852 \n", " 10 65.387487 \n", " 10 64.947069 \n", " 10 65.378845 \n", " 10 66.322088 \n", " 10 65.629303 \n", " 8 2 True 600 1024 10 64.674765 \n", " 10 66.439569 \n", " 10 64.171255 \n", " 10 63.792795 \n", " 10 65.822124 \n", " 10 65.067142 \n", " 10 64.630896 \n", " 10 64.187467 \n", " 10 64.262539 \n", " 10 64.588726 \n", " 16 2 True 600 1024 10 63.111827 \n", " 10 63.350812 \n", " 10 63.037619 \n", " 10 63.301802 \n", " 10 63.466892 \n", " 10 62.724903 \n", " 10 62.705934 \n", " 10 62.618077 \n", " 10 62.720835 \n", " 10 63.213482 \n", " 32 2 True 600 1024 10 62.559158 \n", " 10 63.086294 \n", " 10 63.195303 \n", " 10 62.767945 \n", " 10 62.820107 \n", " 10 62.723815 \n", " 10 63.044637 \n", " 10 63.151009 \n", " 10 62.885515 \n", " 10 62.815502 \n", " tensorrt 1 2 True 600 1024 10 81.871033 \n", " 10 81.085920 \n", " 10 80.370665 \n", " 10 82.727432 \n", " 10 81.161022 \n", " 10 79.902887 \n", " 10 80.933809 \n", " 10 80.850601 \n", " 10 80.965996 \n", " 10 79.499960 \n", " 2 2 True 600 1024 10 72.395444 \n", " 10 72.904348 \n", " 10 73.021054 \n", " 10 73.055983 \n", " 10 71.627378 \n", " 10 72.608471 \n", " 10 73.006630 \n", " 10 72.466373 \n", " 10 71.936727 \n", " 10 72.834015 \n", " 4 2 True 600 1024 10 67.171395 \n", " 10 67.108393 \n", " 10 67.021251 \n", " 10 65.876901 \n", " 10 67.055821 \n", " 10 66.048563 \n", " 10 67.546725 \n", " 10 66.750526 \n", " 10 66.549778 \n", " 10 65.672517 \n", " 8 2 True 600 1024 10 65.694988 \n", " 10 64.913303 \n", " 10 64.891368 \n", " 10 64.616472 \n", " 10 65.410912 \n", " 10 65.461248 \n", " 10 65.582722 \n", " 10 65.115869 \n", " 10 65.060377 \n", " 10 65.034658 \n", " 16 2 True 600 1024 10 62.591359 \n", " 10 63.060924 \n", " 10 62.718108 \n", " 10 63.297242 \n", " 10 62.558979 \n", " 10 62.945366 \n", " 10 63.154280 \n", " 10 63.203454 \n", " 10 63.305289 \n", " 10 63.751012 \n", " 32 2 True 600 1024 10 63.086838 \n", " 10 63.405693 \n", " 10 63.100651 \n", " 10 63.014127 \n", " 10 62.884241 \n", " 10 63.096792 \n", " 10 63.513428 \n", " 10 62.516086 \n", " 10 62.484637 \n", " 10 62.946491 \n", " tensorrt-dynamic 1 2 True 600 1024 10 59.758186 \n", " 10 64.347982 \n", " 10 58.765650 \n", " 10 62.869549 \n", " 10 60.178280 \n", " 10 62.518835 \n", " 10 59.575081 \n", " 10 61.606169 \n", " 10 60.952902 \n", " 10 59.913158 \n", " 2 2 True 600 1024 10 55.251718 \n", " 10 57.920337 \n", " 10 55.197239 \n", " 10 56.325912 \n", " 10 55.737615 \n", " 10 54.126740 \n", " 10 55.080652 \n", " 10 55.728436 \n", " 10 56.238890 \n", " 10 56.399345 \n", " 4 2 True 600 1024 10 53.222120 \n", " 10 51.618755 \n", " 10 52.734911 \n", " 10 51.164329 \n", " 10 52.268147 \n", " 10 51.492095 \n", " 10 51.972806 \n", " 10 52.562714 \n", " 10 51.158965 \n", " 10 51.088035 \n", " 8 2 True 600 1024 10 52.297354 \n", " 10 51.201403 \n", " 10 50.911099 \n", " 10 50.943315 \n", " 10 51.370859 \n", " 10 51.098287 \n", " 10 50.455064 \n", " 10 51.669985 \n", " 10 50.580621 \n", " 10 51.985860 \n", " 16 2 True 600 1024 10 50.596565 \n", " 10 50.971672 \n", " 10 50.640747 \n", " 10 50.866470 \n", " 10 51.054910 \n", " 10 51.399320 \n", " 10 51.488817 \n", " 10 51.131144 \n", " 10 51.122308 \n", " 10 50.991774 \n", "rcnn-resnet50-lowproposals cpu 1 2 True 600 1024 10 264.820576 \n", " 10 271.122932 \n", " 10 273.413897 \n", " 10 271.638155 \n", " 10 267.568350 \n", " 10 268.534660 \n", " 10 271.806479 \n", " 10 267.023802 \n", " 10 272.466183 \n", " 10 274.816751 \n", " 2 2 True 600 1024 10 261.157751 \n", " 10 268.843055 \n", " 10 261.252642 \n", " 10 258.222103 \n", " 10 260.117412 \n", " 10 260.544658 \n", " 10 260.097027 \n", " 10 257.104516 \n", " 10 260.026455 \n", " 10 257.993698 \n", " 4 2 True 600 1024 10 253.295958 \n", " 10 256.962478 \n", " 10 256.759167 \n", " 10 256.149888 \n", " 10 254.192472 \n", " 10 254.099369 \n", " 10 255.995691 \n", " 10 255.881250 \n", " 10 258.351624 \n", " 10 253.850281 \n", " 8 2 True 600 1024 10 259.102970 \n", " 10 260.375351 \n", " 10 258.663416 \n", " 10 261.448950 \n", " 10 258.682907 \n", " 10 259.489179 \n", " 10 257.846326 \n", " 10 260.658264 \n", " 10 258.508444 \n", " 10 257.601291 \n", " 16 2 True 600 1024 10 258.614108 \n", " 10 258.409739 \n", " 10 257.443383 \n", " 10 257.995442 \n", " 10 259.687766 \n", " 10 257.690772 \n", " 10 257.899716 \n", " 10 258.618683 \n", " 10 258.467570 \n", " 10 257.943884 \n", " 32 2 True 600 1024 10 256.881282 \n", " 10 256.193206 \n", " 10 257.816985 \n", " 10 257.231601 \n", " 10 256.304920 \n", " 10 257.335678 \n", " 10 257.666714 \n", " 10 257.161640 \n", " 10 256.758608 \n", " 10 258.966148 \n", " cpu-prebuilt 1 2 True 600 1024 10 279.975414 \n", " 10 273.955822 \n", " 10 276.734591 \n", " 10 271.927118 \n", " 10 286.473513 \n", " 10 273.165703 \n", " 10 281.750679 \n", " 10 273.890972 \n", " 10 277.981520 \n", " 10 269.800425 \n", " 2 2 True 600 1024 10 264.328718 \n", " 10 267.718077 \n", " 10 262.261868 \n", " 10 264.619946 \n", " 10 264.661431 \n", " 10 267.231822 \n", " 10 271.265030 \n", " 10 262.462735 \n", " 10 262.440443 \n", " 10 260.274768 \n", " 4 2 True 600 1024 10 261.907160 \n", " 10 260.499358 \n", " 10 258.196533 \n", " 10 258.057237 \n", " 10 257.671177 \n", " 10 259.931862 \n", " 10 260.226369 \n", " 10 260.271668 \n", " 10 260.795653 \n", " 10 260.705113 \n", " 8 2 True 600 1024 10 260.013074 \n", " 10 261.556566 \n", " 10 260.767132 \n", " 10 261.744857 \n", " 10 261.265099 \n", " 10 268.787593 \n", " 10 259.958267 \n", " 10 262.156427 \n", " 10 260.790437 \n", " 10 262.368351 \n", " 16 2 True 600 1024 10 259.416029 \n", " 10 260.555148 \n", " 10 260.334447 \n", " 10 261.349320 \n", " 10 262.413070 \n", " 10 260.104463 \n", " 10 260.930672 \n", " 10 262.222484 \n", " 10 261.080176 \n", " 10 262.220159 \n", " 32 2 True 600 1024 10 258.768164 \n", " 10 259.872176 \n", " 10 260.191955 \n", " 10 259.890988 \n", " 10 260.459386 \n", " 10 260.538295 \n", " 10 260.141060 \n", " 10 259.546742 \n", " 10 260.213032 \n", " 10 261.033930 \n", " cuda 1 2 True 600 1024 10 62.172174 \n", " 10 63.421249 \n", " 10 61.986446 \n", " 10 63.268661 \n", " 10 62.055111 \n", " 10 61.438322 \n", " 10 62.518358 \n", " 10 62.738419 \n", " 10 61.643124 \n", " 10 62.342167 \n", " 2 2 True 600 1024 10 52.995801 \n", " 10 53.760171 \n", " 10 53.312182 \n", " 10 52.304029 \n", " 10 54.272890 \n", " 10 53.369164 \n", " 10 52.384734 \n", " 10 53.038120 \n", " 10 52.245021 \n", " 10 53.139448 \n", " 4 2 True 600 1024 10 49.418688 \n", " 10 48.220873 \n", " 10 48.392713 \n", " 10 48.915446 \n", " 10 48.370123 \n", " 10 48.256099 \n", " 10 48.501968 \n", " 10 48.188806 \n", " 10 48.372507 \n", " 10 49.379528 \n", " 8 2 True 600 1024 10 47.240347 \n", " 10 47.749966 \n", " 10 47.706544 \n", " 10 47.440708 \n", " 10 47.550440 \n", " 10 47.588319 \n", " 10 48.240483 \n", " 10 47.845960 \n", " 10 47.264099 \n", " 10 47.408432 \n", " 16 2 True 600 1024 10 46.979740 \n", " 10 45.840755 \n", " 10 47.008917 \n", " 10 46.825930 \n", " 10 46.476796 \n", " 10 46.901822 \n", " 10 46.284497 \n", " 10 46.397999 \n", " 10 46.891868 \n", " 10 45.836926 \n", " 32 2 True 600 1024 10 46.193421 \n", " 10 46.269342 \n", " 10 46.339422 \n", " 10 47.362208 \n", " 10 47.027536 \n", " 10 46.210773 \n", " 10 45.968227 \n", " 10 46.308346 \n", " 10 46.647042 \n", " 10 46.143122 \n", " tensorrt 1 2 True 600 1024 10 63.729286 \n", " 10 62.240362 \n", " 10 61.584949 \n", " 10 62.928915 \n", " 10 61.849833 \n", " 10 62.302589 \n", " 10 63.847542 \n", " 10 63.539743 \n", " 10 62.931061 \n", " 10 62.472105 \n", " 2 2 True 600 1024 10 53.410769 \n", " 10 54.438949 \n", " 10 53.638458 \n", " 10 54.503560 \n", " 10 52.870154 \n", " 10 54.291964 \n", " 10 55.412531 \n", " 10 52.966952 \n", " 10 52.613735 \n", " 10 54.635525 \n", " 4 2 True 600 1024 10 48.697114 \n", " 10 47.912538 \n", " 10 50.267100 \n", " 10 49.434543 \n", " 10 49.043179 \n", " 10 50.257206 \n", " 10 47.703087 \n", " 10 48.979282 \n", " 10 49.328566 \n", " 10 48.485458 \n", " 8 2 True 600 1024 10 48.723608 \n", " 10 48.075914 \n", " 10 48.074335 \n", " 10 49.063921 \n", " 10 48.353821 \n", " 10 48.368543 \n", " 10 48.188627 \n", " 10 48.383385 \n", " 10 47.978491 \n", " 10 48.341751 \n", " 16 2 True 600 1024 10 46.615720 \n", " 10 46.902567 \n", " 10 46.671912 \n", " 10 46.891779 \n", " 10 46.294630 \n", " 10 46.721935 \n", " 10 47.121674 \n", " 10 45.853645 \n", " 10 46.570912 \n", " 10 46.479538 \n", " 32 2 True 600 1024 10 46.729341 \n", " 10 47.444977 \n", " 10 46.653621 \n", " 10 47.496758 \n", " 10 46.712838 \n", " 10 46.151601 \n", " 10 46.396494 \n", " 10 46.671025 \n", " 10 46.787418 \n", " 10 45.797974 \n", " tensorrt-dynamic 1 2 True 600 1024 10 51.156282 \n", " 10 51.873922 \n", " 10 51.255465 \n", " 10 52.469015 \n", " 10 51.175594 \n", " 10 51.785231 \n", " 10 52.220345 \n", " 10 51.409245 \n", " 10 49.212456 \n", " 10 50.851822 \n", " 2 2 True 600 1024 10 43.573499 \n", " 10 42.903781 \n", " 10 44.651985 \n", " 10 45.139194 \n", " 10 45.396328 \n", " 10 44.113755 \n", " 10 43.641448 \n", " 10 43.007016 \n", " 10 42.830825 \n", " 10 43.933392 \n", " 4 2 True 600 1024 10 40.030539 \n", " 10 41.125417 \n", " 10 40.847063 \n", " 10 41.127563 \n", " 10 41.654646 \n", " 10 41.944623 \n", " 10 40.437281 \n", " 10 41.801751 \n", " 10 39.999902 \n", " 10 40.938079 \n", " 8 2 True 600 1024 10 39.132088 \n", " 10 39.080769 \n", " 10 39.689511 \n", " 10 39.791793 \n", " 10 39.875537 \n", " 10 39.935231 \n", " 10 39.589286 \n", " 10 40.254146 \n", " 10 39.250195 \n", " 10 39.990216 \n", " 16 2 True 600 1024 10 39.857924 \n", " 10 39.713249 \n", " 10 39.491102 \n", " 10 39.876595 \n", " 10 39.938077 \n", " 10 39.855987 \n", " 10 39.189622 \n", " 10 39.369762 \n", " 10 39.412856 \n", " 10 39.513707 \n", "ssd-inception-v2 cpu 1 2 True 300 300 10 37.632704 \n", " 10 38.886070 \n", " 10 37.607193 \n", " 10 37.626028 \n", " 10 41.828156 \n", " 10 37.290573 \n", " 10 37.474394 \n", " 10 39.333582 \n", " 10 38.501501 \n", " 10 37.384033 \n", " 2 2 True 300 300 10 31.208038 \n", " 10 31.921506 \n", " 10 30.555248 \n", " 10 32.115340 \n", " 10 31.829596 \n", " 10 31.662464 \n", " 10 30.674338 \n", " 10 31.467557 \n", " 10 30.560851 \n", " 10 31.478643 \n", " 4 2 True 300 300 10 28.808355 \n", " 10 28.505802 \n", " 10 27.634025 \n", " 10 29.152632 \n", " 10 28.826654 \n", " 10 29.959917 \n", " 10 28.931081 \n", " 10 28.123140 \n", " 10 28.517604 \n", " 10 28.850019 \n", " 8 2 True 300 300 10 26.622444 \n", " 10 27.002811 \n", " 10 26.990712 \n", " 10 26.484013 \n", " 10 26.872933 \n", " 10 26.897490 \n", " 10 26.942670 \n", " 10 26.544690 \n", " 10 26.891619 \n", " 10 26.473910 \n", " 16 2 True 300 300 10 25.799245 \n", " 10 25.915369 \n", " 10 26.471198 \n", " 10 25.718793 \n", " 10 26.016101 \n", " 10 26.345238 \n", " 10 25.649965 \n", " 10 26.527911 \n", " 10 26.514605 \n", " 10 26.434362 \n", " 32 2 True 300 300 10 24.172239 \n", " 10 23.909770 \n", " 10 24.132125 \n", " 10 24.203084 \n", " 10 24.030969 \n", " 10 23.810990 \n", " 10 24.197213 \n", " 10 24.542399 \n", " 10 24.268813 \n", " 10 24.394222 \n", " cpu-prebuilt 1 2 True 300 300 10 39.509773 \n", " 10 38.058043 \n", " 10 37.715673 \n", " 10 37.713051 \n", " 10 38.286924 \n", " 10 36.744356 \n", " 10 40.340900 \n", " 10 37.072659 \n", " 10 38.721323 \n", " 10 36.213875 \n", " 2 2 True 300 300 10 30.561328 \n", " 10 31.715155 \n", " 10 30.612946 \n", " 10 31.359315 \n", " 10 31.484962 \n", " 10 31.219244 \n", " 10 29.864192 \n", " 10 31.364799 \n", " 10 30.731916 \n", " 10 30.804157 \n", " 4 2 True 300 300 10 27.379155 \n", " 10 28.963804 \n", " 10 29.229999 \n", " 10 27.982771 \n", " 10 28.262377 \n", " 10 28.516591 \n", " 10 28.112352 \n", " 10 28.666139 \n", " 10 27.416170 \n", " 10 28.587282 \n", " 8 2 True 300 300 10 26.188105 \n", " 10 26.401192 \n", " 10 26.796460 \n", " 10 25.870651 \n", " 10 26.685625 \n", " 10 26.926547 \n", " 10 26.560694 \n", " 10 26.389509 \n", " 10 26.579261 \n", " 10 26.504368 \n", " 16 2 True 300 300 10 25.898278 \n", " 10 26.170596 \n", " 10 26.318237 \n", " 10 26.199281 \n", " 10 26.174456 \n", " 10 25.480658 \n", " 10 26.165247 \n", " 10 26.479885 \n", " 10 25.660381 \n", " 10 26.402995 \n", " 32 2 True 300 300 10 23.901641 \n", " 10 23.809962 \n", " 10 24.212003 \n", " 10 23.968473 \n", " 10 24.136946 \n", " 10 24.092212 \n", " 10 23.849085 \n", " 10 24.081692 \n", " 10 23.852006 \n", " 10 24.194866 \n", " cuda 1 2 True 300 300 10 35.574913 \n", " 10 33.585787 \n", " 10 35.880327 \n", " 10 35.861015 \n", " 10 36.389589 \n", " 10 35.929203 \n", " 10 36.311626 \n", " 10 35.185814 \n", " 10 36.094666 \n", " 10 35.491943 \n", " 2 2 True 300 300 10 26.138186 \n", " 10 26.169181 \n", " 10 28.011918 \n", " 10 27.282357 \n", " 10 26.463985 \n", " 10 26.496887 \n", " 10 26.607156 \n", " 10 26.537180 \n", " 10 26.987791 \n", " 10 27.362227 \n", " 4 2 True 300 300 10 22.057295 \n", " 10 22.331476 \n", " 10 21.941066 \n", " 10 22.230148 \n", " 10 23.131728 \n", " 10 23.298025 \n", " 10 21.673858 \n", " 10 22.275925 \n", " 10 21.478236 \n", " 10 23.119867 \n", " 8 2 True 300 300 10 20.509094 \n", " 10 21.033406 \n", " 10 20.670891 \n", " 10 21.394700 \n", " 10 20.519048 \n", " 10 20.611286 \n", " 10 21.101236 \n", " 10 20.370662 \n", " 10 20.699441 \n", " 10 20.927131 \n", " 16 2 True 300 300 10 20.060673 \n", " 10 20.525753 \n", " 10 19.973248 \n", " 10 20.601287 \n", " 10 19.469932 \n", " 10 20.371690 \n", " 10 19.875973 \n", " 10 20.724669 \n", " 10 20.796537 \n", " 10 19.546747 \n", " 32 2 True 300 300 10 20.137005 \n", " 10 18.750504 \n", " 10 18.606670 \n", " 10 19.840978 \n", " 10 18.958084 \n", " 10 19.469187 \n", " 10 18.692896 \n", " 10 19.041039 \n", " 10 19.269377 \n", " 10 18.776610 \n", " tensorrt 1 2 True 300 300 10 36.601067 \n", " 10 34.647465 \n", " 10 35.180569 \n", " 10 36.421537 \n", " 10 36.611795 \n", " 10 35.553217 \n", " 10 35.939455 \n", " 10 35.498857 \n", " 10 37.271976 \n", " 10 34.840584 \n", " 2 2 True 300 300 10 27.037382 \n", " 10 27.269602 \n", " 10 26.016712 \n", " 10 28.517604 \n", " 10 26.972771 \n", " 10 26.608706 \n", " 10 26.841998 \n", " 10 27.815342 \n", " 10 26.705027 \n", " 10 27.283192 \n", " 4 2 True 300 300 10 22.651911 \n", " 10 22.340536 \n", " 10 23.045361 \n", " 10 22.374511 \n", " 10 23.499787 \n", " 10 23.352623 \n", " 10 21.603644 \n", " 10 22.583425 \n", " 10 22.636592 \n", " 10 22.533000 \n", " 8 2 True 300 300 10 20.821959 \n", " 10 21.535307 \n", " 10 20.437628 \n", " 10 21.168202 \n", " 10 20.624638 \n", " 10 20.905167 \n", " 10 20.811379 \n", " 10 21.217942 \n", " 10 21.073818 \n", " 10 21.124601 \n", " 16 2 True 300 300 10 20.105794 \n", " 10 20.211786 \n", " 10 19.825757 \n", " 10 20.968124 \n", " 10 20.090938 \n", " 10 19.344434 \n", " 10 20.550311 \n", " 10 20.992771 \n", " 10 19.866198 \n", " 10 20.009324 \n", " 32 2 True 300 300 10 19.551985 \n", " 10 19.591041 \n", " 10 19.537747 \n", " 10 19.791245 \n", " 10 19.406788 \n", " 10 19.371785 \n", " 10 19.177891 \n", " 10 19.508272 \n", " 10 18.820092 \n", " 10 18.874727 \n", " tensorrt-dynamic 1 2 True 300 300 10 32.254457 \n", " 10 31.434536 \n", " 10 31.990290 \n", " 10 30.603170 \n", " 10 31.087637 \n", " 10 30.952692 \n", " 10 31.103849 \n", " 10 31.726599 \n", " 10 29.309273 \n", " 10 29.431343 \n", " 2 2 True 300 300 10 25.674343 \n", " 10 25.425315 \n", " 10 26.201963 \n", " 10 26.485324 \n", " 10 25.845170 \n", " 10 26.631832 \n", " 10 25.445461 \n", " 10 25.908113 \n", " 10 24.820924 \n", " 10 26.515841 \n", " 4 2 True 300 300 10 21.451414 \n", " 10 21.929026 \n", " 10 21.950424 \n", " 10 22.403300 \n", " 10 22.895932 \n", " 10 22.003829 \n", " 10 21.743596 \n", " 10 21.572530 \n", " 10 22.524893 \n", " 10 21.791637 \n", " 8 2 True 300 300 10 20.206958 \n", " 10 20.480931 \n", " 10 19.880712 \n", " 10 19.928813 \n", " 10 21.319747 \n", " 10 20.387560 \n", " 10 19.844294 \n", " 10 21.070689 \n", " 10 20.241380 \n", " 10 20.974934 \n", " 16 2 True 300 300 10 18.983886 \n", " 10 19.104302 \n", " 10 19.000813 \n", " 10 19.101381 \n", " 10 19.228801 \n", " 10 19.878834 \n", " 10 19.294724 \n", " 10 20.112619 \n", " 10 19.407958 \n", " 10 19.366354 \n", " 32 2 True 300 300 10 19.386388 \n", " 10 18.957309 \n", " 10 18.636331 \n", " 10 19.154675 \n", " 10 18.532701 \n", " 10 19.115895 \n", " 10 18.854804 \n", " 10 19.082539 \n", " 10 18.754691 \n", " 10 19.617148 \n", "ssd-mobilenet-v1-fpn cpu 1 2 True 640 640 10 239.993811 \n", " 10 243.192911 \n", " 10 241.424322 \n", " 10 239.069223 \n", " 10 237.065554 \n", " 10 239.016771 \n", " 10 240.267277 \n", " 10 235.320330 \n", " 10 239.351034 \n", " 10 238.440752 \n", " 2 2 True 640 640 10 240.708232 \n", " 10 244.039059 \n", " 10 245.969772 \n", " 10 238.789916 \n", " 10 241.902232 \n", " 10 240.221858 \n", " 10 238.394380 \n", " 10 240.626097 \n", " 10 239.090562 \n", " 10 238.932729 \n", " 4 2 True 640 640 10 244.206071 \n", " 10 242.847621 \n", " 10 242.305994 \n", " 10 244.231999 \n", " 10 243.918419 \n", " 10 242.798865 \n", " 10 246.980369 \n", " 10 238.671780 \n", " 10 242.691398 \n", " 10 243.906856 \n", " 8 2 True 640 640 10 253.863901 \n", " 10 253.220409 \n", " 10 252.987474 \n", " 10 251.124680 \n", " 10 251.276881 \n", " 10 253.854841 \n", " 10 252.936542 \n", " 10 252.202302 \n", " 10 253.419966 \n", " 10 252.524465 \n", " 16 2 True 640 640 10 257.363498 \n", " 10 256.346077 \n", " 10 255.456194 \n", " 10 255.169600 \n", " 10 257.591739 \n", " 10 255.694762 \n", " 10 255.069003 \n", " 10 254.852176 \n", " 10 256.069526 \n", " 10 256.043792 \n", " 32 2 True 640 640 10 256.559022 \n", " 10 257.061958 \n", " 10 257.305361 \n", " 10 257.255651 \n", " 10 257.002912 \n", " 10 257.106610 \n", " 10 257.613115 \n", " 10 257.305816 \n", " 10 257.290915 \n", " 10 256.683797 \n", " cpu-prebuilt 1 2 True 640 640 10 239.665270 \n", " 10 244.637728 \n", " 10 242.126942 \n", " 10 243.412018 \n", " 10 242.445707 \n", " 10 244.416475 \n", " 10 245.529890 \n", " 10 245.392799 \n", " 10 246.521235 \n", " 10 240.553617 \n", " 2 2 True 640 640 10 244.532228 \n", " 10 245.762706 \n", " 10 249.103785 \n", " 10 240.417957 \n", " 10 247.028351 \n", " 10 244.800568 \n", " 10 244.179726 \n", " 10 242.677808 \n", " 10 241.108537 \n", " 10 242.800355 \n", " 4 2 True 640 640 10 243.791759 \n", " 10 247.045517 \n", " 10 249.152362 \n", " 10 246.899724 \n", " 10 242.543101 \n", " 10 244.467437 \n", " 10 245.955288 \n", " 10 248.937368 \n", " 10 247.856498 \n", " 10 246.357203 \n", " 8 2 True 640 640 10 254.946470 \n", " 10 255.481750 \n", " 10 254.391760 \n", " 10 256.527483 \n", " 10 253.883749 \n", " 10 254.562825 \n", " 10 253.090024 \n", " 10 254.292041 \n", " 10 256.905049 \n", " 10 258.565754 \n", " 16 2 True 640 640 10 259.440720 \n", " 10 259.368613 \n", " 10 258.437961 \n", " 10 258.161590 \n", " 10 257.764712 \n", " 10 258.403823 \n", " 10 258.158445 \n", " 10 258.259520 \n", " 10 259.327963 \n", " 10 257.851034 \n", " 32 2 True 640 640 10 258.762047 \n", " 10 259.375550 \n", " 10 259.674720 \n", " 10 258.595072 \n", " 10 259.372473 \n", " 10 260.471471 \n", " 10 258.786455 \n", " 10 259.467207 \n", " 10 260.048725 \n", " 10 259.091735 \n", " cuda 1 2 True 640 640 10 51.090717 \n", " 10 51.679373 \n", " 10 52.111626 \n", " 10 51.983118 \n", " 10 50.707817 \n", " 10 52.734613 \n", " 10 53.203106 \n", " 10 50.093651 \n", " 10 53.190947 \n", " 10 51.115274 \n", " 2 2 True 640 640 10 45.561671 \n", " 10 45.167685 \n", " 10 44.730067 \n", " 10 44.280767 \n", " 10 44.460654 \n", " 10 44.277310 \n", " 10 44.531822 \n", " 10 45.775652 \n", " 10 44.703960 \n", " 10 44.064760 \n", " 4 2 True 640 640 10 40.255725 \n", " 10 40.063024 \n", " 10 40.209234 \n", " 10 40.272117 \n", " 10 39.244354 \n", " 10 40.365338 \n", " 10 40.010214 \n", " 10 38.906157 \n", " 10 39.235711 \n", " 10 40.146947 \n", " 8 2 True 640 640 10 39.481133 \n", " 10 40.062457 \n", " 10 38.622230 \n", " 10 40.074885 \n", " 10 38.388878 \n", " 10 39.194018 \n", " 10 39.668649 \n", " 10 38.686037 \n", " 10 39.687425 \n", " 10 39.865285 \n", " 16 2 True 640 640 10 37.631705 \n", " 10 37.561283 \n", " 10 36.965460 \n", " 10 36.871493 \n", " 10 37.751675 \n", " 10 37.671179 \n", " 10 37.436903 \n", " 10 37.319943 \n", " 10 37.781268 \n", " 10 37.409291 \n", " 32 2 True 640 640 10 37.119955 \n", " 10 36.962226 \n", " 10 36.777817 \n", " 10 36.849909 \n", " 10 37.384354 \n", " 10 37.836686 \n", " 10 37.277684 \n", " 10 37.345387 \n", " 10 37.250958 \n", " 10 37.517674 \n", " tensorrt 1 2 True 640 640 10 51.461697 \n", " 10 49.382448 \n", " 10 51.276207 \n", " 10 49.525738 \n", " 10 50.638199 \n", " 10 49.892426 \n", " 10 50.738811 \n", " 10 50.212860 \n", " 10 51.312447 \n", " 10 52.114964 \n", " 2 2 True 640 640 10 43.613791 \n", " 10 43.870330 \n", " 10 44.008851 \n", " 10 43.099284 \n", " 10 43.790817 \n", " 10 44.123173 \n", " 10 43.874860 \n", " 10 45.347929 \n", " 10 44.879317 \n", " 10 43.723106 \n", " 4 2 True 640 640 10 39.719939 \n", " 10 40.088296 \n", " 10 39.149642 \n", " 10 39.297938 \n", " 10 38.959086 \n", " 10 39.087176 \n", " 10 39.052010 \n", " 10 39.481044 \n", " 10 39.279282 \n", " 10 39.373875 \n", " 8 2 True 640 640 10 39.844573 \n", " 10 39.761037 \n", " 10 39.586335 \n", " 10 39.349914 \n", " 10 39.604425 \n", " 10 38.767189 \n", " 10 39.406717 \n", " 10 39.227903 \n", " 10 39.594352 \n", " 10 39.921194 \n", " 16 2 True 640 640 10 39.001286 \n", " 10 39.893568 \n", " 10 39.041772 \n", " 10 38.868248 \n", " 10 39.557457 \n", " 10 38.302585 \n", " 10 39.350435 \n", " 10 39.191216 \n", " 10 39.532110 \n", " 10 39.039686 \n", " 32 2 True 640 640 10 39.217256 \n", " 10 39.681926 \n", " 10 38.546376 \n", " 10 39.320216 \n", " 10 39.149463 \n", " 10 39.562784 \n", " 10 39.644212 \n", " 10 38.722955 \n", " 10 39.322987 \n", " 10 38.939133 \n", " tensorrt-dynamic 1 2 True 640 640 10 42.280912 \n", " 10 44.273376 \n", " 10 43.577671 \n", " 10 44.997215 \n", " 10 42.922735 \n", " 10 43.001175 \n", " 10 43.074608 \n", " 10 43.182850 \n", " 10 43.270826 \n", " 10 43.657780 \n", " 2 2 True 640 640 10 38.756847 \n", " 10 38.110256 \n", " 10 38.747668 \n", " 10 37.776232 \n", " 10 37.317753 \n", " 10 37.832260 \n", " 10 38.171530 \n", " 10 38.274884 \n", " 10 38.166761 \n", " 10 37.007928 \n", " 4 2 True 640 640 10 34.438252 \n", " 10 35.479546 \n", " 10 34.354329 \n", " 10 34.888685 \n", " 10 34.738779 \n", " 10 34.615099 \n", " 10 36.032557 \n", " 10 34.710705 \n", " 10 35.038710 \n", " 10 34.064829 \n", " 8 2 True 640 640 10 34.416378 \n", " 10 34.859091 \n", " 10 34.005195 \n", " 10 35.255015 \n", " 10 35.251915 \n", " 10 34.983933 \n", " 10 35.426646 \n", " 10 34.769416 \n", " 10 34.499288 \n", " 10 34.893811 \n", " 16 2 True 640 640 10 34.249857 \n", " 10 34.508526 \n", " 10 34.352198 \n", " 10 35.597339 \n", " 10 35.055846 \n", " 10 34.614474 \n", " 10 34.692615 \n", " 10 35.296455 \n", " 10 34.756184 \n", " 10 35.316929 \n", " 32 2 True 640 640 10 34.896813 \n", " 10 35.242073 \n", " 10 35.408296 \n", " 10 35.186797 \n", " 10 35.045892 \n", " 10 35.021633 \n", " 10 35.171904 \n", " 10 34.915559 \n", " 10 35.570167 \n", " 10 35.144962 \n", "ssd-mobilenet-v1-non-quantized-mlperf cpu 1 2 True 300 300 10 22.467375 \n", " 10 22.146463 \n", " 10 22.519350 \n", " 10 23.455143 \n", " 10 22.150278 \n", " 10 22.651434 \n", " 10 23.464441 \n", " 10 23.732901 \n", " 10 22.675037 \n", " 10 23.193836 \n", " 2 2 True 300 300 10 18.207550 \n", " 10 18.628955 \n", " 10 18.182158 \n", " 10 17.168164 \n", " 10 17.541409 \n", " 10 17.733097 \n", " 10 17.638326 \n", " 10 17.594814 \n", " 10 18.076539 \n", " 10 18.569112 \n", " 4 2 True 300 300 10 15.787303 \n", " 10 16.043067 \n", " 10 15.783072 \n", " 10 15.262783 \n", " 10 16.124368 \n", " 10 16.042292 \n", " 10 14.878213 \n", " 10 15.735984 \n", " 10 15.373170 \n", " 10 16.355813 \n", " 8 2 True 300 300 10 14.234275 \n", " 10 14.319360 \n", " 10 14.196664 \n", " 10 15.102655 \n", " 10 13.962626 \n", " 10 14.504671 \n", " 10 14.108270 \n", " 10 14.152467 \n", " 10 14.552325 \n", " 10 14.262080 \n", " 16 2 True 300 300 10 14.551952 \n", " 10 14.406174 \n", " 10 14.834896 \n", " 10 15.023768 \n", " 10 14.612108 \n", " 10 14.599159 \n", " 10 14.252111 \n", " 10 14.575347 \n", " 10 15.016377 \n", " 10 14.336810 \n", " 32 2 True 300 300 10 15.061811 \n", " 10 14.972746 \n", " 10 15.013456 \n", " 10 15.416116 \n", " 10 15.061900 \n", " 10 14.975458 \n", " 10 14.789462 \n", " 10 15.078194 \n", " 10 14.936939 \n", " 10 14.941543 \n", " cpu-prebuilt 1 2 True 300 300 10 24.561644 \n", " 10 23.653507 \n", " 10 23.506403 \n", " 10 22.668600 \n", " 10 22.937059 \n", " 10 23.729324 \n", " 10 23.289204 \n", " 10 22.589445 \n", " 10 22.518873 \n", " 10 22.878647 \n", " 2 2 True 300 300 10 17.898679 \n", " 10 17.549038 \n", " 10 17.888308 \n", " 10 18.842459 \n", " 10 18.093228 \n", " 10 18.612623 \n", " 10 17.504334 \n", " 10 17.918706 \n", " 10 19.882083 \n", " 10 18.044710 \n", " 4 2 True 300 300 10 16.009629 \n", " 10 15.777647 \n", " 10 15.362799 \n", " 10 16.197026 \n", " 10 16.312540 \n", " 10 15.867889 \n", " 10 15.737653 \n", " 10 15.833437 \n", " 10 15.855074 \n", " 10 15.966952 \n", " 8 2 True 300 300 10 14.688879 \n", " 10 14.877498 \n", " 10 14.466166 \n", " 10 14.219016 \n", " 10 14.834374 \n", " 10 14.843911 \n", " 10 14.499664 \n", " 10 14.935642 \n", " 10 14.695674 \n", " 10 15.962720 \n", " 16 2 True 300 300 10 15.056819 \n", " 10 14.878422 \n", " 10 15.328273 \n", " 10 15.185446 \n", " 10 15.134513 \n", " 10 14.890954 \n", " 10 14.923602 \n", " 10 14.853314 \n", " 10 15.385449 \n", " 10 14.974385 \n", " 32 2 True 300 300 10 15.229076 \n", " 10 15.430719 \n", " 10 14.980398 \n", " 10 15.166134 \n", " 10 15.457042 \n", " 10 14.978267 \n", " 10 15.442483 \n", " 10 15.495285 \n", " 10 15.208863 \n", " 10 15.362658 \n", " cuda 1 2 True 300 300 10 28.704166 \n", " 10 27.782917 \n", " 10 28.005123 \n", " 10 28.985262 \n", " 10 28.157949 \n", " 10 29.592037 \n", " 10 28.083324 \n", " 10 30.839682 \n", " 10 30.030012 \n", " 10 28.309107 \n", " 2 2 True 300 300 10 22.468209 \n", " 10 22.837281 \n", " 10 22.309780 \n", " 10 22.557020 \n", " 10 21.834612 \n", " 10 23.585320 \n", " 10 22.212625 \n", " 10 22.893190 \n", " 10 22.045374 \n", " 10 23.889065 \n", " 4 2 True 300 300 10 20.765841 \n", " 10 21.858275 \n", " 10 19.302309 \n", " 10 20.264030 \n", " 10 20.701587 \n", " 10 21.464705 \n", " 10 20.443022 \n", " 10 21.153450 \n", " 10 21.096766 \n", " 10 20.906389 \n", " 8 2 True 300 300 10 19.544780 \n", " 10 19.256979 \n", " 10 18.753469 \n", " 10 19.782603 \n", " 10 19.799203 \n", " 10 19.565880 \n", " 10 19.503266 \n", " 10 18.639803 \n", " 10 19.174784 \n", " 10 19.563287 \n", " 16 2 True 300 300 10 19.921198 \n", " 10 18.049762 \n", " 10 18.486694 \n", " 10 18.921077 \n", " 10 18.942714 \n", " 10 19.939914 \n", " 10 19.009426 \n", " 10 19.172728 \n", " 10 19.380927 \n", " 10 18.676817 \n", " 32 2 True 300 300 10 18.581092 \n", " 10 18.279895 \n", " 10 18.961526 \n", " 10 18.832631 \n", " 10 18.511809 \n", " 10 18.611729 \n", " 10 19.016050 \n", " 10 18.501684 \n", " 10 18.130668 \n", " 10 18.921390 \n", " tensorrt 1 2 True 300 300 10 28.992891 \n", " 10 28.645277 \n", " 10 29.064894 \n", " 10 30.198812 \n", " 10 29.469490 \n", " 10 27.450562 \n", " 10 28.283834 \n", " 10 29.354095 \n", " 10 28.365135 \n", " 10 30.671597 \n", " 2 2 True 300 300 10 24.186492 \n", " 10 23.670077 \n", " 10 23.195982 \n", " 10 22.979975 \n", " 10 22.629261 \n", " 10 23.363113 \n", " 10 24.847746 \n", " 10 24.078608 \n", " 10 23.813486 \n", " 10 23.150682 \n", " 4 2 True 300 300 10 20.725429 \n", " 10 19.454300 \n", " 10 19.890547 \n", " 10 20.470202 \n", " 10 20.829856 \n", " 10 20.968020 \n", " 10 20.885587 \n", " 10 20.834506 \n", " 10 21.037221 \n", " 10 20.930231 \n", " 8 2 True 300 300 10 19.991010 \n", " 10 19.128084 \n", " 10 20.241618 \n", " 10 19.396961 \n", " 10 20.326078 \n", " 10 19.207329 \n", " 10 19.753814 \n", " 10 19.495368 \n", " 10 19.473344 \n", " 10 19.434273 \n", " 16 2 True 300 300 10 18.919736 \n", " 10 19.812688 \n", " 10 19.416064 \n", " 10 19.208431 \n", " 10 19.227028 \n", " 10 19.302353 \n", " 10 17.907724 \n", " 10 19.712612 \n", " 10 18.711686 \n", " 10 18.673360 \n", " 32 2 True 300 300 10 18.827647 \n", " 10 18.622436 \n", " 10 18.485785 \n", " 10 18.160708 \n", " 10 19.365154 \n", " 10 18.626802 \n", " 10 17.797306 \n", " 10 18.939793 \n", " 10 18.900923 \n", " 10 18.403038 \n", " tensorrt-dynamic 1 2 True 300 300 10 30.233860 \n", " 10 27.856112 \n", " 10 28.382778 \n", " 10 27.833462 \n", " 10 28.797626 \n", " 10 29.968500 \n", " 10 29.097795 \n", " 10 28.267145 \n", " 10 30.307055 \n", " 10 30.646324 \n", " 2 2 True 300 300 10 22.644997 \n", " 10 23.113608 \n", " 10 23.937464 \n", " 10 23.892999 \n", " 10 23.519158 \n", " 10 23.008227 \n", " 10 21.911860 \n", " 10 23.302436 \n", " 10 23.837209 \n", " 10 23.796439 \n", " 4 2 True 300 300 10 20.145476 \n", " 10 20.566761 \n", " 10 20.603299 \n", " 10 20.102322 \n", " 10 20.592511 \n", " 10 20.608246 \n", " 10 20.680130 \n", " 10 20.931721 \n", " 10 20.582259 \n", " 10 20.848870 \n", " 8 2 True 300 300 10 20.143330 \n", " 10 19.942254 \n", " 10 19.500166 \n", " 10 19.382119 \n", " 10 19.994438 \n", " 10 19.224107 \n", " 10 19.103318 \n", " 10 19.583493 \n", " 10 19.660443 \n", " 10 19.522756 \n", " 16 2 True 300 300 10 18.136993 \n", " 10 18.623635 \n", " 10 18.985689 \n", " 10 18.547088 \n", " 10 19.163996 \n", " 10 19.322842 \n", " 10 19.291282 \n", " 10 18.750414 \n", " 10 18.652231 \n", " 10 18.995270 \n", " 32 2 True 300 300 10 18.569544 \n", " 10 17.967835 \n", " 10 17.564833 \n", " 10 17.469451 \n", " 10 18.322304 \n", " 10 18.380702 \n", " 10 18.683411 \n", " 10 18.843487 \n", " 10 18.152222 \n", " 10 18.478826 \n", "ssd-mobilenet-v1-quantized-mlperf cpu 1 2 True 300 300 10 24.184704 \n", " 10 24.693727 \n", " 10 23.835897 \n", " 10 24.163246 \n", " 10 25.345325 \n", " 10 22.931099 \n", " 10 27.282476 \n", " 10 25.635719 \n", " 10 23.738623 \n", " 10 24.943113 \n", " 2 2 True 300 300 10 18.339515 \n", " 10 19.119263 \n", " 10 20.771861 \n", " 10 19.733191 \n", " 10 21.345019 \n", " 10 19.351482 \n", " 10 19.026875 \n", " 10 19.656301 \n", " 10 19.079447 \n", " 10 19.436717 \n", " 4 2 True 300 300 10 18.064916 \n", " 10 18.108904 \n", " 10 18.138647 \n", " 10 16.830862 \n", " 10 18.384576 \n", " 10 18.840551 \n", " 10 18.297136 \n", " 10 18.518746 \n", " 10 18.016398 \n", " 10 18.468738 \n", " 8 2 True 300 300 10 15.678555 \n", " 10 15.714228 \n", " 10 16.133517 \n", " 10 16.086459 \n", " 10 15.648603 \n", " 10 15.833110 \n", " 10 15.227944 \n", " 10 15.281767 \n", " 10 15.401244 \n", " 10 15.410632 \n", " 16 2 True 300 300 10 16.318813 \n", " 10 16.496465 \n", " 10 16.449288 \n", " 10 16.210020 \n", " 10 17.230943 \n", " 10 16.242668 \n", " 10 16.142175 \n", " 10 16.812786 \n", " 10 16.388103 \n", " 10 16.528517 \n", " 32 2 True 300 300 10 16.509287 \n", " 10 16.981252 \n", " 10 16.893573 \n", " 10 16.529612 \n", " 10 17.453648 \n", " 10 17.429926 \n", " 10 17.277271 \n", " 10 17.282426 \n", " 10 16.630165 \n", " 10 17.291896 \n", " cpu-prebuilt 1 2 True 300 300 10 24.727345 \n", " 10 26.993752 \n", " 10 22.977114 \n", " 10 26.410103 \n", " 10 26.613474 \n", " 10 25.076389 \n", " 10 24.960279 \n", " 10 27.099848 \n", " 10 24.875641 \n", " 10 25.363684 \n", " 2 2 True 300 300 10 19.729495 \n", " 10 20.587206 \n", " 10 19.587398 \n", " 10 21.513700 \n", " 10 20.451784 \n", " 10 20.595670 \n", " 10 20.118237 \n", " 10 19.204736 \n", " 10 20.330071 \n", " 10 18.908978 \n", " 4 2 True 300 300 10 17.939568 \n", " 10 15.387893 \n", " 10 17.375886 \n", " 10 15.575111 \n", " 10 17.143905 \n", " 10 17.362714 \n", " 10 16.595960 \n", " 10 18.246949 \n", " 10 17.984986 \n", " 10 17.353058 \n", " 8 2 True 300 300 10 16.281307 \n", " 10 16.889274 \n", " 10 16.421407 \n", " 10 16.308755 \n", " 10 15.689492 \n", " 10 15.734673 \n", " 10 16.331494 \n", " 10 16.051084 \n", " 10 15.987277 \n", " 10 14.810205 \n", " 16 2 True 300 300 10 16.577572 \n", " 10 16.234756 \n", " 10 17.209142 \n", " 10 16.584173 \n", " 10 16.843677 \n", " 10 16.731948 \n", " 10 16.732976 \n", " 10 16.514093 \n", " 10 16.913727 \n", " 10 17.948359 \n", " 32 2 True 300 300 10 17.029107 \n", " 10 17.589264 \n", " 10 17.669268 \n", " 10 16.724721 \n", " 10 17.633468 \n", " 10 17.246082 \n", " 10 17.218061 \n", " 10 17.003328 \n", " 10 17.241418 \n", " 10 17.283022 \n", " cuda 1 2 True 300 300 10 20.948172 \n", " 10 22.508860 \n", " 10 22.055626 \n", " 10 21.913528 \n", " 10 22.036552 \n", " 10 21.195650 \n", " 10 21.512508 \n", " 10 21.412611 \n", " 10 21.888256 \n", " 10 21.403313 \n", " 2 2 True 300 300 10 17.000318 \n", " 10 17.427325 \n", " 10 17.254591 \n", " 10 16.773105 \n", " 10 17.822981 \n", " 10 17.326236 \n", " 10 17.324448 \n", " 10 18.248081 \n", " 10 17.351508 \n", " 10 17.554641 \n", " 4 2 True 300 300 10 15.336394 \n", " 10 15.186727 \n", " 10 14.374435 \n", " 10 15.410066 \n", " 10 15.192032 \n", " 10 15.810966 \n", " 10 15.257001 \n", " 10 15.259266 \n", " 10 14.848411 \n", " 10 15.484452 \n", " 8 2 True 300 300 10 13.381124 \n", " 10 13.389766 \n", " 10 13.762087 \n", " 10 13.580650 \n", " 10 13.730556 \n", " 10 13.504803 \n", " 10 13.716161 \n", " 10 13.825119 \n", " 10 13.708532 \n", " 10 13.993859 \n", " 16 2 True 300 300 10 13.119876 \n", " 10 12.967408 \n", " 10 13.068557 \n", " 10 12.814641 \n", " 10 12.892500 \n", " 10 12.987778 \n", " 10 12.870640 \n", " 10 13.270110 \n", " 10 12.959510 \n", " 10 12.812793 \n", " 32 2 True 300 300 10 12.806632 \n", " 10 12.964346 \n", " 10 12.845069 \n", " 10 12.771010 \n", " 10 12.853391 \n", " 10 12.916967 \n", " 10 12.918063 \n", " 10 13.157524 \n", " 10 12.888566 \n", " 10 12.927808 \n", " tensorrt 1 2 True 300 300 10 22.281885 \n", " 10 21.788120 \n", " 10 21.857500 \n", " 10 21.406651 \n", " 10 22.241116 \n", " 10 21.373749 \n", " 10 22.038460 \n", " 10 21.594524 \n", " 10 21.906853 \n", " 10 22.005081 \n", " 2 2 True 300 300 10 17.072797 \n", " 10 17.771959 \n", " 10 17.648339 \n", " 10 17.396688 \n", " 10 17.425299 \n", " 10 17.669678 \n", " 10 16.940832 \n", " 10 17.254591 \n", " 10 17.498255 \n", " 10 17.098427 \n", " 4 2 True 300 300 10 15.449882 \n", " 10 15.779555 \n", " 10 15.053570 \n", " 10 15.325606 \n", " 10 15.333951 \n", " 10 15.265882 \n", " 10 15.617728 \n", " 10 15.164793 \n", " 10 15.259147 \n", " 10 15.703380 \n", " 8 2 True 300 300 10 14.025539 \n", " 10 13.816565 \n", " 10 13.675809 \n", " 10 13.661027 \n", " 10 13.859123 \n", " 10 13.847739 \n", " 10 13.488084 \n", " 10 13.839930 \n", " 10 13.503969 \n", " 10 13.891488 \n", " 16 2 True 300 300 10 13.116956 \n", " 10 13.315931 \n", " 10 13.220429 \n", " 10 13.367772 \n", " 10 13.341844 \n", " 10 13.304293 \n", " 10 12.991205 \n", " 10 13.452724 \n", " 10 13.089240 \n", " 10 12.818426 \n", " 32 2 True 300 300 10 13.179183 \n", " 10 12.760609 \n", " 10 12.902789 \n", " 10 12.978114 \n", " 10 13.421550 \n", " 10 13.402365 \n", " 10 12.913696 \n", " 10 12.817584 \n", " 10 13.158098 \n", " 10 12.899958 \n", " tensorrt-dynamic 1 2 True 300 300 10 21.768332 \n", " 10 21.893501 \n", " 10 19.442797 \n", " 10 20.162582 \n", " 10 20.228148 \n", " 10 21.955729 \n", " 10 20.928144 \n", " 10 20.286322 \n", " 10 22.071600 \n", " 10 22.034168 \n", " 2 2 True 300 300 10 17.416596 \n", " 10 18.289447 \n", " 10 16.918302 \n", " 10 16.768217 \n", " 10 17.517447 \n", " 10 17.060399 \n", " 10 17.318606 \n", " 10 16.564250 \n", " 10 17.301440 \n", " 10 18.443823 \n", " 4 2 True 300 300 10 14.705300 \n", " 10 14.403284 \n", " 10 14.933765 \n", " 10 14.424741 \n", " 10 14.441729 \n", " 10 14.376104 \n", " 10 14.361441 \n", " 10 14.709771 \n", " 10 14.330208 \n", " 10 14.760792 \n", " 8 2 True 300 300 10 13.646990 \n", " 10 13.908267 \n", " 10 13.673753 \n", " 10 13.532996 \n", " 10 13.822049 \n", " 10 13.627261 \n", " 10 13.466835 \n", " 10 13.371438 \n", " 10 13.625741 \n", " 10 13.103098 \n", " 16 2 True 300 300 10 12.628227 \n", " 10 13.140634 \n", " 10 12.722999 \n", " 10 12.876764 \n", " 10 12.721896 \n", " 10 13.039038 \n", " 10 13.080761 \n", " 10 13.146579 \n", " 10 12.823537 \n", " 10 13.005227 \n", " 32 2 True 300 300 10 12.470439 \n", " 10 12.661904 \n", " 10 12.068100 \n", " 10 12.439556 \n", " 10 12.688585 \n", " 10 12.545496 \n", " 10 12.368418 \n", " 10 12.328543 \n", " 10 12.451358 \n", " 10 12.601800 \n", "ssd-resnet50-fpn cpu 1 2 True 640 640 10 346.573353 \n", " 10 344.562292 \n", " 10 344.590664 \n", " 10 343.800306 \n", " 10 342.187405 \n", " 10 348.998547 \n", " 10 346.235514 \n", " 10 352.343321 \n", " 10 341.845274 \n", " 10 343.569040 \n", " 2 2 True 640 640 10 347.947359 \n", " 10 343.846798 \n", " 10 345.465779 \n", " 10 347.540021 \n", " 10 344.380140 \n", " 10 345.352292 \n", " 10 342.064500 \n", " 10 344.805598 \n", " 10 353.110313 \n", " 10 342.101932 \n", " 4 2 True 640 640 10 348.802149 \n", " 10 350.078583 \n", " 10 345.463037 \n", " 10 350.378752 \n", " 10 346.119225 \n", " 10 350.966930 \n", " 10 349.307895 \n", " 10 348.127961 \n", " 10 351.021886 \n", " 10 350.116611 \n", " 8 2 True 640 640 10 352.483124 \n", " 10 353.050530 \n", " 10 354.140669 \n", " 10 355.756640 \n", " 10 353.403866 \n", " 10 357.850224 \n", " 10 355.578184 \n", " 10 354.491740 \n", " 10 356.254905 \n", " 10 354.462683 \n", " 16 2 True 640 640 10 355.470613 \n", " 10 354.831964 \n", " 10 355.842948 \n", " 10 356.830269 \n", " 10 359.101936 \n", " 10 356.347278 \n", " 10 356.809527 \n", " 10 356.894091 \n", " 10 356.156498 \n", " 10 356.304035 \n", " 32 2 True 640 640 10 357.391268 \n", " 10 356.227458 \n", " 10 357.558042 \n", " 10 357.202135 \n", " 10 356.589369 \n", " 10 358.530104 \n", " 10 358.444877 \n", " 10 357.573621 \n", " 10 357.874520 \n", " 10 357.461505 \n", " cpu-prebuilt 1 2 True 640 640 10 350.207090 \n", " 10 338.446140 \n", " 10 346.134424 \n", " 10 342.152834 \n", " 10 344.522953 \n", " 10 350.862980 \n", " 10 348.764420 \n", " 10 351.126432 \n", " 10 351.357460 \n", " 10 347.142220 \n", " 2 2 True 640 640 10 347.420931 \n", " 10 346.976876 \n", " 10 351.699829 \n", " 10 347.783208 \n", " 10 346.238971 \n", " 10 350.785255 \n", " 10 343.585134 \n", " 10 348.390698 \n", " 10 347.229958 \n", " 10 349.952936 \n", " 4 2 True 640 640 10 355.214775 \n", " 10 349.753082 \n", " 10 350.606740 \n", " 10 350.034297 \n", " 10 356.588006 \n", " 10 354.458451 \n", " 10 352.954626 \n", " 10 349.946320 \n", " 10 350.215197 \n", " 10 355.363786 \n", " 8 2 True 640 640 10 358.443707 \n", " 10 354.527265 \n", " 10 356.295764 \n", " 10 355.684996 \n", " 10 358.100593 \n", " 10 356.951714 \n", " 10 356.598675 \n", " 10 357.896268 \n", " 10 358.728081 \n", " 10 356.375545 \n", " 16 2 True 640 640 10 357.997969 \n", " 10 358.774066 \n", " 10 360.244483 \n", " 10 357.714742 \n", " 10 358.440027 \n", " 10 358.994484 \n", " 10 359.441057 \n", " 10 360.079348 \n", " 10 360.370502 \n", " 10 359.818116 \n", " 32 2 True 640 640 10 357.999019 \n", " 10 359.077275 \n", " 10 359.246209 \n", " 10 358.769089 \n", " 10 360.316262 \n", " 10 359.205842 \n", " 10 359.519571 \n", " 10 361.101329 \n", " 10 360.126570 \n", " 10 360.065982 \n", " cuda 1 2 True 640 640 10 66.468239 \n", " 10 64.609766 \n", " 10 66.695690 \n", " 10 67.833185 \n", " 10 64.829588 \n", " 10 65.822124 \n", " 10 67.577600 \n", " 10 66.497087 \n", " 10 66.598892 \n", " 10 65.910101 \n", " 2 2 True 640 640 10 56.215167 \n", " 10 55.961013 \n", " 10 57.268620 \n", " 10 57.125330 \n", " 10 55.952430 \n", " 10 56.051254 \n", " 10 56.280494 \n", " 10 57.454944 \n", " 10 56.980968 \n", " 10 56.753278 \n", " 4 2 True 640 640 10 52.604914 \n", " 10 50.900638 \n", " 10 52.438438 \n", " 10 50.997853 \n", " 10 51.278114 \n", " 10 51.070273 \n", " 10 50.839841 \n", " 10 51.173687 \n", " 10 52.308679 \n", " 10 51.513314 \n", " 8 2 True 640 640 10 50.311685 \n", " 10 50.158113 \n", " 10 49.475253 \n", " 10 49.977601 \n", " 10 50.046265 \n", " 10 50.755680 \n", " 10 50.595790 \n", " 10 50.970465 \n", " 10 50.355703 \n", " 10 51.029712 \n", " 16 2 True 640 640 10 47.230288 \n", " 10 47.512397 \n", " 10 48.162937 \n", " 10 48.194408 \n", " 10 46.528652 \n", " 10 46.900988 \n", " 10 46.884134 \n", " 10 46.616703 \n", " 10 47.278732 \n", " 10 47.638863 \n", " 32 2 True 640 640 10 47.322541 \n", " 10 46.643153 \n", " 10 46.855099 \n", " 10 47.410093 \n", " 10 47.991194 \n", " 10 47.518291 \n", " 10 47.048241 \n", " 10 47.478877 \n", " 10 47.050118 \n", " 10 47.341809 \n", " tensorrt 1 2 True 640 640 10 64.222336 \n", " 10 62.208891 \n", " 10 61.205864 \n", " 10 62.223673 \n", " 10 62.023401 \n", " 10 61.706066 \n", " 10 59.830189 \n", " 10 62.834501 \n", " 10 61.138868 \n", " 10 61.340094 \n", " 2 2 True 640 640 10 52.756190 \n", " 10 53.935409 \n", " 10 52.850127 \n", " 10 53.557754 \n", " 10 54.956436 \n", " 10 53.256631 \n", " 10 53.209782 \n", " 10 53.887844 \n", " 10 52.772284 \n", " 10 53.700924 \n", " 4 2 True 640 640 10 48.982203 \n", " 10 48.642337 \n", " 10 49.169779 \n", " 10 49.483716 \n", " 10 48.827946 \n", " 10 48.791647 \n", " 10 48.963130 \n", " 10 49.273074 \n", " 10 49.124122 \n", " 10 49.008965 \n", " 8 2 True 640 640 10 46.759307 \n", " 10 47.788382 \n", " 10 47.499657 \n", " 10 48.139185 \n", " 10 48.174441 \n", " 10 48.525333 \n", " 10 48.255712 \n", " 10 48.229098 \n", " 10 47.207266 \n", " 10 47.576278 \n", " 16 2 True 640 640 10 46.813801 \n", " 10 46.772182 \n", " 10 46.535894 \n", " 10 46.816587 \n", " 10 47.671258 \n", " 10 47.071651 \n", " 10 46.574414 \n", " 10 46.929523 \n", " 10 48.023462 \n", " 10 47.213539 \n", " 32 2 True 640 640 10 47.188103 \n", " 10 47.430880 \n", " 10 47.335759 \n", " 10 47.331363 \n", " 10 47.014847 \n", " 10 47.617897 \n", " 10 46.807118 \n", " 10 46.987988 \n", " 10 47.758989 \n", " 10 47.429241 \n", " tensorrt-dynamic 1 2 True 640 640 10 51.254034 \n", " 10 51.738977 \n", " 10 51.373243 \n", " 10 49.175501 \n", " 10 50.159216 \n", " 10 52.760601 \n", " 10 51.255941 \n", " 10 50.403595 \n", " 10 50.320148 \n", " 10 49.130201 \n", " 2 2 True 640 640 10 44.692039 \n", " 10 44.191241 \n", " 10 45.546651 \n", " 10 44.677734 \n", " 10 44.711471 \n", " 10 45.521021 \n", " 10 44.653416 \n", " 10 44.624448 \n", " 10 45.740843 \n", " 10 44.776082 \n", " 4 2 True 640 640 10 41.805506 \n", " 10 42.529285 \n", " 10 42.273343 \n", " 10 42.079628 \n", " 10 41.714311 \n", " 10 41.177690 \n", " 10 41.857719 \n", " 10 42.012632 \n", " 10 42.018592 \n", " 10 41.516066 \n", " 8 2 True 640 640 10 41.408896 \n", " 10 41.528642 \n", " 10 43.457359 \n", " 10 41.716695 \n", " 10 41.684777 \n", " 10 41.281432 \n", " 10 41.129738 \n", " 10 41.633248 \n", " 10 41.641146 \n", " 10 41.413933 \n", " 16 2 True 640 640 10 41.110903 \n", " 10 42.059854 \n", " 10 41.185170 \n", " 10 41.539848 \n", " 10 41.151926 \n", " 10 40.659040 \n", " 10 41.240096 \n", " 10 41.536465 \n", " 10 41.739404 \n", " 10 42.464823 \n", " 32 2 True 640 640 10 41.474760 \n", " 10 41.738711 \n", " 10 41.703045 \n", " 10 41.297361 \n", " 10 41.802458 \n", " 10 40.422425 \n", " 10 41.719377 \n", " 10 41.723803 \n", " 10 41.588925 \n", " 10 41.563675 \n", "ssdlite-mobilenet-v2 cpu 1 2 True 300 300 10 25.198221 \n", " 10 26.274920 \n", " 10 26.304245 \n", " 10 26.909590 \n", " 10 27.553797 \n", " 10 27.032375 \n", " 10 27.333260 \n", " 10 27.044535 \n", " 10 26.533604 \n", " 10 27.716637 \n", " 2 2 True 300 300 10 19.831419 \n", " 10 19.621253 \n", " 10 18.996835 \n", " 10 19.265771 \n", " 10 20.138741 \n", " 10 19.575000 \n", " 10 18.827319 \n", " 10 18.975496 \n", " 10 19.918323 \n", " 10 19.290686 \n", " 4 2 True 300 300 10 17.172873 \n", " 10 18.294513 \n", " 10 17.662585 \n", " 10 17.897546 \n", " 10 17.952442 \n", " 10 17.270446 \n", " 10 18.040299 \n", " 10 18.169105 \n", " 10 16.779959 \n", " 10 17.596483 \n", " 8 2 True 300 300 10 16.557664 \n", " 10 15.341073 \n", " 10 15.497535 \n", " 10 15.846580 \n", " 10 16.129106 \n", " 10 16.423315 \n", " 10 15.808374 \n", " 10 15.724868 \n", " 10 15.644580 \n", " 10 15.380323 \n", " 16 2 True 300 300 10 16.563773 \n", " 10 15.960127 \n", " 10 16.617969 \n", " 10 16.088545 \n", " 10 16.331345 \n", " 10 16.536415 \n", " 10 15.976280 \n", " 10 16.334906 \n", " 10 16.307667 \n", " 10 16.171589 \n", " 32 2 True 300 300 10 16.488448 \n", " 10 16.119018 \n", " 10 16.313829 \n", " 10 16.323343 \n", " 10 17.042086 \n", " 10 16.493164 \n", " 10 16.397610 \n", " 10 16.631044 \n", " 10 16.924806 \n", " 10 16.582169 \n", " cpu-prebuilt 1 2 True 300 300 10 27.024031 \n", " 10 26.760817 \n", " 10 26.597500 \n", " 10 26.594400 \n", " 10 26.272297 \n", " 10 25.942326 \n", " 10 27.579546 \n", " 10 26.593208 \n", " 10 26.296377 \n", " 10 27.551889 \n", " 2 2 True 300 300 10 20.411611 \n", " 10 20.177603 \n", " 10 20.504236 \n", " 10 20.330667 \n", " 10 20.631313 \n", " 10 20.400047 \n", " 10 19.856453 \n", " 10 20.370841 \n", " 10 20.887017 \n", " 10 19.676566 \n", " 4 2 True 300 300 10 17.894387 \n", " 10 18.943727 \n", " 10 17.478645 \n", " 10 18.730283 \n", " 10 17.955542 \n", " 10 18.526495 \n", " 10 17.347336 \n", " 10 18.972993 \n", " 10 18.581569 \n", " 10 18.621027 \n", " 8 2 True 300 300 10 17.022520 \n", " 10 17.069966 \n", " 10 16.550601 \n", " 10 15.788198 \n", " 10 16.339839 \n", " 10 16.429871 \n", " 10 16.101420 \n", " 10 16.372144 \n", " 10 15.836090 \n", " 10 16.324818 \n", " 16 2 True 300 300 10 17.027289 \n", " 10 17.064765 \n", " 10 17.280295 \n", " 10 16.996562 \n", " 10 17.302349 \n", " 10 17.322630 \n", " 10 16.774178 \n", " 10 17.273605 \n", " 10 16.890705 \n", " 10 17.264098 \n", " 32 2 True 300 300 10 17.306149 \n", " 10 17.484456 \n", " 10 17.205670 \n", " 10 17.260209 \n", " 10 17.529041 \n", " 10 17.207779 \n", " 10 17.012209 \n", " 10 17.204843 \n", " 10 17.353944 \n", " 10 17.237611 \n", " cuda 1 2 True 300 300 10 30.911922 \n", " 10 30.981302 \n", " 10 30.156374 \n", " 10 30.783653 \n", " 10 30.969858 \n", " 10 30.211449 \n", " 10 29.937744 \n", " 10 29.462576 \n", " 10 29.479504 \n", " 10 30.397415 \n", " 2 2 True 300 300 10 22.328138 \n", " 10 24.467230 \n", " 10 23.933530 \n", " 10 23.023844 \n", " 10 22.636414 \n", " 10 23.776412 \n", " 10 23.126245 \n", " 10 23.670554 \n", " 10 22.570491 \n", " 10 23.170114 \n", " 4 2 True 300 300 10 19.768715 \n", " 10 20.831943 \n", " 10 21.427512 \n", " 10 20.829678 \n", " 10 20.902574 \n", " 10 20.962358 \n", " 10 20.783663 \n", " 10 20.930290 \n", " 10 21.276593 \n", " 10 20.893574 \n", " 8 2 True 300 300 10 20.224571 \n", " 10 20.231932 \n", " 10 19.450605 \n", " 10 20.150751 \n", " 10 20.274401 \n", " 10 19.553721 \n", " 10 19.836038 \n", " 10 19.876987 \n", " 10 19.342899 \n", " 10 18.982470 \n", " 16 2 True 300 300 10 19.971535 \n", " 10 19.440219 \n", " 10 19.623876 \n", " 10 19.705072 \n", " 10 19.559264 \n", " 10 18.524930 \n", " 10 19.464076 \n", " 10 19.197837 \n", " 10 19.408002 \n", " 10 19.611612 \n", " 32 2 True 300 300 10 19.038334 \n", " 10 18.583827 \n", " 10 18.677160 \n", " 10 18.878169 \n", " 10 18.706992 \n", " 10 19.328415 \n", " 10 18.785805 \n", " 10 19.345544 \n", " 10 19.013859 \n", " 10 18.692836 \n", " tensorrt 1 2 True 300 300 10 28.530359 \n", " 10 26.519775 \n", " 10 27.965069 \n", " 10 28.144598 \n", " 10 27.484655 \n", " 10 28.063536 \n", " 10 27.955055 \n", " 10 27.933121 \n", " 10 26.602268 \n", " 10 26.935577 \n", " 2 2 True 300 300 10 22.614717 \n", " 10 22.781849 \n", " 10 21.372080 \n", " 10 21.739125 \n", " 10 21.888733 \n", " 10 22.190332 \n", " 10 21.567106 \n", " 10 23.530126 \n", " 10 22.110462 \n", " 10 22.145867 \n", " 4 2 True 300 300 10 19.268811 \n", " 10 21.039248 \n", " 10 19.873857 \n", " 10 20.104825 \n", " 10 20.968080 \n", " 10 19.909799 \n", " 10 20.321965 \n", " 10 20.761967 \n", " 10 19.778669 \n", " 10 20.036101 \n", " 8 2 True 300 300 10 19.273549 \n", " 10 19.079775 \n", " 10 19.372135 \n", " 10 19.475132 \n", " 10 19.931078 \n", " 10 18.680632 \n", " 10 19.081712 \n", " 10 19.825697 \n", " 10 19.238889 \n", " 10 19.553572 \n", " 16 2 True 300 300 10 18.466949 \n", " 10 18.348187 \n", " 10 18.964544 \n", " 10 19.348487 \n", " 10 18.978342 \n", " 10 18.953487 \n", " 10 18.842742 \n", " 10 19.043088 \n", " 10 19.221112 \n", " 10 19.585386 \n", " 32 2 True 300 300 10 18.704228 \n", " 10 18.012136 \n", " 10 18.740386 \n", " 10 18.761791 \n", " 10 17.953224 \n", " 10 17.833553 \n", " 10 18.151835 \n", " 10 18.855132 \n", " 10 18.992893 \n", " 10 18.491261 \n", " tensorrt-dynamic 1 2 True 300 300 10 27.580738 \n", " 10 25.951624 \n", " 10 27.963400 \n", " 10 28.049469 \n", " 10 26.610136 \n", " 10 27.481318 \n", " 10 27.607203 \n", " 10 26.549339 \n", " 10 27.436733 \n", " 10 28.534889 \n", " 2 2 True 300 300 10 23.209810 \n", " 10 22.781014 \n", " 10 21.295667 \n", " 10 22.645473 \n", " 10 21.774888 \n", " 10 20.545959 \n", " 10 22.934079 \n", " 10 21.941423 \n", " 10 21.248460 \n", " 10 22.147655 \n", " 4 2 True 300 300 10 19.758224 \n", " 10 20.276904 \n", " 10 20.005047 \n", " 10 19.813240 \n", " 10 19.071281 \n", " 10 20.154655 \n", " 10 20.119846 \n", " 10 19.741058 \n", " 10 20.003378 \n", " 10 20.126522 \n", " 8 2 True 300 300 10 19.257873 \n", " 10 19.422293 \n", " 10 18.660665 \n", " 10 19.201636 \n", " 10 18.146068 \n", " 10 19.469887 \n", " 10 18.992424 \n", " 10 20.092666 \n", " 10 19.579887 \n", " 10 19.380748 \n", " 16 2 True 300 300 10 18.023774 \n", " 10 18.951714 \n", " 10 18.891022 \n", " 10 18.889204 \n", " 10 18.884718 \n", " 10 18.588752 \n", " 10 18.471047 \n", " 10 18.715456 \n", " 10 18.555492 \n", " 10 19.307449 \n", " 32 2 True 300 300 10 18.685535 \n", " 10 18.399909 \n", " 10 18.306985 \n", " 10 18.736787 \n", " 10 18.299967 \n", " 10 18.733770 \n", " 10 18.041991 \n", " 10 18.603303 \n", " 10 18.702388 \n", " 10 18.236592 \n", "yolo-v3 cpu 1 2 True 416 416 10 134.051800 \n", " 10 135.023594 \n", " 10 135.553360 \n", " 10 137.038946 \n", " 10 134.633541 \n", " 10 134.454012 \n", " 10 134.412050 \n", " 10 132.314205 \n", " 10 136.347294 \n", " 10 133.193493 \n", " 2 2 True 416 416 10 132.318497 \n", " 10 129.990101 \n", " 10 129.168272 \n", " 10 127.848387 \n", " 10 127.785683 \n", " 10 127.116203 \n", " 10 127.262473 \n", " 10 128.590107 \n", " 10 127.897024 \n", " 10 126.902461 \n", " 4 2 True 416 416 10 123.906136 \n", " 10 124.632716 \n", " 10 124.108136 \n", " 10 124.403834 \n", " 10 125.254810 \n", " 10 129.440963 \n", " 10 124.569535 \n", " 10 124.077260 \n", " 10 125.742137 \n", " 10 125.661790 \n", " 8 2 True 416 416 10 125.199735 \n", " 10 123.503745 \n", " 10 125.328153 \n", " 10 123.824358 \n", " 10 123.688608 \n", " 10 125.270903 \n", " 10 124.890774 \n", " 10 124.956876 \n", " 10 124.519050 \n", " 10 123.441577 \n", " 16 2 True 416 416 10 128.478348 \n", " 10 127.210170 \n", " 10 127.256095 \n", " 10 127.911359 \n", " 10 128.173187 \n", " 10 127.501547 \n", " 10 127.356187 \n", " 10 127.883658 \n", " 10 127.527133 \n", " 10 128.145754 \n", " 32 2 True 416 416 10 128.538452 \n", " 10 128.380932 \n", " 10 128.258213 \n", " 10 128.388740 \n", " 10 129.238665 \n", " 10 128.762580 \n", " 10 129.007362 \n", " 10 128.540143 \n", " 10 128.521666 \n", " 10 128.556386 \n", " cpu-prebuilt 1 2 True 416 416 10 133.243084 \n", " 10 131.951332 \n", " 10 130.928755 \n", " 10 133.933783 \n", " 10 130.862713 \n", " 10 133.992672 \n", " 10 133.755684 \n", " 10 131.014347 \n", " 10 132.523298 \n", " 10 132.362843 \n", " 2 2 True 416 416 10 128.388286 \n", " 10 127.153635 \n", " 10 127.096176 \n", " 10 129.786134 \n", " 10 127.443433 \n", " 10 128.833652 \n", " 10 128.651023 \n", " 10 126.893878 \n", " 10 127.576470 \n", " 10 127.924204 \n", " 4 2 True 416 416 10 124.260306 \n", " 10 123.671889 \n", " 10 126.612365 \n", " 10 126.093686 \n", " 10 123.006165 \n", " 10 124.676347 \n", " 10 124.160826 \n", " 10 123.266459 \n", " 10 125.738084 \n", " 10 124.840915 \n", " 8 2 True 416 416 10 124.999970 \n", " 10 125.900149 \n", " 10 125.031829 \n", " 10 125.415891 \n", " 10 124.622166 \n", " 10 126.063973 \n", " 10 125.246376 \n", " 10 125.458539 \n", " 10 123.696625 \n", " 10 126.455307 \n", " 16 2 True 416 416 10 128.956184 \n", " 10 128.190950 \n", " 10 129.009128 \n", " 10 128.912881 \n", " 10 127.926081 \n", " 10 128.170833 \n", " 10 128.846720 \n", " 10 129.102051 \n", " 10 128.625751 \n", " 10 129.342049 \n", " 32 2 True 416 416 10 129.876934 \n", " 10 129.860327 \n", " 10 129.718430 \n", " 10 129.686184 \n", " 10 129.672714 \n", " 10 129.568309 \n", " 10 129.327968 \n", " 10 130.055785 \n", " 10 129.968144 \n", " 10 129.607596 \n", " cuda 1 2 True 416 416 10 30.289173 \n", " 10 30.825377 \n", " 10 30.638456 \n", " 10 30.774593 \n", " 10 31.126976 \n", " 10 31.017542 \n", " 10 30.530930 \n", " 10 30.421019 \n", " 10 30.674934 \n", " 10 30.658722 \n", " 2 2 True 416 416 10 24.360180 \n", " 10 24.342060 \n", " 10 23.966551 \n", " 10 24.348617 \n", " 10 23.936391 \n", " 10 24.042010 \n", " 10 24.262667 \n", " 10 24.199009 \n", " 10 23.953438 \n", " 10 24.264216 \n", " 4 2 True 416 416 10 20.473599 \n", " 10 20.757020 \n", " 10 20.799279 \n", " 10 20.861685 \n", " 10 20.519733 \n", " 10 20.822227 \n", " 10 20.801365 \n", " 10 20.865858 \n", " 10 20.851612 \n", " 10 20.769179 \n", " 8 2 True 416 416 10 20.051301 \n", " 10 19.724041 \n", " 10 22.101223 \n", " 10 20.074844 \n", " 10 19.948751 \n", " 10 19.976228 \n", " 10 21.766603 \n", " 10 20.050377 \n", " 10 21.830767 \n", " 10 22.120863 \n", " 16 2 True 416 416 10 17.347097 \n", " 10 17.420352 \n", " 10 17.422244 \n", " 10 17.476410 \n", " 10 17.430469 \n", " 10 17.428458 \n", " 10 17.192036 \n", " 10 17.360315 \n", " 10 17.436355 \n", " 10 17.386809 \n", " 32 2 True 416 416 10 16.872659 \n", " 10 16.679652 \n", " 10 18.969089 \n", " 10 19.021608 \n", " 10 19.023776 \n", " 10 16.883455 \n", " 10 18.889338 \n", " 10 16.820043 \n", " 10 18.979669 \n", " 10 19.040480 \n", " tensorrt 1 2 True 416 416 10 31.001806 \n", " 10 30.652285 \n", " 10 30.750513 \n", " 10 30.359745 \n", " 10 31.154156 \n", " 10 30.719519 \n", " 10 30.341864 \n", " 10 30.768394 \n", " 10 31.025410 \n", " 10 30.620337 \n", " 2 2 True 416 416 10 24.193883 \n", " 10 24.049044 \n", " 10 24.398923 \n", " 10 24.329662 \n", " 10 24.507523 \n", " 10 24.046063 \n", " 10 24.179816 \n", " 10 23.921609 \n", " 10 24.179101 \n", " 10 24.344683 \n", " 4 2 True 416 416 10 20.488262 \n", " 10 20.609975 \n", " 10 20.848215 \n", " 10 20.860434 \n", " 10 20.692468 \n", " 10 20.592391 \n", " 10 20.569682 \n", " 10 20.787239 \n", " 10 20.553768 \n", " 10 20.713806 \n", " 8 2 True 416 416 10 19.798219 \n", " 10 19.858897 \n", " 10 19.982398 \n", " 10 20.067811 \n", " 10 20.023942 \n", " 10 19.729823 \n", " 10 19.736886 \n", " 10 20.155311 \n", " 10 22.080421 \n", " 10 20.019472 \n", " 16 2 True 416 416 10 17.272413 \n", " 10 17.423242 \n", " 10 17.270714 \n", " 10 17.464861 \n", " 10 17.270893 \n", " 10 17.278627 \n", " 10 17.186701 \n", " 10 17.467707 \n", " 10 17.444938 \n", " 10 17.223358 \n", " 32 2 True 416 416 10 16.689472 \n", " 10 18.884219 \n", " 10 16.876914 \n", " 10 16.819946 \n", " 10 18.930867 \n", " 10 16.683958 \n", " 10 16.893223 \n", " 10 16.825110 \n", " 10 18.617928 \n", " 10 16.817518 \n", " tensorrt-dynamic 1 2 True 416 416 10 29.654026 \n", " 10 29.989719 \n", " 10 31.048298 \n", " 10 29.968262 \n", " 10 31.028509 \n", " 10 30.193567 \n", " 10 30.530930 \n", " 10 28.968334 \n", " 10 30.456305 \n", " 10 31.519890 \n", " 2 2 True 416 416 10 27.267218 \n", " 10 28.648376 \n", " 10 25.851369 \n", " 10 26.475906 \n", " 10 26.163936 \n", " 10 28.439879 \n", " 10 28.620243 \n", " 10 25.997043 \n", " 10 26.295304 \n", " 10 26.091814 \n", " 4 2 True 416 416 10 24.605393 \n", " 10 24.530947 \n", " 10 24.675846 \n", " 10 24.808168 \n", " 10 27.272403 \n", " 10 24.808288 \n", " 10 24.607718 \n", " 10 24.888694 \n", " 10 25.033355 \n", " 10 24.929643 \n", " 8 2 True 416 416 10 24.315566 \n", " 10 24.490029 \n", " 10 24.583101 \n", " 10 24.564803 \n", " 10 26.506990 \n", " 10 24.496436 \n", " 10 24.509817 \n", " 10 24.471611 \n", " 10 24.684727 \n", " 10 24.591178 \n", " 16 2 True 416 416 10 26.169121 \n", " 10 26.090235 \n", " 10 24.003386 \n", " 10 24.152666 \n", " 10 24.042740 \n", " 10 24.081275 \n", " 10 24.421856 \n", " 10 23.925319 \n", " 10 23.942143 \n", " 10 23.798242 \n", " 32 2 True 416 416 10 23.707151 \n", " 10 23.451403 \n", " 10 23.689799 \n", " 10 25.703683 \n", " 10 25.812641 \n", " 10 23.762591 \n", " 10 23.770235 \n", " 10 23.531318 \n", " 10 25.741912 \n", " 10 23.689084 \n", "\n", " graph_load_time_ms \\\n", "model backend batch_size batch_count batch_enabled image_height image_width num_reps \n", "rcnn-inception-resnet-v2-lowproposals cpu 1 2 True 1024 600 10 4840.737104 \n", " 10 4681.562185 \n", " 10 4745.374680 \n", " 10 4693.865299 \n", " 10 4820.402861 \n", " 10 4716.161489 \n", " 10 4778.688192 \n", " 10 4674.257755 \n", " 10 4727.047205 \n", " 10 4704.491615 \n", " 2 2 True 1024 600 10 4871.593714 \n", " 10 4632.369041 \n", " 10 4661.816835 \n", " 10 4615.066528 \n", " 10 4670.040846 \n", " 10 4742.186785 \n", " 10 4678.366899 \n", " 10 4791.217089 \n", " 10 4789.848566 \n", " 10 4646.384478 \n", " 4 2 True 1024 600 10 4637.297392 \n", " 10 4771.982908 \n", " 10 4693.547964 \n", " 10 4686.470509 \n", " 10 4653.425932 \n", " 10 4649.534702 \n", " 10 4677.816391 \n", " 10 4699.117422 \n", " 10 4749.050379 \n", " 10 4728.041887 \n", " 8 2 True 1024 600 10 4881.022930 \n", " 10 4833.306551 \n", " 10 4714.081526 \n", " 10 4727.843761 \n", " 10 4821.063042 \n", " 10 4763.653517 \n", " 10 4656.491518 \n", " 10 4701.173306 \n", " 10 4839.536905 \n", " 10 4725.246906 \n", " 16 2 True 1024 600 10 4761.220932 \n", " 10 4645.025969 \n", " 10 4739.571333 \n", " 10 4691.355467 \n", " 10 4867.135763 \n", " 10 4699.393034 \n", " 10 4729.875088 \n", " 10 4730.833530 \n", " 10 4706.488609 \n", " 10 4633.033752 \n", " 32 2 True 1024 600 10 7046.988964 \n", " 10 4752.347708 \n", " 10 4757.130861 \n", " 10 4838.208675 \n", " 10 4626.413584 \n", " 10 4953.391552 \n", " 10 4938.735247 \n", " 10 4810.835838 \n", " 10 4680.061817 \n", " 10 4646.239042 \n", " cpu-prebuilt 1 2 True 1024 600 10 6911.992073 \n", " 10 4802.347898 \n", " 10 4653.066397 \n", " 10 4607.165098 \n", " 10 4627.895355 \n", " 10 4740.164995 \n", " 10 4751.509905 \n", " 10 4671.503067 \n", " 10 4664.308548 \n", " 10 4684.918880 \n", " 2 2 True 1024 600 10 4732.982874 \n", " 10 4649.711609 \n", " 10 4643.195629 \n", " 10 4773.692131 \n", " 10 4850.495815 \n", " 10 4685.405493 \n", " 10 4751.292706 \n", " 10 4710.348606 \n", " 10 4819.133282 \n", " 10 4710.736036 \n", " 4 2 True 1024 600 10 4674.053669 \n", " 10 4681.468010 \n", " 10 4655.152798 \n", " 10 4762.456894 \n", " 10 4708.060980 \n", " 10 4666.865587 \n", " 10 4695.546150 \n", " 10 4695.769548 \n", " 10 4728.900194 \n", " 10 4866.041183 \n", " 8 2 True 1024 600 10 4824.887991 \n", " 10 4814.151287 \n", " 10 4751.685143 \n", " 10 4764.530420 \n", " 10 4746.541023 \n", " 10 4695.195913 \n", " 10 4730.701923 \n", " 10 4701.094151 \n", " 10 4799.312592 \n", " 10 4890.583754 \n", " 16 2 True 1024 600 10 4723.585844 \n", " 10 4619.927168 \n", " 10 4690.367460 \n", " 10 4842.099667 \n", " 10 4723.618031 \n", " 10 4709.165812 \n", " 10 4732.079029 \n", " 10 4688.783884 \n", " 10 4755.360603 \n", " 10 4673.398972 \n", " 32 2 True 1024 600 10 4708.714724 \n", " 10 4799.293756 \n", " 10 4812.208176 \n", " 10 4619.879246 \n", " 10 4708.615303 \n", " 10 4752.560377 \n", " 10 4742.196798 \n", " 10 4678.473949 \n", " 10 4655.450106 \n", " 10 4884.309292 \n", " cuda 1 2 True 1024 600 10 4553.108692 \n", " 10 4603.839397 \n", " 10 4610.033751 \n", " 10 4625.099421 \n", " 10 4622.536659 \n", " 10 4729.156017 \n", " 10 4665.069103 \n", " 10 4691.882610 \n", " 10 4566.406250 \n", " 10 4607.881784 \n", " 2 2 True 1024 600 10 4668.402672 \n", " 10 4657.329798 \n", " 10 4700.743914 \n", " 10 4598.049879 \n", " 10 4626.263142 \n", " 10 4683.004141 \n", " 10 4633.757591 \n", " 10 4607.816696 \n", " 10 4610.222101 \n", " 10 4659.436464 \n", " 4 2 True 1024 600 10 4589.384079 \n", " 10 4600.687265 \n", " 10 4670.823097 \n", " 10 4663.695574 \n", " 10 4619.314671 \n", " 10 4702.200174 \n", " 10 4649.031162 \n", " 10 4589.505911 \n", " 10 4730.802298 \n", " 10 4620.339155 \n", " 8 2 True 1024 600 10 4689.132690 \n", " 10 4633.130074 \n", " 10 4610.522270 \n", " 10 4680.472374 \n", " 10 4663.403511 \n", " 10 4674.349308 \n", " 10 4610.460997 \n", " 10 4592.166662 \n", " 10 4643.437147 \n", " 10 4688.884020 \n", " 16 2 True 1024 600 10 4676.514626 \n", " 10 4574.917793 \n", " 10 4717.499256 \n", " 10 4645.964146 \n", " 10 4708.994865 \n", " 10 4657.868862 \n", " 10 4651.146889 \n", " 10 4633.554697 \n", " 10 4608.161926 \n", " 10 4632.548571 \n", " tensorrt 1 2 True 1024 600 10 71773.906469 \n", " 10 71333.559275 \n", " 10 71861.565590 \n", " 10 71676.164389 \n", " 10 71406.909466 \n", " 10 71786.504984 \n", " 10 72182.452917 \n", " 10 72012.970686 \n", " 10 72414.334059 \n", " 10 71405.121565 \n", " 2 2 True 1024 600 10 72460.325241 \n", " 10 73288.720846 \n", " 10 73017.344475 \n", " 10 71886.828661 \n", " 10 72389.738083 \n", " 10 73603.370428 \n", " 10 72315.528631 \n", " 10 71280.921936 \n", " 10 72457.260370 \n", " 10 72930.105448 \n", " 4 2 True 1024 600 10 63406.803846 \n", " 10 62365.354538 \n", " 10 63301.706314 \n", " 10 62900.637388 \n", " 10 62595.251083 \n", " 10 62498.919249 \n", " 10 63171.914101 \n", " 10 63504.255295 \n", " 10 62592.798471 \n", " 10 63832.051754 \n", " 8 2 True 1024 600 10 63456.116199 \n", " 10 63586.563826 \n", " 10 62492.844582 \n", " 10 63372.258663 \n", " 10 62674.717426 \n", " 10 63579.843760 \n", " 10 61867.995501 \n", " 10 64045.851231 \n", " 10 62815.172434 \n", " 10 62830.606461 \n", " 16 2 True 1024 600 10 63666.782379 \n", " 10 62935.933828 \n", " 10 64053.315401 \n", " 10 63089.780092 \n", " 10 63936.655283 \n", " 10 62832.702875 \n", " 10 62334.528685 \n", " 10 63668.829679 \n", " 10 63301.749706 \n", " 10 63519.116163 \n", "rcnn-inception-v2 cpu 1 2 True 600 1024 10 1498.870850 \n", " 10 1505.791903 \n", " 10 1473.861456 \n", " 10 1584.379911 \n", " 10 1560.732603 \n", " 10 1587.606430 \n", " 10 1524.977446 \n", " 10 1501.475334 \n", " 10 1551.583290 \n", " 10 1501.851797 \n", " 2 2 True 600 1024 10 1466.687441 \n", " 10 1585.123062 \n", " 10 1564.975500 \n", " 10 1525.840521 \n", " 10 1541.822433 \n", " 10 1537.496328 \n", " 10 1607.749939 \n", " 10 1590.650558 \n", " 10 1587.227345 \n", " 10 1561.925173 \n", " 4 2 True 600 1024 10 1501.704931 \n", " 10 1519.568443 \n", " 10 1513.799906 \n", " 10 1560.333729 \n", " 10 1547.524691 \n", " 10 1524.288654 \n", " 10 1518.525362 \n", " 10 1504.456282 \n", " 10 1522.876978 \n", " 10 1515.112877 \n", " 8 2 True 600 1024 10 1576.133728 \n", " 10 1562.856674 \n", " 10 1570.407391 \n", " 10 1529.011250 \n", " 10 1595.106125 \n", " 10 1603.112698 \n", " 10 1525.926113 \n", " 10 1562.609196 \n", " 10 1506.470919 \n", " 10 1497.475624 \n", " 16 2 True 600 1024 10 1557.972193 \n", " 10 1513.023138 \n", " 10 1549.762249 \n", " 10 1494.459629 \n", " 10 1589.697361 \n", " 10 1563.881397 \n", " 10 1493.456364 \n", " 10 1541.707277 \n", " 10 1614.044666 \n", " 10 1519.454002 \n", " 32 2 True 600 1024 10 2000.246286 \n", " 10 1568.295002 \n", " 10 1531.263351 \n", " 10 1511.621475 \n", " 10 1523.082495 \n", " 10 1498.371840 \n", " 10 1503.453970 \n", " 10 1472.190380 \n", " 10 1582.651854 \n", " 10 1499.148607 \n", " cpu-prebuilt 1 2 True 600 1024 10 1956.808805 \n", " 10 1418.408871 \n", " 10 1499.061346 \n", " 10 1422.900200 \n", " 10 1446.428299 \n", " 10 1424.752712 \n", " 10 1425.207853 \n", " 10 1425.072908 \n", " 10 1459.944725 \n", " 10 1451.465368 \n", " 2 2 True 600 1024 10 1448.516369 \n", " 10 1423.604965 \n", " 10 1449.007034 \n", " 10 1437.984705 \n", " 10 1450.055122 \n", " 10 1482.403040 \n", " 10 1474.911928 \n", " 10 1440.686941 \n", " 10 1430.893183 \n", " 10 1441.020012 \n", " 4 2 True 600 1024 10 1462.011337 \n", " 10 1556.849003 \n", " 10 1509.188175 \n", " 10 1464.471579 \n", " 10 1450.300455 \n", " 10 1451.604366 \n", " 10 1449.978352 \n", " 10 1467.447281 \n", " 10 1443.993807 \n", " 10 1465.530634 \n", " 8 2 True 600 1024 10 1460.234880 \n", " 10 1445.772171 \n", " 10 1429.254770 \n", " 10 1428.463459 \n", " 10 1440.501451 \n", " 10 1431.637764 \n", " 10 1463.212490 \n", " 10 1430.485964 \n", " 10 1523.363590 \n", " 10 1486.027479 \n", " 16 2 True 600 1024 10 1450.564861 \n", " 10 1505.919218 \n", " 10 1453.777075 \n", " 10 1452.397585 \n", " 10 1435.543537 \n", " 10 1430.095434 \n", " 10 1447.620392 \n", " 10 1424.173355 \n", " 10 1447.904348 \n", " 10 1467.178345 \n", " 32 2 True 600 1024 10 1435.495138 \n", " 10 1439.628124 \n", " 10 1482.169390 \n", " 10 1444.671154 \n", " 10 1466.797113 \n", " 10 1456.978559 \n", " 10 1439.316511 \n", " 10 1456.930637 \n", " 10 1444.205761 \n", " 10 1442.853689 \n", " cuda 1 2 True 600 1024 10 1416.687250 \n", " 10 1434.233189 \n", " 10 1429.165602 \n", " 10 1437.551975 \n", " 10 1444.493055 \n", " 10 1448.664904 \n", " 10 1463.722229 \n", " 10 1454.885721 \n", " 10 1457.566261 \n", " 10 1427.454233 \n", " 2 2 True 600 1024 10 1432.064295 \n", " 10 1457.754374 \n", " 10 1428.236723 \n", " 10 1435.927868 \n", " 10 1431.225300 \n", " 10 1423.159599 \n", " 10 1454.227448 \n", " 10 1440.490723 \n", " 10 1473.582029 \n", " 10 1448.654175 \n", " 4 2 True 600 1024 10 1468.189001 \n", " 10 1457.059383 \n", " 10 1450.780630 \n", " 10 1444.934607 \n", " 10 1442.461967 \n", " 10 1447.603941 \n", " 10 1461.820126 \n", " 10 1444.098473 \n", " 10 1459.584475 \n", " 10 1459.226847 \n", " 8 2 True 600 1024 10 1424.114227 \n", " 10 1445.759535 \n", " 10 1446.643353 \n", " 10 1458.364010 \n", " 10 1430.957079 \n", " 10 1454.945564 \n", " 10 1448.742151 \n", " 10 1445.089817 \n", " 10 1455.610275 \n", " 10 1440.744162 \n", " 16 2 True 600 1024 10 1426.766396 \n", " 10 1419.351578 \n", " 10 1438.000917 \n", " 10 1467.727900 \n", " 10 1437.742710 \n", " 10 1448.985815 \n", " 10 1453.492165 \n", " 10 1441.774607 \n", " 10 1431.310892 \n", " 10 1459.959507 \n", " 32 2 True 600 1024 10 1449.286938 \n", " 10 1447.102070 \n", " 10 1433.722258 \n", " 10 1440.608501 \n", " 10 1452.372074 \n", " 10 1455.724001 \n", " 10 1432.259560 \n", " 10 1446.592093 \n", " 10 1452.353001 \n", " 10 1431.207895 \n", " tensorrt 1 2 True 600 1024 10 17054.683208 \n", " 10 17040.428877 \n", " 10 16899.039745 \n", " 10 16674.649715 \n", " 10 16875.169754 \n", " 10 16942.353725 \n", " 10 17089.957237 \n", " 10 17048.625946 \n", " 10 16540.392637 \n", " 10 17052.166224 \n", " 2 2 True 600 1024 10 17464.916706 \n", " 10 17496.206284 \n", " 10 17304.871798 \n", " 10 17672.189474 \n", " 10 17278.563499 \n", " 10 17386.888504 \n", " 10 17380.331516 \n", " 10 17525.537491 \n", " 10 17375.267029 \n", " 10 17431.662321 \n", " 4 2 True 600 1024 10 13168.403149 \n", " 10 12983.771563 \n", " 10 12947.808743 \n", " 10 12901.455641 \n", " 10 13094.930172 \n", " 10 12983.961821 \n", " 10 13073.016167 \n", " 10 12953.689337 \n", " 10 13024.133205 \n", " 10 12940.512657 \n", " 8 2 True 600 1024 10 12938.249826 \n", " 10 12916.830063 \n", " 10 12981.657505 \n", " 10 12793.953180 \n", " 10 12827.604294 \n", " 10 12949.955940 \n", " 10 13063.522577 \n", " 10 13103.403330 \n", " 10 12828.648806 \n", " 10 13046.003580 \n", " 16 2 True 600 1024 10 12772.939444 \n", " 10 12845.211029 \n", " 10 12757.096291 \n", " 10 12854.661465 \n", " 10 12700.048208 \n", " 10 12906.770468 \n", " 10 12794.317722 \n", " 10 12839.040041 \n", " 10 12848.332882 \n", " 10 12715.066671 \n", " 32 2 True 600 1024 10 12844.294071 \n", " 10 12783.873081 \n", " 10 12953.673840 \n", " 10 12744.321346 \n", " 10 12983.851194 \n", " 10 12954.895973 \n", " 10 12904.195309 \n", " 10 12871.153831 \n", " 10 12927.368402 \n", " 10 12840.082169 \n", " tensorrt-dynamic 1 2 True 600 1024 10 8882.416964 \n", " 10 8742.156982 \n", " 10 8809.425831 \n", " 10 8727.215528 \n", " 10 8771.088362 \n", " 10 8779.867887 \n", " 10 8846.498489 \n", " 10 8748.760462 \n", " 10 8759.370089 \n", " 10 8846.726894 \n", " 2 2 True 600 1024 10 8845.126629 \n", " 10 8732.381105 \n", " 10 8835.674286 \n", " 10 8861.158371 \n", " 10 8831.889391 \n", " 10 8809.125185 \n", " 10 8763.042688 \n", " 10 8699.295521 \n", " 10 8853.743315 \n", " 10 8777.847528 \n", " 4 2 True 600 1024 10 8896.489620 \n", " 10 8785.809994 \n", " 10 9066.257954 \n", " 10 8813.172817 \n", " 10 8797.575474 \n", " 10 8893.589020 \n", " 10 8820.943117 \n", " 10 8782.052517 \n", " 10 8864.279985 \n", " 10 8867.530107 \n", " 8 2 True 600 1024 10 8802.629948 \n", " 10 8795.866966 \n", " 10 8880.637407 \n", " 10 8802.983761 \n", " 10 8907.945871 \n", " 10 8850.032091 \n", " 10 8850.908995 \n", " 10 8853.540421 \n", " 10 8787.514210 \n", " 10 8714.293718 \n", " 16 2 True 600 1024 10 8770.996571 \n", " 10 8788.775206 \n", " 10 8714.112520 \n", " 10 8808.066130 \n", " 10 8803.171635 \n", " 10 8801.988602 \n", " 10 8902.085066 \n", " 10 8854.831934 \n", " 10 8847.275496 \n", " 10 8767.259359 \n", "rcnn-nas-lowproposals cpu 1 2 True 1200 1200 10 2737.598181 \n", " 10 2750.021696 \n", " 10 2692.065239 \n", " 10 2690.779448 \n", " 10 2773.290396 \n", " 10 2624.770880 \n", " 10 2733.825207 \n", " 10 2787.533522 \n", " 10 2670.963526 \n", " 10 2661.247730 \n", " 2 2 True 1200 1200 10 2773.810387 \n", " 10 2669.348717 \n", " 10 2642.301559 \n", " 10 2726.520061 \n", " 10 2632.941961 \n", " 10 2602.002144 \n", " 10 2581.935644 \n", " 10 2635.398865 \n", " 10 2767.369032 \n", " 10 2670.548439 \n", " 4 2 True 1200 1200 10 2719.013691 \n", " 10 2780.741453 \n", " 10 2718.132496 \n", " 10 2635.082483 \n", " 10 2686.142921 \n", " 10 2728.694439 \n", " 10 2756.821156 \n", " 10 2732.528687 \n", " 10 2655.443192 \n", " 10 2581.789732 \n", " 8 2 True 1200 1200 10 2723.955870 \n", " 10 2662.474394 \n", " 10 2782.727242 \n", " 10 2610.941410 \n", " 10 2621.670246 \n", " 10 2767.273664 \n", " 10 2680.396080 \n", " 10 2784.536600 \n", " 10 2648.112774 \n", " 10 2724.629641 \n", " 16 2 True 1200 1200 10 2602.493048 \n", " 10 2752.411366 \n", " 10 2760.817528 \n", " 10 2695.853710 \n", " 10 2750.416994 \n", " 10 2767.542124 \n", " 10 2680.156946 \n", " 10 2645.760298 \n", " 10 2791.553736 \n", " 10 2613.782883 \n", " 32 2 True 1200 1200 10 2630.548000 \n", " 10 2688.624620 \n", " 10 2706.780910 \n", " 10 2681.253910 \n", " 10 2751.889467 \n", " 10 2747.138500 \n", " 10 2750.693798 \n", " 10 2763.027191 \n", " 10 2688.318491 \n", " 10 2760.948896 \n", " cpu-prebuilt 1 2 True 1200 1200 10 6361.849070 \n", " 10 2569.520712 \n", " 10 2573.592901 \n", " 10 2561.060429 \n", " 10 2551.715851 \n", " 10 2559.540749 \n", " 10 2562.439680 \n", " 10 2617.561102 \n", " 10 2543.494463 \n", " 10 2572.293997 \n", " 2 2 True 1200 1200 10 2644.977331 \n", " 10 2561.379671 \n", " 10 2534.359455 \n", " 10 2574.661016 \n", " 10 2594.500303 \n", " 10 2567.672968 \n", " 10 2579.747677 \n", " 10 2595.364809 \n", " 10 2566.778660 \n", " 10 2530.684233 \n", " 4 2 True 1200 1200 10 2578.824520 \n", " 10 2606.344223 \n", " 10 2548.595190 \n", " 10 2597.253084 \n", " 10 2595.927000 \n", " 10 2562.724352 \n", " 10 2530.983925 \n", " 10 2589.909554 \n", " 10 2560.188293 \n", " 10 2535.008907 \n", " 8 2 True 1200 1200 10 2534.344435 \n", " 10 2566.886187 \n", " 10 2518.408298 \n", " 10 2573.572874 \n", " 10 2652.946472 \n", " 10 2643.571377 \n", " 10 2521.253109 \n", " 10 2550.433159 \n", " 10 2552.996635 \n", " 10 2571.765423 \n", " 16 2 True 1200 1200 10 2575.905085 \n", " 10 2548.897743 \n", " 10 2547.498941 \n", " 10 2567.530155 \n", " 10 2572.117090 \n", " 10 2588.905811 \n", " 10 2571.714163 \n", " 10 2643.561602 \n", " 10 2667.171478 \n", " 10 2691.616535 \n", " 32 2 True 1200 1200 10 2539.497375 \n", " 10 2579.700947 \n", " 10 2586.631536 \n", " 10 2562.347651 \n", " 10 2578.271866 \n", " 10 2526.288271 \n", " 10 2606.225014 \n", " 10 2601.206541 \n", " 10 2694.718838 \n", " 10 2544.285059 \n", " cuda 1 2 True 1200 1200 10 2582.018852 \n", " 10 2621.037960 \n", " 10 2593.099356 \n", " 10 2569.315672 \n", " 10 2605.367422 \n", " 10 2599.323988 \n", " 10 2576.275110 \n", " 10 2588.441133 \n", " 10 2604.491472 \n", " 10 2585.087776 \n", " 2 2 True 1200 1200 10 2553.175926 \n", " 10 2586.572170 \n", " 10 2593.060255 \n", " 10 2594.633341 \n", " 10 2577.397823 \n", " 10 2599.563122 \n", " 10 2599.616051 \n", " 10 2616.064787 \n", " 10 2600.432396 \n", " 10 2605.264902 \n", " 4 2 True 1200 1200 10 2593.539000 \n", " 10 2572.237730 \n", " 10 2599.338770 \n", " 10 2598.786592 \n", " 10 2559.435368 \n", " 10 2584.117413 \n", " 10 2590.898752 \n", " 10 2647.840023 \n", " 10 2572.406054 \n", " 10 2580.096245 \n", " 8 2 True 1200 1200 10 2567.271948 \n", " 10 2594.122410 \n", " 10 2614.639044 \n", " 10 2592.293024 \n", " 10 2605.363369 \n", " 10 2568.465710 \n", " 10 2600.780010 \n", " 10 2606.662035 \n", " 10 2630.887985 \n", " 10 2594.960928 \n", " tensorrt 1 2 True 1200 1200 10 110542.984009 \n", " 10 109657.408476 \n", " 10 110034.388065 \n", " 10 112439.590454 \n", " 10 111788.014889 \n", " 10 110608.415127 \n", " 10 107608.706713 \n", " 10 107305.213928 \n", " 10 106971.927166 \n", " 10 107022.459745 \n", " 2 2 True 1200 1200 10 107917.767048 \n", " 10 108731.031179 \n", " 10 108791.134596 \n", " 10 107481.444597 \n", " 10 109171.261549 \n", " 10 108843.255043 \n", " 10 108837.707996 \n", " 10 108641.510248 \n", " 10 108594.880342 \n", " 10 108941.448450 \n", " 4 2 True 1200 1200 10 73027.454138 \n", " 10 72546.567678 \n", " 10 72918.371916 \n", " 10 73165.400982 \n", " 10 73355.324745 \n", " 10 72925.657511 \n", " 10 72917.241812 \n", " 10 72621.436119 \n", " 10 72900.611401 \n", " 10 73549.364567 \n", " 8 2 True 1200 1200 10 71839.100599 \n", " 10 71953.596115 \n", " 10 72201.970339 \n", " 10 71876.399755 \n", " 10 72039.752007 \n", " 10 71869.973898 \n", " 10 71487.551451 \n", " 10 72090.383053 \n", " 10 71656.096697 \n", " 10 71390.659571 \n", " tensorrt-dynamic 1 2 True 1200 1200 10 22028.067350 \n", " 10 22086.875200 \n", " 10 22220.805407 \n", " 10 22105.169535 \n", " 10 21711.289167 \n", " 10 21837.047577 \n", " 10 22272.382021 \n", " 10 22317.816019 \n", " 10 21800.987244 \n", " 10 21827.045918 \n", "rcnn-resnet101-lowproposals cpu 1 2 True 600 1024 10 1827.384472 \n", " 10 1877.870560 \n", " 10 1907.244205 \n", " 10 1797.054529 \n", " 10 1904.339314 \n", " 10 1895.573139 \n", " 10 1874.328613 \n", " 10 1868.458986 \n", " 10 1855.124235 \n", " 10 1874.348402 \n", " 2 2 True 600 1024 10 1934.826851 \n", " 10 1864.797354 \n", " 10 1837.976933 \n", " 10 1921.272755 \n", " 10 1819.552898 \n", " 10 1812.511444 \n", " 10 1924.170017 \n", " 10 1938.081741 \n", " 10 1980.180025 \n", " 10 1875.776291 \n", " 4 2 True 600 1024 10 1868.940830 \n", " 10 1935.627699 \n", " 10 1898.720503 \n", " 10 1910.155773 \n", " 10 1922.926188 \n", " 10 1815.843582 \n", " 10 1827.770472 \n", " 10 1935.333729 \n", " 10 1933.232069 \n", " 10 1979.201555 \n", " 8 2 True 600 1024 10 1906.532288 \n", " 10 1906.987190 \n", " 10 1838.825464 \n", " 10 1893.810034 \n", " 10 1839.324236 \n", " 10 1803.636789 \n", " 10 1816.417933 \n", " 10 1866.621733 \n", " 10 1857.588291 \n", " 10 1889.589310 \n", " 16 2 True 600 1024 10 1828.043222 \n", " 10 1817.310810 \n", " 10 1913.735867 \n", " 10 1836.093187 \n", " 10 1832.617521 \n", " 10 1834.811449 \n", " 10 1868.567705 \n", " 10 1880.446196 \n", " 10 1822.031498 \n", " 10 1963.088036 \n", " 32 2 True 600 1024 10 1896.929979 \n", " 10 1909.787178 \n", " 10 1862.657070 \n", " 10 1807.484150 \n", " 10 1946.138382 \n", " 10 1935.488462 \n", " 10 1891.182423 \n", " 10 1946.294308 \n", " 10 1940.818548 \n", " 10 1812.900066 \n", " cpu-prebuilt 1 2 True 600 1024 10 3526.874781 \n", " 10 1796.475649 \n", " 10 1790.876150 \n", " 10 1776.808739 \n", " 10 1768.345118 \n", " 10 1796.634674 \n", " 10 1761.363983 \n", " 10 1774.100780 \n", " 10 1779.556274 \n", " 10 1789.674282 \n", " 2 2 True 600 1024 10 1780.204296 \n", " 10 1774.967194 \n", " 10 1788.007498 \n", " 10 1796.847105 \n", " 10 1793.567181 \n", " 10 1793.089628 \n", " 10 1801.154137 \n", " 10 1765.961885 \n", " 10 1770.402670 \n", " 10 1768.368959 \n", " 4 2 True 600 1024 10 1775.799513 \n", " 10 1758.645058 \n", " 10 1766.268730 \n", " 10 1754.207850 \n", " 10 1769.369602 \n", " 10 1824.254274 \n", " 10 1796.149492 \n", " 10 1791.581631 \n", " 10 1780.581951 \n", " 10 1800.542831 \n", " 8 2 True 600 1024 10 1830.583811 \n", " 10 1754.957438 \n", " 10 1763.799429 \n", " 10 1818.261623 \n", " 10 1796.255350 \n", " 10 1855.784655 \n", " 10 1753.847599 \n", " 10 1804.566622 \n", " 10 1780.231476 \n", " 10 1857.248783 \n", " 16 2 True 600 1024 10 1768.025875 \n", " 10 1784.183502 \n", " 10 1818.145752 \n", " 10 1772.001266 \n", " 10 1768.416643 \n", " 10 1793.220520 \n", " 10 1785.733938 \n", " 10 1808.824539 \n", " 10 1767.354250 \n", " 10 1779.067755 \n", " 32 2 True 600 1024 10 1888.056993 \n", " 10 1773.266315 \n", " 10 1768.773794 \n", " 10 1755.516529 \n", " 10 1770.206451 \n", " 10 1774.690866 \n", " 10 1794.872761 \n", " 10 1837.211609 \n", " 10 1790.501833 \n", " 10 1901.494026 \n", " cuda 1 2 True 600 1024 10 1780.699968 \n", " 10 1794.161797 \n", " 10 1797.565699 \n", " 10 1823.054552 \n", " 10 1764.760017 \n", " 10 1788.885593 \n", " 10 1807.747602 \n", " 10 1790.563583 \n", " 10 1789.198875 \n", " 10 1838.732004 \n", " 2 2 True 600 1024 10 1794.478178 \n", " 10 1793.740749 \n", " 10 1811.664581 \n", " 10 1795.699835 \n", " 10 1769.134283 \n", " 10 1774.894953 \n", " 10 1787.384510 \n", " 10 1797.870159 \n", " 10 1759.881735 \n", " 10 1791.018724 \n", " 4 2 True 600 1024 10 1776.934385 \n", " 10 1777.024984 \n", " 10 1792.327404 \n", " 10 1809.364080 \n", " 10 1815.351009 \n", " 10 1769.275188 \n", " 10 1799.986839 \n", " 10 1776.325464 \n", " 10 1804.390907 \n", " 10 1808.810949 \n", " 8 2 True 600 1024 10 1766.000986 \n", " 10 1797.045469 \n", " 10 1795.336723 \n", " 10 1806.338787 \n", " 10 1789.094448 \n", " 10 1798.160791 \n", " 10 1788.929939 \n", " 10 1796.284676 \n", " 10 1804.042816 \n", " 10 1787.196159 \n", " 16 2 True 600 1024 10 1794.874191 \n", " 10 1797.908306 \n", " 10 1770.837784 \n", " 10 1781.039000 \n", " 10 1792.331934 \n", " 10 1819.593191 \n", " 10 1806.744814 \n", " 10 1803.507328 \n", " 10 1801.426888 \n", " 10 1814.743996 \n", " 32 2 True 600 1024 10 3650.776625 \n", " 10 1801.421165 \n", " 10 1777.224064 \n", " 10 1807.895422 \n", " 10 1787.414074 \n", " 10 1788.667917 \n", " 10 1799.606562 \n", " 10 1788.318634 \n", " 10 1781.450510 \n", " 10 1806.703806 \n", " tensorrt 1 2 True 600 1024 10 21520.837307 \n", " 10 21626.183748 \n", " 10 21467.853069 \n", " 10 21474.493980 \n", " 10 21446.175575 \n", " 10 21555.088282 \n", " 10 21599.481106 \n", " 10 21490.350962 \n", " 10 21481.666803 \n", " 10 21465.908527 \n", " 2 2 True 600 1024 10 22227.952480 \n", " 10 22319.144011 \n", " 10 22134.814024 \n", " 10 22103.310585 \n", " 10 22314.942598 \n", " 10 21941.455126 \n", " 10 22218.677521 \n", " 10 22129.404545 \n", " 10 22288.933516 \n", " 10 22086.379051 \n", " 4 2 True 600 1024 10 17102.623701 \n", " 10 17197.448254 \n", " 10 17331.134081 \n", " 10 17033.634424 \n", " 10 16926.265717 \n", " 10 16950.997591 \n", " 10 17085.191727 \n", " 10 17058.808327 \n", " 10 17133.375883 \n", " 10 17176.436424 \n", " 8 2 True 600 1024 10 17159.111500 \n", " 10 16983.058214 \n", " 10 17195.908546 \n", " 10 17181.518078 \n", " 10 17114.690065 \n", " 10 17141.021967 \n", " 10 17249.283552 \n", " 10 17039.963484 \n", " 10 17096.708536 \n", " 10 17224.649191 \n", " 16 2 True 600 1024 10 16602.551460 \n", " 10 16584.681034 \n", " 10 16473.892927 \n", " 10 16396.528482 \n", " 10 16479.218006 \n", " 10 16550.421476 \n", " 10 16433.331013 \n", " 10 16525.912762 \n", " 10 16298.932791 \n", " 10 16429.342270 \n", " 32 2 True 600 1024 10 17299.829245 \n", " 10 17187.531471 \n", " 10 16918.631315 \n", " 10 16942.778826 \n", " 10 17201.121569 \n", " 10 17203.660488 \n", " 10 16960.286617 \n", " 10 16781.747580 \n", " 10 17277.103662 \n", " 10 17069.191456 \n", " tensorrt-dynamic 1 2 True 600 1024 10 12546.623468 \n", " 10 12751.722574 \n", " 10 12663.028955 \n", " 10 12665.186644 \n", " 10 12725.333691 \n", " 10 12693.892956 \n", " 10 12597.485781 \n", " 10 12776.030064 \n", " 10 12575.339556 \n", " 10 12786.731243 \n", " 2 2 True 600 1024 10 12683.964491 \n", " 10 12633.701324 \n", " 10 12655.244827 \n", " 10 12547.592402 \n", " 10 12566.540241 \n", " 10 12551.458359 \n", " 10 12679.618835 \n", " 10 12613.080740 \n", " 10 12662.493467 \n", " 10 12775.243044 \n", " 4 2 True 600 1024 10 12475.938320 \n", " 10 12353.553295 \n", " 10 12520.078421 \n", " 10 12576.491117 \n", " 10 12633.758307 \n", " 10 12593.590736 \n", " 10 12665.605545 \n", " 10 12597.863674 \n", " 10 12497.672319 \n", " 10 12649.907827 \n", " 8 2 True 600 1024 10 12547.012329 \n", " 10 12815.947533 \n", " 10 12591.820240 \n", " 10 12722.246408 \n", " 10 12605.246305 \n", " 10 12560.843945 \n", " 10 12569.098711 \n", " 10 12711.484432 \n", " 10 12687.051296 \n", " 10 12635.541916 \n", " 16 2 True 600 1024 10 12726.392508 \n", " 10 12463.183403 \n", " 10 12824.097633 \n", " 10 12399.031162 \n", " 10 12678.436041 \n", " 10 12383.874655 \n", " 10 12594.056368 \n", " 10 12426.792145 \n", " 10 12633.033276 \n", " 10 12655.103922 \n", "rcnn-resnet50-lowproposals cpu 1 2 True 600 1024 10 1686.880589 \n", " 10 1704.359293 \n", " 10 1718.741655 \n", " 10 1619.982958 \n", " 10 1606.738567 \n", " 10 1680.978775 \n", " 10 1595.991850 \n", " 10 1645.612001 \n", " 10 1597.892761 \n", " 10 1685.933113 \n", " 2 2 True 600 1024 10 1675.863743 \n", " 10 1708.093643 \n", " 10 1583.373070 \n", " 10 1676.360369 \n", " 10 1701.800108 \n", " 10 1634.593487 \n", " 10 1629.212379 \n", " 10 1712.654352 \n", " 10 1666.113377 \n", " 10 1699.373484 \n", " 4 2 True 600 1024 10 1684.618473 \n", " 10 1657.998562 \n", " 10 1633.961201 \n", " 10 1669.556618 \n", " 10 1699.060202 \n", " 10 1680.139542 \n", " 10 1682.508945 \n", " 10 1696.475744 \n", " 10 1627.237558 \n", " 10 1670.836210 \n", " 8 2 True 600 1024 10 1613.138199 \n", " 10 1678.300142 \n", " 10 1619.373083 \n", " 10 1683.642387 \n", " 10 1648.265123 \n", " 10 1659.857988 \n", " 10 1640.050888 \n", " 10 1623.372793 \n", " 10 1711.113930 \n", " 10 1625.286818 \n", " 16 2 True 600 1024 10 1654.815435 \n", " 10 1629.233122 \n", " 10 1612.328529 \n", " 10 1632.277966 \n", " 10 1690.767527 \n", " 10 1673.472166 \n", " 10 1623.745441 \n", " 10 1625.013351 \n", " 10 1662.688732 \n", " 10 1590.418100 \n", " 32 2 True 600 1024 10 1600.942612 \n", " 10 1638.194084 \n", " 10 1664.097309 \n", " 10 1596.452713 \n", " 10 1619.798660 \n", " 10 1698.755503 \n", " 10 1659.761429 \n", " 10 1715.822935 \n", " 10 1653.138161 \n", " 10 1622.913361 \n", " cpu-prebuilt 1 2 True 600 1024 10 2762.686491 \n", " 10 1638.625622 \n", " 10 1577.911139 \n", " 10 1553.699970 \n", " 10 1564.384937 \n", " 10 1538.223743 \n", " 10 1550.678253 \n", " 10 1556.126833 \n", " 10 1622.909307 \n", " 10 1549.013138 \n", " 2 2 True 600 1024 10 1579.739332 \n", " 10 1639.370680 \n", " 10 1627.659321 \n", " 10 1547.396183 \n", " 10 1540.544748 \n", " 10 1542.426109 \n", " 10 1562.769413 \n", " 10 1558.845758 \n", " 10 1551.403522 \n", " 10 1539.196014 \n", " 4 2 True 600 1024 10 1545.026302 \n", " 10 1588.864565 \n", " 10 1605.333567 \n", " 10 1602.406979 \n", " 10 1651.915789 \n", " 10 1609.186649 \n", " 10 1652.390003 \n", " 10 1558.289051 \n", " 10 1633.130312 \n", " 10 1630.680799 \n", " 8 2 True 600 1024 10 1665.308952 \n", " 10 1555.235147 \n", " 10 1551.889658 \n", " 10 1559.449196 \n", " 10 1616.168261 \n", " 10 1541.977167 \n", " 10 1547.911406 \n", " 10 1532.830238 \n", " 10 1566.138983 \n", " 10 1609.718800 \n", " 16 2 True 600 1024 10 1636.818171 \n", " 10 1606.189728 \n", " 10 1573.059797 \n", " 10 1541.368961 \n", " 10 1613.836050 \n", " 10 1562.781334 \n", " 10 1536.884785 \n", " 10 1559.064865 \n", " 10 1580.272436 \n", " 10 1595.091581 \n", " 32 2 True 600 1024 10 1577.320099 \n", " 10 1571.588993 \n", " 10 1545.690060 \n", " 10 1636.627197 \n", " 10 1544.546366 \n", " 10 1589.231253 \n", " 10 1549.546003 \n", " 10 1572.925806 \n", " 10 1527.139902 \n", " 10 1548.498392 \n", " cuda 1 2 True 600 1024 10 1567.276478 \n", " 10 1556.388855 \n", " 10 1579.791784 \n", " 10 1537.657022 \n", " 10 1572.025537 \n", " 10 1556.050539 \n", " 10 1579.099894 \n", " 10 1558.127880 \n", " 10 1542.162418 \n", " 10 1581.772089 \n", " 2 2 True 600 1024 10 1550.209761 \n", " 10 1540.921688 \n", " 10 1539.927483 \n", " 10 1575.437307 \n", " 10 1562.089443 \n", " 10 1564.453125 \n", " 10 1557.888746 \n", " 10 1559.280396 \n", " 10 1544.927359 \n", " 10 1578.546524 \n", " 4 2 True 600 1024 10 1598.390818 \n", " 10 1590.816736 \n", " 10 1582.442522 \n", " 10 1579.503536 \n", " 10 1575.470686 \n", " 10 1590.139151 \n", " 10 1567.997932 \n", " 10 1584.429502 \n", " 10 1578.259468 \n", " 10 1586.111307 \n", " 8 2 True 600 1024 10 1552.038193 \n", " 10 1568.918228 \n", " 10 1569.382429 \n", " 10 1556.970835 \n", " 10 1575.931072 \n", " 10 1558.716536 \n", " 10 1554.875374 \n", " 10 1577.084303 \n", " 10 1579.204321 \n", " 10 1558.570147 \n", " 16 2 True 600 1024 10 1574.208736 \n", " 10 1547.834158 \n", " 10 1569.916487 \n", " 10 1588.491201 \n", " 10 1551.367760 \n", " 10 1562.980175 \n", " 10 1574.791670 \n", " 10 1586.225033 \n", " 10 1552.012682 \n", " 10 1549.138546 \n", " 32 2 True 600 1024 10 2622.985125 \n", " 10 1578.860044 \n", " 10 1557.170868 \n", " 10 1564.578056 \n", " 10 1575.670719 \n", " 10 1553.828239 \n", " 10 1556.079626 \n", " 10 1561.932802 \n", " 10 1545.925856 \n", " 10 1582.964659 \n", " tensorrt 1 2 True 600 1024 10 19319.557190 \n", " 10 19135.199308 \n", " 10 18963.383913 \n", " 10 19239.841938 \n", " 10 18947.120667 \n", " 10 19103.104830 \n", " 10 19037.372112 \n", " 10 19217.607260 \n", " 10 19089.416265 \n", " 10 19097.249746 \n", " 2 2 True 600 1024 10 19902.643919 \n", " 10 20071.136236 \n", " 10 19664.289951 \n", " 10 19818.207979 \n", " 10 19927.687168 \n", " 10 19979.107618 \n", " 10 19901.773214 \n", " 10 19892.263412 \n", " 10 19943.155289 \n", " 10 19775.532484 \n", " 4 2 True 600 1024 10 14887.097836 \n", " 10 14837.127686 \n", " 10 14736.799479 \n", " 10 14832.970142 \n", " 10 14797.318459 \n", " 10 14650.147915 \n", " 10 14841.446400 \n", " 10 14787.937403 \n", " 10 14814.521074 \n", " 10 14747.805834 \n", " 8 2 True 600 1024 10 14709.718943 \n", " 10 14736.230612 \n", " 10 14834.714651 \n", " 10 14885.342598 \n", " 10 14964.942932 \n", " 10 14761.517286 \n", " 10 14838.866711 \n", " 10 14749.555826 \n", " 10 14885.761738 \n", " 10 14799.415827 \n", " 16 2 True 600 1024 10 14167.942286 \n", " 10 14100.311995 \n", " 10 14353.028536 \n", " 10 14178.853989 \n", " 10 14232.103586 \n", " 10 14159.862041 \n", " 10 14205.360174 \n", " 10 14251.514673 \n", " 10 14136.046886 \n", " 10 14198.043108 \n", " 32 2 True 600 1024 10 14813.133955 \n", " 10 15146.105051 \n", " 10 14987.927675 \n", " 10 14913.025141 \n", " 10 14824.986458 \n", " 10 14543.232679 \n", " 10 15270.527840 \n", " 10 15092.374563 \n", " 10 15003.621578 \n", " 10 14296.097994 \n", " tensorrt-dynamic 1 2 True 600 1024 10 10180.581331 \n", " 10 10163.849592 \n", " 10 10287.260056 \n", " 10 10135.560513 \n", " 10 10073.168755 \n", " 10 10132.394791 \n", " 10 10165.155172 \n", " 10 10150.344610 \n", " 10 10031.230688 \n", " 10 10164.824486 \n", " 2 2 True 600 1024 10 10234.578848 \n", " 10 10127.582073 \n", " 10 10190.723181 \n", " 10 10205.787420 \n", " 10 10160.840750 \n", " 10 10264.372826 \n", " 10 10351.198196 \n", " 10 10173.133373 \n", " 10 10346.702337 \n", " 10 10099.149704 \n", " 4 2 True 600 1024 10 10210.936308 \n", " 10 10129.615307 \n", " 10 10110.827208 \n", " 10 10235.378981 \n", " 10 10211.080074 \n", " 10 10235.380888 \n", " 10 10239.523649 \n", " 10 10143.581629 \n", " 10 10203.043222 \n", " 10 10122.092724 \n", " 8 2 True 600 1024 10 10071.565628 \n", " 10 10232.257605 \n", " 10 10183.977604 \n", " 10 10264.825344 \n", " 10 10099.519730 \n", " 10 10256.351471 \n", " 10 10054.270744 \n", " 10 10206.881762 \n", " 10 10128.998518 \n", " 10 10079.476833 \n", " 16 2 True 600 1024 10 10100.908995 \n", " 10 10158.185482 \n", " 10 10162.925482 \n", " 10 10212.424040 \n", " 10 10214.348316 \n", " 10 10069.103003 \n", " 10 10053.850174 \n", " 10 10129.296064 \n", " 10 10157.729149 \n", " 10 10180.256844 \n", "ssd-inception-v2 cpu 1 2 True 300 300 10 1036.832571 \n", " 10 1052.604437 \n", " 10 1026.300430 \n", " 10 1056.766033 \n", " 10 1039.777040 \n", " 10 1021.740913 \n", " 10 1044.924021 \n", " 10 1032.768726 \n", " 10 1049.998283 \n", " 10 1030.857325 \n", " 2 2 True 300 300 10 1066.937923 \n", " 10 1013.860941 \n", " 10 1017.535210 \n", " 10 1122.016907 \n", " 10 1069.966793 \n", " 10 1033.203602 \n", " 10 1074.125528 \n", " 10 1052.721739 \n", " 10 1072.947264 \n", " 10 1021.064281 \n", " 4 2 True 300 300 10 1079.628944 \n", " 10 1052.744389 \n", " 10 1064.787149 \n", " 10 1054.917336 \n", " 10 1076.272964 \n", " 10 1068.475246 \n", " 10 1044.254780 \n", " 10 1029.908180 \n", " 10 1081.802130 \n", " 10 1085.449696 \n", " 8 2 True 300 300 10 1047.247410 \n", " 10 1053.466082 \n", " 10 1032.723665 \n", " 10 1050.156116 \n", " 10 1031.953812 \n", " 10 1072.241068 \n", " 10 1005.733490 \n", " 10 1009.104013 \n", " 10 1058.635473 \n", " 10 1056.904554 \n", " 16 2 True 300 300 10 1037.404537 \n", " 10 1084.344625 \n", " 10 1084.999084 \n", " 10 1034.811497 \n", " 10 1054.725647 \n", " 10 1047.569513 \n", " 10 1011.844397 \n", " 10 1029.245853 \n", " 10 1066.723347 \n", " 10 1069.365263 \n", " 32 2 True 300 300 10 1877.101421 \n", " 10 1041.133165 \n", " 10 1031.316280 \n", " 10 1022.511482 \n", " 10 1039.436340 \n", " 10 1026.664257 \n", " 10 1021.815777 \n", " 10 1082.146883 \n", " 10 1055.332422 \n", " 10 1066.293716 \n", " cpu-prebuilt 1 2 True 300 300 10 1867.937565 \n", " 10 981.299639 \n", " 10 962.152719 \n", " 10 978.623629 \n", " 10 965.626478 \n", " 10 957.661629 \n", " 10 966.713190 \n", " 10 968.365669 \n", " 10 1029.874802 \n", " 10 979.713202 \n", " 2 2 True 300 300 10 963.088512 \n", " 10 959.016800 \n", " 10 967.540503 \n", " 10 1007.323503 \n", " 10 992.185116 \n", " 10 964.762449 \n", " 10 1035.646677 \n", " 10 949.239254 \n", " 10 972.521782 \n", " 10 958.978176 \n", " 4 2 True 300 300 10 1057.915449 \n", " 10 977.621317 \n", " 10 973.495722 \n", " 10 972.449064 \n", " 10 975.290775 \n", " 10 971.166134 \n", " 10 972.326040 \n", " 10 969.641447 \n", " 10 970.388651 \n", " 10 964.927912 \n", " 8 2 True 300 300 10 968.335152 \n", " 10 959.783554 \n", " 10 992.677689 \n", " 10 987.122536 \n", " 10 961.175203 \n", " 10 959.964514 \n", " 10 978.461504 \n", " 10 975.080729 \n", " 10 975.236893 \n", " 10 1045.089245 \n", " 16 2 True 300 300 10 978.707552 \n", " 10 1036.368132 \n", " 10 972.175360 \n", " 10 978.079319 \n", " 10 964.130640 \n", " 10 1013.383627 \n", " 10 960.180998 \n", " 10 967.053413 \n", " 10 968.597889 \n", " 10 983.211279 \n", " 32 2 True 300 300 10 975.125790 \n", " 10 982.212782 \n", " 10 1006.886482 \n", " 10 969.808578 \n", " 10 978.005648 \n", " 10 972.927809 \n", " 10 975.277662 \n", " 10 1004.874945 \n", " 10 970.216036 \n", " 10 982.164860 \n", " cuda 1 2 True 300 300 10 965.090752 \n", " 10 976.880312 \n", " 10 962.543249 \n", " 10 951.909065 \n", " 10 978.668928 \n", " 10 980.034351 \n", " 10 986.590862 \n", " 10 962.435722 \n", " 10 979.434967 \n", " 10 972.663403 \n", " 2 2 True 300 300 10 972.539425 \n", " 10 978.279114 \n", " 10 973.811865 \n", " 10 994.790077 \n", " 10 978.210688 \n", " 10 973.612070 \n", " 10 989.429951 \n", " 10 969.769478 \n", " 10 960.559368 \n", " 10 962.187052 \n", " 4 2 True 300 300 10 994.799137 \n", " 10 976.380587 \n", " 10 965.592623 \n", " 10 973.847628 \n", " 10 975.527048 \n", " 10 987.102747 \n", " 10 965.362549 \n", " 10 976.725578 \n", " 10 963.508606 \n", " 10 970.390081 \n", " 8 2 True 300 300 10 974.528313 \n", " 10 972.609997 \n", " 10 977.948189 \n", " 10 966.236353 \n", " 10 974.811792 \n", " 10 986.879349 \n", " 10 967.341661 \n", " 10 952.601671 \n", " 10 970.391750 \n", " 10 965.574026 \n", " 16 2 True 300 300 10 979.045868 \n", " 10 983.616829 \n", " 10 971.480370 \n", " 10 975.140095 \n", " 10 988.603592 \n", " 10 977.543354 \n", " 10 977.187634 \n", " 10 963.807583 \n", " 10 976.600885 \n", " 10 965.466738 \n", " 32 2 True 300 300 10 976.863623 \n", " 10 999.082327 \n", " 10 986.496449 \n", " 10 969.493151 \n", " 10 964.337826 \n", " 10 975.760937 \n", " 10 978.708506 \n", " 10 988.959074 \n", " 10 983.508110 \n", " 10 966.600418 \n", " tensorrt 1 2 True 300 300 10 7839.582682 \n", " 10 7773.597240 \n", " 10 7721.834660 \n", " 10 7757.497311 \n", " 10 7707.455635 \n", " 10 7734.989643 \n", " 10 7794.776917 \n", " 10 7746.086597 \n", " 10 7796.165466 \n", " 10 7715.471506 \n", " 2 2 True 300 300 10 7632.844210 \n", " 10 7687.655926 \n", " 10 7789.947987 \n", " 10 7786.698580 \n", " 10 7666.020632 \n", " 10 7781.909943 \n", " 10 7782.733679 \n", " 10 7691.067696 \n", " 10 7735.203028 \n", " 10 7770.588875 \n", " 4 2 True 300 300 10 7740.692139 \n", " 10 7769.182444 \n", " 10 7905.809402 \n", " 10 7671.643257 \n", " 10 7732.587576 \n", " 10 7811.178684 \n", " 10 7808.376551 \n", " 10 7781.347036 \n", " 10 7809.327841 \n", " 10 7739.988327 \n", " 8 2 True 300 300 10 7748.511791 \n", " 10 7780.887365 \n", " 10 7824.104071 \n", " 10 7722.230673 \n", " 10 7709.615469 \n", " 10 7706.537724 \n", " 10 7825.880289 \n", " 10 7810.398340 \n", " 10 7759.536266 \n", " 10 7723.293781 \n", " 16 2 True 300 300 10 7798.283100 \n", " 10 7794.642210 \n", " 10 7814.896822 \n", " 10 7675.437212 \n", " 10 7709.287167 \n", " 10 7704.929352 \n", " 10 7803.060770 \n", " 10 7775.330544 \n", " 10 7829.347372 \n", " 10 7808.050156 \n", " 32 2 True 300 300 10 7739.619017 \n", " 10 7721.035242 \n", " 10 7775.461912 \n", " 10 7787.240505 \n", " 10 7768.876076 \n", " 10 7786.898851 \n", " 10 7719.694853 \n", " 10 7847.770214 \n", " 10 7692.381144 \n", " 10 7763.093472 \n", " tensorrt-dynamic 1 2 True 300 300 10 6521.617889 \n", " 10 6554.062366 \n", " 10 6575.267792 \n", " 10 6674.555779 \n", " 10 6644.479513 \n", " 10 6647.858381 \n", " 10 6569.484949 \n", " 10 6587.929964 \n", " 10 6669.947863 \n", " 10 6591.243029 \n", " 2 2 True 300 300 10 6567.115545 \n", " 10 6570.331097 \n", " 10 6622.971058 \n", " 10 6618.402481 \n", " 10 6611.620665 \n", " 10 6552.416801 \n", " 10 6609.288931 \n", " 10 6576.433897 \n", " 10 6521.219254 \n", " 10 6615.052223 \n", " 4 2 True 300 300 10 6590.298176 \n", " 10 6675.766706 \n", " 10 6571.399927 \n", " 10 6588.617086 \n", " 10 6583.994389 \n", " 10 6663.607359 \n", " 10 6600.759268 \n", " 10 6503.491163 \n", " 10 6576.805353 \n", " 10 6550.295115 \n", " 8 2 True 300 300 10 6548.888445 \n", " 10 6566.396713 \n", " 10 6565.106630 \n", " 10 6559.686184 \n", " 10 6659.745932 \n", " 10 6500.623941 \n", " 10 6513.159513 \n", " 10 6589.456081 \n", " 10 6576.894045 \n", " 10 6514.142036 \n", " 16 2 True 300 300 10 6599.140167 \n", " 10 6621.922255 \n", " 10 6682.018757 \n", " 10 6650.681973 \n", " 10 6671.128035 \n", " 10 6507.030725 \n", " 10 6568.404913 \n", " 10 6560.986042 \n", " 10 6544.950724 \n", " 10 6619.815350 \n", " 32 2 True 300 300 10 6629.342318 \n", " 10 6636.018515 \n", " 10 6637.416601 \n", " 10 6632.087469 \n", " 10 6691.053629 \n", " 10 6623.284817 \n", " 10 6683.665991 \n", " 10 6585.723400 \n", " 10 6604.930401 \n", " 10 6513.706923 \n", "ssd-mobilenet-v1-fpn cpu 1 2 True 640 640 10 949.252129 \n", " 10 990.202427 \n", " 10 1005.813122 \n", " 10 1031.843662 \n", " 10 941.507101 \n", " 10 1013.438463 \n", " 10 1008.560419 \n", " 10 1016.711235 \n", " 10 951.983213 \n", " 10 976.160049 \n", " 2 2 True 640 640 10 1017.332315 \n", " 10 1011.907101 \n", " 10 1007.675886 \n", " 10 1001.776695 \n", " 10 968.447208 \n", " 10 1012.756824 \n", " 10 1018.407106 \n", " 10 1002.189875 \n", " 10 996.820211 \n", " 10 927.052975 \n", " 4 2 True 640 640 10 965.651274 \n", " 10 978.833675 \n", " 10 990.135908 \n", " 10 993.541956 \n", " 10 965.957642 \n", " 10 983.108044 \n", " 10 1011.893272 \n", " 10 1001.241684 \n", " 10 988.546610 \n", " 10 970.993280 \n", " 8 2 True 640 640 10 984.187841 \n", " 10 1007.894754 \n", " 10 980.275393 \n", " 10 967.080355 \n", " 10 991.317987 \n", " 10 985.423326 \n", " 10 1023.940563 \n", " 10 985.110283 \n", " 10 994.375944 \n", " 10 982.768536 \n", " 16 2 True 640 640 10 1022.043705 \n", " 10 1015.346289 \n", " 10 987.673759 \n", " 10 943.874836 \n", " 10 990.517616 \n", " 10 1012.816429 \n", " 10 974.900007 \n", " 10 995.025635 \n", " 10 963.919640 \n", " 10 981.600523 \n", " 32 2 True 640 640 10 1403.848410 \n", " 10 974.174738 \n", " 10 985.171795 \n", " 10 982.946157 \n", " 10 1027.502298 \n", " 10 1023.852587 \n", " 10 982.138157 \n", " 10 984.569788 \n", " 10 985.730886 \n", " 10 1014.714718 \n", " cpu-prebuilt 1 2 True 640 640 10 1395.193100 \n", " 10 909.227133 \n", " 10 932.307005 \n", " 10 904.148817 \n", " 10 911.671877 \n", " 10 906.635523 \n", " 10 909.437656 \n", " 10 901.979446 \n", " 10 901.348352 \n", " 10 922.986269 \n", " 2 2 True 640 640 10 907.879114 \n", " 10 967.983723 \n", " 10 923.645258 \n", " 10 915.006638 \n", " 10 917.805433 \n", " 10 942.643404 \n", " 10 897.751331 \n", " 10 893.104553 \n", " 10 908.740520 \n", " 10 906.265259 \n", " 4 2 True 640 640 10 916.483641 \n", " 10 927.080154 \n", " 10 910.526037 \n", " 10 905.446291 \n", " 10 920.054197 \n", " 10 927.403688 \n", " 10 907.986641 \n", " 10 897.381544 \n", " 10 915.532827 \n", " 10 917.310238 \n", " 8 2 True 640 640 10 923.279047 \n", " 10 906.167507 \n", " 10 951.775789 \n", " 10 985.730171 \n", " 10 967.151880 \n", " 10 902.591705 \n", " 10 907.949686 \n", " 10 918.996096 \n", " 10 916.304827 \n", " 10 907.797575 \n", " 16 2 True 640 640 10 921.696901 \n", " 10 908.030510 \n", " 10 929.420471 \n", " 10 901.366949 \n", " 10 906.081915 \n", " 10 907.177687 \n", " 10 909.431458 \n", " 10 913.040638 \n", " 10 935.850382 \n", " 10 918.668747 \n", " 32 2 True 640 640 10 922.457933 \n", " 10 920.516729 \n", " 10 915.154219 \n", " 10 1005.593061 \n", " 10 920.384884 \n", " 10 953.571320 \n", " 10 967.902422 \n", " 10 906.492949 \n", " 10 901.516914 \n", " 10 904.022455 \n", " cuda 1 2 True 640 640 10 908.805370 \n", " 10 902.155399 \n", " 10 919.715643 \n", " 10 907.780409 \n", " 10 900.603056 \n", " 10 913.372993 \n", " 10 927.624464 \n", " 10 904.953718 \n", " 10 904.262066 \n", " 10 909.379244 \n", " 2 2 True 640 640 10 925.212383 \n", " 10 904.875040 \n", " 10 940.769911 \n", " 10 930.185318 \n", " 10 929.051876 \n", " 10 921.633244 \n", " 10 924.786568 \n", " 10 936.403036 \n", " 10 920.533895 \n", " 10 945.333481 \n", " 4 2 True 640 640 10 909.008265 \n", " 10 920.446873 \n", " 10 909.488440 \n", " 10 921.611786 \n", " 10 910.260439 \n", " 10 923.399687 \n", " 10 906.753302 \n", " 10 928.272963 \n", " 10 920.787573 \n", " 10 914.773226 \n", " 8 2 True 640 640 10 927.286863 \n", " 10 915.333271 \n", " 10 904.504776 \n", " 10 920.495033 \n", " 10 914.555073 \n", " 10 915.846586 \n", " 10 923.800230 \n", " 10 913.218498 \n", " 10 910.559893 \n", " 10 912.072182 \n", " 16 2 True 640 640 10 907.567739 \n", " 10 924.509764 \n", " 10 919.187307 \n", " 10 923.502922 \n", " 10 913.130999 \n", " 10 917.901754 \n", " 10 928.848267 \n", " 10 956.294537 \n", " 10 915.115356 \n", " 10 904.491425 \n", " 32 2 True 640 640 10 918.742418 \n", " 10 914.777994 \n", " 10 933.827639 \n", " 10 926.579714 \n", " 10 918.555498 \n", " 10 930.832863 \n", " 10 923.490524 \n", " 10 920.230150 \n", " 10 925.060749 \n", " 10 928.603172 \n", " tensorrt 1 2 True 640 640 10 19697.484970 \n", " 10 19534.241676 \n", " 10 19808.818340 \n", " 10 19857.414722 \n", " 10 19568.608046 \n", " 10 19725.984812 \n", " 10 19778.983593 \n", " 10 19713.012457 \n", " 10 19635.494947 \n", " 10 19832.072496 \n", " 2 2 True 640 640 10 21607.429504 \n", " 10 21589.494705 \n", " 10 21722.892046 \n", " 10 21588.389874 \n", " 10 21966.397762 \n", " 10 21663.414240 \n", " 10 21542.892933 \n", " 10 21649.904966 \n", " 10 21570.734739 \n", " 10 21798.259735 \n", " 4 2 True 640 640 10 11973.683357 \n", " 10 11978.130341 \n", " 10 12047.371149 \n", " 10 12042.906523 \n", " 10 12023.584127 \n", " 10 12001.087666 \n", " 10 11880.704880 \n", " 10 12004.886150 \n", " 10 12014.826536 \n", " 10 12006.185532 \n", " 8 2 True 640 640 10 13302.614450 \n", " 10 13281.148195 \n", " 10 13336.726189 \n", " 10 13257.743835 \n", " 10 13518.876791 \n", " 10 13310.051680 \n", " 10 13284.626007 \n", " 10 13395.771027 \n", " 10 13550.631762 \n", " 10 13315.902948 \n", " 16 2 True 640 640 10 16542.674780 \n", " 10 16451.378345 \n", " 10 16377.570391 \n", " 10 16550.896883 \n", " 10 16486.351967 \n", " 10 16543.775082 \n", " 10 16419.026852 \n", " 10 16384.063244 \n", " 10 16443.823814 \n", " 10 16459.635496 \n", " 32 2 True 640 640 10 22580.085278 \n", " 10 22651.859522 \n", " 10 22777.650595 \n", " 10 22732.622623 \n", " 10 22682.816267 \n", " 10 22743.459463 \n", " 10 22797.020435 \n", " 10 22711.929560 \n", " 10 22762.054443 \n", " 10 22828.942776 \n", " tensorrt-dynamic 1 2 True 640 640 10 6379.939556 \n", " 10 6337.580919 \n", " 10 6281.933784 \n", " 10 6375.229359 \n", " 10 6335.123301 \n", " 10 6332.339287 \n", " 10 6294.281244 \n", " 10 6345.356703 \n", " 10 6355.256796 \n", " 10 6455.956936 \n", " 2 2 True 640 640 10 6311.048508 \n", " 10 6313.688993 \n", " 10 6355.959177 \n", " 10 6325.766563 \n", " 10 6292.751551 \n", " 10 6369.322538 \n", " 10 6398.904562 \n", " 10 6403.906345 \n", " 10 6384.660721 \n", " 10 6344.237089 \n", " 4 2 True 640 640 10 6343.791246 \n", " 10 6421.319008 \n", " 10 6373.960495 \n", " 10 6463.953733 \n", " 10 6337.746382 \n", " 10 6300.127268 \n", " 10 6315.848827 \n", " 10 6358.988285 \n", " 10 6364.130735 \n", " 10 6352.153301 \n", " 8 2 True 640 640 10 6499.320030 \n", " 10 6326.475620 \n", " 10 6237.746716 \n", " 10 6369.799614 \n", " 10 6358.793736 \n", " 10 6367.268085 \n", " 10 6397.254944 \n", " 10 6262.703419 \n", " 10 6388.038158 \n", " 10 6389.622927 \n", " 16 2 True 640 640 10 6348.584414 \n", " 10 6252.276421 \n", " 10 6358.824015 \n", " 10 6363.001823 \n", " 10 6329.951763 \n", " 10 6311.621428 \n", " 10 6385.085344 \n", " 10 6438.660860 \n", " 10 6343.760490 \n", " 10 6278.670788 \n", " 32 2 True 640 640 10 6336.538076 \n", " 10 6304.973125 \n", " 10 6316.627264 \n", " 10 6391.951561 \n", " 10 6357.141733 \n", " 10 6352.425098 \n", " 10 6358.306885 \n", " 10 6339.262486 \n", " 10 6322.747946 \n", " 10 6266.034603 \n", "ssd-mobilenet-v1-non-quantized-mlperf cpu 1 2 True 300 300 10 855.396509 \n", " 10 860.897064 \n", " 10 849.796295 \n", " 10 790.455103 \n", " 10 862.575769 \n", " 10 855.742931 \n", " 10 794.686079 \n", " 10 842.722654 \n", " 10 891.747236 \n", " 10 847.278595 \n", " 2 2 True 300 300 10 844.219685 \n", " 10 861.808300 \n", " 10 838.324308 \n", " 10 824.517250 \n", " 10 823.447227 \n", " 10 875.511646 \n", " 10 816.074848 \n", " 10 866.644382 \n", " 10 815.828323 \n", " 10 844.886780 \n", " 4 2 True 300 300 10 855.436325 \n", " 10 844.418526 \n", " 10 848.405600 \n", " 10 854.447126 \n", " 10 849.282026 \n", " 10 843.133688 \n", " 10 864.814758 \n", " 10 859.345913 \n", " 10 838.207245 \n", " 10 828.130722 \n", " 8 2 True 300 300 10 811.311960 \n", " 10 837.511301 \n", " 10 808.301926 \n", " 10 833.750248 \n", " 10 853.405714 \n", " 10 809.007645 \n", " 10 868.093491 \n", " 10 850.801706 \n", " 10 820.596933 \n", " 10 829.351425 \n", " 16 2 True 300 300 10 781.180143 \n", " 10 863.272190 \n", " 10 849.275351 \n", " 10 852.967024 \n", " 10 866.723061 \n", " 10 839.836121 \n", " 10 851.131439 \n", " 10 826.849222 \n", " 10 862.487555 \n", " 10 842.926502 \n", " 32 2 True 300 300 10 1078.144073 \n", " 10 863.686085 \n", " 10 870.333433 \n", " 10 871.635437 \n", " 10 851.468325 \n", " 10 860.826015 \n", " 10 853.632450 \n", " 10 867.979050 \n", " 10 868.599415 \n", " 10 862.969875 \n", " cpu-prebuilt 1 2 True 300 300 10 1037.388802 \n", " 10 771.442175 \n", " 10 780.729771 \n", " 10 790.134907 \n", " 10 765.999556 \n", " 10 774.374962 \n", " 10 772.964001 \n", " 10 785.434484 \n", " 10 779.783487 \n", " 10 792.213917 \n", " 2 2 True 300 300 10 777.980089 \n", " 10 773.367167 \n", " 10 772.530079 \n", " 10 771.639109 \n", " 10 764.454842 \n", " 10 780.973673 \n", " 10 774.303675 \n", " 10 771.489859 \n", " 10 766.900301 \n", " 10 764.200687 \n", " 4 2 True 300 300 10 774.709702 \n", " 10 774.232388 \n", " 10 768.320560 \n", " 10 795.464516 \n", " 10 909.101248 \n", " 10 763.962030 \n", " 10 767.083645 \n", " 10 760.612011 \n", " 10 794.938564 \n", " 10 766.959667 \n", " 8 2 True 300 300 10 777.205944 \n", " 10 785.662174 \n", " 10 762.176514 \n", " 10 797.222376 \n", " 10 767.273903 \n", " 10 763.527870 \n", " 10 763.197184 \n", " 10 763.759375 \n", " 10 804.507256 \n", " 10 763.679981 \n", " 16 2 True 300 300 10 788.475513 \n", " 10 829.724312 \n", " 10 779.192448 \n", " 10 767.430544 \n", " 10 788.130522 \n", " 10 771.184921 \n", " 10 773.524284 \n", " 10 769.742727 \n", " 10 767.860651 \n", " 10 764.333487 \n", " 32 2 True 300 300 10 788.587332 \n", " 10 771.837950 \n", " 10 787.343979 \n", " 10 763.461351 \n", " 10 775.409937 \n", " 10 781.033039 \n", " 10 768.030882 \n", " 10 779.752254 \n", " 10 764.954567 \n", " 10 775.216103 \n", " cuda 1 2 True 300 300 10 781.345367 \n", " 10 783.009768 \n", " 10 779.697180 \n", " 10 784.879208 \n", " 10 774.436474 \n", " 10 778.587103 \n", " 10 777.881622 \n", " 10 786.830187 \n", " 10 774.903297 \n", " 10 770.522356 \n", " 2 2 True 300 300 10 778.796196 \n", " 10 774.612427 \n", " 10 772.593975 \n", " 10 776.311636 \n", " 10 771.892548 \n", " 10 779.415607 \n", " 10 780.917883 \n", " 10 786.888838 \n", " 10 776.494265 \n", " 10 766.506195 \n", " 4 2 True 300 300 10 777.790785 \n", " 10 765.287399 \n", " 10 790.815353 \n", " 10 774.976254 \n", " 10 773.345232 \n", " 10 773.250103 \n", " 10 775.005817 \n", " 10 782.892227 \n", " 10 774.888039 \n", " 10 785.664797 \n", " 8 2 True 300 300 10 776.380301 \n", " 10 781.573534 \n", " 10 766.869307 \n", " 10 774.079561 \n", " 10 778.929710 \n", " 10 777.666569 \n", " 10 781.795979 \n", " 10 786.628246 \n", " 10 781.433582 \n", " 10 769.179583 \n", " 16 2 True 300 300 10 792.678595 \n", " 10 781.792879 \n", " 10 793.374062 \n", " 10 785.227776 \n", " 10 785.464764 \n", " 10 790.877581 \n", " 10 783.695459 \n", " 10 778.192520 \n", " 10 774.550915 \n", " 10 777.358055 \n", " 32 2 True 300 300 10 779.099703 \n", " 10 789.219856 \n", " 10 783.346176 \n", " 10 777.828693 \n", " 10 770.405769 \n", " 10 801.283598 \n", " 10 772.557497 \n", " 10 784.798145 \n", " 10 781.807423 \n", " 10 781.973362 \n", " tensorrt 1 2 True 300 300 10 5693.123102 \n", " 10 5614.737511 \n", " 10 5548.023462 \n", " 10 5601.720810 \n", " 10 5567.697525 \n", " 10 5629.716873 \n", " 10 5636.938572 \n", " 10 5734.992504 \n", " 10 5749.200821 \n", " 10 5569.962025 \n", " 2 2 True 300 300 10 5669.808388 \n", " 10 5584.904432 \n", " 10 5624.918938 \n", " 10 5633.650541 \n", " 10 5563.676834 \n", " 10 5689.352512 \n", " 10 5572.940826 \n", " 10 5571.259499 \n", " 10 5589.100838 \n", " 10 5695.473194 \n", " 4 2 True 300 300 10 5556.540966 \n", " 10 5524.202108 \n", " 10 5638.597012 \n", " 10 5544.986963 \n", " 10 5682.790756 \n", " 10 5664.843082 \n", " 10 5650.647640 \n", " 10 5630.479336 \n", " 10 5514.477968 \n", " 10 5590.559244 \n", " 8 2 True 300 300 10 5636.264801 \n", " 10 5630.309820 \n", " 10 5643.610477 \n", " 10 5637.037992 \n", " 10 5590.353727 \n", " 10 5637.848139 \n", " 10 5649.809122 \n", " 10 5627.628326 \n", " 10 5567.685366 \n", " 10 5618.886232 \n", " 16 2 True 300 300 10 5635.564804 \n", " 10 5616.070032 \n", " 10 5620.897532 \n", " 10 5690.553904 \n", " 10 5623.275042 \n", " 10 5606.832981 \n", " 10 5690.791845 \n", " 10 5658.821583 \n", " 10 5633.854151 \n", " 10 5628.093243 \n", " 32 2 True 300 300 10 5677.363634 \n", " 10 5608.144283 \n", " 10 5602.419615 \n", " 10 5697.304487 \n", " 10 5669.396877 \n", " 10 5628.892422 \n", " 10 5633.605242 \n", " 10 5645.969152 \n", " 10 5606.514692 \n", " 10 5652.473211 \n", " tensorrt-dynamic 1 2 True 300 300 10 4428.390741 \n", " 10 4479.261875 \n", " 10 4560.572863 \n", " 10 4453.529119 \n", " 10 4468.748808 \n", " 10 4467.795610 \n", " 10 4409.515142 \n", " 10 4497.458935 \n", " 10 4504.912615 \n", " 10 4538.682461 \n", " 2 2 True 300 300 10 4527.956724 \n", " 10 4500.693560 \n", " 10 4431.074381 \n", " 10 4470.486164 \n", " 10 4494.201183 \n", " 10 4473.366261 \n", " 10 4491.267443 \n", " 10 4471.668482 \n", " 10 4529.442310 \n", " 10 4510.761976 \n", " 4 2 True 300 300 10 4398.817539 \n", " 10 4474.259615 \n", " 10 4536.252737 \n", " 10 4426.193714 \n", " 10 4510.492563 \n", " 10 4523.043633 \n", " 10 4416.669130 \n", " 10 4529.404402 \n", " 10 4480.943680 \n", " 10 4440.499544 \n", " 8 2 True 300 300 10 4441.440582 \n", " 10 4443.773985 \n", " 10 4456.780910 \n", " 10 4501.610041 \n", " 10 4496.972561 \n", " 10 4485.256433 \n", " 10 4493.339300 \n", " 10 4480.364561 \n", " 10 4510.897398 \n", " 10 4498.049259 \n", " 16 2 True 300 300 10 4443.065166 \n", " 10 4502.415180 \n", " 10 4430.941820 \n", " 10 4419.278145 \n", " 10 4415.038824 \n", " 10 4370.236158 \n", " 10 4543.978930 \n", " 10 4506.866932 \n", " 10 4417.213440 \n", " 10 4505.507708 \n", " 32 2 True 300 300 10 4444.882870 \n", " 10 4402.207851 \n", " 10 4446.827650 \n", " 10 4511.808872 \n", " 10 4474.316120 \n", " 10 4485.224247 \n", " 10 4479.867935 \n", " 10 4491.706133 \n", " 10 4475.549459 \n", " 10 4445.625305 \n", "ssd-mobilenet-v1-quantized-mlperf cpu 1 2 True 300 300 10 1141.518593 \n", " 10 1171.593904 \n", " 10 1141.031742 \n", " 10 1137.880325 \n", " 10 1147.413731 \n", " 10 1123.368263 \n", " 10 1281.663418 \n", " 10 1127.808571 \n", " 10 1143.161297 \n", " 10 1132.368088 \n", " 2 2 True 300 300 10 1154.313564 \n", " 10 1100.859404 \n", " 10 1136.225939 \n", " 10 1108.897209 \n", " 10 1142.849684 \n", " 10 1120.688438 \n", " 10 1108.834267 \n", " 10 1104.010820 \n", " 10 1131.302118 \n", " 10 1149.085522 \n", " 4 2 True 300 300 10 1158.612013 \n", " 10 1160.176277 \n", " 10 1082.293510 \n", " 10 1095.991850 \n", " 10 1091.183186 \n", " 10 1098.875284 \n", " 10 1150.421858 \n", " 10 1106.023312 \n", " 10 1161.789656 \n", " 10 1119.019747 \n", " 8 2 True 300 300 10 1130.697250 \n", " 10 1124.075413 \n", " 10 1108.465195 \n", " 10 1108.081102 \n", " 10 1153.816938 \n", " 10 1165.574312 \n", " 10 1097.320318 \n", " 10 1131.476164 \n", " 10 1157.756805 \n", " 10 1127.169847 \n", " 16 2 True 300 300 10 1116.379499 \n", " 10 1111.896038 \n", " 10 1105.592966 \n", " 10 1125.183582 \n", " 10 1161.416769 \n", " 10 1137.651682 \n", " 10 1147.143364 \n", " 10 1132.051229 \n", " 10 1106.467009 \n", " 10 1114.739418 \n", " 32 2 True 300 300 10 1335.273027 \n", " 10 1139.098406 \n", " 10 1164.017200 \n", " 10 1140.981436 \n", " 10 1146.106958 \n", " 10 1160.487175 \n", " 10 1129.624128 \n", " 10 1111.538410 \n", " 10 1117.774963 \n", " 10 1154.215574 \n", " cpu-prebuilt 1 2 True 300 300 10 1309.064388 \n", " 10 1047.098160 \n", " 10 1052.574873 \n", " 10 1045.958281 \n", " 10 1031.730890 \n", " 10 1095.279455 \n", " 10 1048.730612 \n", " 10 1040.490389 \n", " 10 1122.545481 \n", " 10 1047.638655 \n", " 2 2 True 300 300 10 1040.905714 \n", " 10 1037.618876 \n", " 10 1043.580294 \n", " 10 1048.915386 \n", " 10 1034.586668 \n", " 10 1055.195570 \n", " 10 1033.941031 \n", " 10 1167.417288 \n", " 10 1048.541069 \n", " 10 1043.299913 \n", " 4 2 True 300 300 10 1098.007917 \n", " 10 1042.261124 \n", " 10 1044.894695 \n", " 10 1042.172432 \n", " 10 1032.604456 \n", " 10 1057.824612 \n", " 10 1063.431978 \n", " 10 1043.725729 \n", " 10 1052.542448 \n", " 10 1188.806295 \n", " 8 2 True 300 300 10 1038.946867 \n", " 10 1118.232012 \n", " 10 1035.385132 \n", " 10 1037.714481 \n", " 10 1068.039417 \n", " 10 1049.790144 \n", " 10 1031.262636 \n", " 10 1056.199789 \n", " 10 1022.531748 \n", " 10 1041.496992 \n", " 16 2 True 300 300 10 1165.717125 \n", " 10 1067.545891 \n", " 10 1034.183741 \n", " 10 1027.941942 \n", " 10 1031.779289 \n", " 10 1041.755676 \n", " 10 1048.759222 \n", " 10 1062.961578 \n", " 10 1081.460476 \n", " 10 1028.668642 \n", " 32 2 True 300 300 10 1089.289427 \n", " 10 1098.215103 \n", " 10 1055.323839 \n", " 10 1037.086487 \n", " 10 1034.259796 \n", " 10 1064.899206 \n", " 10 1122.566223 \n", " 10 1052.809000 \n", " 10 1058.693171 \n", " 10 1046.101570 \n", " cuda 1 2 True 300 300 10 1072.395086 \n", " 10 1061.632156 \n", " 10 1052.780151 \n", " 10 1051.055908 \n", " 10 1045.479774 \n", " 10 1213.608742 \n", " 10 1034.584761 \n", " 10 1059.213400 \n", " 10 1056.025982 \n", " 10 1036.118746 \n", " 2 2 True 300 300 10 1072.357416 \n", " 10 1038.028002 \n", " 10 1023.281574 \n", " 10 1030.957222 \n", " 10 1056.241989 \n", " 10 1067.446709 \n", " 10 1051.792383 \n", " 10 1052.458763 \n", " 10 1046.841145 \n", " 10 1033.020496 \n", " 4 2 True 300 300 10 1040.844440 \n", " 10 1054.573298 \n", " 10 1053.631783 \n", " 10 1065.173388 \n", " 10 1044.612885 \n", " 10 1047.475338 \n", " 10 1056.888580 \n", " 10 1036.722898 \n", " 10 1054.852724 \n", " 10 1056.848288 \n", " 8 2 True 300 300 10 1029.964924 \n", " 10 1054.652691 \n", " 10 1051.391840 \n", " 10 1047.311306 \n", " 10 1052.465200 \n", " 10 1062.226772 \n", " 10 1042.716980 \n", " 10 1049.687862 \n", " 10 1049.215794 \n", " 10 1044.232845 \n", " 16 2 True 300 300 10 1058.016539 \n", " 10 1043.073893 \n", " 10 1061.495543 \n", " 10 1043.457985 \n", " 10 1060.048103 \n", " 10 1046.889782 \n", " 10 1057.307720 \n", " 10 1063.073635 \n", " 10 1055.134773 \n", " 10 1045.463085 \n", " 32 2 True 300 300 10 1036.835432 \n", " 10 1049.352884 \n", " 10 1039.554834 \n", " 10 1035.851955 \n", " 10 1066.196203 \n", " 10 1058.874130 \n", " 10 1062.852144 \n", " 10 1041.868925 \n", " 10 1063.034534 \n", " 10 1079.278946 \n", " tensorrt 1 2 True 300 300 10 7123.430490 \n", " 10 7108.290195 \n", " 10 7096.955061 \n", " 10 7063.511372 \n", " 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\n", " 10 5845.269680 \n", " 10 5910.014391 \n", " 8 2 True 300 300 10 5830.368996 \n", " 10 5899.592161 \n", " 10 5873.061419 \n", " 10 5847.330570 \n", " 10 5839.567661 \n", " 10 5853.819370 \n", " 10 5942.756414 \n", " 10 5841.147900 \n", " 10 5794.231892 \n", " 10 5854.991436 \n", " 16 2 True 300 300 10 5828.539610 \n", " 10 5960.506916 \n", " 10 5811.300993 \n", " 10 5794.836998 \n", " 10 5913.775682 \n", " 10 5850.826740 \n", " 10 5859.509468 \n", " 10 5859.508038 \n", " 10 5865.531921 \n", " 10 5846.389294 \n", " 32 2 True 300 300 10 5762.305021 \n", " 10 5833.571672 \n", " 10 5827.735186 \n", " 10 5816.005707 \n", " 10 5843.477011 \n", " 10 5795.105457 \n", " 10 5842.574835 \n", " 10 5779.558420 \n", " 10 5818.472385 \n", " 10 5791.924715 \n", "ssd-resnet50-fpn cpu 1 2 True 640 640 10 1215.217590 \n", " 10 1213.778973 \n", " 10 1163.634300 \n", " 10 1198.755503 \n", " 10 1183.545589 \n", " 10 1217.129230 \n", " 10 1232.977867 \n", " 10 1231.852293 \n", " 10 1222.834587 \n", " 10 1165.804625 \n", " 2 2 True 640 640 10 1159.969807 \n", " 10 1234.817982 \n", " 10 1150.921106 \n", " 10 1126.492739 \n", " 10 1224.944115 \n", " 10 1193.471193 \n", " 10 1203.737497 \n", " 10 1162.850142 \n", " 10 1156.932592 \n", " 10 1166.455507 \n", " 4 2 True 640 640 10 1184.247494 \n", " 10 1208.733320 \n", " 10 1201.236486 \n", " 10 1137.424946 \n", " 10 1205.458641 \n", " 10 1258.634806 \n", " 10 1127.643108 \n", " 10 1195.940971 \n", " 10 1144.015312 \n", " 10 1192.873001 \n", " 8 2 True 640 640 10 1195.983171 \n", " 10 1168.994665 \n", " 10 1218.814135 \n", " 10 1235.333920 \n", " 10 1225.069523 \n", " 10 1211.092949 \n", " 10 1205.430984 \n", " 10 1201.059580 \n", " 10 1186.581135 \n", " 10 1192.502022 \n", " 16 2 True 640 640 10 1164.383173 \n", " 10 1223.844290 \n", " 10 1199.043274 \n", " 10 1204.602718 \n", " 10 1191.951036 \n", " 10 1238.991499 \n", " 10 1217.591047 \n", " 10 1185.748577 \n", " 10 1172.047138 \n", " 10 1185.555696 \n", " 32 2 True 640 640 10 2438.719749 \n", " 10 1187.539339 \n", " 10 1222.377062 \n", " 10 1218.173742 \n", " 10 1235.699415 \n", " 10 1222.545624 \n", " 10 1208.798170 \n", " 10 1180.090189 \n", " 10 1225.750208 \n", " 10 1233.389139 \n", " cpu-prebuilt 1 2 True 640 640 10 2278.793573 \n", " 10 1129.206181 \n", " 10 1142.500162 \n", " 10 1112.239361 \n", " 10 1125.231028 \n", " 10 1139.945984 \n", " 10 1113.990545 \n", " 10 1118.859053 \n", " 10 1108.821630 \n", " 10 1126.899481 \n", " 2 2 True 640 640 10 1111.602306 \n", " 10 1120.844841 \n", " 10 1121.196508 \n", " 10 1135.895967 \n", " 10 1108.161211 \n", " 10 1180.108547 \n", " 10 1111.355066 \n", " 10 1114.764690 \n", " 10 1117.313623 \n", " 10 1119.010687 \n", " 4 2 True 640 640 10 1127.735138 \n", " 10 1123.138428 \n", " 10 1103.125572 \n", " 10 1115.490675 \n", " 10 1113.413334 \n", " 10 1123.439074 \n", " 10 1111.227512 \n", " 10 1113.034725 \n", " 10 1134.685278 \n", " 10 1095.266342 \n", " 8 2 True 640 640 10 1118.631601 \n", " 10 1109.792948 \n", " 10 1105.580330 \n", " 10 1129.949808 \n", " 10 1101.967335 \n", " 10 1119.222879 \n", " 10 1107.131481 \n", " 10 1120.184898 \n", " 10 1100.586653 \n", " 10 1097.465277 \n", " 16 2 True 640 640 10 1117.201328 \n", " 10 1137.892246 \n", " 10 1107.661009 \n", " 10 1106.746435 \n", " 10 1113.170147 \n", " 10 1116.304398 \n", " 10 1177.857637 \n", " 10 1109.665394 \n", " 10 1112.155676 \n", " 10 1106.245518 \n", " 32 2 True 640 640 10 1118.134022 \n", " 10 1106.137037 \n", " 10 1111.650705 \n", " 10 1121.110439 \n", " 10 1107.404470 \n", " 10 1092.256308 \n", " 10 1114.127398 \n", " 10 1105.468512 \n", " 10 1110.611677 \n", " 10 1107.602119 \n", " cuda 1 2 True 640 640 10 1098.026752 \n", " 10 1129.821777 \n", " 10 1105.736256 \n", " 10 1108.495235 \n", " 10 1129.258633 \n", " 10 1117.984056 \n", " 10 1102.870703 \n", " 10 1133.430004 \n", " 10 1104.692459 \n", " 10 1112.380028 \n", " 2 2 True 640 640 10 1117.373943 \n", " 10 1113.932133 \n", " 10 1129.554510 \n", " 10 1125.203371 \n", " 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1127.163410 \n", " 10 1136.384249 \n", " 10 1131.122589 \n", " 10 1120.296955 \n", " tensorrt 1 2 True 640 640 10 21729.543209 \n", " 10 21746.314526 \n", " 10 21647.392273 \n", " 10 21447.484493 \n", " 10 21772.876501 \n", " 10 21609.282255 \n", " 10 21890.000582 \n", " 10 21275.634527 \n", " 10 21520.533800 \n", " 10 21316.932917 \n", " 2 2 True 640 640 10 23919.415712 \n", " 10 23624.637127 \n", " 10 23499.101639 \n", " 10 23391.526222 \n", " 10 23598.426342 \n", " 10 23855.793238 \n", " 10 23437.061310 \n", " 10 23561.732769 \n", " 10 23810.215235 \n", " 10 23574.730396 \n", " 4 2 True 640 640 10 13964.055777 \n", " 10 13821.491480 \n", " 10 13901.971102 \n", " 10 13633.214474 \n", " 10 13880.959511 \n", " 10 13754.168272 \n", " 10 13678.659678 \n", " 10 13856.650591 \n", " 10 13791.505575 \n", " 10 13819.857597 \n", " 8 2 True 640 640 10 15457.005501 \n", " 10 15310.769081 \n", " 10 15355.959654 \n", " 10 15436.644316 \n", " 10 15398.816586 \n", " 10 15496.545076 \n", " 10 15283.169031 \n", " 10 15375.441313 \n", " 10 15395.080090 \n", " 10 15299.387217 \n", " 16 2 True 640 640 10 18176.128626 \n", " 10 18112.614870 \n", " 10 18246.995211 \n", " 10 18380.831480 \n", " 10 18351.099253 \n", " 10 18284.997940 \n", " 10 18289.912701 \n", " 10 18348.347902 \n", " 10 18243.337631 \n", " 10 18333.791256 \n", " 32 2 True 640 640 10 24676.125288 \n", " 10 24752.432585 \n", " 10 24673.513651 \n", " 10 24676.829815 \n", " 10 24702.081442 \n", " 10 24648.655176 \n", " 10 24671.283007 \n", " 10 24687.311172 \n", " 10 24765.106678 \n", " 10 24839.820147 \n", " tensorrt-dynamic 1 2 True 640 640 10 8519.782305 \n", " 10 8500.771523 \n", " 10 8400.408030 \n", " 10 8444.699049 \n", " 10 8430.749416 \n", " 10 8339.345455 \n", " 10 8486.658812 \n", " 10 8455.882311 \n", " 10 8421.129942 \n", " 10 8518.504620 \n", " 2 2 True 640 640 10 8460.820913 \n", " 10 8456.921101 \n", " 10 8441.268921 \n", " 10 8476.423502 \n", " 10 8486.182928 \n", " 10 8448.971510 \n", " 10 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\n", " 10 782.022476 \n", " 10 795.651436 \n", " 10 777.827501 \n", " 10 782.297850 \n", " 10 781.893015 \n", " 10 791.301727 \n", " 8 2 True 300 300 10 770.885468 \n", " 10 782.234907 \n", " 10 804.603100 \n", " 10 776.143074 \n", " 10 773.752689 \n", " 10 779.057026 \n", " 10 789.723873 \n", " 10 768.090725 \n", " 10 771.646738 \n", " 10 787.130833 \n", " 16 2 True 300 300 10 786.702633 \n", " 10 775.289297 \n", " 10 801.863432 \n", " 10 784.094810 \n", " 10 775.352240 \n", " 10 767.080784 \n", " 10 829.609156 \n", " 10 776.070118 \n", " 10 766.680241 \n", " 10 837.984800 \n", " 32 2 True 300 300 10 784.720898 \n", " 10 784.260035 \n", " 10 778.075695 \n", " 10 780.213118 \n", " 10 794.155359 \n", " 10 773.253918 \n", " 10 774.410248 \n", " 10 770.066977 \n", " 10 794.302940 \n", " 10 833.894014 \n", " cuda 1 2 True 300 300 10 789.393902 \n", " 10 777.021646 \n", " 10 778.235674 \n", " 10 773.295403 \n", " 10 782.374382 \n", " 10 780.789375 \n", " 10 792.579651 \n", " 10 780.071735 \n", " 10 784.799099 \n", " 10 792.848825 \n", " 2 2 True 300 300 10 788.602829 \n", " 10 782.656431 \n", " 10 781.589985 \n", " 10 793.455124 \n", " 10 791.908979 \n", " 10 789.214134 \n", " 10 797.036409 \n", " 10 784.744978 \n", " 10 792.612791 \n", " 10 790.400267 \n", " 4 2 True 300 300 10 797.727823 \n", " 10 775.827408 \n", " 10 791.930914 \n", " 10 791.920185 \n", " 10 776.671886 \n", " 10 784.771681 \n", " 10 792.357206 \n", " 10 785.501957 \n", " 10 773.928642 \n", " 10 789.598465 \n", " 8 2 True 300 300 10 791.300058 \n", " 10 788.105965 \n", " 10 798.650742 \n", " 10 798.736334 \n", " 10 786.125898 \n", " 10 793.793678 \n", " 10 795.562744 \n", " 10 791.213989 \n", " 10 789.509296 \n", " 10 798.557997 \n", " 16 2 True 300 300 10 775.088072 \n", " 10 788.074493 \n", " 10 798.418999 \n", " 10 796.075106 \n", " 10 794.337988 \n", " 10 781.834364 \n", " 10 796.562195 \n", " 10 796.659946 \n", " 10 801.054716 \n", " 10 793.004751 \n", " 32 2 True 300 300 10 794.289351 \n", " 10 794.852257 \n", " 10 785.206079 \n", " 10 779.656410 \n", " 10 792.399883 \n", " 10 787.132978 \n", " 10 793.002367 \n", " 10 779.975653 \n", " 10 780.918360 \n", " 10 782.269716 \n", " tensorrt 1 2 True 300 300 10 35672.811985 \n", " 10 35734.363079 \n", " 10 35356.230259 \n", " 10 35558.438778 \n", " 10 35570.314646 \n", " 10 35888.130188 \n", " 10 35514.756680 \n", " 10 35461.050272 \n", " 10 35439.099073 \n", " 10 35536.747932 \n", " 2 2 True 300 300 10 36102.570772 \n", " 10 35689.090729 \n", " 10 35965.830326 \n", " 10 36059.750080 \n", " 10 35974.194527 \n", " 10 35960.492134 \n", " 10 36009.477854 \n", " 10 35665.980339 \n", " 10 36006.569862 \n", " 10 36033.411980 \n", " 4 2 True 300 300 10 20436.912537 \n", " 10 20523.124695 \n", " 10 20642.505884 \n", " 10 20552.595377 \n", " 10 20634.422541 \n", " 10 20610.222816 \n", " 10 20518.425941 \n", " 10 20581.721306 \n", " 10 20608.603477 \n", " 10 20471.409798 \n", " 8 2 True 300 300 10 21162.240028 \n", " 10 21199.075937 \n", " 10 21240.265608 \n", " 10 21119.003057 \n", " 10 21245.890617 \n", " 10 21303.807735 \n", " 10 21211.510420 \n", " 10 21201.290131 \n", " 10 21105.926037 \n", " 10 21163.401842 \n", " 16 2 True 300 300 10 22976.331234 \n", " 10 23107.044697 \n", " 10 23003.034115 \n", " 10 23097.741604 \n", " 10 23121.733904 \n", " 10 23012.316942 \n", " 10 23209.119081 \n", " 10 23119.111538 \n", " 10 22915.400028 \n", " 10 22974.707842 \n", " 32 2 True 300 300 10 38056.073189 \n", " 10 38525.581360 \n", " 10 37970.025539 \n", " 10 39445.714474 \n", " 10 38235.680580 \n", " 10 38272.370815 \n", " 10 38257.955074 \n", " 10 38142.452240 \n", " 10 38927.487135 \n", " 10 38045.373678 \n", " tensorrt-dynamic 1 2 True 300 300 10 4492.929935 \n", " 10 4472.224474 \n", " 10 4458.845854 \n", " 10 4430.665731 \n", " 10 4474.393845 \n", " 10 4479.102850 \n", " 10 4483.099461 \n", " 10 4507.941723 \n", " 10 4423.889160 \n", " 10 4492.774725 \n", " 2 2 True 300 300 10 4354.706287 \n", " 10 4459.623098 \n", " 10 4429.211617 \n", " 10 4382.166386 \n", " 10 4426.285744 \n", " 10 4482.997894 \n", " 10 4484.375715 \n", " 10 4462.842941 \n", " 10 4417.350054 \n", " 10 4489.324808 \n", " 4 2 True 300 300 10 4439.113617 \n", " 10 4527.236700 \n", " 10 4455.612898 \n", " 10 4472.424984 \n", " 10 4436.103582 \n", " 10 4438.630819 \n", " 10 4454.273701 \n", " 10 4485.294819 \n", " 10 4437.453270 \n", " 10 4419.140100 \n", " 8 2 True 300 300 10 4410.434723 \n", " 10 4386.659861 \n", " 10 4428.605318 \n", " 10 4450.277805 \n", " 10 4473.469496 \n", " 10 4481.755972 \n", " 10 4534.485817 \n", " 10 4488.675356 \n", " 10 4422.151327 \n", " 10 4452.725649 \n", " 16 2 True 300 300 10 4458.913326 \n", " 10 4457.708359 \n", " 10 4399.269819 \n", " 10 4466.050148 \n", " 10 4449.568748 \n", " 10 4397.683859 \n", " 10 4499.639511 \n", " 10 4428.323269 \n", " 10 4493.390560 \n", " 10 4420.616150 \n", " 32 2 True 300 300 10 4455.427647 \n", " 10 4469.662666 \n", " 10 4455.507517 \n", " 10 4434.459925 \n", " 10 4389.331341 \n", " 10 4404.261351 \n", " 10 4452.430964 \n", " 10 4411.975145 \n", " 10 4428.040504 \n", " 10 4407.277822 \n", "yolo-v3 cpu 1 2 True 416 416 10 826.650381 \n", " 10 761.429787 \n", " 10 767.985821 \n", " 10 786.037683 \n", " 10 792.571783 \n", " 10 789.049864 \n", " 10 768.500090 \n", " 10 769.306660 \n", " 10 762.162685 \n", " 10 727.417946 \n", " 2 2 True 416 416 10 828.713655 \n", " 10 750.771284 \n", " 10 777.485132 \n", " 10 794.567108 \n", " 10 788.365364 \n", " 10 768.076181 \n", " 10 765.919685 \n", " 10 774.108171 \n", " 10 771.886349 \n", " 10 770.621300 \n", " 4 2 True 416 416 10 801.921129 \n", " 10 783.029556 \n", " 10 758.070469 \n", " 10 783.883572 \n", " 10 768.750191 \n", " 10 794.973135 \n", " 10 766.256332 \n", " 10 785.444498 \n", " 10 751.116037 \n", " 10 754.434824 \n", " 8 2 True 416 416 10 812.329292 \n", " 10 793.829918 \n", " 10 777.197599 \n", " 10 754.701853 \n", " 10 754.005432 \n", " 10 772.009850 \n", " 10 765.104055 \n", " 10 766.089916 \n", " 10 783.808708 \n", " 10 770.650148 \n", " 16 2 True 416 416 10 826.050043 \n", " 10 760.484934 \n", " 10 775.201321 \n", " 10 790.518761 \n", " 10 777.793169 \n", " 10 768.007994 \n", " 10 759.419203 \n", " 10 777.924061 \n", " 10 769.105196 \n", " 10 758.054733 \n", " 32 2 True 416 416 10 3009.296656 \n", " 10 754.206419 \n", " 10 794.567108 \n", " 10 754.859209 \n", " 10 774.708271 \n", " 10 778.465033 \n", " 10 795.592308 \n", " 10 757.143021 \n", " 10 770.535707 \n", " 10 769.662380 \n", " cpu-prebuilt 1 2 True 416 416 10 770.616055 \n", " 10 776.219130 \n", " 10 741.240501 \n", " 10 742.387056 \n", " 10 765.636683 \n", " 10 742.483616 \n", " 10 744.406462 \n", " 10 746.438503 \n", " 10 746.113300 \n", " 10 759.110928 \n", " 2 2 True 416 416 10 780.621052 \n", " 10 745.664358 \n", " 10 758.759022 \n", " 10 742.192984 \n", " 10 745.921612 \n", " 10 774.803638 \n", " 10 727.174759 \n", " 10 763.806820 \n", " 10 743.127346 \n", " 10 741.799593 \n", " 4 2 True 416 416 10 733.114004 \n", " 10 787.828684 \n", " 10 729.163647 \n", " 10 758.428097 \n", " 10 744.267941 \n", " 10 742.209673 \n", " 10 763.856173 \n", " 10 758.080959 \n", " 10 740.075827 \n", " 10 740.096569 \n", " 8 2 True 416 416 10 735.028505 \n", " 10 743.657351 \n", " 10 728.087425 \n", " 10 748.322010 \n", " 10 747.579813 \n", " 10 729.033232 \n", " 10 743.060589 \n", " 10 755.054474 \n", " 10 742.125750 \n", " 10 748.281717 \n", " 16 2 True 416 416 10 749.789000 \n", " 10 735.840559 \n", " 10 730.700254 \n", " 10 747.271299 \n", " 10 762.900352 \n", " 10 768.960953 \n", " 10 777.239323 \n", " 10 761.098623 \n", " 10 746.984482 \n", " 10 750.234842 \n", " 32 2 True 416 416 10 804.311514 \n", " 10 746.842146 \n", " 10 755.871296 \n", " 10 743.375301 \n", " 10 741.960049 \n", " 10 733.941793 \n", " 10 742.064476 \n", " 10 749.837399 \n", " 10 746.048212 \n", " 10 764.533758 \n", " cuda 1 2 True 416 416 10 756.636620 \n", " 10 720.205069 \n", " 10 710.690260 \n", " 10 736.654997 \n", " 10 747.756481 \n", " 10 743.244410 \n", " 10 735.150099 \n", " 10 731.841564 \n", " 10 733.180046 \n", " 10 734.117746 \n", " 2 2 True 416 416 10 767.584801 \n", " 10 731.180906 \n", " 10 738.259077 \n", " 10 715.700865 \n", " 10 733.265638 \n", " 10 736.417055 \n", " 10 728.220940 \n", " 10 733.928204 \n", " 10 716.781855 \n", " 10 719.955921 \n", " 4 2 True 416 416 10 775.704145 \n", " 10 735.307455 \n", " 10 728.606462 \n", " 10 737.453222 \n", " 10 725.023508 \n", " 10 735.261679 \n", " 10 738.612890 \n", " 10 746.457815 \n", " 10 730.696201 \n", " 10 733.915806 \n", " 8 2 True 416 416 10 778.191328 \n", " 10 731.018305 \n", " 10 731.523991 \n", " 10 738.673449 \n", " 10 735.694170 \n", " 10 723.472834 \n", " 10 732.049465 \n", " 10 742.737532 \n", " 10 741.208792 \n", " 10 727.003574 \n", " 16 2 True 416 416 10 776.599169 \n", " 10 738.630295 \n", " 10 734.946012 \n", " 10 760.316133 \n", " 10 745.356560 \n", " 10 733.257771 \n", " 10 731.886148 \n", " 10 731.846333 \n", " 10 742.234945 \n", " 10 735.044956 \n", " 32 2 True 416 416 10 766.610622 \n", " 10 734.985352 \n", " 10 737.916231 \n", " 10 756.889105 \n", " 10 738.118410 \n", " 10 740.912437 \n", " 10 719.966888 \n", " 10 738.403320 \n", " 10 743.752003 \n", " 10 732.797861 \n", " tensorrt 1 2 True 416 416 10 11862.448454 \n", " 10 11716.783524 \n", " 10 11688.913107 \n", " 10 11777.283192 \n", " 10 11653.762102 \n", " 10 11586.960077 \n", " 10 11689.930916 \n", " 10 11901.330471 \n", " 10 11764.339685 \n", " 10 11768.515825 \n", " 2 2 True 416 416 10 11705.509424 \n", " 10 11819.612503 \n", " 10 11785.220623 \n", " 10 11800.042629 \n", " 10 11820.136547 \n", " 10 11747.811556 \n", " 10 11744.561195 \n", " 10 11721.886873 \n", " 10 11648.236513 \n", " 10 12031.765938 \n", " 4 2 True 416 416 10 11897.512436 \n", " 10 11693.880796 \n", " 10 11817.900896 \n", " 10 11917.607069 \n", " 10 11596.016884 \n", " 10 11940.795422 \n", " 10 11711.360693 \n", " 10 11645.892620 \n", " 10 11828.845024 \n", " 10 11688.106298 \n", " 8 2 True 416 416 10 11651.144028 \n", " 10 11687.902927 \n", " 10 11889.169455 \n", " 10 11802.555561 \n", " 10 11680.688381 \n", " 10 11726.379395 \n", " 10 11607.134819 \n", " 10 11641.483545 \n", " 10 11725.649595 \n", " 10 11664.314985 \n", " 16 2 True 416 416 10 11757.075310 \n", " 10 11903.642178 \n", " 10 11781.234503 \n", " 10 11862.584114 \n", " 10 11722.855806 \n", " 10 11779.921055 \n", " 10 11815.725088 \n", " 10 11799.353600 \n", " 10 11851.527452 \n", " 10 11700.683117 \n", " 32 2 True 416 416 10 11949.890852 \n", " 10 11936.690807 \n", " 10 11856.063366 \n", " 10 11819.866657 \n", " 10 11652.352810 \n", " 10 11699.779034 \n", " 10 11725.577354 \n", " 10 11632.177114 \n", " 10 11683.812618 \n", " 10 11692.517519 \n", " tensorrt-dynamic 1 2 True 416 416 10 10214.663744 \n", " 10 10163.130760 \n", " 10 10030.030966 \n", " 10 9938.854694 \n", " 10 9924.241066 \n", " 10 10087.437153 \n", " 10 9938.045979 \n", " 10 10115.472555 \n", " 10 9982.085705 \n", " 10 10169.567823 \n", " 2 2 True 416 416 10 10154.089928 \n", " 10 10108.564377 \n", " 10 10135.166883 \n", " 10 10128.602505 \n", " 10 10192.887545 \n", " 10 10098.555088 \n", " 10 10168.661118 \n", " 10 10097.043514 \n", " 10 9929.991961 \n", " 10 10142.686605 \n", " 4 2 True 416 416 10 11178.858280 \n", " 10 11536.217451 \n", " 10 10812.536478 \n", " 10 10403.804064 \n", " 10 11289.476871 \n", " 10 10769.871712 \n", " 10 10642.199755 \n", " 10 10468.506336 \n", " 10 10529.506445 \n", " 10 10472.413301 \n", " 8 2 True 416 416 10 10136.513948 \n", " 10 10148.459196 \n", " 10 10214.094400 \n", " 10 10059.355497 \n", " 10 10028.834343 \n", " 10 9911.667585 \n", " 10 10052.909613 \n", " 10 10235.522270 \n", " 10 10168.982029 \n", " 10 10139.875412 \n", " 16 2 True 416 416 10 10636.604786 \n", " 10 10321.853638 \n", " 10 10284.081936 \n", " 10 10617.761612 \n", " 10 10567.626476 \n", " 10 10933.218002 \n", " 10 10555.508852 \n", " 10 10436.465979 \n", " 10 10323.004246 \n", " 10 10236.896515 \n", " 32 2 True 416 416 10 10011.900425 \n", " 10 10015.968561 \n", " 10 10113.837481 \n", " 10 10202.510595 \n", " 10 10094.983816 \n", " 10 10029.658556 \n", " 10 10193.944931 \n", " 10 10064.801931 \n", " 10 10182.497501 \n", " 10 10184.962988 \n", "\n", " images_load_time_avg_ms \n", "model backend batch_size batch_count batch_enabled image_height image_width num_reps \n", "rcnn-inception-resnet-v2-lowproposals cpu 1 2 True 1024 600 10 9.465098 \n", " 10 9.582043 \n", " 10 9.340763 \n", " 10 9.480476 \n", " 10 9.406209 \n", " 10 9.643555 \n", " 10 9.382725 \n", " 10 9.570599 \n", " 10 9.313703 \n", " 10 9.448886 \n", " 2 2 True 1024 600 10 7.836342 \n", " 10 7.794440 \n", " 10 7.792830 \n", " 10 7.801950 \n", " 10 7.791817 \n", " 10 7.782817 \n", " 10 7.603705 \n", " 10 7.847309 \n", " 10 7.508039 \n", " 10 7.767916 \n", " 4 2 True 1024 600 10 7.425994 \n", " 10 7.702440 \n", " 10 7.557511 \n", " 10 7.461697 \n", " 10 7.388800 \n", " 10 7.405192 \n", " 10 7.625759 \n", " 10 7.416129 \n", " 10 7.668465 \n", " 10 7.394373 \n", " 8 2 True 1024 600 10 6.358564 \n", " 10 6.405845 \n", " 10 6.411314 \n", " 10 6.498590 \n", " 10 6.466031 \n", " 10 6.378964 \n", " 10 6.479472 \n", " 10 6.423131 \n", " 10 6.500378 \n", " 10 6.514519 \n", " 16 2 True 1024 600 10 6.160311 \n", " 10 6.135449 \n", " 10 6.117813 \n", " 10 6.323762 \n", " 10 6.114915 \n", " 10 6.088033 \n", " 10 6.122828 \n", " 10 6.306559 \n", " 10 6.191246 \n", " 10 6.211273 \n", " 32 2 True 1024 600 10 5.898494 \n", " 10 6.041717 \n", " 10 5.883444 \n", " 10 5.935721 \n", " 10 5.847793 \n", " 10 5.801924 \n", " 10 6.233998 \n", " 10 5.887762 \n", " 10 5.924489 \n", " 10 6.009314 \n", " cpu-prebuilt 1 2 True 1024 600 10 9.578943 \n", " 10 9.509683 \n", " 10 9.565115 \n", " 10 9.295821 \n", " 10 9.655595 \n", " 10 9.519935 \n", " 10 9.440780 \n", " 10 9.498119 \n", " 10 9.598494 \n", " 10 9.502530 \n", " 2 2 True 1024 600 10 7.852614 \n", " 10 7.798254 \n", " 10 7.697940 \n", " 10 7.840872 \n", " 10 7.591724 \n", " 10 7.899523 \n", " 10 7.935166 \n", " 10 8.239985 \n", " 10 7.782161 \n", " 10 8.140326 \n", " 4 2 True 1024 600 10 7.327020 \n", " 10 7.452399 \n", " 10 7.265180 \n", " 10 7.626474 \n", " 10 7.452428 \n", " 10 7.605553 \n", " 10 7.397562 \n", " 10 7.499397 \n", " 10 7.480860 \n", " 10 7.490665 \n", " 8 2 True 1024 600 10 6.349862 \n", " 10 6.454602 \n", " 10 6.356791 \n", " 10 6.336719 \n", " 10 6.455719 \n", " 10 6.394356 \n", " 10 6.395116 \n", " 10 6.470054 \n", " 10 6.382376 \n", " 10 6.191820 \n", " 16 2 True 1024 600 10 6.115980 \n", " 10 6.121911 \n", " 10 6.208442 \n", " 10 6.250903 \n", " 10 6.095320 \n", " 10 6.330647 \n", " 10 6.190538 \n", " 10 6.279618 \n", " 10 6.120138 \n", " 10 6.245270 \n", " 32 2 True 1024 600 10 5.976126 \n", " 10 5.980864 \n", " 10 5.862933 \n", " 10 5.906854 \n", " 10 5.930688 \n", " 10 6.009258 \n", " 10 6.043244 \n", " 10 6.093286 \n", " 10 5.904902 \n", " 10 6.025005 \n", " cuda 1 2 True 1024 600 10 9.642363 \n", " 10 9.423256 \n", " 10 9.488583 \n", " 10 9.373426 \n", " 10 9.427190 \n", " 10 9.627342 \n", " 10 9.451509 \n", " 10 9.592414 \n", " 10 9.423494 \n", " 10 9.596944 \n", " 2 2 True 1024 600 10 7.642150 \n", " 10 7.844627 \n", " 10 7.920146 \n", " 10 7.964015 \n", " 10 7.676423 \n", " 10 7.845938 \n", " 10 7.518411 \n", " 10 7.668674 \n", " 10 7.816374 \n", " 10 7.707119 \n", " 4 2 True 1024 600 10 7.491559 \n", " 10 7.456094 \n", " 10 7.364601 \n", " 10 7.741481 \n", " 10 7.494420 \n", " 10 7.385522 \n", " 10 7.692933 \n", " 10 7.417113 \n", " 10 7.475913 \n", " 10 7.459700 \n", " 8 2 True 1024 600 10 6.411090 \n", " 10 6.382719 \n", " 10 6.602168 \n", " 10 6.342486 \n", " 10 6.322131 \n", " 10 6.383047 \n", " 10 6.335691 \n", " 10 6.378040 \n", " 10 6.308481 \n", " 10 6.420180 \n", " 16 2 True 1024 600 10 6.128848 \n", " 10 6.112933 \n", " 10 6.175146 \n", " 10 6.201915 \n", " 10 6.256603 \n", " 10 6.165959 \n", " 10 6.379701 \n", " 10 6.231189 \n", " 10 6.170891 \n", " 10 6.360725 \n", " tensorrt 1 2 True 1024 600 10 9.302139 \n", " 10 9.582281 \n", " 10 9.280920 \n", " 10 9.327054 \n", " 10 9.361982 \n", " 10 9.517074 \n", " 10 9.416580 \n", " 10 9.425163 \n", " 10 9.431243 \n", " 10 9.265065 \n", " 2 2 True 1024 600 10 7.761598 \n", " 10 7.611036 \n", " 10 7.620037 \n", " 10 7.649243 \n", " 10 7.569075 \n", " 10 7.697105 \n", " 10 7.667959 \n", " 10 7.760704 \n", " 10 7.785320 \n", " 10 7.605672 \n", " 4 2 True 1024 600 10 7.282495 \n", " 10 7.390857 \n", " 10 7.337838 \n", " 10 7.436097 \n", " 10 7.462770 \n", " 10 7.585466 \n", " 10 7.459760 \n", " 10 7.384747 \n", " 10 7.361025 \n", " 10 7.310838 \n", " 8 2 True 1024 600 10 6.390765 \n", " 10 6.568715 \n", " 10 6.305456 \n", " 10 6.388098 \n", " 10 6.489903 \n", " 10 6.310716 \n", " 10 6.435558 \n", " 10 6.348684 \n", " 10 6.436229 \n", " 10 6.401584 \n", " 16 2 True 1024 600 10 6.077066 \n", " 10 6.170094 \n", " 10 6.218269 \n", " 10 6.116427 \n", " 10 6.117716 \n", " 10 6.145746 \n", " 10 6.276503 \n", " 10 6.201357 \n", " 10 6.155752 \n", " 10 6.351136 \n", "rcnn-inception-v2 cpu 1 2 True 600 1024 10 9.715676 \n", " 10 9.608984 \n", " 10 10.332584 \n", " 10 10.267496 \n", " 10 9.686112 \n", " 10 9.686351 \n", " 10 9.994268 \n", " 10 9.787917 \n", " 10 9.751916 \n", " 10 9.498477 \n", " 2 2 True 600 1024 10 7.930219 \n", " 10 8.521616 \n", " 10 7.825553 \n", " 10 7.982373 \n", " 10 8.040488 \n", " 10 8.111715 \n", " 10 8.147657 \n", " 10 8.406579 \n", " 10 8.009434 \n", " 10 8.123875 \n", " 4 2 True 600 1024 10 7.514775 \n", " 10 7.727951 \n", " 10 7.464796 \n", " 10 7.785231 \n", " 10 7.684201 \n", " 10 7.822454 \n", " 10 7.608354 \n", " 10 7.741630 \n", " 10 7.642746 \n", " 10 7.878870 \n", " 8 2 True 600 1024 10 6.847322 \n", " 10 6.624192 \n", " 10 6.713390 \n", " 10 6.627277 \n", " 10 6.435454 \n", " 10 6.564945 \n", " 10 6.634235 \n", " 10 6.491125 \n", " 10 6.450713 \n", " 10 6.719351 \n", " 16 2 True 600 1024 10 6.492734 \n", " 10 6.231360 \n", " 10 6.216884 \n", " 10 6.225139 \n", " 10 6.574623 \n", " 10 6.486021 \n", " 10 6.590150 \n", " 10 6.275326 \n", " 10 6.533414 \n", " 10 6.238572 \n", " 32 2 True 600 1024 10 5.991984 \n", " 10 6.092377 \n", " 10 6.254148 \n", " 10 6.313439 \n", " 10 6.220240 \n", " 10 6.043233 \n", " 10 6.258313 \n", " 10 6.224837 \n", " 10 6.172523 \n", " 10 5.944114 \n", " cpu-prebuilt 1 2 True 600 1024 10 9.831071 \n", " 10 9.634018 \n", " 10 9.669900 \n", " 10 9.493232 \n", " 10 9.874105 \n", " 10 9.541869 \n", " 10 9.795189 \n", " 10 9.863138 \n", " 10 10.440350 \n", " 10 9.746313 \n", " 2 2 True 600 1024 10 8.101106 \n", " 10 7.747293 \n", " 10 7.976055 \n", " 10 7.960260 \n", " 10 8.035362 \n", " 10 7.938087 \n", " 10 8.123815 \n", " 10 8.092284 \n", " 10 7.984698 \n", " 10 7.787883 \n", " 4 2 True 600 1024 10 7.741839 \n", " 10 7.588327 \n", " 10 7.510215 \n", " 10 7.693589 \n", " 10 7.868409 \n", " 10 7.518381 \n", " 10 7.638454 \n", " 10 7.812858 \n", " 10 7.774144 \n", " 10 7.917315 \n", " 8 2 True 600 1024 10 6.753191 \n", " 10 6.473005 \n", " 10 6.613567 \n", " 10 6.731093 \n", " 10 6.570667 \n", " 10 6.464541 \n", " 10 6.386876 \n", " 10 6.712347 \n", " 10 6.445169 \n", " 10 6.785393 \n", " 16 2 True 600 1024 10 6.334804 \n", " 10 6.413735 \n", " 10 6.276630 \n", " 10 6.360650 \n", " 10 6.207824 \n", " 10 6.297491 \n", " 10 6.262504 \n", " 10 6.572500 \n", " 10 6.459363 \n", " 10 6.471470 \n", " 32 2 True 600 1024 10 5.966764 \n", " 10 6.052073 \n", " 10 6.120678 \n", " 10 6.279349 \n", " 10 6.110840 \n", " 10 6.175332 \n", " 10 6.169483 \n", " 10 6.114166 \n", " 10 6.016966 \n", " 10 6.239720 \n", " cuda 1 2 True 600 1024 10 9.582996 \n", " 10 9.861350 \n", " 10 10.132551 \n", " 10 9.672880 \n", " 10 9.456038 \n", " 10 9.703994 \n", " 10 9.909034 \n", " 10 9.685397 \n", " 10 10.692358 \n", " 10 9.729981 \n", " 2 2 True 600 1024 10 8.013248 \n", " 10 8.409679 \n", " 10 8.197665 \n", " 10 7.975638 \n", " 10 7.717252 \n", " 10 7.735074 \n", " 10 8.231044 \n", " 10 8.176088 \n", " 10 7.986307 \n", " 10 8.064926 \n", " 4 2 True 600 1024 10 7.651746 \n", " 10 7.923931 \n", " 10 7.563680 \n", " 10 7.651985 \n", " 10 7.494748 \n", " 10 7.571995 \n", " 10 7.508159 \n", " 10 7.941574 \n", " 10 7.815182 \n", " 10 7.691115 \n", " 8 2 True 600 1024 10 6.726891 \n", " 10 6.453142 \n", " 10 6.523430 \n", " 10 6.682336 \n", " 10 6.775945 \n", " 10 6.586790 \n", " 10 6.435499 \n", " 10 6.762639 \n", " 10 6.430954 \n", " 10 6.651729 \n", " 16 2 True 600 1024 10 6.466702 \n", " 10 6.508283 \n", " 10 6.564394 \n", " 10 6.300062 \n", " 10 6.188750 \n", " 10 6.509133 \n", " 10 6.320909 \n", " 10 6.310403 \n", " 10 6.462514 \n", " 10 6.622389 \n", " 32 2 True 600 1024 10 6.259121 \n", " 10 6.001525 \n", " 10 6.029718 \n", " 10 6.020978 \n", " 10 6.021012 \n", " 10 5.995147 \n", " 10 6.000403 \n", " 10 6.137870 \n", " 10 6.222215 \n", " 10 6.265253 \n", " tensorrt 1 2 True 600 1024 10 9.464860 \n", " 10 9.784460 \n", " 10 9.646773 \n", " 10 9.531498 \n", " 10 9.568095 \n", " 10 9.413719 \n", " 10 9.646893 \n", " 10 9.444356 \n", " 10 9.705305 \n", " 10 9.509802 \n", " 2 2 True 600 1024 10 7.911503 \n", " 10 7.734179 \n", " 10 7.731199 \n", " 10 7.677436 \n", " 10 7.756829 \n", " 10 7.874489 \n", " 10 7.769227 \n", " 10 7.760108 \n", " 10 7.783175 \n", " 10 7.817864 \n", " 4 2 True 600 1024 10 7.465363 \n", " 10 7.571787 \n", " 10 7.530928 \n", " 10 7.413596 \n", " 10 7.633865 \n", " 10 7.611096 \n", " 10 7.443249 \n", " 10 7.479340 \n", " 10 7.487029 \n", " 10 7.497519 \n", " 8 2 True 600 1024 10 6.490529 \n", " 10 6.556660 \n", " 10 6.506383 \n", " 10 6.464794 \n", " 10 6.476507 \n", " 10 6.514266 \n", " 10 6.440580 \n", " 10 6.555989 \n", " 10 6.730393 \n", " 10 6.464243 \n", " 16 2 True 600 1024 10 6.251216 \n", " 10 6.521888 \n", " 10 6.329700 \n", " 10 6.233133 \n", " 10 6.255448 \n", " 10 6.240763 \n", " 10 6.543636 \n", " 10 6.350070 \n", " 10 6.533489 \n", " 10 6.267227 \n", " 32 2 True 600 1024 10 6.059401 \n", " 10 6.105229 \n", " 10 6.216351 \n", " 10 6.073479 \n", " 10 6.130971 \n", " 10 6.046593 \n", " 10 6.289415 \n", " 10 6.005283 \n", " 10 6.088052 \n", " 10 6.215300 \n", " tensorrt-dynamic 1 2 True 600 1024 10 9.399652 \n", " 10 9.500861 \n", " 10 9.415388 \n", " 10 9.346485 \n", " 10 9.436131 \n", " 10 9.456873 \n", " 10 9.612441 \n", " 10 9.413242 \n", " 10 9.451628 \n", " 10 9.759068 \n", " 2 2 True 600 1024 10 7.715225 \n", " 10 7.721901 \n", " 10 7.717729 \n", " 10 7.768750 \n", " 10 7.829726 \n", " 10 7.814646 \n", " 10 7.672012 \n", " 10 8.072317 \n", " 10 7.687807 \n", " 10 7.730305 \n", " 4 2 True 600 1024 10 7.618845 \n", " 10 7.472098 \n", " 10 7.429898 \n", " 10 7.455707 \n", " 10 7.526100 \n", " 10 7.406443 \n", " 10 7.642150 \n", " 10 7.625014 \n", " 10 7.550091 \n", " 10 7.411540 \n", " 8 2 True 600 1024 10 6.562367 \n", " 10 6.728917 \n", " 10 6.499916 \n", " 10 6.835207 \n", " 10 6.456673 \n", " 10 6.420612 \n", " 10 6.408900 \n", " 10 6.455719 \n", " 10 6.467193 \n", " 10 6.656498 \n", " 16 2 True 600 1024 10 6.254293 \n", " 10 6.225012 \n", " 10 6.343611 \n", " 10 6.363176 \n", " 10 6.349988 \n", " 10 6.538227 \n", " 10 6.226599 \n", " 10 6.227456 \n", " 10 6.330125 \n", " 10 6.279066 \n", "rcnn-nas-lowproposals cpu 1 2 True 1200 1200 10 9.857059 \n", " 10 10.446787 \n", " 10 9.801030 \n", " 10 9.919405 \n", " 10 9.843230 \n", " 10 9.850144 \n", " 10 10.105371 \n", " 10 10.225415 \n", " 10 9.792089 \n", " 10 10.092616 \n", " 2 2 True 1200 1200 10 7.925332 \n", " 10 8.184373 \n", " 10 8.188963 \n", " 10 8.347154 \n", " 10 8.068979 \n", " 10 8.147836 \n", " 10 8.292913 \n", " 10 8.129060 \n", " 10 8.429885 \n", " 10 8.455515 \n", " 4 2 True 1200 1200 10 7.812947 \n", " 10 8.239448 \n", " 10 7.932514 \n", " 10 7.753611 \n", " 10 8.064926 \n", " 10 7.603019 \n", " 10 7.875770 \n", " 10 7.674634 \n", " 10 7.812589 \n", " 10 7.780552 \n", " 8 2 True 1200 1200 10 6.748095 \n", " 10 6.819546 \n", " 10 6.641164 \n", " 10 6.880209 \n", " 10 6.747261 \n", " 10 6.716713 \n", " 10 6.646156 \n", " 10 6.836891 \n", " 10 6.584793 \n", " 10 6.609336 \n", " 16 2 True 1200 1200 10 6.734543 \n", " 10 6.995350 \n", " 10 6.562606 \n", " 10 6.522126 \n", " 10 6.470360 \n", " 10 6.454885 \n", " 10 6.556422 \n", " 10 6.512657 \n", " 10 6.606594 \n", " 10 6.593280 \n", " 32 2 True 1200 1200 10 6.267168 \n", " 10 6.448139 \n", " 10 6.241683 \n", " 10 6.221186 \n", " 10 6.322131 \n", " 10 6.238777 \n", " 10 6.202526 \n", " 10 6.425463 \n", " 10 6.224327 \n", " 10 6.199230 \n", " cpu-prebuilt 1 2 True 1200 1200 10 9.966373 \n", " 10 10.451794 \n", " 10 9.870052 \n", " 10 9.855032 \n", " 10 9.871840 \n", " 10 9.883046 \n", " 10 9.879351 \n", " 10 9.896278 \n", " 10 9.835482 \n", " 10 9.902477 \n", " 2 2 True 1200 1200 10 7.978022 \n", " 10 8.155406 \n", " 10 8.223176 \n", " 10 7.916808 \n", " 10 8.090079 \n", " 10 8.264244 \n", " 10 8.628190 \n", " 10 8.284450 \n", " 10 8.005679 \n", " 10 7.984638 \n", " 4 2 True 1200 1200 10 7.659644 \n", " 10 7.800460 \n", " 10 7.712364 \n", " 10 7.743061 \n", " 10 7.790834 \n", " 10 7.844478 \n", " 10 7.697970 \n", " 10 7.688671 \n", " 10 8.168221 \n", " 10 7.906646 \n", " 8 2 True 1200 1200 10 6.722003 \n", " 10 6.748512 \n", " 10 6.893903 \n", " 10 6.724015 \n", " 10 6.739601 \n", " 10 6.681859 \n", " 10 6.667063 \n", " 10 6.755248 \n", " 10 6.816626 \n", " 10 6.753311 \n", " 16 2 True 1200 1200 10 6.615490 \n", " 10 6.499007 \n", " 10 6.509326 \n", " 10 6.485753 \n", " 10 6.529614 \n", " 10 6.639086 \n", " 10 6.554551 \n", " 10 6.482288 \n", " 10 6.447896 \n", " 10 6.454766 \n", " 32 2 True 1200 1200 10 6.164365 \n", " 10 6.294392 \n", " 10 6.237816 \n", " 10 6.228499 \n", " 10 6.219782 \n", " 10 6.199598 \n", " 10 6.242082 \n", " 10 6.294459 \n", " 10 6.200224 \n", " 10 6.437883 \n", " cuda 1 2 True 1200 1200 10 9.901285 \n", " 10 9.940386 \n", " 10 9.884000 \n", " 10 9.851217 \n", " 10 9.914398 \n", " 10 9.861708 \n", " 10 10.036945 \n", " 10 9.733438 \n", " 10 9.893537 \n", " 10 9.777427 \n", " 2 2 True 1200 1200 10 8.119166 \n", " 10 7.959247 \n", " 10 8.024752 \n", " 10 8.210301 \n", " 10 8.071303 \n", " 10 8.045614 \n", " 10 8.206189 \n", " 10 8.101344 \n", " 10 8.085310 \n", " 10 8.053899 \n", " 4 2 True 1200 1200 10 7.703245 \n", " 10 7.715553 \n", " 10 7.794261 \n", " 10 7.855088 \n", " 10 7.808298 \n", " 10 8.010060 \n", " 10 7.594705 \n", " 10 7.929742 \n", " 10 7.688046 \n", " 10 7.626444 \n", " 8 2 True 1200 1200 10 6.669730 \n", " 10 6.800830 \n", " 10 6.576866 \n", " 10 6.676361 \n", " 10 6.958082 \n", " 10 6.664857 \n", " 10 6.701812 \n", " 10 6.885782 \n", " 10 6.758094 \n", " 10 6.767809 \n", " tensorrt 1 2 True 1200 1200 10 10.462880 \n", " 10 9.759068 \n", " 10 9.696245 \n", " 10 9.766340 \n", " 10 9.869456 \n", " 10 9.820223 \n", " 10 9.712338 \n", " 10 9.750366 \n", " 10 9.839058 \n", " 10 9.825230 \n", " 2 2 True 1200 1200 10 8.176148 \n", " 10 8.060157 \n", " 10 7.930100 \n", " 10 8.275807 \n", " 10 8.073807 \n", " 10 8.079827 \n", " 10 7.902384 \n", " 10 8.103907 \n", " 10 8.282661 \n", " 10 7.781625 \n", " 4 2 True 1200 1200 10 7.832050 \n", " 10 7.671565 \n", " 10 7.654369 \n", " 10 7.994235 \n", " 10 7.640839 \n", " 10 7.917792 \n", " 10 7.816106 \n", " 10 8.030981 \n", " 10 7.661909 \n", " 10 7.837266 \n", " 8 2 True 1200 1200 10 6.672293 \n", " 10 6.899774 \n", " 10 6.658748 \n", " 10 6.796494 \n", " 10 6.663635 \n", " 10 6.706268 \n", " 10 6.839141 \n", " 10 6.699994 \n", " 10 6.747678 \n", " 10 6.660312 \n", " tensorrt-dynamic 1 2 True 1200 1200 10 9.554386 \n", " 10 9.461403 \n", " 10 9.710312 \n", " 10 9.832859 \n", " 10 9.576082 \n", " 10 9.606481 \n", " 10 9.786844 \n", " 10 9.663343 \n", " 10 9.696484 \n", " 10 9.767771 \n", "rcnn-resnet101-lowproposals cpu 1 2 True 600 1024 10 9.684801 \n", " 10 9.973526 \n", " 10 9.956360 \n", " 10 9.700894 \n", " 10 9.792686 \n", " 10 9.884715 \n", " 10 9.527802 \n", " 10 10.022640 \n", " 10 9.516835 \n", " 10 9.882808 \n", " 2 2 True 600 1024 10 8.248568 \n", " 10 8.019984 \n", " 10 7.781029 \n", " 10 7.981777 \n", " 10 8.148909 \n", " 10 8.311629 \n", " 10 8.090615 \n", " 10 8.445263 \n", " 10 8.017421 \n", " 10 7.830441 \n", " 4 2 True 600 1024 10 7.598341 \n", " 10 7.593155 \n", " 10 7.677764 \n", " 10 7.690132 \n", " 10 7.581472 \n", " 10 7.585049 \n", " 10 7.804841 \n", " 10 7.580370 \n", " 10 7.671297 \n", " 10 7.660180 \n", " 8 2 True 600 1024 10 6.749809 \n", " 10 6.635755 \n", " 10 6.627470 \n", " 10 6.669953 \n", " 10 6.772801 \n", " 10 6.496117 \n", " 10 6.503448 \n", " 10 6.521270 \n", " 10 6.576374 \n", " 10 6.512001 \n", " 16 2 True 600 1024 10 6.163120 \n", " 10 6.488718 \n", " 10 6.387718 \n", " 10 6.356589 \n", " 10 6.242298 \n", " 10 6.567240 \n", " 10 6.202891 \n", " 10 6.326608 \n", " 10 6.301835 \n", " 10 6.282225 \n", " 32 2 True 600 1024 10 6.133009 \n", " 10 6.159011 \n", " 10 6.230399 \n", " 10 6.064776 \n", " 10 6.048486 \n", " 10 6.421760 \n", " 10 6.187461 \n", " 10 6.042723 \n", " 10 6.043978 \n", " 10 6.035201 \n", " cpu-prebuilt 1 2 True 600 1024 10 9.588480 \n", " 10 9.777665 \n", " 10 9.529471 \n", " 10 9.592175 \n", " 10 9.633541 \n", " 10 9.695768 \n", " 10 9.647131 \n", " 10 9.778976 \n", " 10 9.850621 \n", " 10 9.897470 \n", " 2 2 True 600 1024 10 8.139193 \n", " 10 8.168697 \n", " 10 7.784605 \n", " 10 7.883370 \n", " 10 8.091271 \n", " 10 7.717967 \n", " 10 7.815659 \n", " 10 7.840872 \n", " 10 8.082330 \n", " 10 7.858813 \n", " 4 2 True 600 1024 10 7.703036 \n", " 10 7.533014 \n", " 10 7.707924 \n", " 10 7.762402 \n", " 10 7.625192 \n", " 10 8.000851 \n", " 10 7.516295 \n", " 10 7.714301 \n", " 10 7.791013 \n", " 10 7.868201 \n", " 8 2 True 600 1024 10 6.714031 \n", " 10 6.623983 \n", " 10 6.718278 \n", " 10 6.643608 \n", " 10 6.703928 \n", " 10 6.638959 \n", " 10 6.945089 \n", " 10 6.446645 \n", " 10 6.791070 \n", " 10 6.564587 \n", " 16 2 True 600 1024 10 6.277628 \n", " 10 6.618336 \n", " 10 6.284736 \n", " 10 6.400876 \n", " 10 6.351672 \n", " 10 6.333083 \n", " 10 6.494991 \n", " 10 6.321713 \n", " 10 6.455906 \n", " 10 6.235562 \n", " 32 2 True 600 1024 10 6.092943 \n", " 10 5.997755 \n", " 10 6.219804 \n", " 10 6.305285 \n", " 10 6.067540 \n", " 10 6.300285 \n", " 10 6.287884 \n", " 10 6.190877 \n", " 10 6.103795 \n", " 10 6.256886 \n", " cuda 1 2 True 600 1024 10 9.582043 \n", " 10 9.646416 \n", " 10 9.800553 \n", " 10 9.614229 \n", " 10 9.642482 \n", " 10 9.572625 \n", " 10 9.576082 \n", " 10 9.756565 \n", " 10 9.592295 \n", " 10 9.908557 \n", " 2 2 True 600 1024 10 7.758796 \n", " 10 7.920980 \n", " 10 7.816315 \n", " 10 7.919908 \n", " 10 7.877946 \n", " 10 8.070529 \n", " 10 7.844150 \n", " 10 8.096159 \n", " 10 7.981837 \n", " 10 8.197069 \n", " 4 2 True 600 1024 10 7.706136 \n", " 10 7.771075 \n", " 10 7.554978 \n", " 10 7.516950 \n", " 10 7.396162 \n", " 10 7.549137 \n", " 10 7.576406 \n", " 10 7.525742 \n", " 10 7.936239 \n", " 10 7.494003 \n", " 8 2 True 600 1024 10 6.446227 \n", " 10 6.708249 \n", " 10 6.666273 \n", " 10 6.792292 \n", " 10 6.449252 \n", " 10 6.783634 \n", " 10 6.678030 \n", " 10 6.702468 \n", " 10 6.751165 \n", " 10 6.467342 \n", " 16 2 True 600 1024 10 6.226681 \n", " 10 6.222032 \n", " 10 6.245166 \n", " 10 6.200060 \n", " 10 6.264597 \n", " 10 6.288953 \n", " 10 6.427646 \n", " 10 6.459050 \n", " 10 6.716251 \n", " 10 6.266527 \n", " 32 2 True 600 1024 10 6.016515 \n", " 10 6.203383 \n", " 10 6.303597 \n", " 10 6.169319 \n", " 10 6.007489 \n", " 10 6.297566 \n", " 10 5.995713 \n", " 10 6.021909 \n", " 10 6.085332 \n", " 10 6.254602 \n", " tensorrt 1 2 True 600 1024 10 9.573817 \n", " 10 9.447336 \n", " 10 9.792447 \n", " 10 9.541512 \n", " 10 9.764910 \n", " 10 9.565473 \n", " 10 9.463191 \n", " 10 9.759068 \n", " 10 9.582162 \n", " 10 9.615660 \n", " 2 2 True 600 1024 10 7.780313 \n", " 10 7.857382 \n", " 10 7.850707 \n", " 10 7.707417 \n", " 10 7.925808 \n", " 10 7.641792 \n", " 10 7.755816 \n", " 10 7.634580 \n", " 10 7.660806 \n", " 10 7.763565 \n", " 4 2 True 600 1024 10 7.688612 \n", " 10 7.571965 \n", " 10 7.504016 \n", " 10 7.494926 \n", " 10 7.471025 \n", " 10 7.679582 \n", " 10 7.456332 \n", " 10 7.495344 \n", " 10 7.729977 \n", " 10 7.496089 \n", " 8 2 True 600 1024 10 6.547987 \n", " 10 6.352276 \n", " 10 6.562412 \n", " 10 6.568372 \n", " 10 6.539419 \n", " 10 6.698266 \n", " 10 6.569609 \n", " 10 6.565511 \n", " 10 6.546274 \n", " 10 6.451920 \n", " 16 2 True 600 1024 10 6.260730 \n", " 10 6.315164 \n", " 10 6.287269 \n", " 10 6.403334 \n", " 10 6.443962 \n", " 10 6.713882 \n", " 10 6.300107 \n", " 10 6.309062 \n", " 10 6.288730 \n", " 10 6.249793 \n", " 32 2 True 600 1024 10 6.002590 \n", " 10 6.064180 \n", " 10 6.084248 \n", " 10 6.116644 \n", " 10 6.206512 \n", " 10 6.110922 \n", " 10 6.126728 \n", " 10 6.115861 \n", " 10 6.359812 \n", " 10 6.053250 \n", " tensorrt-dynamic 1 2 True 600 1024 10 9.447694 \n", " 10 9.544373 \n", " 10 9.646416 \n", " 10 9.731531 \n", " 10 9.541631 \n", " 10 9.388208 \n", " 10 9.372473 \n", " 10 9.385705 \n", " 10 9.355068 \n", " 10 9.495974 \n", " 2 2 True 600 1024 10 7.887363 \n", " 10 7.705867 \n", " 10 7.636547 \n", " 10 7.811964 \n", " 10 7.757425 \n", " 10 7.632315 \n", " 10 7.662952 \n", " 10 7.677913 \n", " 10 7.966459 \n", " 10 7.885098 \n", " 4 2 True 600 1024 10 7.554084 \n", " 10 7.454753 \n", " 10 7.705092 \n", " 10 7.529080 \n", " 10 7.454246 \n", " 10 7.604241 \n", " 10 7.520586 \n", " 10 7.429093 \n", " 10 7.483214 \n", " 10 7.510900 \n", " 8 2 True 600 1024 10 6.488472 \n", " 10 6.437615 \n", " 10 6.410971 \n", " 10 6.491035 \n", " 10 6.557107 \n", " 10 6.665528 \n", " 10 6.636485 \n", " 10 6.569028 \n", " 10 6.467119 \n", " 10 6.484702 \n", " 16 2 True 600 1024 10 6.491296 \n", " 10 6.296717 \n", " 10 6.244048 \n", " 10 6.438285 \n", " 10 6.400786 \n", " 10 6.279379 \n", " 10 6.321602 \n", " 10 6.236024 \n", " 10 6.164126 \n", " 10 6.318189 \n", "rcnn-resnet50-lowproposals cpu 1 2 True 600 1024 10 9.643912 \n", " 10 9.935141 \n", " 10 9.537816 \n", " 10 9.682417 \n", " 10 9.875298 \n", " 10 9.723186 \n", " 10 10.011077 \n", " 10 9.914756 \n", " 10 9.897351 \n", " 10 9.681463 \n", " 2 2 True 600 1024 10 8.010089 \n", " 10 8.337080 \n", " 10 8.207142 \n", " 10 8.103073 \n", " 10 8.178890 \n", " 10 7.981360 \n", " 10 7.709503 \n", " 10 8.213580 \n", " 10 8.351564 \n", " 10 7.974684 \n", " 4 2 True 600 1024 10 7.599264 \n", " 10 7.850498 \n", " 10 7.827699 \n", " 10 7.757664 \n", " 10 7.414043 \n", " 10 7.916749 \n", " 10 7.896006 \n", " 10 7.962078 \n", " 10 7.742405 \n", " 10 7.573932 \n", " 8 2 True 600 1024 10 6.570980 \n", " 10 6.501794 \n", " 10 6.715238 \n", " 10 6.480053 \n", " 10 6.416053 \n", " 10 6.652877 \n", " 10 6.461129 \n", " 10 6.792918 \n", " 10 6.581336 \n", " 10 6.494537 \n", " 16 2 True 600 1024 10 6.322645 \n", " 10 6.453760 \n", " 10 6.364495 \n", " 10 6.321780 \n", " 10 6.561197 \n", " 10 6.332882 \n", " 10 6.240845 \n", " 10 6.257720 \n", " 10 6.280772 \n", " 10 6.240308 \n", " 32 2 True 600 1024 10 6.155942 \n", " 10 6.021615 \n", " 10 6.247904 \n", " 10 6.269380 \n", " 10 5.978562 \n", " 10 6.111003 \n", " 10 6.098967 \n", " 10 6.176483 \n", " 10 6.132122 \n", " 10 5.929604 \n", " cpu-prebuilt 1 2 True 600 1024 10 17.721534 \n", " 10 9.535074 \n", " 10 9.868741 \n", " 10 9.736419 \n", " 10 9.866118 \n", " 10 9.918094 \n", " 10 9.536862 \n", " 10 9.942293 \n", " 10 9.845018 \n", " 10 9.619832 \n", " 2 2 True 600 1024 10 8.128703 \n", " 10 8.020580 \n", " 10 8.489132 \n", " 10 7.694066 \n", " 10 8.074224 \n", " 10 7.966459 \n", " 10 8.267522 \n", " 10 7.917762 \n", " 10 8.073688 \n", " 10 7.852554 \n", " 4 2 True 600 1024 10 7.532388 \n", " 10 7.528603 \n", " 10 7.553667 \n", " 10 7.640928 \n", " 10 8.132309 \n", " 10 7.605106 \n", " 10 7.553011 \n", " 10 7.787108 \n", " 10 7.855207 \n", " 10 7.746011 \n", " 8 2 True 600 1024 10 6.696820 \n", " 10 6.600454 \n", " 10 6.581768 \n", " 10 6.481290 \n", " 10 6.699994 \n", " 10 6.636932 \n", " 10 6.595314 \n", " 10 6.751522 \n", " 10 6.781057 \n", " 10 6.552622 \n", " 16 2 True 600 1024 10 6.427616 \n", " 10 6.298289 \n", " 10 6.187394 \n", " 10 6.510794 \n", " 10 6.600820 \n", " 10 6.305188 \n", " 10 6.461143 \n", " 10 6.540872 \n", " 10 6.225564 \n", " 10 6.294802 \n", " 32 2 True 600 1024 10 6.226402 \n", " 10 6.021578 \n", " 10 6.018501 \n", " 10 6.211761 \n", " 10 6.139554 \n", " 10 6.220452 \n", " 10 6.105881 \n", " 10 6.310277 \n", " 10 6.078742 \n", " 10 6.016731 \n", " cuda 1 2 True 600 1024 10 9.552002 \n", " 10 9.823442 \n", " 10 9.697795 \n", " 10 9.535074 \n", " 10 9.755731 \n", " 10 9.635806 \n", " 10 9.872913 \n", " 10 9.831071 \n", " 10 9.619713 \n", " 10 9.413123 \n", " 2 2 True 600 1024 10 7.856190 \n", " 10 8.131802 \n", " 10 8.144259 \n", " 10 8.070350 \n", " 10 7.939517 \n", " 10 8.044004 \n", " 10 8.139849 \n", " 10 8.034647 \n", " 10 7.880390 \n", " 10 8.000910 \n", " 4 2 True 600 1024 10 7.522523 \n", " 10 7.533103 \n", " 10 7.434607 \n", " 10 7.438391 \n", " 10 7.680893 \n", " 10 7.592112 \n", " 10 7.628381 \n", " 10 7.561356 \n", " 10 7.628292 \n", " 10 7.510394 \n", " 8 2 True 600 1024 10 6.471038 \n", " 10 6.541625 \n", " 10 6.726533 \n", " 10 6.642163 \n", " 10 6.492779 \n", " 10 6.599799 \n", " 10 6.788582 \n", " 10 6.423414 \n", " 10 6.443471 \n", " 10 6.477118 \n", " 16 2 True 600 1024 10 6.273493 \n", " 10 6.276205 \n", " 10 6.227680 \n", " 10 6.268911 \n", " 10 6.255686 \n", " 10 6.638221 \n", " 10 6.450735 \n", " 10 6.326117 \n", " 10 6.230108 \n", " 10 6.490417 \n", " 32 2 True 600 1024 10 5.982913 \n", " 10 5.948056 \n", " 10 5.979646 \n", " 10 6.043833 \n", " 10 5.968492 \n", " 10 6.170273 \n", " 10 6.273590 \n", " 10 6.225429 \n", " 10 5.935386 \n", " 10 5.895533 \n", " tensorrt 1 2 True 600 1024 10 9.539604 \n", " 10 9.448171 \n", " 10 9.652853 \n", " 10 9.773254 \n", " 10 9.727597 \n", " 10 9.832144 \n", " 10 9.446740 \n", " 10 9.669065 \n", " 10 9.625077 \n", " 10 9.390116 \n", " 2 2 True 600 1024 10 7.814705 \n", " 10 7.931173 \n", " 10 7.718384 \n", " 10 7.790208 \n", " 10 7.919431 \n", " 10 7.784545 \n", " 10 7.896602 \n", " 10 7.928789 \n", " 10 7.798970 \n", " 10 7.949591 \n", " 4 2 True 600 1024 10 7.770628 \n", " 10 7.451624 \n", " 10 7.715344 \n", " 10 7.595092 \n", " 10 7.516712 \n", " 10 7.577091 \n", " 10 7.591426 \n", " 10 7.556558 \n", " 10 7.412940 \n", " 10 7.531047 \n", " 8 2 True 600 1024 10 6.500468 \n", " 10 6.597221 \n", " 10 6.659746 \n", " 10 6.665811 \n", " 10 6.466866 \n", " 10 6.718606 \n", " 10 6.756231 \n", " 10 6.562561 \n", " 10 6.570294 \n", " 10 6.419659 \n", " 16 2 True 600 1024 10 6.249599 \n", " 10 6.188668 \n", " 10 6.249785 \n", " 10 6.322034 \n", " 10 6.441049 \n", " 10 6.345078 \n", " 10 6.275162 \n", " 10 6.265521 \n", " 10 6.623082 \n", " 10 6.200984 \n", " 32 2 True 600 1024 10 5.983353 \n", " 10 6.208703 \n", " 10 6.029747 \n", " 10 5.958252 \n", " 10 6.372876 \n", " 10 6.207205 \n", " 10 6.166164 \n", " 10 6.257627 \n", " 10 6.111909 \n", " 10 5.982772 \n", " tensorrt-dynamic 1 2 True 600 1024 10 9.346962 \n", " 10 9.350657 \n", " 10 9.528279 \n", " 10 9.253860 \n", " 10 9.530902 \n", " 10 9.380341 \n", " 10 9.348631 \n", " 10 9.406328 \n", " 10 9.447813 \n", " 10 9.219527 \n", " 2 2 True 600 1024 10 7.745802 \n", " 10 7.786870 \n", " 10 7.788539 \n", " 10 7.702053 \n", " 10 7.712722 \n", " 10 7.872105 \n", " 10 7.881701 \n", " 10 7.907987 \n", " 10 7.804811 \n", " 10 7.834911 \n", " 4 2 True 600 1024 10 7.672369 \n", " 10 7.373780 \n", " 10 7.653028 \n", " 10 7.516921 \n", " 10 7.368803 \n", " 10 7.643521 \n", " 10 7.675588 \n", " 10 7.406592 \n", " 10 7.486582 \n", " 10 7.486641 \n", " 8 2 True 600 1024 10 6.368309 \n", " 10 6.553963 \n", " 10 6.563455 \n", " 10 6.493405 \n", " 10 6.400272 \n", " 10 6.537244 \n", " 10 6.733045 \n", " 10 6.629705 \n", " 10 6.429940 \n", " 10 6.499588 \n", " 16 2 True 600 1024 10 6.341994 \n", " 10 6.254509 \n", " 10 6.388113 \n", " 10 6.413274 \n", " 10 6.333299 \n", " 10 6.450847 \n", " 10 6.228276 \n", " 10 6.264724 \n", " 10 6.278612 \n", " 10 6.326571 \n", "ssd-inception-v2 cpu 1 2 True 300 300 10 9.979129 \n", " 10 10.076046 \n", " 10 9.832025 \n", " 10 10.233045 \n", " 10 9.956598 \n", " 10 9.971499 \n", " 10 10.188818 \n", " 10 10.091543 \n", " 10 9.798884 \n", " 10 9.883761 \n", " 2 2 True 300 300 10 8.204281 \n", " 10 8.305132 \n", " 10 8.301854 \n", " 10 8.570492 \n", " 10 8.527339 \n", " 10 8.397460 \n", " 10 8.381069 \n", " 10 8.592367 \n", " 10 8.622944 \n", " 10 8.429468 \n", " 4 2 True 300 300 10 8.134544 \n", " 10 8.479595 \n", " 10 8.079141 \n", " 10 8.094251 \n", " 10 8.246601 \n", " 10 8.141667 \n", " 10 8.358598 \n", " 10 8.054137 \n", " 10 8.091629 \n", " 10 8.209705 \n", " 8 2 True 300 300 10 7.124349 \n", " 10 7.265568 \n", " 10 6.791547 \n", " 10 7.198974 \n", " 10 6.740212 \n", " 10 6.956279 \n", " 10 6.915882 \n", " 10 7.019505 \n", " 10 6.974444 \n", " 10 6.848559 \n", " 16 2 True 300 300 10 6.621554 \n", " 10 6.622039 \n", " 10 6.839000 \n", " 10 6.646998 \n", " 10 6.825827 \n", " 10 6.969713 \n", " 10 6.576128 \n", " 10 6.486863 \n", " 10 6.803140 \n", " 10 6.891549 \n", " 32 2 True 300 300 10 6.227642 \n", " 10 6.384440 \n", " 10 6.295051 \n", " 10 6.299019 \n", " 10 6.318260 \n", " 10 6.244041 \n", " 10 6.243180 \n", " 10 6.241050 \n", " 10 6.234813 \n", " 10 6.245423 \n", " cpu-prebuilt 1 2 True 300 300 10 9.948254 \n", " 10 9.884000 \n", " 10 10.094285 \n", " 10 9.932637 \n", " 10 9.927273 \n", " 10 10.138273 \n", " 10 10.067463 \n", " 10 9.965897 \n", " 10 10.140657 \n", " 10 9.949684 \n", " 2 2 True 300 300 10 8.421898 \n", " 10 8.090496 \n", " 10 8.118570 \n", " 10 8.356035 \n", " 10 8.307159 \n", " 10 8.395672 \n", " 10 8.118153 \n", " 10 8.268595 \n", " 10 8.156657 \n", " 10 8.524895 \n", " 4 2 True 300 300 10 7.965326 \n", " 10 8.055300 \n", " 10 8.031219 \n", " 10 8.033156 \n", " 10 7.904619 \n", " 10 8.013546 \n", " 10 8.023113 \n", " 10 8.077502 \n", " 10 7.910192 \n", " 10 8.209705 \n", " 8 2 True 300 300 10 6.790340 \n", " 10 6.948248 \n", " 10 7.083684 \n", " 10 6.998539 \n", " 10 6.757125 \n", " 10 6.811559 \n", " 10 6.938145 \n", " 10 6.824479 \n", " 10 6.731853 \n", " 10 6.872997 \n", " 16 2 True 300 300 10 6.551683 \n", " 10 6.597474 \n", " 10 6.533176 \n", " 10 6.587684 \n", " 10 6.586052 \n", " 10 6.861612 \n", " 10 6.540664 \n", " 10 6.576061 \n", " 10 6.532528 \n", " 10 6.573610 \n", " 32 2 True 300 300 10 6.271232 \n", " 10 6.267916 \n", " 10 6.328121 \n", " 10 6.299771 \n", " 10 6.249879 \n", " 10 6.207235 \n", " 10 6.333619 \n", " 10 6.319590 \n", " 10 6.385561 \n", " 10 6.246779 \n", " cuda 1 2 True 300 300 10 10.004997 \n", " 10 9.919405 \n", " 10 9.828210 \n", " 10 9.944797 \n", " 10 9.979367 \n", " 10 10.072112 \n", " 10 10.156035 \n", " 10 9.937167 \n", " 10 9.976506 \n", " 10 9.947777 \n", " 2 2 True 300 300 10 8.261263 \n", " 10 8.065999 \n", " 10 8.113444 \n", " 10 8.419037 \n", " 10 8.262396 \n", " 10 8.270741 \n", " 10 8.133411 \n", " 10 8.420289 \n", " 10 8.078039 \n", " 10 8.148491 \n", " 4 2 True 300 300 10 7.867455 \n", " 10 7.975012 \n", " 10 8.256733 \n", " 10 7.987708 \n", " 10 7.878542 \n", " 10 7.803261 \n", " 10 8.048773 \n", " 10 7.851899 \n", " 10 7.830173 \n", " 10 7.907033 \n", " 8 2 True 300 300 10 6.979302 \n", " 10 6.738648 \n", " 10 6.830394 \n", " 10 6.759718 \n", " 10 6.884545 \n", " 10 6.732196 \n", " 10 6.750762 \n", " 10 6.834149 \n", " 10 6.702393 \n", " 10 6.894395 \n", " 16 2 True 300 300 10 6.553441 \n", " 10 6.514989 \n", " 10 6.541945 \n", " 10 6.616287 \n", " 10 6.547920 \n", " 10 6.680205 \n", " 10 6.563298 \n", " 10 6.742224 \n", " 10 6.880574 \n", " 10 6.520070 \n", " 32 2 True 300 300 10 6.238621 \n", " 10 6.282549 \n", " 10 6.261077 \n", " 10 6.621391 \n", " 10 6.287921 \n", " 10 6.225426 \n", " 10 6.241269 \n", " 10 6.210350 \n", " 10 6.235622 \n", " 10 6.271277 \n", " tensorrt 1 2 True 300 300 10 9.767532 \n", " 10 9.782195 \n", " 10 9.779096 \n", " 10 9.789348 \n", " 10 9.891152 \n", " 10 9.801149 \n", " 10 9.782791 \n", " 10 9.799957 \n", " 10 9.813070 \n", " 10 10.026932 \n", " 2 2 True 300 300 10 8.126676 \n", " 10 8.127272 \n", " 10 8.062303 \n", " 10 8.104444 \n", " 10 8.024037 \n", " 10 8.216202 \n", " 10 8.075118 \n", " 10 8.031487 \n", " 10 8.328497 \n", " 10 8.040667 \n", " 4 2 True 300 300 10 7.919252 \n", " 10 7.846475 \n", " 10 7.800639 \n", " 10 7.870644 \n", " 10 7.852584 \n", " 10 7.852226 \n", " 10 7.758766 \n", " 10 8.029252 \n", " 10 7.926226 \n", " 10 8.020282 \n", " 8 2 True 300 300 10 6.949395 \n", " 10 6.781697 \n", " 10 6.719023 \n", " 10 6.973475 \n", " 10 6.775752 \n", " 10 6.921723 \n", " 10 6.969839 \n", " 10 7.025376 \n", " 10 6.922394 \n", " 10 6.927058 \n", " 16 2 True 300 300 10 6.811634 \n", " 10 6.920174 \n", " 10 6.792612 \n", " 10 6.487630 \n", " 10 6.701380 \n", " 10 6.803341 \n", " 10 6.765634 \n", " 10 6.620087 \n", " 10 6.883018 \n", " 10 6.663896 \n", " 32 2 True 300 300 10 6.216977 \n", " 10 6.571375 \n", " 10 6.222706 \n", " 10 6.206919 \n", " 10 6.189309 \n", " 10 6.566465 \n", " 10 6.319970 \n", " 10 6.463062 \n", " 10 6.631248 \n", " 10 6.218217 \n", " tensorrt-dynamic 1 2 True 300 300 10 9.732723 \n", " 10 9.750843 \n", " 10 9.656787 \n", " 10 9.833217 \n", " 10 9.810805 \n", " 10 9.827614 \n", " 10 9.874940 \n", " 10 9.768128 \n", " 10 9.757519 \n", " 10 9.645939 \n", " 2 2 True 300 300 10 8.064389 \n", " 10 8.101523 \n", " 10 8.036017 \n", " 10 8.016825 \n", " 10 8.111596 \n", " 10 7.992029 \n", " 10 8.073509 \n", " 10 8.067608 \n", " 10 7.982850 \n", " 10 8.041561 \n", " 4 2 True 300 300 10 7.730275 \n", " 10 7.896870 \n", " 10 7.940561 \n", " 10 8.052975 \n", " 10 7.861435 \n", " 10 7.858515 \n", " 10 7.935882 \n", " 10 7.827282 \n", " 10 7.761031 \n", " 10 8.018255 \n", " 8 2 True 300 300 10 6.936729 \n", " 10 6.986946 \n", " 10 6.874979 \n", " 10 6.937101 \n", " 10 6.944045 \n", " 10 6.987199 \n", " 10 6.693140 \n", " 10 6.958291 \n", " 10 6.721020 \n", " 10 6.808162 \n", " 16 2 True 300 300 10 6.817013 \n", " 10 6.884761 \n", " 10 6.860964 \n", " 10 6.515272 \n", " 10 6.897494 \n", " 10 6.698079 \n", " 10 6.520748 \n", " 10 6.504893 \n", " 10 6.568745 \n", " 10 6.623700 \n", " 32 2 True 300 300 10 6.319094 \n", " 10 6.235145 \n", " 10 6.539639 \n", " 10 6.554540 \n", " 10 6.191995 \n", " 10 6.639510 \n", " 10 6.238684 \n", " 10 6.232236 \n", " 10 6.212588 \n", " 10 6.610345 \n", "ssd-mobilenet-v1-fpn cpu 1 2 True 640 640 10 9.547591 \n", " 10 9.488583 \n", " 10 9.365082 \n", " 10 9.510636 \n", " 10 9.429336 \n", " 10 9.552360 \n", " 10 9.738922 \n", " 10 9.618044 \n", " 10 9.445429 \n", " 10 9.563684 \n", " 2 2 True 640 640 10 8.106768 \n", " 10 7.809579 \n", " 10 8.003175 \n", " 10 7.879436 \n", " 10 7.845998 \n", " 10 8.244276 \n", " 10 8.022308 \n", " 10 8.193851 \n", " 10 7.999599 \n", " 10 7.790089 \n", " 4 2 True 640 640 10 7.668853 \n", " 10 7.734925 \n", " 10 7.600337 \n", " 10 7.612795 \n", " 10 7.927179 \n", " 10 7.523805 \n", " 10 7.682055 \n", " 10 7.517993 \n", " 10 7.618070 \n", " 10 7.643878 \n", " 8 2 True 640 640 10 6.399423 \n", " 10 6.475702 \n", " 10 6.470412 \n", " 10 6.411701 \n", " 10 6.421462 \n", " 10 6.594971 \n", " 10 6.901354 \n", " 10 6.592333 \n", " 10 6.497964 \n", " 10 6.395921 \n", " 16 2 True 640 640 10 6.149754 \n", " 10 6.295212 \n", " 10 6.167620 \n", " 10 6.149560 \n", " 10 6.132275 \n", " 10 6.346256 \n", " 10 6.129012 \n", " 10 6.178208 \n", " 10 6.140187 \n", " 10 6.344199 \n", " 32 2 True 640 640 10 5.851276 \n", " 10 6.015714 \n", " 10 5.890772 \n", " 10 5.989950 \n", " 10 6.099410 \n", " 10 6.042928 \n", " 10 5.939063 \n", " 10 5.910162 \n", " 10 5.911052 \n", " 10 5.932350 \n", " cpu-prebuilt 1 2 True 640 640 10 9.908676 \n", " 10 9.484172 \n", " 10 9.700894 \n", " 10 9.459496 \n", " 10 9.546399 \n", " 10 9.561539 \n", " 10 9.397030 \n", " 10 9.731174 \n", " 10 9.513497 \n", " 10 9.658337 \n", " 2 2 True 640 640 10 7.840633 \n", " 10 8.200467 \n", " 10 7.966101 \n", " 10 8.030295 \n", " 10 7.984757 \n", " 10 8.256495 \n", " 10 7.796288 \n", " 10 8.310497 \n", " 10 7.971227 \n", " 10 7.853031 \n", " 4 2 True 640 640 10 7.702053 \n", " 10 7.462740 \n", " 10 7.573068 \n", " 10 7.483482 \n", " 10 7.383615 \n", " 10 7.703304 \n", " 10 7.302433 \n", " 10 7.494330 \n", " 10 7.501543 \n", " 10 7.793844 \n", " 8 2 True 640 640 10 6.436124 \n", " 10 6.409690 \n", " 10 6.742597 \n", " 10 6.353289 \n", " 10 6.462514 \n", " 10 6.386936 \n", " 10 6.553531 \n", " 10 6.339043 \n", " 10 6.409019 \n", " 10 6.496862 \n", " 16 2 True 640 640 10 6.182805 \n", " 10 6.175518 \n", " 10 6.223805 \n", " 10 6.210037 \n", " 10 6.112203 \n", " 10 6.196164 \n", " 10 6.212786 \n", " 10 6.348215 \n", " 10 6.444044 \n", " 10 6.283529 \n", " 32 2 True 640 640 10 6.037913 \n", " 10 5.923584 \n", " 10 6.017704 \n", " 10 6.051864 \n", " 10 5.902320 \n", " 10 6.019197 \n", " 10 6.094638 \n", " 10 5.923774 \n", " 10 6.269075 \n", " 10 6.338898 \n", " cuda 1 2 True 640 640 10 9.612441 \n", " 10 9.599686 \n", " 10 9.597778 \n", " 10 9.479403 \n", " 10 9.435534 \n", " 10 9.566069 \n", " 10 9.580970 \n", " 10 9.366274 \n", " 10 9.561539 \n", " 10 9.578466 \n", " 2 2 True 640 640 10 7.884979 \n", " 10 7.715762 \n", " 10 7.929206 \n", " 10 7.603943 \n", " 10 7.873476 \n", " 10 7.705450 \n", " 10 7.706344 \n", " 10 7.775545 \n", " 10 7.923305 \n", " 10 7.853866 \n", " 4 2 True 640 640 10 7.411778 \n", " 10 7.487774 \n", " 10 7.314205 \n", " 10 7.309943 \n", " 10 7.448256 \n", " 10 7.429630 \n", " 10 7.403255 \n", " 10 7.490605 \n", " 10 7.463127 \n", " 10 7.400990 \n", " 8 2 True 640 640 10 6.389275 \n", " 10 6.609529 \n", " 10 6.402537 \n", " 10 6.543800 \n", " 10 6.447956 \n", " 10 6.402671 \n", " 10 6.348789 \n", " 10 6.303921 \n", " 10 6.518662 \n", " 10 6.638706 \n", " 16 2 True 640 640 10 6.137401 \n", " 10 6.364942 \n", " 10 6.238095 \n", " 10 6.373614 \n", " 10 6.189905 \n", " 10 6.296627 \n", " 10 6.250955 \n", " 10 6.157666 \n", " 10 6.229423 \n", " 10 6.205052 \n", " 32 2 True 640 640 10 6.182730 \n", " 10 5.869318 \n", " 10 5.975340 \n", " 10 6.142229 \n", " 10 5.963236 \n", " 10 5.858600 \n", " 10 5.952094 \n", " 10 5.977575 \n", " 10 5.984571 \n", " 10 5.865470 \n", " tensorrt 1 2 True 640 640 10 9.247065 \n", " 10 9.296894 \n", " 10 9.350300 \n", " 10 9.371519 \n", " 10 9.309173 \n", " 10 9.344578 \n", " 10 9.471059 \n", " 10 9.250283 \n", " 10 9.330153 \n", " 10 9.377003 \n", " 2 2 True 640 640 10 7.562697 \n", " 10 7.522821 \n", " 10 7.638097 \n", " 10 7.699311 \n", " 10 7.536530 \n", " 10 7.575333 \n", " 10 7.686675 \n", " 10 7.707298 \n", " 10 7.615447 \n", " 10 7.703841 \n", " 4 2 True 640 640 10 7.282495 \n", " 10 7.464558 \n", " 10 7.466644 \n", " 10 7.524014 \n", " 10 7.380068 \n", " 10 7.340968 \n", " 10 7.398009 \n", " 10 7.490426 \n", " 10 7.544011 \n", " 10 7.362038 \n", " 8 2 True 640 640 10 6.381348 \n", " 10 6.316394 \n", " 10 6.398126 \n", " 10 6.481037 \n", " 10 6.493971 \n", " 10 6.457239 \n", " 10 6.421357 \n", " 10 6.501481 \n", " 10 6.353378 \n", " 10 6.421164 \n", " 16 2 True 640 640 10 6.298348 \n", " 10 6.477304 \n", " 10 6.301396 \n", " 10 6.395690 \n", " 10 6.212004 \n", " 10 6.223150 \n", " 10 6.312534 \n", " 10 6.471224 \n", " 10 6.333791 \n", " 10 6.241322 \n", " 32 2 True 640 640 10 5.934775 \n", " 10 5.900986 \n", " 10 5.904812 \n", " 10 5.968172 \n", " 10 6.100923 \n", " 10 6.045006 \n", " 10 5.873557 \n", " 10 6.002318 \n", " 10 6.018624 \n", " 10 5.862597 \n", " tensorrt-dynamic 1 2 True 640 640 10 9.138942 \n", " 10 9.437680 \n", " 10 9.322882 \n", " 10 9.170175 \n", " 10 9.294748 \n", " 10 9.318829 \n", " 10 9.399056 \n", " 10 9.421587 \n", " 10 9.445548 \n", " 10 9.447217 \n", " 2 2 True 640 640 10 7.634759 \n", " 10 7.738590 \n", " 10 7.593751 \n", " 10 7.632911 \n", " 10 7.551193 \n", " 10 7.606745 \n", " 10 8.122444 \n", " 10 7.721722 \n", " 10 7.561564 \n", " 10 7.621288 \n", " 4 2 True 640 640 10 7.474542 \n", " 10 7.432252 \n", " 10 7.496566 \n", " 10 7.437229 \n", " 10 7.398278 \n", " 10 7.326245 \n", " 10 7.420301 \n", " 10 7.201135 \n", " 10 7.515818 \n", " 10 7.515222 \n", " 8 2 True 640 640 10 6.336465 \n", " 10 6.397486 \n", " 10 6.408036 \n", " 10 6.522298 \n", " 10 6.287098 \n", " 10 6.484717 \n", " 10 6.266743 \n", " 10 6.326750 \n", " 10 6.303608 \n", " 10 6.511480 \n", " 16 2 True 640 640 10 6.167918 \n", " 10 6.100789 \n", " 10 6.137222 \n", " 10 6.313227 \n", " 10 6.257400 \n", " 10 6.251894 \n", " 10 6.299280 \n", " 10 6.476067 \n", " 10 6.229334 \n", " 10 6.128475 \n", " 32 2 True 640 640 10 5.954769 \n", " 10 5.921368 \n", " 10 5.957868 \n", " 10 5.892187 \n", " 10 5.938355 \n", " 10 5.932610 \n", " 10 6.077591 \n", " 10 5.921669 \n", " 10 5.909916 \n", " 10 5.850889 \n", "ssd-mobilenet-v1-non-quantized-mlperf cpu 1 2 True 300 300 10 10.349393 \n", " 10 10.306597 \n", " 10 10.158300 \n", " 10 10.026693 \n", " 10 10.165095 \n", " 10 10.263205 \n", " 10 9.904742 \n", " 10 9.894967 \n", " 10 11.799097 \n", " 10 10.382295 \n", " 2 2 True 300 300 10 8.467555 \n", " 10 8.341193 \n", " 10 8.305073 \n", " 10 8.350492 \n", " 10 8.308351 \n", " 10 8.492947 \n", " 10 8.246958 \n", " 10 8.589089 \n", " 10 8.362293 \n", " 10 8.561969 \n", " 4 2 True 300 300 10 7.863492 \n", " 10 8.021593 \n", " 10 7.992387 \n", " 10 7.989645 \n", " 10 8.039773 \n", " 10 7.888258 \n", " 10 8.324951 \n", " 10 8.412153 \n", " 10 8.437037 \n", " 10 8.056521 \n", " 8 2 True 300 300 10 6.807566 \n", " 10 6.794080 \n", " 10 6.772205 \n", " 10 6.830335 \n", " 10 6.823197 \n", " 10 7.050350 \n", " 10 7.027805 \n", " 10 6.897926 \n", " 10 6.741554 \n", " 10 6.841555 \n", " 16 2 True 300 300 10 6.951325 \n", " 10 6.765753 \n", " 10 6.513953 \n", " 10 6.759889 \n", " 10 6.660096 \n", " 10 6.589592 \n", " 10 6.539963 \n", " 10 7.227622 \n", " 10 6.580189 \n", " 10 7.111885 \n", " 32 2 True 300 300 10 6.210353 \n", " 10 6.306849 \n", " 10 6.739758 \n", " 10 6.371699 \n", " 10 6.762244 \n", " 10 6.418712 \n", " 10 6.495692 \n", " 10 6.417651 \n", " 10 6.417613 \n", " 10 6.263901 \n", " cpu-prebuilt 1 2 True 300 300 10 9.943485 \n", " 10 10.058641 \n", " 10 10.006428 \n", " 10 10.029793 \n", " 10 9.960651 \n", " 10 10.036230 \n", " 10 10.028243 \n", " 10 9.983778 \n", " 10 9.913445 \n", " 10 9.917259 \n", " 2 2 True 300 300 10 8.077025 \n", " 10 8.310854 \n", " 10 8.320510 \n", " 10 8.308947 \n", " 10 8.248508 \n", " 10 7.923067 \n", " 10 8.177876 \n", " 10 8.307040 \n", " 10 8.293748 \n", " 10 8.201241 \n", " 4 2 True 300 300 10 8.008301 \n", " 10 8.020818 \n", " 10 7.854253 \n", " 10 8.208185 \n", " 10 8.582771 \n", " 10 7.897943 \n", " 10 7.900655 \n", " 10 7.863700 \n", " 10 7.943928 \n", " 10 8.274227 \n", " 8 2 True 300 300 10 6.846160 \n", " 10 6.964460 \n", " 10 6.857082 \n", " 10 7.128149 \n", " 10 6.741390 \n", " 10 6.913438 \n", " 10 6.917983 \n", " 10 6.836981 \n", " 10 6.786123 \n", " 10 6.918207 \n", " 16 2 True 300 300 10 6.619506 \n", " 10 6.628186 \n", " 10 6.518036 \n", " 10 6.868519 \n", " 10 6.531455 \n", " 10 6.687127 \n", " 10 6.542481 \n", " 10 7.126704 \n", " 10 6.565034 \n", " 10 6.552696 \n", " 32 2 True 300 300 10 6.262325 \n", " 10 6.273981 \n", " 10 6.266356 \n", " 10 6.200690 \n", " 10 6.465737 \n", " 10 6.326370 \n", " 10 6.328046 \n", " 10 6.213501 \n", " 10 6.244205 \n", " 10 6.226167 \n", " cuda 1 2 True 300 300 10 10.071874 \n", " 10 9.917855 \n", " 10 9.979963 \n", " 10 10.042787 \n", " 10 9.806156 \n", " 10 9.847999 \n", " 10 9.941220 \n", " 10 10.071516 \n", " 10 9.952307 \n", " 10 9.963036 \n", " 2 2 True 300 300 10 8.328557 \n", " 10 8.106649 \n", " 10 8.289516 \n", " 10 8.288622 \n", " 10 8.101702 \n", " 10 8.286357 \n", " 10 8.302510 \n", " 10 8.253455 \n", " 10 8.383989 \n", " 10 8.248746 \n", " 4 2 True 300 300 10 8.004785 \n", " 10 7.831812 \n", " 10 7.882565 \n", " 10 8.005470 \n", " 10 7.986993 \n", " 10 7.926434 \n", " 10 7.983893 \n", " 10 8.123457 \n", " 10 8.026481 \n", " 10 7.982075 \n", " 8 2 True 300 300 10 6.983578 \n", " 10 6.825358 \n", " 10 6.804869 \n", " 10 6.917417 \n", " 10 6.971538 \n", " 10 6.716475 \n", " 10 6.735116 \n", " 10 6.750897 \n", " 10 7.006764 \n", " 10 6.954193 \n", " 16 2 True 300 300 10 6.564252 \n", " 10 6.630279 \n", " 10 6.697290 \n", " 10 6.510057 \n", " 10 6.560571 \n", " 10 6.897539 \n", " 10 6.516472 \n", " 10 6.834872 \n", " 10 6.571859 \n", " 10 6.890178 \n", " 32 2 True 300 300 10 6.274331 \n", " 10 6.233845 \n", " 10 6.209411 \n", " 10 6.456271 \n", " 10 6.422836 \n", " 10 6.235909 \n", " 10 6.303951 \n", " 10 6.272491 \n", " 10 6.262083 \n", " 10 6.223582 \n", " tensorrt 1 2 True 300 300 10 9.831667 \n", " 10 9.802699 \n", " 10 9.771824 \n", " 10 9.880662 \n", " 10 9.871960 \n", " 10 9.792566 \n", " 10 9.807348 \n", " 10 10.001659 \n", " 10 9.958982 \n", " 10 9.765744 \n", " 2 2 True 300 300 10 8.022785 \n", " 10 7.995546 \n", " 10 8.073151 \n", " 10 8.129537 \n", " 10 8.092761 \n", " 10 8.023202 \n", " 10 8.210301 \n", " 10 8.071780 \n", " 10 8.057117 \n", " 10 8.090854 \n", " 4 2 True 300 300 10 7.749975 \n", " 10 7.788837 \n", " 10 7.917553 \n", " 10 7.811934 \n", " 10 7.802725 \n", " 10 8.069426 \n", " 10 7.854670 \n", " 10 7.815361 \n", " 10 7.812589 \n", " 10 7.780701 \n", " 8 2 True 300 300 10 6.643206 \n", " 10 6.805852 \n", " 10 6.730497 \n", " 10 6.989181 \n", " 10 6.730586 \n", " 10 6.794155 \n", " 10 6.753027 \n", " 10 6.769717 \n", " 10 6.736740 \n", " 10 6.746203 \n", " 16 2 True 300 300 10 6.518625 \n", " 10 6.881125 \n", " 10 6.502539 \n", " 10 6.879076 \n", " 10 6.887466 \n", " 10 6.520502 \n", " 10 6.719068 \n", " 10 6.842412 \n", " 10 6.828517 \n", " 10 6.515622 \n", " 32 2 True 300 300 10 6.352689 \n", " 10 6.485902 \n", " 10 6.409224 \n", " 10 6.222568 \n", " 10 6.242018 \n", " 10 6.337665 \n", " 10 6.216008 \n", " 10 6.189067 \n", " 10 6.473586 \n", " 10 6.511830 \n", " tensorrt-dynamic 1 2 True 300 300 10 9.896278 \n", " 10 9.874344 \n", " 10 9.808779 \n", " 10 9.793162 \n", " 10 9.745121 \n", " 10 9.806395 \n", " 10 9.976268 \n", " 10 9.778738 \n", " 10 9.788394 \n", " 10 9.847879 \n", " 2 2 True 300 300 10 8.072674 \n", " 10 8.028150 \n", " 10 8.014083 \n", " 10 8.065104 \n", " 10 8.137047 \n", " 10 8.062184 \n", " 10 8.057714 \n", " 10 8.096933 \n", " 10 8.108199 \n", " 10 8.094668 \n", " 4 2 True 300 300 10 8.087516 \n", " 10 7.867664 \n", " 10 8.033156 \n", " 10 8.049458 \n", " 10 7.939309 \n", " 10 7.985383 \n", " 10 7.866770 \n", " 10 7.852346 \n", " 10 8.084804 \n", " 10 7.843494 \n", " 8 2 True 300 300 10 6.721780 \n", " 10 6.800517 \n", " 10 6.947145 \n", " 10 6.735057 \n", " 10 6.897643 \n", " 10 6.950125 \n", " 10 6.978855 \n", " 10 6.962791 \n", " 10 6.955460 \n", " 10 6.953925 \n", " 16 2 True 300 300 10 6.560914 \n", " 10 6.883219 \n", " 10 6.867565 \n", " 10 6.855160 \n", " 10 6.553091 \n", " 10 6.860144 \n", " 10 6.480657 \n", " 10 6.521039 \n", " 10 6.573483 \n", " 10 6.823301 \n", " 32 2 True 300 300 10 6.220557 \n", " 10 6.254584 \n", " 10 6.302960 \n", " 10 6.349295 \n", " 10 6.366946 \n", " 10 6.514076 \n", " 10 6.208107 \n", " 10 6.267328 \n", " 10 6.558314 \n", " 10 6.254699 \n", "ssd-mobilenet-v1-quantized-mlperf cpu 1 2 True 300 300 10 9.508848 \n", " 10 10.394216 \n", " 10 10.167122 \n", " 10 9.997845 \n", " 10 9.865284 \n", " 10 10.007501 \n", " 10 10.389447 \n", " 10 10.025382 \n", " 10 10.257363 \n", " 10 10.350823 \n", " 2 2 True 300 300 10 8.379519 \n", " 10 8.277714 \n", " 10 8.205116 \n", " 10 8.291483 \n", " 10 8.236468 \n", " 10 8.327782 \n", " 10 8.068800 \n", " 10 8.074701 \n", " 10 8.441091 \n", " 10 8.410871 \n", " 4 2 True 300 300 10 8.156538 \n", " 10 8.203596 \n", " 10 8.134514 \n", " 10 8.108407 \n", " 10 8.103549 \n", " 10 7.998437 \n", " 10 8.282721 \n", " 10 7.997632 \n", " 10 8.129805 \n", " 10 8.028477 \n", " 8 2 True 300 300 10 6.893709 \n", " 10 6.753534 \n", " 10 6.904945 \n", " 10 6.685421 \n", " 10 6.953776 \n", " 10 6.874070 \n", " 10 6.773993 \n", " 10 6.856203 \n", " 10 6.803423 \n", " 10 6.915033 \n", " 16 2 True 300 300 10 6.518774 \n", " 10 6.598473 \n", " 10 6.524555 \n", " 10 6.771743 \n", " 10 6.706670 \n", " 10 6.813996 \n", " 10 6.436564 \n", " 10 6.585948 \n", " 10 6.517507 \n", " 10 6.584004 \n", " 32 2 True 300 300 10 6.240573 \n", " 10 6.271660 \n", " 10 6.336439 \n", " 10 6.424516 \n", " 10 6.223690 \n", " 10 6.275326 \n", " 10 6.222263 \n", " 10 6.232411 \n", " 10 6.223902 \n", " 10 6.232198 \n", " cpu-prebuilt 1 2 True 300 300 10 9.849906 \n", " 10 9.984732 \n", " 10 9.961367 \n", " 10 9.989738 \n", " 10 10.116339 \n", " 10 9.931684 \n", " 10 10.042787 \n", " 10 10.020614 \n", " 10 10.402083 \n", " 10 10.037899 \n", " 2 2 True 300 300 10 8.306503 \n", " 10 8.160651 \n", " 10 8.207619 \n", " 10 8.179367 \n", " 10 8.265018 \n", " 10 8.268952 \n", " 10 8.346558 \n", " 10 8.097112 \n", " 10 8.374274 \n", " 10 8.308649 \n", " 4 2 True 300 300 10 8.038461 \n", " 10 7.875025 \n", " 10 8.018285 \n", " 10 7.973731 \n", " 10 7.848501 \n", " 10 7.987052 \n", " 10 7.877618 \n", " 10 8.001059 \n", " 10 8.195430 \n", " 10 7.968754 \n", " 8 2 True 300 300 10 6.855279 \n", " 10 6.844476 \n", " 10 6.851062 \n", " 10 6.793469 \n", " 10 6.991088 \n", " 10 6.952107 \n", " 10 6.818563 \n", " 10 6.892756 \n", " 10 6.714419 \n", " 10 6.728142 \n", " 16 2 True 300 300 10 6.635241 \n", " 10 6.781265 \n", " 10 6.792784 \n", " 10 6.518237 \n", " 10 6.543800 \n", " 10 6.752186 \n", " 10 6.551087 \n", " 10 6.571285 \n", " 10 6.551549 \n", " 10 6.500758 \n", " 32 2 True 300 300 10 6.313432 \n", " 10 6.244589 \n", " 10 6.296054 \n", " 10 6.419033 \n", " 10 6.256852 \n", " 10 6.237723 \n", " 10 6.265502 \n", " 10 6.317627 \n", " 10 6.457172 \n", " 10 6.279267 \n", " cuda 1 2 True 300 300 10 9.973407 \n", " 10 9.851217 \n", " 10 9.912848 \n", " 10 9.842157 \n", " 10 10.001063 \n", " 10 9.879351 \n", " 10 9.995222 \n", " 10 10.006666 \n", " 10 10.016084 \n", " 10 10.092020 \n", " 2 2 True 300 300 10 8.326054 \n", " 10 8.314252 \n", " 10 8.316636 \n", " 10 8.168757 \n", " 10 8.212805 \n", " 10 8.144021 \n", " 10 8.059025 \n", " 10 8.316636 \n", " 10 8.296788 \n", " 10 8.300185 \n", " 4 2 True 300 300 10 8.035362 \n", " 10 7.947505 \n", " 10 7.832497 \n", " 10 7.954657 \n", " 10 7.860094 \n", " 10 7.912278 \n", " 10 7.834315 \n", " 10 7.966399 \n", " 10 7.903993 \n", " 10 7.932007 \n", " 8 2 True 300 300 10 6.796435 \n", " 10 6.828427 \n", " 10 6.789342 \n", " 10 6.884679 \n", " 10 6.779656 \n", " 10 6.733328 \n", " 10 6.745428 \n", " 10 6.696597 \n", " 10 6.844774 \n", " 10 6.917447 \n", " 16 2 True 300 300 10 6.763577 \n", " 10 6.593823 \n", " 10 6.925061 \n", " 10 6.579340 \n", " 10 6.749853 \n", " 10 6.552026 \n", " 10 6.630041 \n", " 10 6.586321 \n", " 10 6.653994 \n", " 10 6.904095 \n", " 32 2 True 300 300 10 6.313942 \n", " 10 6.631158 \n", " 10 6.222758 \n", " 10 6.272547 \n", " 10 6.254006 \n", " 10 6.411519 \n", " 10 6.332852 \n", " 10 6.322779 \n", " 10 6.214421 \n", " 10 6.207768 \n", " tensorrt 1 2 True 300 300 10 9.938359 \n", " 10 9.763122 \n", " 10 9.778380 \n", " 10 9.863853 \n", " 10 9.698868 \n", " 10 9.900928 \n", " 10 9.767294 \n", " 10 9.731770 \n", " 10 9.848475 \n", " 10 9.665608 \n", " 2 2 True 300 300 10 8.055568 \n", " 10 8.049965 \n", " 10 8.127034 \n", " 10 8.050621 \n", " 10 8.012891 \n", " 10 8.051515 \n", " 10 8.028746 \n", " 10 8.022904 \n", " 10 8.270383 \n", " 10 8.007348 \n", " 4 2 True 300 300 10 8.012056 \n", " 10 8.088231 \n", " 10 8.031487 \n", " 10 8.069247 \n", " 10 7.950902 \n", " 10 7.904530 \n", " 10 7.780850 \n", " 10 7.865220 \n", " 10 7.791936 \n", " 10 7.820636 \n", " 8 2 True 300 300 10 6.767228 \n", " 10 6.696120 \n", " 10 6.759971 \n", " 10 6.812528 \n", " 10 6.809860 \n", " 10 6.766707 \n", " 10 6.968752 \n", " 10 6.968305 \n", " 10 6.843194 \n", " 10 6.784365 \n", " 16 2 True 300 300 10 6.830409 \n", " 10 6.522901 \n", " 10 6.748743 \n", " 10 6.886221 \n", " 10 6.512262 \n", " 10 6.879665 \n", " 10 6.521046 \n", " 10 6.899901 \n", " 10 6.532736 \n", " 10 6.573454 \n", " 32 2 True 300 300 10 6.213941 \n", " 10 6.314900 \n", " 10 6.204851 \n", " 10 6.472256 \n", " 10 6.345276 \n", " 10 6.593291 \n", " 10 6.642245 \n", " 10 6.642971 \n", " 10 6.629419 \n", " 10 6.290577 \n", " tensorrt-dynamic 1 2 True 300 300 10 9.775043 \n", " 10 9.920835 \n", " 10 9.742856 \n", " 10 9.704709 \n", " 10 9.736776 \n", " 10 9.829998 \n", " 10 9.796858 \n", " 10 9.711623 \n", " 10 9.728909 \n", " 10 9.842157 \n", " 2 2 True 300 300 10 8.009374 \n", " 10 8.045614 \n", " 10 8.006454 \n", " 10 8.012474 \n", " 10 7.994771 \n", " 10 8.155286 \n", " 10 7.979155 \n", " 10 7.967949 \n", " 10 8.026183 \n", " 10 7.998705 \n", " 4 2 True 300 300 10 8.005500 \n", " 10 7.781118 \n", " 10 7.751703 \n", " 10 8.062124 \n", " 10 7.969081 \n", " 10 8.033216 \n", " 10 8.025318 \n", " 10 7.962793 \n", " 10 7.953584 \n", " 10 8.042395 \n", " 8 2 True 300 300 10 6.824210 \n", " 10 6.959260 \n", " 10 6.992325 \n", " 10 6.635457 \n", " 10 6.717265 \n", " 10 6.948799 \n", " 10 6.785452 \n", " 10 6.892428 \n", " 10 6.856382 \n", " 10 6.855786 \n", " 16 2 True 300 300 10 6.874055 \n", " 10 6.546430 \n", " 10 6.724693 \n", " 10 6.541140 \n", " 10 6.476842 \n", " 10 6.695062 \n", " 10 6.677456 \n", " 10 6.517343 \n", " 10 6.869994 \n", " 10 6.884292 \n", " 32 2 True 300 300 10 6.599370 \n", " 10 6.236974 \n", " 10 6.217435 \n", " 10 6.597616 \n", " 10 6.239973 \n", " 10 6.575037 \n", " 10 6.621655 \n", " 10 6.600361 \n", " 10 6.293070 \n", " 10 6.193805 \n", "ssd-resnet50-fpn cpu 1 2 True 640 640 10 9.813547 \n", " 10 9.861469 \n", " 10 9.424686 \n", " 10 9.889960 \n", " 10 9.415150 \n", " 10 9.387851 \n", " 10 9.844065 \n", " 10 9.802461 \n", " 10 9.759426 \n", " 10 9.410620 \n", " 2 2 True 640 640 10 7.540405 \n", " 10 7.984102 \n", " 10 7.940948 \n", " 10 7.705986 \n", " 10 7.951438 \n", " 10 7.978678 \n", " 10 7.766485 \n", " 10 7.783830 \n", " 10 7.961750 \n", " 10 7.627249 \n", " 4 2 True 640 640 10 7.521212 \n", " 10 7.707179 \n", " 10 7.814735 \n", " 10 7.486254 \n", " 10 7.488489 \n", " 10 7.556528 \n", " 10 7.340252 \n", " 10 7.396042 \n", " 10 7.435232 \n", " 10 7.433087 \n", " 8 2 True 640 640 10 6.284982 \n", " 10 6.403863 \n", " 10 6.399363 \n", " 10 6.492764 \n", " 10 6.618798 \n", " 10 6.317213 \n", " 10 6.580472 \n", " 10 6.551847 \n", " 10 6.576344 \n", " 10 6.348789 \n", " 16 2 True 640 640 10 6.226808 \n", " 10 6.216079 \n", " 10 6.146997 \n", " 10 6.347194 \n", " 10 6.114006 \n", " 10 6.278954 \n", " 10 6.227031 \n", " 10 6.277829 \n", " 10 6.207116 \n", " 10 6.203011 \n", " 32 2 True 640 640 10 5.896248 \n", " 10 5.959757 \n", " 10 5.879760 \n", " 10 5.875945 \n", " 10 5.910259 \n", " 10 5.984668 \n", " 10 5.984273 \n", " 10 5.946502 \n", " 10 5.948119 \n", " 10 6.108604 \n", " cpu-prebuilt 1 2 True 640 640 10 9.891272 \n", " 10 9.652257 \n", " 10 9.572744 \n", " 10 9.393334 \n", " 10 9.726524 \n", " 10 9.559512 \n", " 10 9.485006 \n", " 10 9.380341 \n", " 10 9.745359 \n", " 10 9.636045 \n", " 2 2 True 640 640 10 7.814884 \n", " 10 7.746935 \n", " 10 7.841945 \n", " 10 8.069575 \n", " 10 7.781208 \n", " 10 7.913172 \n", " 10 7.823527 \n", " 10 7.639170 \n", " 10 7.627785 \n", " 10 7.763743 \n", " 4 2 True 640 640 10 7.499129 \n", " 10 7.436484 \n", " 10 7.412642 \n", " 10 7.509857 \n", " 10 7.386327 \n", " 10 7.423639 \n", " 10 7.583082 \n", " 10 7.508188 \n", " 10 8.161485 \n", " 10 7.439435 \n", " 8 2 True 640 640 10 6.431282 \n", " 10 6.465271 \n", " 10 6.383821 \n", " 10 6.376565 \n", " 10 6.407395 \n", " 10 6.572589 \n", " 10 6.362662 \n", " 10 6.467849 \n", " 10 6.664187 \n", " 10 6.390840 \n", " 16 2 True 640 640 10 6.260753 \n", " 10 6.353207 \n", " 10 6.194562 \n", " 10 6.221645 \n", " 10 6.227575 \n", " 10 6.189026 \n", " 10 6.233983 \n", " 10 6.439984 \n", " 10 6.156623 \n", " 10 6.240182 \n", " 32 2 True 640 640 10 5.916126 \n", " 10 5.865730 \n", " 10 5.980566 \n", " 10 5.964067 \n", " 10 5.879041 \n", " 10 5.947400 \n", " 10 6.119121 \n", " 10 5.958006 \n", " 10 5.901009 \n", " 10 5.951378 \n", " cuda 1 2 True 640 640 10 9.421945 \n", " 10 9.449124 \n", " 10 9.390235 \n", " 10 9.438276 \n", " 10 9.686470 \n", " 10 9.646535 \n", " 10 9.317398 \n", " 10 9.444475 \n", " 10 9.422898 \n", " 10 9.325027 \n", " 2 2 True 640 640 10 7.849932 \n", " 10 7.669449 \n", " 10 7.846773 \n", " 10 7.897556 \n", " 10 7.834733 \n", " 10 7.941365 \n", " 10 7.722080 \n", " 10 7.553518 \n", " 10 7.722795 \n", " 10 7.849455 \n", " 4 2 True 640 640 10 7.283628 \n", " 10 7.447034 \n", " 10 7.761061 \n", " 10 7.297724 \n", " 10 7.535100 \n", " 10 7.481039 \n", " 10 7.478744 \n", " 10 7.593006 \n", " 10 7.227778 \n", " 10 7.310241 \n", " 8 2 True 640 640 10 6.379679 \n", " 10 6.557599 \n", " 10 6.511047 \n", " 10 6.359369 \n", " 10 6.507501 \n", " 10 6.450221 \n", " 10 6.495044 \n", " 10 6.510496 \n", " 10 6.394997 \n", " 10 6.479204 \n", " 16 2 True 640 640 10 6.400287 \n", " 10 6.163068 \n", " 10 6.408639 \n", " 10 6.126396 \n", " 10 6.149955 \n", " 10 6.229348 \n", " 10 6.235205 \n", " 10 6.182045 \n", " 10 6.296031 \n", " 10 6.268002 \n", " 32 2 True 640 640 10 5.965155 \n", " 10 6.127946 \n", " 10 5.932517 \n", " 10 5.863123 \n", " 10 5.897202 \n", " 10 5.988065 \n", " 10 5.989894 \n", " 10 5.897298 \n", " 10 6.049484 \n", " 10 5.881034 \n", " tensorrt 1 2 True 640 640 10 9.394884 \n", " 10 9.488940 \n", " 10 9.246588 \n", " 10 9.172678 \n", " 10 9.240508 \n", " 10 9.258628 \n", " 10 9.244323 \n", " 10 9.418249 \n", " 10 9.368420 \n", " 10 9.224415 \n", " 2 2 True 640 640 10 7.594585 \n", " 10 7.618606 \n", " 10 7.565439 \n", " 10 7.526278 \n", " 10 7.588744 \n", " 10 7.571578 \n", " 10 7.582605 \n", " 10 7.421434 \n", " 10 7.553399 \n", " 10 7.589579 \n", " 4 2 True 640 640 10 7.495016 \n", " 10 7.330626 \n", " 10 7.315248 \n", " 10 7.559001 \n", " 10 7.485181 \n", " 10 7.535517 \n", " 10 7.557243 \n", " 10 7.384658 \n", " 10 7.390469 \n", " 10 7.358462 \n", " 8 2 True 640 640 10 6.325573 \n", " 10 6.405577 \n", " 10 6.333739 \n", " 10 6.615311 \n", " 10 6.397918 \n", " 10 6.420434 \n", " 10 6.394431 \n", " 10 6.582066 \n", " 10 6.349027 \n", " 10 6.549969 \n", " 16 2 True 640 640 10 6.257810 \n", " 10 6.449446 \n", " 10 6.438613 \n", " 10 6.129384 \n", " 10 6.451964 \n", " 10 6.177515 \n", " 10 6.147586 \n", " 10 6.401733 \n", " 10 6.366849 \n", " 10 6.314740 \n", " 32 2 True 640 640 10 6.090987 \n", " 10 5.904481 \n", " 10 5.980283 \n", " 10 5.923975 \n", " 10 5.911347 \n", " 10 5.978446 \n", " 10 5.951062 \n", " 10 5.950600 \n", " 10 6.044965 \n", " 10 5.940046 \n", " tensorrt-dynamic 1 2 True 640 640 10 9.186983 \n", " 10 9.692311 \n", " 10 9.241462 \n", " 10 9.147525 \n", " 10 9.275198 \n", " 10 9.375453 \n", " 10 9.344339 \n", " 10 9.330869 \n", " 10 9.277582 \n", " 10 9.328961 \n", " 2 2 True 640 640 10 7.580161 \n", " 10 7.472217 \n", " 10 7.547975 \n", " 10 7.572532 \n", " 10 7.580638 \n", " 10 7.503867 \n", " 10 7.618845 \n", " 10 7.518291 \n", " 10 7.569313 \n", " 10 7.509351 \n", " 4 2 True 640 640 10 7.536948 \n", " 10 7.440627 \n", " 10 7.608294 \n", " 10 7.287860 \n", " 10 7.281214 \n", " 10 7.427931 \n", " 10 7.368922 \n", " 10 7.532328 \n", " 10 7.303774 \n", " 10 7.281870 \n", " 8 2 True 640 640 10 6.414413 \n", " 10 6.348655 \n", " 10 6.313503 \n", " 10 6.473899 \n", " 10 6.289378 \n", " 10 6.320685 \n", " 10 6.365463 \n", " 10 6.458774 \n", " 10 6.431967 \n", " 10 6.476253 \n", " 16 2 True 640 640 10 6.373674 \n", " 10 6.176323 \n", " 10 6.459951 \n", " 10 6.225787 \n", " 10 6.536342 \n", " 10 6.295867 \n", " 10 6.217360 \n", " 10 6.083399 \n", " 10 6.156728 \n", " 10 6.275095 \n", " 32 2 True 640 640 10 5.925834 \n", " 10 5.846027 \n", " 10 6.055284 \n", " 10 5.996846 \n", " 10 6.071333 \n", " 10 5.948696 \n", " 10 6.118607 \n", " 10 6.080065 \n", " 10 5.913790 \n", " 10 5.903147 \n", "ssdlite-mobilenet-v2 cpu 1 2 True 300 300 10 10.295510 \n", " 10 10.284185 \n", " 10 9.809732 \n", " 10 9.995341 \n", " 10 9.835124 \n", " 10 10.437012 \n", " 10 9.884477 \n", " 10 10.589600 \n", " 10 10.356188 \n", " 10 10.013103 \n", " 2 2 True 300 300 10 8.233964 \n", " 10 8.628905 \n", " 10 8.672178 \n", " 10 8.576155 \n", " 10 8.548200 \n", " 10 8.720458 \n", " 10 8.596361 \n", " 10 8.659899 \n", " 10 8.282781 \n", " 10 8.524060 \n", " 4 2 True 300 300 10 8.060366 \n", " 10 8.239925 \n", " 10 8.227885 \n", " 10 8.497715 \n", " 10 8.361101 \n", " 10 8.259237 \n", " 10 8.402050 \n", " 10 8.160889 \n", " 10 8.166939 \n", " 10 8.304119 \n", " 8 2 True 300 300 10 6.887943 \n", " 10 7.110670 \n", " 10 6.978080 \n", " 10 7.361040 \n", " 10 6.790102 \n", " 10 6.929606 \n", " 10 6.799281 \n", " 10 6.884992 \n", " 10 6.886363 \n", " 10 6.874159 \n", " 16 2 True 300 300 10 6.611742 \n", " 10 7.245757 \n", " 10 6.795049 \n", " 10 6.593056 \n", " 10 6.575733 \n", " 10 6.778210 \n", " 10 6.638654 \n", " 10 6.617002 \n", " 10 6.511718 \n", " 10 6.742433 \n", " 32 2 True 300 300 10 6.257281 \n", " 10 6.314501 \n", " 10 6.263062 \n", " 10 6.259497 \n", " 10 6.264176 \n", " 10 6.288312 \n", " 10 6.329279 \n", " 10 6.248549 \n", " 10 6.223783 \n", " 10 6.313596 \n", " cpu-prebuilt 1 2 True 300 300 10 9.892106 \n", " 10 10.296226 \n", " 10 10.153770 \n", " 10 10.021806 \n", " 10 9.991169 \n", " 10 10.000944 \n", " 10 10.087013 \n", " 10 9.885430 \n", " 10 9.866834 \n", " 10 10.169029 \n", " 2 2 True 300 300 10 8.294463 \n", " 10 8.650362 \n", " 10 8.291662 \n", " 10 8.145630 \n", " 10 8.572221 \n", " 10 8.450449 \n", " 10 8.481145 \n", " 10 8.264840 \n", " 10 8.256376 \n", " 10 8.289516 \n", " 4 2 True 300 300 10 7.973313 \n", " 10 8.051932 \n", " 10 8.001566 \n", " 10 8.024305 \n", " 10 8.064538 \n", " 10 8.258611 \n", " 10 7.873803 \n", " 10 8.054614 \n", " 10 7.929951 \n", " 10 7.836729 \n", " 8 2 True 300 300 10 6.994680 \n", " 10 6.892636 \n", " 10 7.039666 \n", " 10 6.763458 \n", " 10 6.763175 \n", " 10 6.774992 \n", " 10 6.877095 \n", " 10 6.792203 \n", " 10 7.009849 \n", " 10 6.843984 \n", " 16 2 True 300 300 10 6.566666 \n", " 10 6.510623 \n", " 10 6.936930 \n", " 10 6.589137 \n", " 10 6.557748 \n", " 10 6.591357 \n", " 10 6.648198 \n", " 10 6.593898 \n", " 10 6.543301 \n", " 10 6.583177 \n", " 32 2 True 300 300 10 6.350499 \n", " 10 6.251678 \n", " 10 6.204356 \n", " 10 6.225489 \n", " 10 6.290961 \n", " 10 6.246470 \n", " 10 6.380927 \n", " 10 6.393492 \n", " 10 6.217804 \n", " 10 6.635834 \n", " cuda 1 2 True 300 300 10 10.004997 \n", " 10 9.960294 \n", " 10 9.951949 \n", " 10 9.849787 \n", " 10 9.889722 \n", " 10 9.934664 \n", " 10 9.874344 \n", " 10 10.011554 \n", " 10 9.832978 \n", " 10 9.998083 \n", " 2 2 True 300 300 10 8.304298 \n", " 10 8.443475 \n", " 10 8.288801 \n", " 10 8.127034 \n", " 10 8.200824 \n", " 10 7.984221 \n", " 10 8.341908 \n", " 10 8.341849 \n", " 10 8.268595 \n", " 10 8.097827 \n", " 4 2 True 300 300 10 8.020848 \n", " 10 7.975131 \n", " 10 7.946432 \n", " 10 7.830560 \n", " 10 8.027762 \n", " 10 8.086592 \n", " 10 7.941931 \n", " 10 7.936209 \n", " 10 8.145422 \n", " 10 8.004040 \n", " 8 2 True 300 300 10 6.731212 \n", " 10 6.797835 \n", " 10 7.010430 \n", " 10 6.831899 \n", " 10 6.808758 \n", " 10 6.724164 \n", " 10 6.924197 \n", " 10 6.806701 \n", " 10 6.778181 \n", " 10 6.741926 \n", " 16 2 True 300 300 10 6.526105 \n", " 10 6.713055 \n", " 10 6.875217 \n", " 10 6.591968 \n", " 10 6.549180 \n", " 10 6.682500 \n", " 10 6.605364 \n", " 10 6.516390 \n", " 10 6.619275 \n", " 10 6.594062 \n", " 32 2 True 300 300 10 6.252967 \n", " 10 6.505683 \n", " 10 6.416973 \n", " 10 6.322965 \n", " 10 6.244738 \n", " 10 6.224751 \n", " 10 6.631620 \n", " 10 6.219286 \n", " 10 6.271467 \n", " 10 6.598189 \n", " tensorrt 1 2 True 300 300 10 9.877920 \n", " 10 9.876132 \n", " 10 9.820700 \n", " 10 9.880185 \n", " 10 9.799600 \n", " 10 9.905934 \n", " 10 9.971023 \n", " 10 9.771466 \n", " 10 9.826541 \n", " 10 9.871244 \n", " 2 2 True 300 300 10 8.064449 \n", " 10 8.099318 \n", " 10 8.110583 \n", " 10 8.101583 \n", " 10 8.059144 \n", " 10 8.215189 \n", " 10 8.117616 \n", " 10 8.049250 \n", " 10 8.111775 \n", " 10 8.205235 \n", " 4 2 True 300 300 10 7.952839 \n", " 10 8.060575 \n", " 10 7.989317 \n", " 10 8.039922 \n", " 10 7.922381 \n", " 10 8.024842 \n", " 10 8.024156 \n", " 10 7.939219 \n", " 10 7.805288 \n", " 10 8.016050 \n", " 8 2 True 300 300 10 6.769925 \n", " 10 7.179871 \n", " 10 6.921858 \n", " 10 6.866679 \n", " 10 7.002726 \n", " 10 6.739497 \n", " 10 6.978109 \n", " 10 6.951377 \n", " 10 6.746009 \n", " 10 6.907374 \n", " 16 2 True 300 300 10 6.852485 \n", " 10 6.870307 \n", " 10 6.869771 \n", " 10 6.533362 \n", " 10 6.860301 \n", " 10 6.557144 \n", " 10 6.877601 \n", " 10 6.905422 \n", " 10 6.558336 \n", " 10 6.754749 \n", " 32 2 True 300 300 10 6.247517 \n", " 10 6.233811 \n", " 10 6.246682 \n", " 10 6.284975 \n", " 10 6.226789 \n", " 10 6.632596 \n", " 10 6.576888 \n", " 10 6.234635 \n", " 10 6.274536 \n", " 10 6.560322 \n", " tensorrt-dynamic 1 2 True 300 300 10 9.842515 \n", " 10 9.761214 \n", " 10 9.777784 \n", " 10 9.676337 \n", " 10 9.764075 \n", " 10 9.887338 \n", " 10 9.891748 \n", " 10 9.858489 \n", " 10 9.681463 \n", " 10 9.820461 \n", " 2 2 True 300 300 10 8.053243 \n", " 10 8.087158 \n", " 10 8.065522 \n", " 10 8.145511 \n", " 10 8.045971 \n", " 10 8.146882 \n", " 10 8.114696 \n", " 10 8.069873 \n", " 10 8.044362 \n", " 10 8.040249 \n", " 4 2 True 300 300 10 7.771552 \n", " 10 7.988602 \n", " 10 7.809043 \n", " 10 8.042753 \n", " 10 7.985413 \n", " 10 7.978261 \n", " 10 7.984698 \n", " 10 8.020997 \n", " 10 7.853121 \n", " 10 7.975161 \n", " 8 2 True 300 300 10 6.691709 \n", " 10 6.940439 \n", " 10 6.895855 \n", " 10 6.945342 \n", " 10 6.976351 \n", " 10 6.971747 \n", " 10 6.936476 \n", " 10 6.753743 \n", " 10 6.929055 \n", " 10 6.948888 \n", " 16 2 True 300 300 10 7.088885 \n", " 10 6.583475 \n", " 10 6.477609 \n", " 10 6.877258 \n", " 10 6.659865 \n", " 10 6.574184 \n", " 10 6.823711 \n", " 10 6.462626 \n", " 10 6.541923 \n", " 10 6.868303 \n", " 32 2 True 300 300 10 6.305601 \n", " 10 6.552197 \n", " 10 6.439712 \n", " 10 6.262217 \n", " 10 6.248925 \n", " 10 6.401818 \n", " 10 6.259941 \n", " 10 6.275486 \n", " 10 6.598327 \n", " 10 6.508533 \n", "yolo-v3 cpu 1 2 True 416 416 10 12.364388 \n", " 10 11.766911 \n", " 10 11.433959 \n", " 10 12.368202 \n", " 10 12.083530 \n", " 10 11.571765 \n", " 10 11.892796 \n", " 10 11.978507 \n", " 10 11.768222 \n", " 10 11.743665 \n", " 2 2 True 416 416 10 10.014474 \n", " 10 10.156333 \n", " 10 10.104835 \n", " 10 10.232568 \n", " 10 10.231614 \n", " 10 10.247052 \n", " 10 10.197282 \n", " 10 10.263085 \n", " 10 9.763479 \n", " 10 10.260940 \n", " 4 2 True 416 416 10 9.931475 \n", " 10 9.824723 \n", " 10 9.692401 \n", " 10 9.921670 \n", " 10 9.572893 \n", " 10 10.110289 \n", " 10 9.763539 \n", " 10 9.889036 \n", " 10 9.540707 \n", " 10 9.631872 \n", " 8 2 True 416 416 10 8.724585 \n", " 10 8.596435 \n", " 10 8.909374 \n", " 10 8.658290 \n", " 10 8.825153 \n", " 10 8.698374 \n", " 10 8.629158 \n", " 10 8.645639 \n", " 10 8.621648 \n", " 10 8.544594 \n", " 16 2 True 416 416 10 8.524381 \n", " 10 8.538470 \n", " 10 8.575514 \n", " 10 8.449160 \n", " 10 8.474402 \n", " 10 8.512363 \n", " 10 8.807898 \n", " 10 8.742295 \n", " 10 8.449383 \n", " 10 8.371010 \n", " 32 2 True 416 416 10 8.442033 \n", " 10 8.477602 \n", " 10 8.463278 \n", " 10 8.251451 \n", " 10 8.363865 \n", " 10 8.292355 \n", " 10 8.367561 \n", " 10 8.209728 \n", " 10 8.316364 \n", " 10 8.382883 \n", " cpu-prebuilt 1 2 True 416 416 10 11.433601 \n", " 10 11.618733 \n", " 10 11.794209 \n", " 10 11.749029 \n", " 10 11.710882 \n", " 10 12.343168 \n", " 10 12.012601 \n", " 10 12.103677 \n", " 10 12.069225 \n", " 10 11.991858 \n", " 2 2 True 416 416 10 10.141850 \n", " 10 10.001600 \n", " 10 9.752929 \n", " 10 9.903431 \n", " 10 10.131240 \n", " 10 10.340035 \n", " 10 10.143161 \n", " 10 10.171413 \n", " 10 9.914815 \n", " 10 9.956062 \n", " 4 2 True 416 416 10 9.597838 \n", " 10 9.945691 \n", " 10 9.665459 \n", " 10 9.828657 \n", " 10 9.881586 \n", " 10 9.817600 \n", " 10 9.695083 \n", " 10 9.725362 \n", " 10 9.908676 \n", " 10 9.770602 \n", " 8 2 True 416 416 10 8.663520 \n", " 10 8.951396 \n", " 10 8.647516 \n", " 10 8.727342 \n", " 10 8.622497 \n", " 10 8.685499 \n", " 10 8.726448 \n", " 10 8.622214 \n", " 10 8.901402 \n", " 10 8.654654 \n", " 16 2 True 416 416 10 8.496441 \n", " 10 8.662008 \n", " 10 8.602113 \n", " 10 8.516140 \n", " 10 8.661099 \n", " 10 8.776374 \n", " 10 8.589797 \n", " 10 8.519493 \n", " 10 8.693248 \n", " 10 8.449718 \n", " 32 2 True 416 416 10 8.393414 \n", " 10 8.290410 \n", " 10 8.331478 \n", " 10 8.428369 \n", " 10 8.426096 \n", " 10 8.431178 \n", " 10 8.472528 \n", " 10 8.439362 \n", " 10 8.480441 \n", " 10 8.533400 \n", " cuda 1 2 True 416 416 10 11.920929 \n", " 10 11.973023 \n", " 10 11.832714 \n", " 10 11.603832 \n", " 10 12.080669 \n", " 10 11.530995 \n", " 10 11.778235 \n", " 10 12.060523 \n", " 10 11.737704 \n", " 10 11.719584 \n", " 2 2 True 416 416 10 9.929657 \n", " 10 10.029256 \n", " 10 9.691656 \n", " 10 9.936154 \n", " 10 10.015130 \n", " 10 10.241807 \n", " 10 9.880304 \n", " 10 9.844542 \n", " 10 9.973347 \n", " 10 9.980798 \n", " 4 2 True 416 416 10 9.679258 \n", " 10 9.795904 \n", " 10 9.511650 \n", " 10 9.882748 \n", " 10 9.634823 \n", " 10 9.669513 \n", " 10 10.017842 \n", " 10 9.713411 \n", " 10 9.512872 \n", " 10 9.631932 \n", " 8 2 True 416 416 10 8.593932 \n", " 10 8.717254 \n", " 10 8.585066 \n", " 10 8.677602 \n", " 10 8.610740 \n", " 10 8.506611 \n", " 10 8.674756 \n", " 10 8.846745 \n", " 10 8.561283 \n", " 10 8.646011 \n", " 16 2 True 416 416 10 8.510336 \n", " 10 8.519799 \n", " 10 8.575954 \n", " 10 8.636869 \n", " 10 8.588895 \n", " 10 8.496560 \n", " 10 8.646935 \n", " 10 8.623302 \n", " 10 8.781746 \n", " 10 8.636773 \n", " 32 2 True 416 416 10 8.285634 \n", " 10 8.291133 \n", " 10 8.209787 \n", " 10 8.212481 \n", " 10 8.357562 \n", " 10 8.296773 \n", " 10 8.205108 \n", " 10 8.346349 \n", " 10 8.253429 \n", " 10 8.360378 \n", " tensorrt 1 2 True 416 416 10 11.571169 \n", " 10 11.469364 \n", " 10 11.564612 \n", " 10 11.774659 \n", " 10 11.580467 \n", " 10 11.241317 \n", " 10 11.301637 \n", " 10 11.224627 \n", " 10 11.325717 \n", " 10 11.432052 \n", " 2 2 True 416 416 10 9.914577 \n", " 10 9.901166 \n", " 10 9.689987 \n", " 10 9.913146 \n", " 10 9.708226 \n", " 10 10.325491 \n", " 10 9.793341 \n", " 10 9.730399 \n", " 10 9.858608 \n", " 10 9.903312 \n", " 4 2 True 416 416 10 9.983242 \n", " 10 9.728044 \n", " 10 9.706616 \n", " 10 9.643972 \n", " 10 9.389549 \n", " 10 9.587616 \n", " 10 9.485662 \n", " 10 9.732932 \n", " 10 9.661496 \n", " 10 9.573609 \n", " 8 2 True 416 416 10 8.472502 \n", " 10 8.901447 \n", " 10 8.548275 \n", " 10 8.690566 \n", " 10 8.634180 \n", " 10 8.637890 \n", " 10 8.601561 \n", " 10 8.741736 \n", " 10 8.792400 \n", " 10 8.556172 \n", " 16 2 True 416 416 10 8.454420 \n", " 10 8.384913 \n", " 10 8.474089 \n", " 10 8.416958 \n", " 10 8.738019 \n", " 10 8.446746 \n", " 10 8.558780 \n", " 10 8.438826 \n", " 10 8.447371 \n", " 10 8.359380 \n", " 32 2 True 416 416 10 8.227546 \n", " 10 8.245900 \n", " 10 8.250069 \n", " 10 8.245450 \n", " 10 8.260824 \n", " 10 8.226626 \n", " 10 8.300830 \n", " 10 8.197069 \n", " 10 8.247960 \n", " 10 8.225493 \n", " tensorrt-dynamic 1 2 True 416 416 10 11.405230 \n", " 10 11.441231 \n", " 10 11.518478 \n", " 10 11.760235 \n", " 10 11.911869 \n", " 10 11.619210 \n", " 10 11.651874 \n", " 10 11.228919 \n", " 10 11.464119 \n", " 10 11.517763 \n", " 2 2 True 416 416 10 9.788334 \n", " 10 9.919822 \n", " 10 9.725690 \n", " 10 9.730458 \n", " 10 9.962976 \n", " 10 9.943366 \n", " 10 9.785891 \n", " 10 9.609044 \n", " 10 10.007560 \n", " 10 9.811342 \n", " 4 2 True 416 416 10 9.646863 \n", " 10 9.618133 \n", " 10 9.865493 \n", " 10 9.634823 \n", " 10 9.460688 \n", " 10 9.692043 \n", " 10 9.489983 \n", " 10 9.643734 \n", " 10 9.732276 \n", " 10 9.521335 \n", " 8 2 True 416 416 10 8.508503 \n", " 10 8.661255 \n", " 10 8.521974 \n", " 10 8.677438 \n", " 10 8.544073 \n", " 10 8.550242 \n", " 10 8.539915 \n", " 10 8.539960 \n", " 10 8.608490 \n", " 10 8.745968 \n", " 16 2 True 416 416 10 8.877695 \n", " 10 8.753181 \n", " 10 8.482546 \n", " 10 8.488871 \n", " 10 8.564413 \n", " 10 8.424073 \n", " 10 8.465439 \n", " 10 8.487754 \n", " 10 8.584604 \n", " 10 8.871555 \n", " 32 2 True 416 416 10 8.353427 \n", " 10 8.194283 \n", " 10 8.239280 \n", " 10 8.308575 \n", " 10 8.282896 \n", " 10 8.198120 \n", " 10 8.187093 \n", " 10 8.159630 \n", " 10 8.184604 \n", " 10 8.262347 " ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "display_in_full(dfs)\n", "display_in_full(dfs_perf)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "## Plot the experimental data" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "### Plot accuracy" ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "scrolled": false }, "outputs": [ { "data": { "image/png": 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udyyxj/+T5P8t+PnU0fJ3J7nPKmpdMrxXVZdM8vIsDjH/MMnzk/xZd39mYrvK0E339zJcUxb6w6p6R3d/ZBW1TZn39Xq/P0py9dn352Q4Jv+3u78+Me9VkvxZFl9rr5rk1zMc77XYl+QdGR4E8U9JPr/UuV9Vh2Xo6PqbSa47WvyzVfX67n7hGve/k/xWhkBxMgRCX5Lkf3f3Z8crzl6LyTBzVV0ryQuz+G9hzsxwbJ/R3adMbLcnyb0z3EsXPrTm0CQnz4Lqi86Jkd9PcvHR2PeSPC3DdeA7S21YVYdneO/cK8kD86Nzfd6+mOGetxHXz/BZYHz9Pn2D867Fn+TC79u/SPIn3f2N8YpVdbUM79u7jxZdPcl/y/IP9hnPMxViPj/DAyj+cIn93zDJH2T4/45kOM/G130AAAAAADjgeaIrAAAAAABwsJoKir60u/ctsf6LM4RrFrpHVa0qQDxWVfdO8t8nFn0xyfW6+5eXCp4mSXfv7e53dvevZAiV/n9ZHGgb7/OKGX6PcUfJs5Pcv7vv3t1vnwoxz/bZ3f3p7n56hi5z987K4c+dbH9o6ntJbt/dT5gKxSVJd5/Z3R9eYp43JLljd1+7u5/U3R9cLsQ8m++t3X3vJI/IEIJZ6KFVdaXV/hJbeS7N3h/PHpeQ5LGrrXfkcRNjm9KNeYE3TYxNhYvH7jT6eXyu3KyqjsjKxvs6pbv/fRXbrUp3n9vdp+3/yhCWXGjfwuXLfK0llHa1/Oi68qTuvkN3v2MqlNnd53T3/8kQyhzXdtUsfp13k/3BuvcmuW53P3Op7urd/ZYkt87wAISxqffF/u3OGh3fsb2rPL6Tdc3CyC/K4s64X05yq+5+/FSIeVZbz36vW2UIGi900QwdUMf3n9Wa1/V6bP8x+88kt+7uX18qsNrdX8hw3/vricWPmXWYX41zkzw3yTW7+/bd/Wfd/bnlAvyz9/XLMjxQYfzaJsn/2sBruxPsP77nZvg88rCpEHNywWvx3vF4VV08w8MExh3fP5zkJ7r7N6dCzLM5z+vuV2R4fccPqDk+K9yXZtf+e4+Gz0hyi+7+0+VCzLP9n9Xd/9Tdj8/w4InHZXhwwFx192qv/5NfGQLiJ2dxiPkTGQLbW2X/+/YbSW7Z3U+cChEnSXd/Lsk9M5wbY49dw/vmeVkcVD87yV27+1eX2f+Hu/suGR7esd9qH7QAAAAAAAAHDEFmAAAAAADgoFNVl0hy34lFL1pqm+7+aoYuowtdJMlD1rH/Q5P834lFn88QFPv0WuabBQP/X3e/a4VVn5rk2NHYuUnu0t2vXOM+u7tf090nr2W7HaiT3Ke7373uCbrvNgvvrWfbF2boCLjQoUl+aTXbb9O59NwsDlg9atbZedWq6qQkPzUa/m6mw0bzNNX9eDXh2XEA+bkZQlT7XSTJbZaboKqukeTE0fC6zp0d6vd7eNDBirr7n7I4FJ8M3d53s89lCLZNhYwvZBZufNTEop+uqovOvbLVuW+Su43G/jPJnbr7g6uZoLvP7+5fSvKq0aJrZwgUrteGr9dLOCfJT3b3h1YsYHiYw+MzvCYLXSFDgHtF3f2e7n7sLGC5Jj08eOKXkrxitOiqWXw93Y0e093j82a1fjnDQ1YW+lSSO3f3F1czQXf/IMmDkozPhXtV1Y8vs+mNklxsNPanS4X+V6jh7O5+TneftdZtN9MsKP6PGYLWC30ryT27+4wtLml/iHjFLu+z9+3jsvghLVdOcvOVtq+q22T6/v6Q7p76TDFVw1MyfG4AAAAAAICDkiAzAAAAAABwMPq5LA6cfKi7pzpjLjQVdJ7q7LySByS5ymjsvAyBiG+uY74VzUKjPz+x6H+uIgB9IPvL7n77NtfwjCTjsNO4s+NStvxc6u5Tk7x8NHzpTD8cYDmPyRDaXuiF3X3Oemtbje7+VpJxh+rbVtWepbaZhUrHIcV/zeJQ9EqdnaeWryoEtQt8MsmT1rjNn06M3XQOtWynh3X3matdubvfl+Q9o+GLJbnuXKtavV+fGHvsaoOg4+2SjMOY4wc3rMVmXa+f1t0fW+3Ks8Dm8ycWbeW5+4Qk54/GVnvf2Kn+ubtfsp4NZw/S+JXR8PlJfra7v7uWubr73Ew/YOAJy2x22YmxeQfut82CTu03GS06J8PDBb6y9VXlyd39idWu3N3fS/KCiUWred/+4sTYq2ddvNfiv2cIfgMAAAAAwEFHkBkAAAAAADgYTYWPl+zGvMDLsziUdZ2quvEa9z8O2yTJybNA22Z5fIaOsQt9NtPdfA8mf7LdBcw6Bf79aPhqVXXcKjbfjnMpSZ45Mfa41W486yT96IlFz1l3RWszDg8flcUBrYVukeTiC37+fpL3T8yzUmfnAznI/Efdfd5aNujuf0/y76Pha1XV+EETu8Xbuvu969juNRNjN9xoMWtVVTdJcsvR8Lu6e6q+Fc26Ur9wNHy7qjp6PfNlc67XZ2T6eraSbT1m3f0fWRyUXbGz7A63kc8jD0hy0mjsJd398fVM1t3/luRfRsP3WmaTqQdhjD9z7WZPz/Aajz1ynde8jfpekr9cx3Zrft9W1WFJ7j+x6A/WuvNZmHqrPucAAAAAAMCOIsgMAAAAAAAcVKrqOknGweO9SV620rbd/f0kU93XVt2VuaqOSnKziUV/sdo51unOE2PP6O7e5P3uZO/v7s9tdxEz466CleRGy22wjedSZl28xx1M71hVV13lFPfI4tDZ27v70xsubnWmwsPLhZDHAeS3z0K7bxqN/8RSAfRZR8vbj4a/0N1fXa7QXWJfkleuc9vxeXRohg7fu9G4U/lqTXUDvtxGClmnu0+MreYhH8t5/ejnQzI8GGCtNut6/S+zDstr9fEk4/vnVh+z8X3j2rv4IQDfzOLr6Vpsxbl7maq6yhLrTnXZfeAG978jVNVDk/zWxKKndPffbHU9M2+YfSZfq3+bGFvpfXuDJOP31Re6+z3r2H+y8fMSAAAAAAB2JUFmAAAAAADgYDMVOn59d5+6yu2nAggPnnVsW41bZQjqLfTZ9XYNXI2qOjLTHefGXYAPNpvdtfgCNTiyqo6vqhPGXxnC9GMrhTm3/Fwaedbo50ryC6vcdqp783q6K67XWzOEbxea6pa83zjk/KYk6e6vJPnigvFDsjisvN/1k5wwGjtQujF/ortPX+e235gYO2YjxWyjd61zu53yGtx2YuwNG5zzIxNj6+kcvFnX63Uds1mI8szR8FyPWVUdWlWXmLpnzO4bZ402OTSLrzG7xQc2+GCV8bl7bpK3bWC+ZG3n7vuTnD8ae1hVPbmqdm1n5qq6dZLnTiz66+7+7a2uZ4H1vm9Pz+L3zUrv26lj/o717H9Ww+cyHXwHAAAAAIADmiAzAAAAAABw0JiFSR4ysejFa5jmTUm+Nho7Nsl9V7n9VAfd965h/+txoyR7RmNf6e5vbvJ+d7qpznwbVlXXq6r/WVV/V1WfrqozMgSczkxyWpJTJ76mOn1fYoVdbce5tNBLkow7mT6iqi663EZVdYUkdxsNn5bkH+ZY27K6+3tJPjwavuVUN9OqOiLJTUfDb17i+2Tpzs5TQekDJch8yga2HYdBk+ToDcy3ndb7Omz7a1BVh2RxYO/7STbaMfzbE2OXXcc8m3K9znzP3XUds1lg+c5V9ftV9bqq+kpV/SDJeUm+m+l7xqlJfm1iupXuGzvVuo9vVV0uyRVHw5/t7nGweK1Wfe7OArKvmVj0tCRfqKrfrqqfqKraYE1bpqp+LMkrk4zv6e9O8qitr+hCtvJ9e/WJsY9uYP/z2B4AAAAAAHYdQWYAAAAAAOBgco8klxqNfS/JP652gu7el+SlE4umOj1Pmeqyu1kBre3c527wnXlOVlUPqapPJflYkqcneWCSayY5KkO34rVaqUvgth7X7v5BFncov2SS+6+w6WOz+N8pT+7uH86rtlUah4gPy9Dleuw2SRZ21DwtwzHe702j9Zfq7HwgB5m/u4Ftz5sYGz94YbdY7+uwE16DY5McMRo7Msm+qur1fiX5wcS+jltHfXO9Xi8wz3N3Tcesqg6vqqcl+XqSf0nyP5L8VJIrJDl8nTXt1m7mGzm+l58Yu95GztvZufuxiXmXO3d/K0P4f6q+J2Xo8PytqnpFVT2xqm61U7s1V9UxSV6bxR2+v5Tkvt197tZXdSFb+b49dmJs/ECjtdro9gAAAAAAsOsIMgMAAAAAAAeTqbDx360jkPHCibG7VNVJq9j2+ImxjQQyVmM79rkbjLsJr0tVXaqq3pGhs/e15jHnzEoBp51wXJ85MfaLS61cVXuSPHo03EmeM8+iVmkqRDzVTXkcQH5Ld/cy81xz1iH0ArPf+7aj9T7Z3d9aVaU731QQ96DT3bv5dVhPuHi9poKBK5nL9XrCthyzqrp5kk8neXIWP2BlI3ZkMHYVNnJ8d8S5292fTvLTSU5fZvsTktwvyR8keWeS71bVP1fVI6pqR3Sin92v/j6LP8+cnuSe3X3q1le1yFa+b6eO+UavR8udIwAAAAAAcEASZAYAAAAAAA4KVXXpDJ0Ox15XVSes5SvJt5J8YjTPIUkevopSpgIR31vbb7Nm27HP3WDDQZiqukyStyW59cbLWbNtP66z4NZbR8O3q6prLrHJvZJcdjT2pu7+/LxrW4V3JNk7GpvqmjwON1+oA/MsjPzJFea5SYbO3AsdKN2YOTBsZRh0PWHb3RwSv5Cquk2GDsxX2O5adpCNHN8dc+529xuT3CjJq1c53xFJ7pbk5CRfq6rfrapLbKzEDfvzJHcZjZ2X5EHd/altqGe7HTYx9sMNzrndHa0BAAAAAGDLCTIDAAAAAAAHi4ck2TMx/uokp67j6zoTcz1iFXVMhRcuuortNmI79nmw+MskU6HdszJ0NPxvSe6a5NpJLpkhzLqnu2vhV5I7rGPfO+W4TnVl/oUl1n3cxNiz51jLqnX3WUneNxq+cVUds/+Hqjo2yU+M1pkKIL9p9PM4/DwVkBZkZie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"text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "def plot_accuracy(df, groupby_level='batch_enabled',\n", " accuracy_metric=['mAP','mAP_large','mAP_medium','mAP_small'],\n", " save_fig=False, save_fig_name='accuracy.resizing.', resize_type=['internal','external'],\n", " title='', figsize=[default_figwidth, 8], rot=90, colormap=cm.autumn):\n", " # Bars.\n", " df_bar = pd.DataFrame(\n", " data=df[accuracy_metric].values, columns=accuracy_metric,\n", " index=pd.MultiIndex.from_tuples(\n", " tuples=[ (m,be,nr) for (m,b,bs,bc,be,ih,iw,nr) in df.index.values ],\n", " names=[ 'model','batch_enabled','num_reps' ]\n", " )\n", " )\n", "\n", " # Plot.\n", " mean = df_bar.groupby(level=df_bar.index.names[:-1]).mean()\n", " std = pd.Series()\n", " axes = mean \\\n", " .groupby(level=groupby_level) \\\n", " .plot(yerr=std, kind='bar', grid=True, rot=rot,\n", " figsize=figsize, width=default_barwidth, fontsize=default_fontsize, colormap=colormap)\n", "\n", " xlabel = 'Model'\n", " xtics = df_bar.index.get_level_values('model').drop_duplicates()\n", " ylabel = 'mAP %'\n", " for count, ax in enumerate(axes):\n", " # Title.\n", " ax.set_title('Accuracy with %s resizing' % resize_type[count])\n", " # X label.\n", " ax.set_xlabel(xlabel)\n", " # X ticks.\n", " ax.set_xticklabels(xtics)\n", " # Y axis.\n", " ax.set_ylabel(ylabel)\n", " if save_fig:\n", " save_fig_path = os.path.join(save_fig_dir, '%s.%s' % (save_fig_name+resize_type[count], save_fig_ext))\n", " ax.figure.savefig(save_fig_path, dpi=default_figdpi, bbox_inches='tight') \n", "\n", "plot_accuracy(dfs, save_fig=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Resizing layer in the network" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "There are two types of resizing: __fixed__ and __keep_aspect_ratio__.\n", "\n", "The first one takes as input the image and returns an image of fixed dimensions, changing from network to network.\n", "Using this layer are the following networks:\n", "\n", " - 'ssd_mobilenet_v1_fpn_coco', 640*640\n", " - 'faster_rcnn_nas_lowproposals_coco', 1200*1200\n", " - 'faster_rcnn_nas', 1200*1200\n", " - 'ssd_inception_v2_coco', 300*300\n", " - 'ssd_mobilenet_v1_coco', 300*300\n", " - 'ssd_mobilenet_v1_quantized_coco', 300*300\n", " - 'ssd_resnet_50_fpn_coco', 640*640\n", " - 'ssdlite_mobilenet_v2_coco', 300*300\n", " - 'yolo v3', 416*416\n", " \n", "The second one behaviour is actually not completely clear, and have a minimum and maximum dimension of the output images. network using this layer are:\n", "\n", " - 'faster_rcnn_inception_resnet_v2_atrous_lowproposals_coco', min: 600 max: 1024\n", " - 'faster_rcnn_inception_resnet_v2_atrous_coco', min: 600 max: 1024\n", " - 'faster_rcnn_resnet101_lowproposal_coco', min: 600 max: 1024\n", " - 'faster_rcnn_resnet50_lowproposals_coco', min: 600 max: 1024\n", " \n", "From the analysis on the performance-accuracy benchmarks, it seems that the models using fixed resizing performs better than the one with the keep aspect ratio.\n", "\n", "YOLO-v3 is actually in the middle ground: its preprocessing is doing a fixed resize to 416 * 416, however the resize is done keeping the aspect ratio and padding, outside the graph. The graph doesn't perform any resizing, but takes 416 * 416 images as input." ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "def plot_accuracy_compare_resizing(df_raw, resize_type=['internal','external'],\n", " unstack_level='batch_enabled', groupby_level='batch_size',\n", " accuracy_metric=['mAP','mAP_large','mAP_medium','mAP_small'], \n", " save_fig=False, save_fig_name='accuracy.resizing.internal_vs_external',\n", " title='', figsize=[default_figwidth, 8], rot=90):\n", " # Bars.\n", " df_bar = pd.DataFrame(\n", " data=df_raw[accuracy_metric].values, columns=accuracy_metric,\n", " index=pd.MultiIndex.from_tuples(\n", " tuples=[ (m,be,bs,nr) for (m,b,bs,bc,be,ih,iw,nr) in df_raw.index.values ],\n", " names=[ 'model','batch_enabled','batch_size','num_reps' ]\n", " )\n", " )\n", " for index, row in df_bar.iterrows():\n", " (model, batch_enabled, batch_size, num_reps) = index\n", " if model == 'yolo-v3':\n", " # batch_size and num_reps are both 1 for accuracy experiments.\n", " df_bar.loc[(model, True, 1, 1)] = df_bar.loc[(model, False, 1, 1)][accuracy_metric]\n", "\n", " # Colormap. \n", " colornames = [ 'lightcoral','cyan','indianred','darkturquoise','brown','cadetblue','darkred','steelblue' ]\n", " colormap = mp.colors.ListedColormap(colornames, name='from_list', N=len(colornames))\n", "\n", " # Plot.\n", " mean = df_bar.groupby(level=df_bar.index.names[:-1]).mean().unstack(unstack_level)\n", " std = df_bar.groupby(level=df_bar.index.names[:-1]).std().unstack(unstack_level)\n", " axes = mean \\\n", " .groupby(level=groupby_level) \\\n", " .plot(yerr=std, kind='bar', grid=True, rot=rot,\n", " figsize=figsize, width=default_barwidth, fontsize=default_fontsize, colormap=colormap)\n", " \n", " xlabel = 'Model'\n", " ylabel = 'mAP %'\n", " xtics = df_bar.index.get_level_values('model').drop_duplicates()\n", " for count, ax in enumerate(axes):\n", " # Title.\n", " ax.set_title('Compare resizing: %s vs %s' % (resize_type[0], resize_type[1]))\n", " # X label.\n", " ax.set_xlabel(xlabel)\n", " # X ticks.\n", " ax.set_xticklabels(xtics)\n", " # Y axis.\n", " ax.set_ylabel(ylabel)\n", " patches, labels = ax.get_legend_handles_labels()\n", " # Legend.\n", " labels = [x.strip('(') for x in labels]\n", " labels = [x.strip(')') for x in labels]\n", " ax.legend(patches, labels, loc='best', title='Metric, External resizing?')\n", " if save_fig:\n", " save_fig_path = os.path.join(save_fig_dir, '%s.%s' % (save_fig_name, save_fig_ext))\n", " ax.figure.savefig(save_fig_path, dpi=default_figdpi, bbox_inches='tight') \n", "\n", "plot_accuracy_compare_resizing(dfs, save_fig=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "### Plot performance" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "image/png": 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QwqN1O1CqJ71vwE3+L72DkNcC5wKXAbdRvny/MrAusGn176FFxHzg5/QOnN4GnEqpYBuUitRbA03Vpp8NLBMRe2dmthlPNaY3Am+vNd/B/fv9Nsrzfjj9qwLOKhGxEqUy16Y9HnIjJYx4BaXSY6/3AJQv+s+jVHLsKTPviIhTKRXRFnliRKw0SCiB/kHm7w/Qx3Z0V66czFDvMZSAWKddKRWw+5no+W4XEUtnZj0Y3mSX2u+XZeYg25/JHgT8DFijo+0+SgXaf1CO3wdQqnVu1LD+A4FvRMQuo5xDZrBv0R3A+ielyum1lPP6QyjXlPp7OoBPR8RxmfmXYTYaEW+lVGtvkpRrywXA9ZT34XqU83x9Yos1gGMiYqfM/MMwY5hOEbEHJUDedN2CMpHDHyjXl+spAdfVgc0o+2IcY3gXUK/+ewv3X18XUK6v29AcrtuX8v558zjGM8d8Ftir1nYd5TW9gnIcP4QyuULTJDH/GRHXZeanRhjDfEqYun5P8k9KgP4aynvrgZQK3z1FxI7ALynHYZNLqz6vBxZSgm1b0h2CnA8cGBHzMvOrAz+TbmtSQpar1tr/TLlm3lCNYTPgoQ3rrwb8MiK2zsyLRhiHREQ8Fnhxw6LvjaH72ykV0K8EbgLupExcsz7weJrfk9tQJg/aMzMXDrOxiFiVMrHO4yZ42F+BCynnECj3UA+jTPg16qRXA6k+K34JeGXD4g9k5geH6OcnwFN7POQuynn7MuBflHPOwygTItQn8tgaOCEithpl0qOIeAvls3qnRZ+1rgbupXzm3I7mz9oviYijMnOQzzqLtrk05bP3Fj0ecgP3f9Zrun7NpwTK9xh0m5IkSZIkSZLUlkFmSZIkSZIkSdKcVFU+bgox/x34BHBQU6gyIlYEXgPsT/ly9yJrAgdFxM6ZeV+LIa0KfIf7vzR8AfBe4GeZeVdtDEEJ8R5Ad3Wpd0fEgZl56UQbi4hNgFc3LPo18CHg1ImCfVUF6qcAz2TxQGo/76E5mHk98C7gB5l5e21bK1JCBB+l+0vdT6WEkD85xBg6rQH8T8fvl1Be259k5h31B0fEppTAwVzxOZpDzJdQ9uvPM/OezgVVVa/XUo7Pehj49RFxTGYe2me7x7D4cTO/+v2IiVaKiAfSHEhdZNAKxVNdnbip790oYa1+JgoyL08JtRw/UQdV9ef1a831KtGj2oz7z1/70h1kfR1wyAD93DTENr/F/ZM6/ItS5f3LmXlj/YERsQWl6nq9wu9OwD7AD4bY7rA+Anym+vc84Kra8hMo5/R+7hxim/sBnVW/DwU+lJln1x9YhZveC/w7i1djXYYy7npos6eI2JUySUbdNZRj4sDMvK5hvWUolQI/xOJh3uWB70fE5pNYMX1sImID4Ic0h5jPBT4I/DIzb+ux/rrA04HnAzu3HMbDKRObLHItpSr3jzJzsWOoeu1fSdnv9TG/KSIOz8yjWo5jLtqBxd9Xf6e8b47IzHs7HxgRa1PuM99JdwDwY1UY7ZyW43gNsE7H778A3p+ZZ9YfGBHzKNeJLtXxdjDdgcm7KBW9D8jMCxrWC2B3yrntCbXFB0TEyZl57oDPpe4TLH5v+yPgfU0Tb0TE1sCn6H5+a1Amqdh5jk5SMaqNuT+o+RK676FfDfx0gH6GuV7POtX17Ad0f2/qbMr7po1TKfv2cOD8XmHkKoT7FODdlBBtp90o55WPD7rR6j37bZpDzLdSjoFv9ZqQKyKWo9wvPZ9yvzJMNeGBVZ/5DgaeVFt0D/DqzPzWEN39F80h5rOAj9HwGbsaw5rAOygVkDs/52xM+dz0siHG0GljYM+O30+nfC4+pv5/BxGxgPI+/Bjdla8/ExGHNo29h3cD2za0X0a5fh3W8FlvnWrZ2ynXr2Up1wRJkiRJkiRJmlT1WSYlSZIkSZIkSZr1ImIjSqCt7nvAYzLzS70qw2bmrZn5v8AT6a6muj3lS89trF79QPmC+2Mz80dNX1LO4hBK8PPq2uIFdFdhbLIP3X8H+Epm/ltmntIv+JGZF2TmZzJzJ0q1v75Bp4h4IiUkXPdnYJPM/Ho9xFxt69bM/CIlKHlxw/r/HRGb9dt+D6twf3jrN9U4vtcUYq7Gck5mXj9g3wsiYo0Rfib17zQR8UxKgKXuGGCzzDy0/sV2gMy8PjP/mxIIbdoXX62+AD+RoxvaJgrsLlIPKl9BqcC7yAYR0VShsV8/dwK/G2C9VqpgSL0y5M5VsKSnqora9rXmf9Z+b7PfYMzB7cy8MTOvq0KqTYHTWxct7/Nzb8O6vSwKFJ4PPC4zP9oUYq7G90dKVeoTGxa/ZohtDi0zb+/YN03vmXsG3DfDBHkX7Zt7gBdn5nOaQszV+G7KzLdTqqrX7THge2pR+Ocguq8tv6WcUz7WFGKuxnBXZn6DUoXy1NriDSmBySmRmftmZnT87D7IelXw6GBKRdi6D1Ku6wf3CjFX274yM7+cmbtQ9sXPWzyFDbi/yvI5wKaZ+e16iLna3k2Z+UlKpcZr6suBr0REr0q9S6LOEPMxlHvGw5rOW5l5dWb+J+W8U7+3WUCpXtz2Or/oGrsQeG1m7t0UYq7GcV9mnlRvr7Z9EPdPBrHIRcDWmfnGphBz1Wdm5m8oAeKv1xYvS6ne2VbnZCWvycx9mkLM1ThOpVwjP9+weEeaJ+xZ4mXmDR3XpKbz0S2jXK+rc1jnOXTZyX1GA1m+zz332hHx8IjYKSLeGhEnUO5V6++Pq4HnD3mvci8lEP24zNwmM/8nM8/LCSoqZ+a9mXkYpTLvhxoe8s4qXDyodwB7N7SfCmyYmR/MHiHmajx3ZOavM/NllIq9HwAaPyu1VU2scALdIeabgafkECHmiNiTMkFW3UeAJ/T6jA2Qmddm5rso5+76PctLI+LJg46j5qGUcz+UiV22zszfZMMEaJl5T2Z+gTKRzN21xWtSJhLrKyIeBfy/hkWnUu4NDunxWe+qah/swf2T6Ew0kZQkSZIkSZIkjYVBZkmSJEmSJEnSXPQpuqvPfR/Yb9CgWGZeBPwbpQpop7dVYaa2jgee2ytI2zCGtzUsesEA29mu9vttlC+5Dy0zz87MXw7w0PfTXdXscmCvzKwHspu2cynlC9U31BYtTaloNYo/AU+bKGDWwo6USphtf+rVtsetKRhxNvD07BHk75SZfwKeTPcX7FejVPGayGl0h2cGqaZcD+0eDtTDWxP2ExErU0J7nU5pCvmNWT04vAZlEoCJbMPiVVJvo5y/OrXZb03jma2uAXbNzH/0e2B1Xn0ppdpop52qat9z0esyc6BQYRWa+U2tOSgTXwziA8C6tbbjgKdmZlNItmkM11KqUF5aW/TKqhr8TPZiuqvTArw1Mz/QFFaaSGaelZlN5+lBXUW5vvbd95n5F0p4rH4+3wB41QhjmKvOA54xyD1jZp4IPK9h0VY0BwuHsX9mfqXlus+n+9pwObBLZp41SAdVmPNVwK9qix4fEXu0HNci78/Mrw4whoXAm4GfNPVRVbaV3svE99xXARdSrlmfZvGq9oscBWyVmecPs+HMvDAzX1jdNw8lMxdm5vuBL9YWrQ68cJA+ImI1ymewuhOA3TLzqiHHdGO/4POwImITSrj28bVFlwM7VhMnDNrXUpTJDeqTBb0/M/cf9FqcmacAz2HxCZOgOSA9jAMz822Z/avFZ+bvaK68PchnfSjH/TK1tn9Q7svq/4fRtP1jgX0H3JYkSZIkSZIkjcwgsyRJkiRJkiRpTomIjSkB5E6XAK8c5AvFnTLzYsoXhDutBzy35fDuAvYdMuz0I8qX7zttGBGr9FmvHjb786Ah7jYi4uF073eAt2XmlYP2U+3zpqrOz4qI9dqOD3hFr8pcc1FE7AJsWmtOSvXDgY+DzDydEvioe+VEleKq6l/1CpGPiYg1+mxyl9rvR9Nd3blfheKdgHm1tqkI9TZto99Y68tPAH5da9tyooqpVdXnnWvNF1UTA8wFb2hxDmmqcvvE8Q1pxjgiM+vVUvv5TEPblv1WqkLGL6013wLsM+y5NTNvAN5Ya16OSa6cPYoqOPXOhkU/zcwDpno8lXdl5hWDPriq6FufKAGsatvk9YNM+LFIZh4B/LBh0SjH9FnAJ0ZY/+0NbS/PzH8O00l17/wKuieI6DehyUTOY4gq7NUY3kg553RaF3j6COOQbgU+SammvNc4w7tD2p/u43vQiRDeRPcEXjcCL8rMerX4KVd9JjkZeHBt0TmUqsXDBsCfDmxYazuhzcQgmXk8UJ8sYseI2HzYviqXUSZeGMbnKVW9Ow16X/bshkVvzczrB914Zh4K/GzQx0uSJEmSJEnSKAwyS5IkSZIkSZLmmrfQXaHpA4NUQO7hQLqrMretsHdQZl42zApV6LleDTmAfl+wrleoG6WK9CBeSvffHc7KzB+36OurwEW1tvmUaphtHJ+Zf2y57mz18oa2n2fmqS36+jDd4YrVgGf0Wa8e7A26g8r3Lyxh+Id0NCVwbEM/w4aDm8YyGZq20a+acn2sx1SVADvDiQso1b97eQyl+nO/scxGF9BchbOfXzS0tQ2lzGQfa7HOb+gOJA6yb14NLF9r+1RmXt1iDFCqrf+t1jZq9drJtBewUa3tXkqAbDr8DRioEnfNR4B6sO3REbHt6EOaM35bhduGVZ/4BmDPiFi/5TgOGLbK9yIRsQOwRa356Mw8qk1/1WQS36817z7RhCZ9fKiq9jzsGL7QsOgVLccgAaxICcm/LyK2mq5BZOZNdE9k03c81SQbb2hY9OFhP3NOhojYl/K86hNwHQNs33KMb21oG6WK8v82tLW9Hzlg2P9zyMxrgNNrzetERH1SsroX0l2N+czMPGyY7Vfe02IdSZIkSZIkSRqaQWZJkiRJkiRJ0lxTrwp8O3BI286qLyOfUGvermV3bcfRVKnqgX3Wuab2++Mi4hEttz+IHRravtOmo8xcSHNAq2kbg/hey/Vms6Z99e02HVUVnA8dcBudhg321kO9f87MaymVne/uaF87IurVpifq51a6AwJjVwURzq017xgR9UkFAKiqLNdDKouqT9f33TD7rWn92eon1flgWG3OmbPN1ZlZr3reV1Ut/bxa8yD7pn5thZbn+GocCRxZa958hGDkZNu9oe0nmXn5lI+k+F61D4dSVRluqlg+0WQJS5o2AXEy80KgPlnIUsD2Lbq7Bzi4zTgqY32/VuohywUMUDW0wc1Am6AdwEENbdtXYU6prWWBZwGnRsQ3I2LFaRrHObXf146IB/VZ57HAmrW224FvjG1ULUXE/pTz6dK1RQcBT8rM+kRhg/S5Et2fw//WcqImADLzYsrEOZ1mw2f9put2q8+8mXkucFabdSVJkiRJkiRpGP5BR5IkSZIkSZI0Z0TEBkD9C9+/q4KYoziz9vv6EbFei35+13L7Vza01Stb1Z1S+30e8Is+AdBWqqDmExsWHT5Ct00hl60jol5texCnjTCOiRydmTHCz6RUSqsqeD2k1nwv3SGkYTS9Htv0WecM4KZa20TVlOth3aMBMvN2usNhjf1ExJrAZrXmE4et/DiCeoB4RXoHvXZg8Urp13N/iGCYKtRNIee5EmQ+ueV6bc6Zs03bfQPd+2d+RNSrLf+fiFiG7uP4wir8M4r6tXUBM7dy9k4NbaMETUf1yxHWPaKhbdoqkc5AM2HfnpOZt40wjqaAW33igGHV368AW7fo59jMvLPNAKqw3SW15pWAR7fpT3PKf/a77waWB9alvD/eCZzd0M9LgWMjYuVxDzAiloqIlSNijaYfoOl9sXafbpuuTb+pKjxPi4iYHxFfBT7csPgjmblfNalKG9tRPtN2alVpvqZ+fmtz3r4iM//Rcvtt7lubPl/8quX2ofn6JUmSJEmSJEljZZBZkiRJkiRJkjSXbNvQVq882cb1DW3rDtnHzZl5c8vt39LQ1u8L9k1V6x4FnBURh0XEPhExrmDfRpRwQKdbgAtH6PNcFq/CC/AAYIMh+7mP7iq5c11TEPD8qrp4W2c0tG3Wq9ow/F9l7eNqzRtOUF1ul9rvx/T4N/SuULwLUA+7T2Wo9+iGtl5jrYeTj+uosFof8+MiYrV6BxExj+7K2OdW1aHngrZh/zbnzNlmlLr5hvsAACAASURBVIkQht0/WwDL1NpmyrV10kXE0sDjGha1rgA5onvprtw5jKbKjzM1QA5ARKzYK/zX56d+3PZzeWZeN8JQx7VvmwKWA4mIBXRPLnNDZl7dts/KuN6vo1b9nHXHr2aGzLwjM6/KzBMz85OZ+VjgRZQq4Z2eQPvKukSxfUR8uPrMdXFE3Er5TPIv4NoePx9v6G7VPptrCtxO17UJygQ+vwBeVWu/F3h1Zu4/Yv9T9Vl/pRaVuafsvqz6TPDgWvOdwF9HGEPTuVWSJEmSJEmSxsogsyRJkiRJkiRpLmkKSL45InKUH+CAhn67QoV93Dj80/k/TdVkewZIATLzLODrDYvmAXsDPwCuj4g/RsRnI+IFLatMA6zR0HZ+RyhzaFWlrgsG3NZEbs7M+9qOY5Zq2kd/GaXDzLwUqFc2n0cJl0+kKUTcVV24qhS+VkfTvcDxHb/XA8I7VSHevn33GMNkOZ4SVOnUq5pyvf3/nmNmXgJc1LEs6A56Qwmr1YMOc6UaM7Q/bw59zpyFpvKa0nRt3XsM19amSu/DXlunwhp0V4C8MTNHCS2N4pK2FW0r5ze0rTlCf1Phy/QO/03089wht9O0b0Zdv82+vWGEMawFLF1rW20M79emIHOb9+tM2ccSmfl94Jl0Xxf3iIiXD9NXRCyIiLdTqoafCOxP+cz1UGCFlkPsN+lUU8Xm1hMhjMGvgCfV2m4D9s7Mr42h/6b7kS+O4fz2uoZ+Z/Jn/bUa2i4a8TPvqOdmSZIkSZIkSerLILMkSZIkSZIkaS6ZygBUvwBnXdMXlCfbG4CfTbB8HqWK3ZuA7wOXRcRfI+JTEbHFENtpqhZ20xDr99L0hfBh93vbKtiz2WS9Hk19tAkyN1Uorod6f5+ZndXJTqMEIRZZhVIltl8/NzB69ceBZeZNwJm15m0iYrnOhoh4APD42uPqYe1BqlBPd3B7sk3HeXO2mMp9M5OvrVNh9Ya2UQJLo/rXKCtXE4XcUWterqo8vaQbad/2WL9fRdUmo9y7zPT360zZxxIAmXkM8O2GRe+OiBikj4jYmBIg/iTNYdu2FvRZPtOuT49oaHtRZv5qTP3P5PPbVN6XNZ3zJuPcKkmSJEmSJEljZZBZkiRJkiRJkjSXTOWXm/t9sXzaZeZdwLMoVaauHnC1RwL/DvwhIk6JiF7VZDs1VQsbR4C4qY9hwypLYhByxrwemXku3cde0zFVD+kuFuqtgncnTdRPRDwI2LD2mOMzc+FEY5wE9SDxMsB2tbadWfzvdJdl5t/69DPIflsIHNd/iNJQlvRra1OYaRyTQ7R1S/+H9DWO6+tcNOq+Hdd+HeXeZaa/X2fKPpY6fbmhbUNg234rRsRmlHuvR415TIOYadenporAn4mIh42p/5l+fpsqTZ/1JuPcKkmSJEmSJEljZZBZkiRJkiRJkjSXzJ/uAcw0WXwZeCiwL/BLFq9sO5GtgaMj4oCImDfB4+5uaBvHl7+b+rhrDP3OdTPt9Ti29vt6EbHRol+qY2vH2mOaqgrXKxbXQ7wzpTrxIFWo62NtWucYIDt+3ygi1lv0S0QsQ3fA5syqKrQ0Tkv6tbXpPDed1YvHse1lGtq8vo6+b2fCfp3p79e5sI8195wJ3NrQvv1EK0XEfOD7wJoNi6+nVHp+LeW+byNKBeUVgXmZGZ0/lImnhjXTrk8vBW6vtW0AnNB57z+CmX5+myqT8bo3nVslSZIkSZIkaaz8T15JkiRJkiRJ0lxS/+I0wKeBj0zCtsZREXHKZOYdwPeA70XEAmBLSpXYbYEdmLjC1ZuBecAbeyxvCk42VYoaVlMfN46h37lupr0exwD71Np2A/5a/XtzFq+meAfwux79dNouIpapKo/DzAkynwjcw+LB735B5npIm8y8JiLOBTat9fOd6t/bAsvWVpuO56u5r+naegjtQlf9DDrRxlS6vqFtOivArjyGPlaq/b6Qqa3GGMM8ODP3pUzGMtlG3bdN60/1fUvT+/WflGvtuDVNnNLPbN/HQx27mh0y876IuJJShbnTI/us+moWv0+DUlF9f+CzmXnnEMOo39MN4nrgEbW26bw+/RbYCziCxd+r61HCzLtn5p9H6L/p/PZ64OAR+uxlJk8M1DS2+nV9WOO4t5AkSZIkSZKkCRlkliRJkiRJkiTNJVc2tC2bmddN+UhmsMy8Bzi5+iEiAng8sDfwYkr15ro3RMQPMvPkhmVNAZK1xzDUdQbclhY39tcjIpamOew+yOvRFdKlBHm/2PHvTid3hJM7nVlt7wHV78sB2wDHVb/vUnv8VZl53gDjG6vMvD0iTqVMELDI5hGxSmb+KyLWBjaurda0j6AEkzsDMrtyf5B5pgS3Nfc1XVtXWIKurTc0tK0ZEfMz894pH03ztXFgEbEmZXKSTv/KzGx6fKVp2SiBznFMrjEZRtq3Pdaf6jBc0/t11Rn0fp3qfbykHLsaXdMkVRNN9ATwgoa212XmgS22v3qLdZquTw9s0c/YZOZJEbEbcCSL77+1gOMiYq/M/EPL7pvObwtm0PltqjSd8ybj3CpJkiRJkiRJY7XUdA9AkiRJkiRJkqQxurChbf0pH8Usk8UZmfkBSlWvl9JcFfPNPbq4pKFtw4hYru2YImI14MH1oVKqCmpiTa/HY0fsc1O6J8i9MTP7VibPzIsbxrRLFaCH7kBuYxg3Mxdyf2h5kd0AImJD4EG1Zcf2G9skqj+HecDO1b/rz/dvmXl5j37qAedde/wbShXoEwcdoDSEJf3aeiPdVZmXYfTzalurR8Qo+/9xDW1Nr3GnpiqYy7fZeEQsC6zQZt0psElEjDIZfJt9O26XAfXJQFaKiJkSwG3aR6Ou33MfVxOj3FdrbnXsVtYYYV3NbE3vkXt6PTgiVga2rTVf0DLEDLBBi3UuaGjbsuX2x6YKKu8MXF1btBpwdERs17LrJf1+ZJHLgXq17/Wrz89tjXpuliRJkiRJkqS+DDJLkiRJkiRJkuaS3ze0bR8R/n/4gDJzYWZ+G3hZw+LdeqxzFd1B1XnAE0YYytYNbedn5lRXNpyNzgTurrWtGxH1oO8wml6PU4dYvx7sXQ14XFXpefvasl7ViZv6WRTmbTo2p7M6cdO2e411oud7PIsHsB4UERtGxIp0B1VOz8ymCQikUZ1Fd5hr0xEDM7NGVam4aZKAHRrapspWY1739D7r/KuhbdWW29+85XpTYVlGC6i32bdjVVUJP7Nh0XQer51aH7vVBDmb1ZqT5vv/TjfXfm977MLMPn7VUkQsoLmScT2I22l9ur9z9dsRhlG/Hx7ECQ1tM+K9npl/BnaiTK7QaWXgyKpq87Ca3us7tuhnVsvMe2g+z4/73kCSJEmSJEmSxsovbkmSJEmSJEmS5ozMvAi4qNb8ANp9MXxJdwjdX95fPSJ6VbE7paFtnxG2/8IBt6GaqvrgGQ2LpvP1aAr27kYJSHceU/8C/jhEP1tWod56deJe25wqp9JdwXRRYKM+1p5B5sz8F92v5W6U0Ea9auhUPt97G9r8u2NxHyVY12lW75vMvJPusFQAT52G4UyX4xvaXjnlo7jfKOfz5ze0ndZnnXpFaoBHt9x+m/DaVGq1b6uJOZ7ZsKjfvp0MRza07T3lo2j2uIjYqOW6TweWq7VdkJk39lmvfvxuGBHzht14RKzA7Av7eb0ezNZ0H1vQPVFTp7Ua2q5qs/GIeDztKjI3BZm3qPqbdpn5V8o9699ri1YADo+IpwzZ5fF0V5x/QkQ0hdDnuqZry/PadFRNEjFTrhGSJEmSJEmS5jD/QCFJkiRJkiRJmmu+39C2/5SPYparKlBe2rCoV5D5iIa2fSJilWG3HRHr0BwGatqGmjXtq1dERD382ldEPAbYbsBt9NKrQnE91Ht8Zt7X8FgAMvM84MqOpvmUam871x56SWZePMT4xioz7wZOrjVvEhFbAQ/tfChwbJ/u6kHnpv0GUxtkvqWhrSkAtMSpzp31ythzYd80XVvfHRFLyt+bf0J3IHCTFiGscXlqRKw/7EoRsT2waa35TuCXfVY9p6Ft2xbbXwC8Ztj1pth+VWB1WM8D6lXKr2R6JmH5Id0TKrw4ItabhrE0eV3L9V7b0PaTAdarH7/LAFu02P7L6X0fPFN5vR7Mm3u0/3qCde5uaFu55fbf1malzLyW5vu//2g5jrHLzL9TqkT/tbZoWeCnEfHsIfq6Ffh5rXke8K6RBjk7/ayh7dkRsUaLvl4ErDTieCRJkiRJkiSpryXlD8uSJEmSJEmSpCXHl+mu1LRnROw3HYOZ5eqBl3torsoIcDBwba1tNeBDLbb7CbqDIv8EDmvR15Lqa3QHLDYC3tSir883tJ2SmU1Vnxtl5hV0Bxh2APaqtfWsTtyhHvx9K7BmrW06qzEv0jSGD9d+Pyszbxiyn13ormh6B1Mblru5oW3dKdz+TFffP3Nh3/wAuKbW9miWkIlCMvNSSji07qsR8YCpHg8lAPaJYVaoQucHNCw6JDN7XdsXOZ/uKvO7tqiC+Q667y1mmrWB9wyzQhV8/ljDoq9nZlNF3EmVmefTHcBcBvham0rEk+D1EfGoYVaIiOdQJi7plMBXB1j9jw1t+w65/bWA/zfMOjOE1+s+IuJ5QFOY9oLMbJrEYZH6NRFg+xbb35MSJG3rfxra9omIZ43Q51hl5uWUysxn1xYtAH4UEcM8/880tL22mqhjiZGZx9P92Woluj9rTKiadGyodSRJkiRJkiSpLYPMkiRJkiRJkqQ5pQpMfqph0ddGrZwYEUtFxDMj4pGj9DPZImLliHhXRKw6Qh9PBeoBpXOqaqNdMvMu4CsNi94YEc8dYruvoTlc8sWJKvVqcZl5NfDjhkX/PcwX/SPio5TAcd1nWwyrHlJeEdi6z2MG6Wf3hsfMhCBz03Opj3WQ53sSi0/OsAbwuNpjfle9B6fKhQ1t9TEtyer750ERsfq0jGRMMvMO4L0Niz4YEa8atf+I2DUithy1n0n2caB+HXogcHjbMHNEtK3eCSWo9sYhHv9ZYPNaW9I8WcXiDyrX3yNrzfMo+2QgEfEk2k1uMh3eGRFPH+SBVTD4+3QHtO+kTCoyXd5N9/H6b8CXqsrYrUXEoyPiGSN0sQA4NCLqFax7bW8Tmu8xD6+qvfbTVHH81YPez0fE8pTJHNYZ5PEzjNfrHiJiXkS8HfguEA0P6RdcvxioT0azVUTsMcQYNp1g+wPJzCNpDut/MyJ2adNnRCwdEcu0HVOTzLwG2Bn4fW3RPOA7g95LZObvgJ/WmpcGfhIR9WvcUCJimYh4RRXunQ0+19D26kGD4dW14AeUCTwkSZIkSZIkadIZZJYkSZIkSZIkzUUfAuoVtJYBfhER/ztsoCwiHhwR/06pevQTugO+M83SlMqAl0bEARGx1TArV196/1bDoqZqlJ0+RndgYingoIh4XUT0/JJ+FSZ4F/DFhsXnAJ/us211exfdAYvlKKG750y0YkQsGxGfogSh6o4CftRiPP3CxVdn5rlj6GfQx0y2M4B/9XlM33FWAdJTR+1nzP5B93PbMyIeOsXjmKnOqv2+FDBy2HcG+Brwm1pbUKoSfyci1h+ms4hYKyJeHRFnUEL9G49pnJOiqszZFObeFvjdMIGxiNg0Ir5Od9XcQSzs+PdnI+J9ETF/gm2tFBEHAm9oWPy1zDxtwO1+s6Ft34j4r6rac6/tz4+ItwC/ABaNc2Gvx0+zReOaB/wwIl7b595lbUqgbu+GxR+qKnlPi8w8m+Yqm68CToyILYbpLyKWj4hnRcThwLnAU1sObdE+3hg4pgpyTrTdvYDfAvXQ823AmwfZYGaeQXcl2GWAX0XEw/ts/9HAccCuVdNMPXZ7uQi4tdb2bxHx4OkYzCRaPiLW6POzfkRsUk1K9XHgEuCTlM9NdUdk5iETbTAzFwK/alj0w4ioT9TTJSKeDZwIrLWoy37rTGA/ynui08qUY/wdg4aSI2K16jPvxcDY7+ky80ZgN8rz7rQU8JXqWjGINwDX1drWpFyL31FNPjCwiNg4Ij5AOSYOpHxemg2+TPm80SkoIfa39rk2rwMcRpngAmbfuU2SJEmSJEnSLNTzD5qSJEmSJEmSJM1WmXlnVUnvdyxeYSiAtwGvjYgfA8dSqkJdC9wELAusQvki9GaUimU7AUOFPWaQlSghjzdHxKWUwNQZwJnAFcCNlIqBKwAPAZ4APJf7v9Dc6RLgSxNtLDNvi4j9KBVk53UsWpoSUH5ZRHyDErq8gvJ6rEepUvtK4LEN3d4NvGiKq83OCZl5RVXh+uDaolWAgyPit8B3gJOBKymhngcBT6YEnZrCPTcAL+tVmbuPYykhjV6hsIHCuJn5j4j4O70DFn+tKrNPq8y8LyKOpzngBnAPcMKA3R1DORdNtHzKZGZGxBHACzualwNOrgLwJ1Le43c0rH5TZt47BcOcTofTHbD77yowdyhwAXAL3aGROzOzHjibMarX/QWUc8ZGtcX7AS+IiJ9SQoenAldRrjMLKOed1YFNKNfWbYHtmX0Tb3+MUqW+fp18FCWUeRzwM+B4ynn1eso1dnXKfcWWwNMp+wGaq2j2cyLl+r455Xz6QeCFEfFtSuDyCsr3ANYHngS8mOYJWC4H/mOI7f6Scg9Rr3j5HuApEfFVyn3XdcDylOv7LsCLgEd0PP6bwJ50VzCeCQ4FtqHsu2Up9z2vjIjvAKdQXtPlKfdMTwP2BZqqcZ8JfGIqBtzHh4BNgWfX2rcC/hARJ1AC5icBl1Ler/cBq1Y/j6Tcm21JuVcbKhzYw2co9+JUff8xIg6h3KtcUI1hLcr75YWUY7jJ/pn5jyG2+1903w89DDgnIr4G/JwS3rwLWAN4DOU1fhb339PeSgk5vnWI7U6rzFwYEb8EntfRvDwl8PlpyvnkSmb/9fq9NE800cbxlM9Dg/gfynHaeW+7GnBSRHyPUu32TMr98wqUc/Gi8+I2HevcDXwdeF2bAWfmXyLitZTqzp2WoZyL3hQRPwSOpEw6dW21/AGU98ETKQHjPSnX7EmTmbdExJMo18rO6tUBfCYils/Mj/bp48qIeCZlcpVlOxYter7vjogfUF7LsyjX4lsox/6qlOrqj6Hcj+xO9z3NrFB91nglcBqLv24LKJOAvbS6NziZcm+wHLAB5bPJvpR9sUjnuVmSJEmSJEmSJoVBZkmSJEmSJEnSnJSZF0fEzpQvbNerji0PvLT6WVI8GHh1y3VvA/bNzFv6PTAzT42IV1G+jF8PrD6x+hnUfcB+VVVBtZCZh1QVxj7QsHj36mdQtwHPaBsSzswbIuJPlNBAk6OH6O5oSvi9yUyoxrzIMfQOMp+WmfXqeb0cTQkrNrkF+MOwAxuDL7N4kBlgXfqH93aghObmsqMpgbwNO9qWohyzvY5bKOfNiZZPu8y8vqo8/Cu6J5+YTwl/DRoAm3WqMPfzKWH1HRsesnP1M5nuBfahBGtXr9o2Aj4yRB+3AHtnZr+q8f+nCky9nDIBTD3o9nj6THZSOZFSSfOCQbc7xW6mBD6P4f5w3BYMN6HNFcAzZ0IAtAqxvhD4NuWYqduR5uN4Mh1M2bevr35fmnItqV9PJvLtzDxgmI1W90M/BZ5ZW7Qs8KbqZyL3Ai+ghNxnmy+zeJAZykQCn+yz3jaUSSmWFAuBzwP/mZlNwe4umXl2NYHL22uL5lEmkXjxgNt+DYsHcoeWmQdVVeKbXtcHUyauGGbyikmTmbdHxNMo54On1RZ/JCJWyMz39OnjpIh4MvBTymQpnVYH3lj9zGmZeWb12fubdH/2fizwqQG6OQb4MAaZJUmSJEmSJE2y2TbDtSRJkiRJkiRJA8vM8ynhk5+NsduFlCrGS4qrgN0yc+DgYWZ+kxIUGTgg1eB64MmZ+eMR+hCQmR+kVHgbpar1JcBOmXniiMOZKGQ8TAB5XP1MtnGN83RKJcgmJ0xHYK46Fj4/1dudDTJzISW8dM90j2UyZOaVwHbAVylV1sfl9jH2NWmqST32BL7AeJ//MGO4oBrD1S1WvxLYNTPPaLHdP1Gu723ug44EnjpoQHC6ZOYpwDPofc6dyF+BHTLzkvGOqr3MvJsSEv53mqvutjXoRBxN3kypbNzGF4CXt1x3P0rF+GHdBjw7Mw9vud1plZnHUsLManY3cAiwTWa+JTOHvRb9B/DDltu+B3hVZn6r5fqLycz/pZyjbxhHf5MpM++iVItv+qy3fxUQ79fHscATGG/g/m7KxAWzRmZ+m3Lf2ebafCzlmJmT96ySJEmSJEmSZhaDzJIkSZIkSZKk6fIXShih8+fb495IZl6Xmc8E9gJOGKGrPwP7Axtk5kyvTnYTpfryL2gfDLuFUtHrkZl52rArZ+ZhwMbAdxjuy+D3UMItG2fmUcNudxKdSvfxOs6A/KTKzC9TqnL9guGCd7dRKuxumpl/HMNQeoV3/56Zfx9DP0n5Qv5McQ5wTY9lA1egzsx76F3FeDqD228B/h/jDcfNCdV1Ykfgb9M9lsmQmbdl5muArSnViRe27Ooi4KPAo2bTxBWZeVdmvpFSYbzNOSeBo4D3jTCGMygV7n/MYOf1pFyTH5uZrau4Z+YRlOc96L3Qv4B3AE/JzJvbbncqZeaRwOYMHnq9B/gMsEVmXjxpA2spi88AjwS+Qvt7w+soleN3BN46wnjuy8xXUYJ3Vw642j+AZ2XmG6vJItps9zbgqZTKo4Pug6OBzTPz5222OYO8AXgvS9ZkTHX3UCZKuphSHf4AyjG4XmY+NzNPb9NpZi7MzBdQJgsY5hx3OrBtZrYN9fcaz8+AjYDP0e69fhHwn5RJjCZVdX/7QuBbDYv/PSK+HBH1KsP1Pi4EtqVMVHB2y6HcB5xCqeC8bmZe17KfaZOZBwFb0fvzQt2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"text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "def plot_performance_per_backend(df_raw, groupby_level='backend', unstack_level=['batch_size'],\n", " performance_metric=['avg_fps','avg_time_ms','graph_load_time_ms','images_load_time_avg_ms'],\n", " save_fig=False, save_fig_name='performance.backend.',\n", " title=None, figsize=[default_figwidth, 8], rot=90, colormap=cm.autumn):\n", " # Bars.\n", " df_bar = pd.DataFrame(\n", " data=df_raw[performance_metric].values, columns=performance_metric,\n", " index=pd.MultiIndex.from_tuples(\n", " tuples=[ (m,b,bs,be,nr) for (m,b,bs,bc,be,ih,iw,nr) in df_raw.index.values ],\n", " names=[ 'model','backend','batch_size','batch_enabled','num_reps' ]\n", " )\n", " )\n", "\n", " # Plot.\n", " mean = df_bar.groupby(level=df_bar.index.names[:-1]).mean().unstack(unstack_level)\n", " std = df_bar.groupby(level=df_bar.index.names[:-1]).std().unstack(unstack_level)\n", " axes = mean \\\n", " .groupby(level=groupby_level) \\\n", " .plot(yerr=std, kind='bar', grid=True, rot=rot, legend=False,\n", " figsize=figsize, width=default_barwidth, fontsize=default_fontsize, colormap=colormap)\n", "\n", " xlabel = 'Model'\n", " xtics = df_bar.index.get_level_values('model').drop_duplicates()\n", " ylabel = 'Images Per Second'\n", " for num, ax in enumerate(axes):\n", " # Title.\n", " ax.set_title('TensorFlow with the \\'{}\\' Backend'.format(axes.keys().to_numpy().item(num)))\n", " # X label.\n", " ax.set_xlabel(xlabel)\n", " # X ticks.\n", " ax.set_xticklabels(xtics)\n", " # Y axis.\n", " ax.set_ylabel(ylabel)\n", " # Legend.\n", " patches, labels = ax.get_legend_handles_labels()\n", " labels = [label[1] for label in [x.split(',') for x in labels]]\n", " labels = [x.strip(')') for x in labels]\n", " ax.legend(patches, labels, loc='best', title='Batch Size')\n", " # Save figure.\n", " if save_fig:\n", " save_fig_path = os.path.join(save_fig_dir, '%s.%s' % (save_fig_name+axes.keys().to_numpy().item(num), save_fig_ext))\n", " ax.figure.savefig(save_fig_path, dpi=default_figdpi, bbox_inches='tight')\n", "\n", "plot_performance_per_backend(dfs_perf, performance_metric=['avg_fps'], save_fig=True)" ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "scrolled": true }, "outputs": [ { "data": { "image/png": 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nJKmLbqeZSJIkzQsRsZhyutx/0T2I5nrK6RQdb9GiuaOZOHFzB2WXrk7uDZwVEf3sxCdJkjQnOP6aPSLiEcCpTAxivpbyOTWtArw/Ig4bsMlNKTvbNoOQb6b7z/suEbEPsLRDfYCk9PumDq+tCZwYEa9p09lau48C/o+JQczdPqdVgaMHbU+SJEl3i4iFEfFu4A/AK5g8iBnu3gTpXcDnp7l7rUTEShHxMeBbTL4gcz3gjcDPIuLeA7b1OeCHwKuB7en9PWpN4DlVm++ICNcJSJIkTSIiHg6cR/dx3Q2Uee6mhcARVeDIIO1uBpzNxECbG+g8NwolEOatfdx7A+B7dA+0uRG4kjKfO5DqpL1z6B5oc2OX+y8AXg58JSImCyyYzMeY+LxgOXANcGe/N4mIxwBfZmKgzfXALQP2TZKkFZpjq8E4tpodIuIg4KN0DmK+nYnrU9YCvlz93vdUnfx7fCO7GZDcTz+3YfyhAXcAH29R/83AOxkfxHwHcDXlZ9+0AXBGRPQbnLxul/yxNq6nrAtpWhP4YkS8oM92JoiIpwCfZXwQ81i7nX6fdwP+t5Y+mrIGqj4Pfwvd1ya9KiIOHrS//YiIVwOn0T2I+Va6/+yg3dosSRoaT2SWJEnzVnVC3ynAHo2XrqOc3Pc14GfVRAARsQrwAODhwNMZf2pHL08Adq7+fRvli+uJwG8z886IWI1yMsZ/Mn6yYAPKpMV2Uzl9Q5IkaTZw/DWrrE7ZmXnVKv0dyi6+Z2XmLVXgwrbAC4FXUU5lHnNURPwsM7/Zss2PUnZwBfg58B7gm5l5JUBErAU8Dvhrs2JE7Eo5Obr+UOzq6p5fBi7MzNurshtQdiB+HVAPSn93RPwiM7/Vos9rUD6nsaD7Mymf03drn9P9KTsKv5Lxn9N7IuLCzDyzRXtz2XsonxWUnYa3qr32XuCPk9T98XR1SpIkzV3VJkidvj/UXU9ZUNPcnAdm0UKb6rvQpyjBwp3cTFkwVN88ZxvK+HPfAZrstugrKQsxl1MWB3Y6OeP1lJMvXjJAu5IkSbPR+4HPVf9+NXCf2msfAH43Sd0Jp4dVJ+udzvhgi38BJ1TtnJ+Zt1Rl16KMZ18NPKpW/sCI+HlmHtfqnZQ50rHNfc4EjgGWZuYNVXsbUcacbwHWqdV7XUScnJkXTXLvI4FNauk7KXPqnwJ+mpl3BQ9V8+vbAjsCT6TMx0+qGhN/gfFztgAXAe8Avp6Z11RlNwH2Ad4AbFQr+0TKXP9Le7XX8AzKswYo4+H3A1/k7ucFK1ev79jjPosoc6Bj88CnUuaoz87Mm6u+b1i1dyPwdeDyquxewJNq9zqter2bv/V+W5IkjYRjK8dWjq0qEfEwylqXutsofwsnUT6TrALGx9an7EZZp/FpJj/9t+6jwGHcHd/1pIjYLDP/0qK7BzJ+zvyrmdnv5/J47l5/cw3wPspm8BdV728lyrqeN1LWfIxZn7JW4Pl9trOcsqnB14EfAb8cW08CEBGrAtsBewMHM/7v8tiI+FFmXtxnW2M2pvxtrkSZpz+ackL4r6r3tgrl/52jGH9K+rMi4uNV/VdWeX+tyn01M/9c9Xkd4JmUv8t71OofFRFfqL+/YYmI/Sk/o6YvU/7mlmbm1bXy9wIeQvm7ehqweNh9kqS+ZaaXl5eXl5eX17y8gCMoC7fq1+nAen3Wvw9wYJfXDu9w76TsovegSe4ZlImvZr0P9OhLs73DW34WSxr1l4365+Pl5eXl5eU1/y7HX+Pqz+j4q0N79euNPeruSAkarte5DFjUo96yLu19AFjQou8bUB741O/xLeCePeotBI5r1Ps7sPokdbae5HM6rEd7D6E8tKvXuQRYs0V7fxjgZ3tu4x6P7FG++XfY6+ffuo9t++Tl5eXl5eXl1bwoi4bO6jAmu7Yaz+wMrFIrvwqwA+Ukke9QFjwt7XLvpY177tayb/s36p/QR53XdXgvl1NOmd64Vm4D4MXAn2rlzmvUW9ZHe2dUZX9D2XBmL8p3gqiVWQDcD/h/lAWmzf49b9S/B15eXl5eXl5ew76GMBZcBbigcY+fAVv3Uff1jXo3A5v3qNNpnvJ24D961NuOu08s6znnXb2v6xrln97ic1kMPKNHmcM6vJdPA6v2uO/3O9R7co+2Du/y2f0G2KzF+1rS5T63Ac9u+bvT7NPho/578PLy8vLymurl2GrS9+XYauJ95tXYqvo5/6bRjyuB7SepE5N8ngksmaTuKY2yb2vR19WAqxr1HzPAz/zHwIY93t8nG3VuBe7RRx/fMdn771B+Q0qwc72tE/qot1uX93YZsO0k9dYEftqoc27tc/02sNYk9bdl4v8jr+qjv0sbdXbrUf7fKP8f1uv8E3hUn5/rGpRnBpOux/Hy8vKarmsBkiRJ81C1W95rGtlnUCZlru5QZYLM/H2228Uvgadl5oWT3DMz862UL/N1B1Uny0mSJM1Jjr9mreMz84jJCmTmBZQdbbOWvTnlFOK2TsnMQzPzzhZ1XsP43aq/T/m9uWKySpl5B3AQ8I1a9kaUU6bbOjYz39mjvZ9QdoOuWwK8YID2JEmSVnRvZeJJzGcA987MN2bmjzLztrEXMvO2zPxZZn44M/egBOh+jlkgIu5DWfhV92Pg/pn5ocz8+1hmZl6ZmZ+gLDY6vcremfZOAx6WmffPzP/KzK9n5rLMvGtMn5l3ZuZFmXlM1d7HGvd4a0S4XkCSJGm8F1A20BnzR0oAwB96VczMo4AP1rJWAw4ZoA//nZnH92jrF8DbGtnPnKTKVow/BfG8zPxSvx3KzGsy85Rur1cn0DWfD5wNvDAzb53svpSTApc1XnpTv32ruQ54bLY7ta6bQzNzVnzfkCRpjnNs1bk9x1ZzwzMowaljEnhqZv68W4VqfcrhTFyf0o8PN9IviYiFHUtOtC+wXi39e8pGom38GXhCZv6jW4Fq/vkVQL3MKsBTe908M/87M5f125mqH0+kBI+PeXZErNelymRuo6xB+e0k7d3ExP9jHkH5XH9HWZt0wyT1f0s5nbquub5kGI6g/H845kZg18z8Xj+VM/NfmXlMr/U4kjRdfDApSZLmq0OBVWvpaygTOXdMY5snZea5fZb9L8pkz5hVKSdxSJIkzVWOv2afaygnw/WUmWdTdnCuO6hle7dTdm7tW0SsDRxYy7oDeMlkD2DrqgdlrwbqgdMvbdMHyg66r++zvbOYGDDT9nOSJElaoY1oE6Tp9F+MXzh0ObDnZO+lWhT1dMqJHq1l5gcz87wW5W/NzJcB361l3xvYc5D2JUmS5qOICCaOU1+emVe1uM2bGT8P/ZKIWKlF/YuYuPi9m09Q5lPHbBoRG3Ypu7iRvqRFn/rxXGD9Wno58LJ+ng9k5nXAqxrZO0XEw1r24e2Z+deWdTr5JfCRIdxHkqQVmmOrKXFsNTu8rJE+KTO/32fd5vqUnjLzu8Cva1mb0EeAcKW5ZuG4+qaXfXpdP/Pz1dx2c23Jg1u21Zfq/4tP1LJWBR4+wK2OmywAvdbeucClHV56bfW+ezm5kX7QMDcTjYgHAE9uZL86My8aVhuSNN0MZJYkSfNVcyer42dgB6nmjmhdVV+wmwEQTxludyRJkmaU46/Z57PVrsv9an6e20bE1i3qf61+2lyf9gTWqaW/lZkXt7lBVf5ntaztI2KdbuU7+HT1QLdfzc/p3yJiSYv6kiRJK7pRbII0LSJiLeA5jezX97ng62ZabgQ0BO9ppHef4fYlSZJmsx2B+9bSF2fmN9vcIDOvpWzSM2ZdYLsWt/hovwEH1ZizeaLY/boUv7aR3nGYC+opJ6XVfbPlPO9XmXhyYPOek7kdOKFF+ckcP0DQhyRJmsix1eAcW41YRKwL7NrInur6lH402+i5qXpEbA/sUsu6hfY/v6uAL7Yo3wzo7va3MgzNDT136Vhqch9vUfYnjfQVwNf6qZiZfwLqzwbWBO7Vou1e9gGilv4rg53+LUkjYyCzJEmadyJic8ppEnXNna6G7e+ZeX7LOqc20jtGxMrD6pAkSdJMcfw1a32lTeHqRLfLG9ltHgJ9t3eRCR7dSJ8+wD0ALqj9ewGwc4u6bT+nc4ErG9mDPCyTJElaUY1iE6TpsgewqJa+Bvhsv5Uz8yyg1UY+UzSMRV+SJEnzVXOu8oyOpXq7oJFuc/rd2S3b+lMjvW6Xchcz/kS4+wLHVxvzDEPzVLQvtalcBbc067Q5ae0XLU93nMwg89ySJGkix1aDc2w1eg9lfMDoMNan9ONTwPW19B4RcZ8edZrBzl/oZ6PNhu+33Gi037+VSUXEBhHxqIjYOyJeEBEvi4gD6xcTA8o3b9nMNcCvWpS/rJH+fmbeOYX6A302XezWSH9+Lm4QK2nFtnDUHZAkSZoGOzbS1wO/nuY2mxNmg9RZHdiG6e+rJEnSsDn+mp1+1rtIxzp71tLb039Q+i8HaK8ZOHHf6mFUW1s00hu3qDvo5/TYWnp7BttRWZIkaYUyok2QplNzA50zMvPWlvc4FXjdVDsSEWsAD6CMhdeinPbQa2Pztou+JEmS5rPmXOVGA85VNk8JbDNXuaxlWzc00mt3KpSZyyPi48B/1rJfDDw9Ir4IfB34XmZe07J9IuIewEaN7OYpZv1o1mlz2uIgc9Od3MHEkxglSdJgHFs5tprLY6vtG+lhrE/pKTNvjIgTgVdWWQEcyPjftbtUwfP7NbKPbdsu0/S30klE7AjsD+wNbNayXWgfGHxZy1PBb2qkL23Z3o2N9LA2OICJa7N+MMR7S9KMMJBZkiTNR/dopC9puSPWINp+WSUzr4iImykBNGPWH16XJEmSZozjrylo+cD2b5n51T7K/Ssz/zlAd5Y10m0+n0F2Zd6wkX7FAPfoZL0+y10/yANkpvY5SZIkrchGsQnSdBrJgrYxEbEp8CJgX0oQc6/A5aZhngYhSZI01zXnKp9VXVPV71wlwLUt7728kV5pkrJvAXZn/Jh8HeCA6sqI+C1lMfzZwFmZ+fc++tDp/V3SR71edRZHRPQZdDCsEwOvy8zmZypJkgbj2Mqx1cjGVkNYg9F8/j+s9Sn9+Ahl3cTYidD7R8QbMvOWDmX3AxbV0hdm5nlt+8r0/q0AEBHrAMcAz2f8addttQ0Mvq53kXGa7+36jqX6r9/zs+lHRKzMxPn8Pw7j3pI0kwxkliRJ81FzEqHtl+xBtP2yOuY6xk9ULB5CXyRJkmaa46+pabMj7tlAP4HMU/l86tp8Ps2dZfvR5kFzG2v0WW4Un5MkSdKKbBSbIE2nKS9oo/1pF0REAIcBb6T/sW8nwzwNQpIkaa4b9VwlLU8KayUzb4qIRwHvB17CxAX1Ady/ug4A7oyIs4GjM/Mrk9y6OTd6J4PNFTfnXFeinOzWT+DBIO1N530kSZJjK8dWox1bTXUNRjNgdFjrU3rKzIsi4izgMVXWepSNLE/qULwZsH1c6x5WzQ5Yry8RsS5wJvDgIdyu7WaeU31v0/rZtNDp/9SZWJslSUPV9j9xSZIkSZIkSRqWlafpvlPZwVeSJEnTZxSbIE2nYSxoa3siBMDxwDuYWhAzOG6WJEmqW2Wa7jtrxlyZeVNmvgzYBng78Au6L8xfQDll8NSI+G5EbDxD3ZQkSfODY6vxHFupjQ810gc1C0TEw4Dta1k3AJ+ezk5NwfuZGMT8Z+A9wD7AgyiboK4JrJSZMXZR/m4kSfOEJzJLkqT56KpGurmYbDqsPWC9dRrpa6bakS7cwEaSJE0nx18TjXr8Nds/n/r9N6ilH5eZ357mNuvmwuc06t8lSZIkzSIR8QLKKS91NwJfoJwe8lvgr5Sg6lsy845G/dlygoQkSdJsc3UjfXBmtjnJbc7IzD8BbwbeHBHrAbsCjwAeCezExHWluwFnRcQumdncvKc5N7oAWEQJpGijOee6nMFPvpMkSaPn2Mqx1VzW3IBzWOsK+vV14FJgiyq9S0Rsn5k/r5Vpnsb8qcwc5SnYHUXE1sD+jez3AYc15667WDT0Ts1Nzf9TYWbWZknSULkITpIkzUf/bKS3jIjpHvds0bvIeBFxT2D1RnYzCGjM8kZ6pZbN+YVVkiRNJ8dfE/U9/qrvJtvHtVuft10jIjboXWyCJY10t89nWJq/O80T+qbb2hGxeIB6Sxrp6fo9AsfykiRpfhnFJkhttfkuM4wFbX0vZouIoJzuUncWsCQzX5KZJ2Xm+Zn5t8y8sUMQs4u+JEmSuhv1XOVIZObVmfmVzHxtZj6cchLai4BfNYpuC7y2wy06zY0uGaArWzbS12Smm/BIkjR3ObZybDUyQ1iD0fw5DGt9Sr/9Xw4c18i+61TmKmB+38brzfKzxdMYf5L60sx8TZ9BzDB+Y/wVVmbezsTnEVuPoi+SNBUGMkuSpPnop4302sADp7nNHYdQ52bgd13KNndKa7vgrPVEiiRJUguOvyaaDeOvQT6jHRrpn3csNTwX9mh/JgzSZr+f05R+j6oNATZrU0eSJGmWm4lNkGZyU8gpL2ij3ULEBwP3qqWvBZ6Zmf1uQOSiL0mSpO5mw1zlyGXmtZl5AuX9f7Xx8n4dyl8J/L2R/ZABmm7W+cUA95AkSbOHYyscW81hzef/w1if0tbHgVtr6f0iYq3q3/sDq9Ve+35m/nKK7U2X7Rrpk1vW32lYHZkHmmuzHj6SXkjSFBjILEmS5p3M/Avwx0b286a52Y0jou0X5qc10hdUu2Z10txJq7ljXi+PbllekiSpb46/OpoN46+ntikcEbsAGzWyzxtedzr6diP9xGlur5O2n9MjmRgA0u1zuq6RXr/2cLEfOwJtys+U5u7Ig5w0LUmSVkwzsQnSTG5KNNML2pqLvr6emde0qO+iL0mSNN9NZd6qOVe5e0QMdILafFCdkPa6RvaSLvObP2yk927TVkQEsE8j+wdt7jELOGcqSZqPHFsNiWOr1kY9tvoxUD/BehjrU1qpgto/X8taBDyv+vm+rFH82Km0Nc3u2Uj/ud+K1Saoo1hDMlstbaT3jYiFo+iIJA3KQGZJkjRffaGRPiAiml+Ih+3gfgtGxPrAsxvZX5ukykWN9C79nlQSEWsAz++3b5IkSQNy/HV3W7Nl/PWciFjcovzLG+mLMvMPw+xQB6cBt9TSD4yIJ09zm037RcQ6Lco3P6dfZeayTgUz8zbgT7WsoN2uuM0HkLPFDY10m89PkiStwGZoE6SZ3JToR430EyJilZbttVnQNvCir8pMj7UlSZJm2lTmrc4D/lpLLwYOnHKP5rZLOuSt2SHvtEZ6z4jYqkU7ezFx3N6852znnKkkaT5ybDVcjq36N9KxVWZeC5zbyJ7q+pRBfKiRPhDYA9imlnclcMoQ2poutzXS67ao+0xgyfC6MuedwvgA+02BF42oL5I0EAOZJUnSfHU04wMiFgMnTvPuUy+MiEf0WfY9jJ9cuQ34xCTlLwTqpwVuSP+Lzt4FrNdnWUmSpEE5/rrbbBl/Lab0paeIeDSwXyN72nftzcwrgOMa2R+LiM0HvWe1A3Eb6wNH9XnvPZj4wLHX5/TjRvqAPtt6BLB/P2VH4PJGetuR9EKSJM1V070JUnNTon6/MxAROwPbt2jru8BNtfRi4Dkt2vt34L4t2ht40Vc1xn5Wi7YkSZLmooHnrTLzdibOEx4RETsO2pkB5iqnxRTm6Zuf33Lgnx3KfRa4qpZeCBzbz+agEbE25flC3fmZeV6bjs4CzplKkuYjx1YdOLaaEbNhbPXRRnoq61MGkpnnA+fXsrZjYnDzJzPz1qm2NY3+0kjv1U+liNgIOGb43Zm7MvMi4NRG9vsi4n6j6I8kDcJAZkmSNC9l5j8okwF1TwC+2u+pdBFxn4hoswtgAKdGxKQL3SLizUzcBeu4zOw0KQVAZt7MxF3x/iciNu7R1puAV0xWRpIkaRgcf93V1mwbf/1HRPz3ZAUiYgfg/yif55i/AJ+czo7VHMX4B5EbAee2eAgIQEQ8ICI+Chw5QB8OiojX9bj/Q4AvNbIvA07qce/m7sfPiIhn9mhrZ8rPZDo3ApiKnzXS+0dEp93CJUmSOpnuTZCaG8k8qVr0NKnqJOUPt2koM6+nLCyse2dE9NzYKCJWp/1CrOair8f387lFxEqUcWvb06IlSZLmmua81QsjYq0W9Y8HflVLrwGcGRF7t+lERGwREe8CTmxTbxodHBFfj4jH9BsAFBFrAB9oZJ+TmcubZav59Pc2sh8LfDwiVp6kjXUp8/DNEwPf1k8fZ5nm796jI+KBI+mJJEnD49iqM8dW0282jK2+CFxcS4+tT9muW4UoDme4p+Q2A5frQavJxIDr2WZpI71fROw5WYWIuHdVb5gboM4XbwJurqXXAr4XEbv2Uzki1oiIVw55c1lJ6puBzJIkaT57K/CdRt6ewJ8i4u0RsVN9YiciVo6IB0XEwRFxFuXkjuZpa92MLY7bAPhxRLwrIu4/NlEVEatFxBMj4jtVv+ouASYNLql8sJFeAvwoIl5YTUKNvY/1ImLfiDiPuyehftDn+5AkSZoKx1+zZ/x1BbCs+veREXFWROwZEavCXQ/Q7h8R7wbOY+IJ0i/LzBtmoqPVqcz7APVdgu8FnBMR34iIZ0fE5vWHwBGxICKWRMRTIuKoiPgN5SH4SykPwPtZycObAAAezUlEQVT1d+DP1b/fGRHfiognND6nB0TEeyk/0+aJd/+RmTf2aOOrlIDnus9ExHsjYpvae1oYEQ+vgrHPpTyUuxL4fYv3M1NOA+6spe8HXBwRH46IV0fEgY1r4J3VJUnS/DMDmyB9jzIeHrM6cPxkAb/VpiynAA/up/2G9zJ+LLsR8I3J3ku1cPFLwP1btnU2ZXHamHvTYyFi9d6+BOzWsi1JkqS56BuUk+3G3Ae4KCI+0mXe6iH1ypl5G/AUxp+Atxj4v4j4QUS8OCK2bsxVRkRsUs0rvikizqfMQb+WifOuo7IAeBLwbeCv1TzevtW4+q5xcvVelkTEyyjBI7s17tM83a/uPZR5zboXARdExH6NOfWNI+Jg4DfAIxt1PpaZX2/z5maDzPwd5RnHmJUpzxM+HRGHVc9B6r97TxlRVyVJasOxVWeOrabZbBhbVb+/BzB+PnZsfcpREXG/sd/dKOtTnkRZL/OWquwyxs9TD+rzlHUDnXwrM/84hDam09eAv9XSCyjPAt4X49f4LIiIHaJsWvAr4L5V+bNntruzW2b+Gji4kX0PSjDzlyLiac1nE1HW2+wdEf9L2Sz1GNqtq5GkoZmtJ3pIkiRNWWYuj4hnUE4y26320rrAG6uLiLiOslva2lNo7nRKMM0rKKdavLa6bo+IGykTcJ1cBeydmTf1aiAzvxMRJwEvqGVvDpwAd72PhUDzJLQLgYOAn/f7ZiRJkgbh+Osus2H8dTOwH+VB2arAHtVFRFwDLKI87OvkTZn5jZno5JjM/GGUnbc/w93BwkEJhB/bjXd5RFxL+XkvYvwJ0oP6F+WB75nVfR9bXVm1tRbd51Bfn5nf6tVAZt4eEf8BfLOWvRD4T+A/I+IWys9rXca/p1uBfYG3UxYFzBqZeWlEfAp4YS17UyY+MBvzJuCCae+YJEmaS94KPIJqjFoZ2wTpQ5TNYC7MzNuhbIIEPAB4OPB0yveNc4Djmjeuxl8fpYxBxuxFWchzOLC0WoRGRGwBPJnyXWLzquwPqnb6kpkXR8TbgCNr2TsDv4mII4AvZeblVXvrUxZvvom7T0Y5D9ilz7b+ERGnAvVTa14fEQ+gBFSfV/vMtgCeWr23TauyZwOP7ve9SZIkzTWZ+ZeIOAF4SS17E8p8bSdvBX7SuMclEfE44MuUDRfHPKy6AO6s5ocXUOa5hzFXOVM2pszj3TWXFxE3UOYj16bMk3byscw8tdtNq+cD+wLfAuqn5T0QOLnWzkLKZkOdnA68qr+3MSsdCXyqll4DeG6XsmdTvvdIkjRrObbqi2Or6TPysVVmnhsRh1ACP8esChxWXbdHxE1M3BD9Vsp6jc8MoQ+3RsTHq/aaJsyPzzaZeXNEvAr4Qi17IfDq6rq1tsaneVDnmcC7cU57nMw8oXrW8G7Gf2b7VBfVOpR/Uf4fMm5Q0qzhicySJGley8xrgMdRJhLu6FJsHboH0dzZJb+TVzFxYmBlugfRLAMek5ltAlwOBLrtkLcOE4NozqUEYlzfog1JkqSBOf6aPeOvzPwBJXChebLyYjoHMd8OvDYzj5juvnWSmacDD2HiztJjVgLWpwQXd3t4fTNwcct2z6EEgtRPVg7K59Tpgc5twKsz850t2vgW8B+M37F8zGpVW/X3dC2wV2Z+t982RuDlQNeH65IkSZPJzOXAM4CljZfGNkH6MXBbRFxbLWK8jXJqyYcpwc+9nnO/g4njwodRNpe5OSKuiohbKd8RPsjdQcyfAI4f4C29i/ELsaCczPwh4O8RcVO1sPDKqo2xIOZLgFe2bOu1lPFi3VMoJ1H/KyKurL23o7k7iPmvwPNatiVJkjQX/T/KZpsDy8wLgAfTff5rAWVObx26z1XeQTlJbDbIHq+vRTldrlOgze2UzRYP7NlI5t8ppwB2m1Nfi86BNncCHwGekpk392pntsrMkynfZ7o9G5EkaS5ybDWRY6sZMFvGVpn5QUqg+i0dXl6ZiUHMNwBPq9ZrDMuxTFxr8BfKacezXmZ+kbK+p9N6iVUp60Cac/5fAZ5G+ZtRQ2a+j7Ie6G9diqxGOcW+WxBzm7VZkjQ0BjJLkqR5LzNvz8xDgG2B/wX+2aPKcsqpG4dQ7U7VZzvLM/MgygkeP52k6BXAUcADMvPCfu9ftXEz5cv5QZSJiG7+Qun/bpl5ZZs2JEmSpsrx1+wZf2XmNym7Mp9ECf7o5HbgNGDHzHzPTPWtk8z8Y2buSglO+Qr9BYRfQ3l4fgCwUWYeO0C73+Du3asn+5y+BuyQmR8YoI2PU072+w7dH27fCnyS8rt6Zts2ZlJm3pSZe1NOUjyG8jf8D0owuSRJUk/TuQlSZt4CPAH4Q4eXF1AW8DQXEn4YeOkkXe6qCszejxKk3MkawKJG3sXAYyjBzW3a+gNlgdJVHV5eSFn01XxvF1G+q0z2nUaSJGleyMx/ZebTKXNxRwPfZ4B5q8y8spr/2oEyb9jPuO0mysl3hwCbZWanU9NG4UPArpQNeH5Mf8EAVwEfBR6YmW/OzF4BOwBk5nWZ+WTKWPesHm3dCJxCmXN9eWbO+QDgzDwSuC/wZspGSpdR3qeBApKkOcmxVUeOrWbIbBlbVWsQtqME43dbT3Ab5Xf7gZl5xpDbvwz4bSP7+Gpeek7IzKMpfzff6VH0QuA5mfm0zLxp+ns2d2Xm14GtKCdb/7KPKpdS/v/arvqdkqQZF32OgSRJkuaNiAhge8oExz0oO6LdTAmA+B3wy8y8rsc9DgfeUst6a2Ye3ihzb2BnYDPKArJ/AL8HfjCMCYTa+9iheh8LKUE6FwI/7XeyS5Ikabo5/pp+EbGEcprbmEszc0mjzFqUoNNtKLszX0sJwD4nM6+ekY62FBErATtSHr6sT/nduZWyi/GfKQEZyzJzaA8qq8/pkcB9KEEz11A+p+9VwTbDaGND4FHAxlUbN1ACWc7NzBsnqytJkjQfRcTWwGGUk4XvMUnR5cCPgM8DJ2Vm82Ti5n3XBf6bsjFRM5B4zE+AN2fm6VWd/Smby4w5MTP37/0u7mrzccDbKN9NOrmaciLKUZn5r37G8l3a2bxqZz/KyR+d/I0SoP3+KribiBj3vSUzu51yI0mSpJpqfviBwP0oJ+wtpmzIcwNl3HUx8Ie5EDASEatRNiLdCtiIMl8clPfyD8pphxcPaV59EWVeelPKWH85ZV79UuCHmdktEESSJM1jjq0Gbsux1YhVc86PAjan/N5eT1mX8v3M7Gej9kHavB/jA5nvALbIzG6n8c5qEbExZU3GppR5+39RgtTPz8xLR9m3uSwiNgIeCtyT8v8qlN/PS4FfZ+ayEXVNku5iILMkSdIA+gmkkSRJ0vA4/prcoMEPkiRJ0mwyjE2Qutx3FcqpMdtQNsi5k7Ixzo8y84/D6f2ENpdQgpk3AVannLrya+C8YS7ArG1YtBXl87oduBz4BfBzN7yUJEmSJEmSpLkrIv6HcjL5mP+rTkqXJGlOWTjqDkiSJEmSJEmSJEmSVAXdXlhdw7zvbcDS6poR1ekGy2agnRuAM6a7HUmSJEmSJEnSzKo2sty/kf3hEXRFkqQpWzDqDkiSJEmSJEmSJEmSJEmSJEmSJEmS7nIosE4t/avM/M6oOiNJ0lQYyCxJkiRJkiRJkiRJkiRJkiRJkiRJs0BEPBx4fSP7naPoiyRJw7Bw1B2QJEmSJEmSJEmSJEmSJEmSJEmSpBVNRNwX2L1KLgZ2AJ7O+MMrfw58doa7JknS0BjILEmSJEmSJEmSJEmSJEmSJEmSJEkz72HAsZO8fjvw4sy8c4b6I0nS0C3oXUSSJEmSJEmSJEmSJEmSJEmSJEmSNINuBp6bmReMuiOSJE2FJzJLkiRJkiRJkiRJkiRJkiRJkiRJ0ujdDCwDvg0ck5l/HG13JEmausjMUfdBkiRJkiRJkiRJkiRJkiRJkiRJkiRJ0jyzYNQdkCRJkiRJkiRJkiRJkiRJkiRJkiRJkjT/GMgsSZIkSZIkSZIkSZIkSZIkSZIkSZIkaegMZJYkSZIkSZIkSZIkSZIkSZIkSZIkSZI0dAYyS5IkSZIkSZIkSZIkSZIkSZIkSZIkSRo6A5klSZIkSZIkSZIkSZIkSZIkSZIkSZIkDZ2BzJIkSZIkSZIkSZIkSZIkSZIkSZIkSZKGzkBmSZIkSZIkSZIkSZIkSZIkSZIkSZIkSUNnILMkSZIkSZIkSZIkSZIkSZIkSZIkSZKkoTOQWZIkSZIkSZIkSZIkSZIkSZIkSZIkSdLQGcgsSZIkSZIkSZIkSZIkSZIkSZIkSZIkaegMZJYkSZIkSZIkSZIkSZIkSZIkSZIkSZI0dAYyS5IkSZIkSZIkSZIERMSyiMjatWTUfVrRRMQBjZ/Bx0fdJ0mSJEmSJEmSJEmDWzjqDkiSJEmSJEmSJEmSpi4iTgBe2GfxBG4ArgP+BFwAfAM4KzNzWjooSZIkSZIkSZIkSVrheCKzJEmSJEmSJEmSJK14Algb2Bx4NHAo8G3gTxGxzyg7JkmSJEmSJEmSJEmaPwxkliRJkiRJkiRJkiSNWQJ8KSKOjYgYdWckSZIkSZIkSZIkSXPbwlF3QJIkSZIkSZIkSZI0LX4PvL/LawspJzLfF9gD2Kzx+oHA1cAbpq13kiRJkiRJkiRJkqR5z0BmSZIkSZIkSZIkSZqf/paZx/UqFBELgOcDHwIW1V56bUScnJm/na4OSpIkSZIkSZIkSZLmtwWj7oAkSZIkSZIkSZIkaXQy887MPBHYt/HSQmD/me+RJEmSJEmSJEmSJGm+MJBZkiRJkiRJkiRJkkRmng58r5H9+FH0RZIkSZIkSZIkSZI0PxjILEmSJEmSJEmSJEkac1YjvdlIeiFJkiRJkiRJkiRJmhcWjroDkiRJkiRJkiRJkqRZ4/JGeu22N4iILYH7AVtU9VcCrgH+CfwkMy+daic7tLkK8FDgXsAGwFrATZT38xvgN5l5x7DbHbaIWAjsBGwJ3ANYA7gS+BtwbmZeN03tblu1u3GV9U/K53Z+Zi4fUhs7AvcHNqmyLgd+mpm/Hsb9JUmSJEmSJEmSJM1OBjJLkiRJkiRJkiRJksas0Uhf36tCRKwJPKW6dgc27FH+MuCjwEcy89oB+zl2r8cDhwCPZmLf666PiLOAk4CvT0dQc0S8HXhjI/sY4NDMvLNH3R2Aw4DHA+t0KXZHRHwPOCIzv9uiX+cCj6hl7ZqZ51avPRd4AyXAuJOrIuJ9wAcy85Z+26y1vQB4BfAqSnB2pzIXA+/IzJPa3l+SJEmSJEmSJEnS7Ldg1B2QJEmSJEmSJEmSJM0a2zfSF01WOCLWB64APgM8mx5BzJV7AUcCF0fEowbpZETcOyK+D5wB7MnkQcxQTobeG/gysN8gbU7Sl1Ui4mTGBzHfSQlgPmSyIOaIWDMiPgX8FNiX7kHMUDYq3wP4TkR8PiJWn0Kf14iILwGfpnsQM8D6wDuApRGxXss2NgJ+CBxNlyDmyn2BEyPi/6byniRJkiRJkiRJkiTNTgYyS5IkSZIkSZIkSZLGgpL3bmR/q0e1lekeRHw7cBVwY5fX7wmcFRF79N1JICJ2B84HHt6lyHLgauDWbrdo016PviwGvs344OibgWdk5v/0qLsJcA7wvC59uhm4BsgOr+1LCWhea4Burwx8FdinkX8L0O2E7J2BUyKir88uIu4JfAd4aJci1wG3NfL2pgRWD+3nI0mSJEmSJEmSJGn0DGSWJEmSJEmSJEmSpBVcRKwNfIHxJwLfCBzf5y1uowT0HgrsCizOzFUyc4PMXAtYVOV/iBIwO2Yh8JmI2KDPfj4A+BrQPB34Z8ABwBJg5cxcPzNXo5wo/Fjg3cAlfb6XvkTEvSknDtdPlf4nsHtmfrlH3dWAbwA71LITOBV4CrB+Zq6RmesBq1I+u5MpJz2P2QU4doCuHwn8e/Xvi4AXAxtn5uqZuRhYC3gW8IdGvd2BF/TZxsnAto2884FnAIsyc11gNeA+wFuAm6oyewMv6f+tSJIkSZIkSZIkSZrtIrPT5s2SJEmSJEmSJEmSpLkkIk4AXljLOjszd+tSdiVgbWAbSqDvQcAmtSIJPD8zP92jzcXAK4HjMvOKPvt5H0oQ79a17Ldm5uE96q0BXEgJfh2zHDgE+Ej2ePhdnSb8VODKzDy3S5llwBa1rC0zc1mHcjtTTjW+Zy37d8CemfmnyfpR1f8o8NJa1pXAczLzzB719gS+CKxZy947M0+dpM65wCM6vPQx4OWZeUeXeouB7wEPrGX/JDN36tHHFwGfaGR/GDgkM5d3qbMV8F1g8w4v/29mHjBZm5IkSZIkSZIkSZJmLwOZJUmSJEmSJEmSJGke6BDIPKhlwCsy87Qh3KujiNgG+AXltGGAfwC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+p8iGlPd2hY62+4FfA9cDD1LCB09nfJXjAL4ZEb/OzOurSsxHs/C/q9xdHetGYB6lAufTGR8wXQb4RkQ8KTPr4ccJVZ/Rz5j4fLqWUlHuZmBVSlh7y4bXLV39LI9k5lG99j+Bb1MCqZ2upwRvbqzGuhGlalq9WlsAn4uI2zLzOwOOY+SqxQxOZOJgw33ABcANwF3AapRg4eaM/9l3BX4WETtn5sMDjOkjwBtrzbdW47gFmE8J2j+N5sp6b4+IUzLzlD773YtS4XuiwMk1wOXAbZTQ9FqUytWr1l63HHBsROydmcf1M4aZJDPvjYhjWTh4vBSwH6Vqd9+qir371prnA0e0GuQiJiJeT6l42elOStjyZuAhSojyaTTPmftGxM8y8+t9dv11Jq62/RDlGnAd5XqyDvBPE/S/E3BKNQfc3+cY/qGqxPxDFv5+P0QJYV1HuS6tTgk0rtdwiE0plVaHsrhFGxHxPOCbTFzx8hLgauAOylyyJQsvILIt5XtxxehGOa0S+CNwFeU9uIsyd65BeS+aFpFZCTgmIrbPzMsH7H9lSjizM+iZlPuNqynz/EqUc2mLCfY/IiK2yMwHBhzLYqNaLKd+n9npaso5fxvluzN2na3PN8tTFo55UWb+uI/+t6BU315hgpdcSXkeuY0FzwWdiwRtSHmu6HeOnUobU37GzvnzfuAcyr3c2HPBTox/PgpKeHeTzLypWgzqCBb+vO6iXBNuojwXrEd5Lqg/qy1LuS9/cmbeN4wfrF8R8S5Kxe9OY88111PuaeZSqsQv3XCI/YHbgbf02e8mlAWR1prgJbdQKkTfSvk81qQ8d6zb8NpDImKZzHxXP2OoWRk4mfGLavyBBc/fK1LOi60H6EeSJEmSJEmSVDHILEmSJEmSJElSh4h4IvCmhk2nAB8Gzs7M7LL/xsAewIuAySpuvZrx4dME/hf4n8y8uks/S1B+qXpP4F/osbJytd/hjA/vQgnOvjMzL2nYbxvgU5TKa1R9v62XPqfJlynhUihBt0OAI+shsohYGngrpcJY57+brAh8JCLeQQlxjm27GngvcFw9lFpVLP4Q49+X9YCDq22TiohlKYGWpkDcWcDBmXlOw36Po/ycr6hvAr4UEed1O6cmsS8LV+m7jPK+nVb/PkTE+pRKxK9vGMf/RcQZmXlDy3FMlcNoDjGfA3wcOLEplFxVKh/72TvPpx2AQynnQRs7snBo6JfAB4AzG97/ZSnhkg8zPkDzhYh4Qrc5rHasTShVcOsh5nso89QXMvMvDfstQZmbDqUE3sYsAXw9Ii7IzOsauvwLJSQ15nOMD/huTVlIYjodzvgw6IG0DDJTrhlr1Np+mZnT/XPOBBsDn+34+0WUKsenZOa8zhdGxJLAayiLkaxcO86nIuI7vQbHIuKVNAd+7wM+CHw1M++o7bMM8GLg04wPRm0LfBI4qJf+m4YEHMOCEN6NwH8C387MexrG/xzgC4yvrnpARHyx6RoyahGxCvANmkPMRwIfysxravsE8CxKAHuzqnkvFp5XZrsbKQHLHwLnNH2eYzruUd/IwteY5YDvVgHi1gtmAJ9hQbXvByhz2mcy88aGsTye8t3cvbbpCcB/AP81QR+ns/A8fwJlEYAx85g46Nhp3uQv6Vl9TG08jxJurS9mcme3nSJiU8o1pf67O3dTvsNfaLpeVvPdCyjX2c7v+RKUBXQ27+VeqzrOt2gOMZ8EvCszf9Ow33aUuW6nqmk7xs+7M8lXWHBffSPlfvmohueCZSj38R9m4c9kZeDDEfFeylw8tu0PlPu+4xueC1aujvPvtbFsUPVRX6BjKjyOBZ8ZlNDwwcAx9cUHImJV4LWUn2G52nH+LSJO6HVxnIhYHvgB47/bCRxFmWcunGDf7SjvVX2RsYMj4heZeXIvY2hwSMd4kvI9ODQzr2oYw7LAFpn5SETU54r9KXNnpzcC3+/S9x1dtkmSJEmSJEnSImvOdA9AkiRJkiRJkqQZ5qWM///PvwrslplnTRYAzMyrM/OzmflMSujmpC4vf1lD2ysy86DJAqeZOS8zz8/MDwBPogRJ/tBtn8rbgK0a2j+Smbs2hZir/i4Enk0JM4+pB6RmkrHQ58XA5pn5laZKmJn5UGZ+AnhVwzFeRglEP6b6+4nAlpn5vaagUGbenZlvpzmw/OqI6PXfZT5GqXZX92lg54kCaJl5TWa+Eng5pZprpxWBI/sYQ13nZ/0dYNvM/EXT9yEz/5yZbwBeAjxS27wKJZgzY0XEvpTgRqf5wLuAp2XmuLDKmMy8PjMPogRT765tfntE7NByWI9nQTjqkMx8Vmb+aoL3/4HqnH4x48+DjYHn9NJhFeY5hvHhpkuBrTLzXU0h5moM86qqy9tSAnqdVqN8r5r2m5+Zfxv7Q6nIV3d752sm+tPLzziA0xgfpt62CqS10RSYPbzlsRY167MgkP8FYPvMPLEeYgbIzEcy80vALpRKm51WA/bppcNqMYbDGjZdT7kGfKoeYq76fzAzj6bM3+c17P/mqiJxG3NYcF07C9gsM780Ueg1M0+lVAO9smFzfZGJqfIJxge8E3h1Zh5QDzEDZPELylzyvY5NM/n+o1eXUb7762XmmzLzZ91CzACZeWVmvoVSKbU+z20K7D3gmMZCzDcCO2bmO5tCzNVY/gA8n7LYS93rqhB6034P1+bq+n0CvczxmXl7ux9x8jH1+wd4NGVxj/rPfCrwxYn6jYjlKO/f8rVNF1Hmmvc0hZirMT+SmT+gVKw9vrZ5DeD/evzxDwY2b2j/YGbung0h5qr/8ykLNnUGOGfy93Js/ryAEkj92gTPBQ9m5n8Br2s4xv7Al1gQej+hOtaxEzwX3JWZb6U5sPyaib4jI7YBC6osXw48JTMPz4YK6pl5R2Z+inKO3dJwrC9FxERVvOsOozyvdvob8LzM3D8nCDFX4zg/M59HCR53CuDwKiTdxliI+UHghZn5ymwIMVdjeCAzz63+u/79b5q375lk3hg370mSJEmSJEnS4sAgsyRJkiRJkiRJC3ta7e/3A29vCgxOJjMvz8wTmrZVv7y+Y6357Mw8okU/mZknZeal3V5XBSbe27DpG1kC0b30czClWvBscAPw3Mxs+uX7hWTmkZSK1J2WoYRxAS4B9srMe3vo92PA72tt61JCZV1FxGNortj5rcx8R2bWg6njZOZRjK/+BqXi4R6T7T+J04EDM/OhHsbxA+DNDZv2iohtBxzHSFTh3f9p2PSWzPxEr/NAlgp19XBq0L4i85iPZ2ZPFfwy86eUwE3dfj329SZgi1rblcCzs8fK3lmq376U8aHO3SOiKTg1K1TnQdNc3RRI7ioiVmf89/Ie4NgWQ1uUHZFlkY9Jq7BWAbum70mv5/7BwEq1tnso15NJFwypApb/DIwL5lIqWw7iSkrw67YexvE3xi/KALB3VYV1ylTh8KaxvD8zvzHZ/tU1Z39KiHuRkJlvzMwj2gTaMvMCyjlW/z68ZQhDux/YNTMv7mEc8ynB+FtrmzYE2i7cMatU1VlPYHw14t8De0/y+R4EPKXW9ltgl8z8Yy/9V/el+wD1IOieEVEPji6kCqG+u2HTVzJz0rmquha+neYw+0x0HeXcrp+v42TmNymLlnRajrJIDJT3+8VNYegGHwbq900bUBYkmC43Ua4lvTwj/Q7YDajf+29Ac+B7IdU9/2tqzfdQFgmrP3t1G8dHgc/Xmh8DvKLXY0zglZn54wGPIUmSJEmSJEnqgUFmSZIkSZIkSZIWVq8WeEVm3jWCflZnQUWsMWePoJ9O+wCr1tr+RqnS3I+3AEOrhDdCb+ol7NXhK122vaKX8C6UKnnA1xs2bd/D7v/K+PPiVpqDyd3G8HngzIZN/9bPcWoeBt7QVHWuyzi+DPyqYdN0VQSdzIEsqMA95geZ2XcV6SwVievhnr0iYsOWY7uC8dXoJtMUyp70PKxCjvVzbj6wX2b+vZ8BVN+bV1Mqr3Z6az/HmYGaKia/vEXV8/0Y/50/tsdFExYXN1OC9f34IuNDV9tNtlNErERzIP0jVZirJ9W1p2lRiu0jopdrwUQO7OfcyMyzgPNrzStQqkZPpdcy/ncTLgf+u9cDVHPJ62mo4Ls4qgL79XlohypYO4gPZOblfYzjDuCbDZsGOc9nhWrxk+Mowe1OtwF7ZEPl9o59l2J88HwesG/2WW06Mx+kXGfrJrvO7sv4APbNwDv66Dsp95Z39rrPNHpDn+/tRM8FSXku6Ol+uHpd04IN0/kdeVdm3tDri6uFDf5fw6Z/7WH3pkV83tmtCnMX76BUjO80yP3kjzPzOwPsL0mSJEmSJEnqg0FmSZIkSZIkSZIWVq9SuNQU9TPKvsY0hRw+0y1o0aSq8vjZ4QxpZP4AHN/nPhNVBTslM3/T57FOaWjbsof9mj6jT/T7GVXe1dC2S0Ss1+JYAN/OzCtb7NcUvt2vqhA+09TDEElztcJefbr29zm0r4r9qX4rd2bmVcBVteZNI2LZSXZ9EbB+re3ozLykn/47xnEFcFKtec82x5opqvf23FrzusCz+jxUU2i2KSS9OPt8Zt7Tzw5VWK2+mMNqPSwksA/jqzHfSvOiAJON4STGV/SE8ZUpe3VqFV7tV1Olya1bjqGtVzW0faSXCtudqrnE0NkCxzS0DVIJ+Q7g/1rsNxPOsenwNWDHWttDwIsys6kie6e9gbm1tiMz87I2A6nuU+v3sZNdZ5vuOf9fvws4VVV9P9fPPtPgd8BP+9xnoueCE6u5qB9tnwtG4SrgiBb7HQrcV2vbNCLq34F/iIh1gZfUmq8Bvtyi/7HQfr0q8xMi4oltjkdzOFuSJEmSJEmSNCIGmSVJkiRJkiRJWtgttb9vFhGbjKCf2yiV1zrtWVV3G7qIWBr4p1pzAke1POSRg41o5H5YVYnrWRUWbqpO9sMW/V9JqWDbqR5YWUhEzAU2qDXPo+V7nZlnUwLdC3UDPL3N8WgXegA4A/hLrW0FYJuWxxuJKuD9pFrzrzOz/h7243zKd73T01ocZz7tzkOAS2t/X4LxVafrdm9o+1bL/sfUg8xrjmhunUpNgeOmYHKj6uevV2T8C/DLAca0KPp+y/3q5z7AYyfZZ6eGtqOrasBtNJ0jTX30Yirfh6GJiMcB69Sa76b/xUbGzPT7j6nUVDl52wGOd3K/iwZUmhZ7mbJzbDpExCHAyxs2/Wtm/qqHQ0zFdXat6vs3TrWgSb1Kvc8FHaqFm+rPhdDufux3lPe3U9fnghH6dr/vBUBmTjRv79xlt+dS7js7HdXvIhY19fMc2t1bXw+cPsA4JEmSJEmSJEl9MsgsSZIkSZIkSdLCzqn9fQ5wfERsPsxOqsqqF9SaNwK+FxGPGmZflS2Aekj6ysy8ts3Bqkpzvx90UCNU/xx7deswjpWZD1CCWp1WmWS3pza0XZiZN/Xbf4emwEFTP5O5j5a/7F+FJU5s2FQP1k+3piDGyYMcsPrZ6yHCNtUyL8/MO1sO48aGtsnOxfp78TDNlWX7cXFD2yCVQ2eC7wAP1tpeHBEr9Lh/U+j5iDYBo0XYbS0rwUO7c79pfjyhZf/QPAc/MSJWbXGss1qOoc37MEz1sD7AL6vrZBunMv57t8iKiOUiYo2IWLP+Z4JdJluooptW51h1fapXap3Kc2xKRcQ+wH82bDo0M5sWL2hSv84+yOChyn6us1sBS9XaLs/M69p0nJm/p1Tanamm+7ngXmbOd6TfytSdftLQ1u1+fuj31pT76vp9Upv7yfO835IkSZIkSZKkqbXkdA9AkiRJkiRJkqQZ5kjgnZTKtWOeAFwcET+lVCo7sareO6gjGP/L33sCf4yIo4HvAacPUAmy01YNbZcMeMxLgZ4rqkbEHGD1Fv3My8zb+9ynVRCD8eHjQY/VGVJYaZLXb93QdlHLvrvt39TPZC4bsHpaU0XQNuMYpR0b2n47hOPWKzKv1eIYbc9BaD6nV57oxRHxGKBewfEPmfnwAGOA8e8DwNoDHrMno5p7MvP2iDgBeElH84rAi5mkgnlEBLB/w6ZBK3JOiYhYHli+xa73Zub9fbz++hZ9jOn33F+Bcr2vaz0PV+fIn4ANO7uiXJP7XRxgmNe1bu/DUrQL2D2UmXc1tDEfM5cAACAASURBVA/1/iMzH4mIK5h515CBRMQ6lLlja2Azyjy8EuOrmU6mTUh+zKDXms45YcJzbDaLiO0pldajtun7wPt7PMZjgfVrzb8f8D4L+rvOjuq5oLECdJPF9Lmgc6GTyZ4LRuERmiu596rf+/mh31tn5ryIuANYraO5zf1kUyV5SZIkSZIkSdIIGWSWJEmSJEmSJKlDZl4eEV8GXl/bNAd4fvVnfkRcCpwJ/Bo4o2UFs68C/wrUqz2vCLyu+nN/RJxLqZJ3DnBmy8qsj25ou6rFcTr1WyVzPeBPLfr5M7BBn/u0DZo3hUiGdazJ/l2mqbri71r2PaYpLDBRFcdu2lZE7bb/KCqPD2LdhrbvlrzpUC0bEctnZr0yXzf9BnY6PdLQ1u1cnNvQ9qSIGEXVujYBpjZGOfcczsJBZiiVlrsGmYFnVuPqdE5mDjovT5X3Au9rsd8hwEf7eP1UnvtNc+OtmdkUDuzHb1k4yDxRX90k7a9F/b4PzwB+1qKfU4FdGtpHdf+xSASZI2JH4GOU930YF5xBqrwO8/u2yP0uSkSsB/wIWLa26XzgwD6quzbdb2w+xdfZmfBcsBHwhxb9XANs3Oc+w7qXT6BpwYY2x5qO78ifM/OBAfbv936+6Vz/+wjurdvcT/592IOQJEmSJEmSJHU3Z7oHIEmSJEmSJEnSDPQW4Ngu2+dQKpn9G/Bt4K8RcVVEfCYitu21k8x8kFKB+YouL1uOEnh7H3ACcFtEnBcR76kCFb1qqtDXJhA9zP1HqSm41coQKuT1qukzGrTyd1MoabWGtsmM4lwZpGrkKExVqBb6/wyGdj73YCa/DzPRicAttbZnV9VVu3lFQ9usqMY8xaby3B/FHAzDmYfn9xGSnGkWt/uPnkTEktXCOWdS7vOGlexbaoB9p/L7NqtExIrAj4G1apv+Crygz0rzM+E6u7h9L4d1bs/muRgG/Iwy82Ggfq4vFxFL118bEcsxPvQ/Km3uJ9sG0iVJkiRJkiRJLRlkliRJkiRJkiSpJjMfysy9KVWZb+pxt8cDbwXOj4hzI6KpKmFTX38BdgA+BfRSIWsJYDvgUODaiPhORDyhh/2aKvTd3csYu/AXwIer6TMa9D1u2r9NgHgU58riHGQeJGg2ar4PfcjMR4Cja81zgP0n2icilmd8FecHgWOGOzr1aRRz8ETHmGnz3yh5/1ETEUsC3wNex/ACzBqRiJhDmec3r226B9gzM3t9VhgzE66zfi8XT4N+xtD7NW0mnOfduHCDJEmSJEmSJE0xg8ySJEmSJEmSJE0gM78MbAi8HPgJcG+Pu24P/CwiPl+FVSbr557MPBhYH3gb8Gt6++XqAF4KXBIRr5rktQ82tI2rntWnZQbcXwt7qKFt0KBn0/5N58JkRnGutBnHKE36XV1M+D707/CGtgO6vP7FwIq1tuMzs6lyr6bOKObgiY4x0+a/UfL+Y7y3Ans1tM8Hfg58ANgT2IpSAXgVYJnMjM4/LAKLQcwSnwaeX2ubD+yXmZe2ON5MuM76vVw8DfoZQ+/39DPhPJckSZIkSZIkzSD+H8eSJEmSJEmSJHWRmQ8ARwFHRcRSlGrITwN2BHYC1uiy+5sp/1/8G3rs6xbgM8BnImIl4OlVP0+nVG1edoJdlwO+FhEPZGa9MuiYOxraVuplXF2s3M+LM/NarDzYTdNn1FQxrx9N+7cJS/b1Wfe4/0wLbd7X0PZS4Bcj6OvvIzjmsDS9DxcCu42gr16q0A9s1HNPZl4cEZcDT+lofnJEbJOZFzbscmBDW1MYesbKzPcD75/ucQzZKObgiY4x0+a/f8jMnzPc78u033+MUN/vU0SsDnywYdOpwOsy8099HG6i+0INSUS8nhI8r3tHZp7Q8rBN19nzgD1aHq+bia6z0/69zMyr8blgqg1j7qyfJ/NprtLcdJ4DrM3wqyHPG/LxJEmSJEmSJEkjYJBZkiRJkiRJkqQeZebDwNnVHyIigC0pVfMOBB7XsNvrI+KozDyjz77uBk6s/hARSwM7Uyr4vQxYrbZLAF+IiBMzsymc0NS2Vj9jGsH+WlhTsO0xAx6z6TNqE6AbxbnSdE5OpxuBzWttS2bm36ZjMNPoxoa2lRfD96FfhwOfrLUdSAmB/0NEPBZ4Tu11NwMnj25o6lHT3PioiJiTmfMHOO6w5uHZaibdf2RD2yBByjZB9z0ZX5H9bOB5mdlvGK/bYjoaUETsAny+YdOXMvMzAxy66Tq70hRfZ2fS91JTZ6DPKCIeBSxRa74zM5vm1tuAhxlfOX6+95SSJEmSJEmStHiaM90DkCRJkiRJkiRptsri4sz8MPB44ADgnoaX/vsQ+nooM3+emQcBc4H/bnjZatUYmlzd0LbFgMPacsD9tbA/N7QN+hlt1dD2lxbHGfSzbtq/6ZycTk3jmTvlo5h+Te/D2hFRD65oYd9mfEXA/SKivrD0/oz/N9qjMnPY1QnVv78xvoLk8sDGbQ9YLXjSNI+3mYdnq5l0/9FUIXT5AcaxZot9mqrbv7dFiBlggxb7qAcR8UTge4wvDvBz4KABD9/0nXhsREzl7+/MpO+lps4aETHIvW3P9/PVAiB/bNi0ON5bS5IkSZIkSZIwyCxJkiRJkiRJ0lBUoeYjKRU465495L7uy8x3A4c1bK5X+hxzXkPb1hFRr5LVk6pCtIGF4fp1Q9s/DXjMHRrazmlxnPUjYpAqbk0/R9M5OZ3Ob2jbecpHMc2qKnnX1ppXpDkUr0pm3gj8rNb8KGD3WlvTNeLwkQxKfamCpE3zwCDz8KaMr9p7D3D5AMecbZrm+tbvaRXCe2zL3e9saFu15TgeCzymxa7r1/7+IHBGmzEAT2+5n7qIiDWAExh/blwJ/MugC09k5k3AdbXmVYDNBzlun5q+l9s0LL7Rk4hYhsGD0Joag1zT+r2f995akiRJkiRJkvQPBpklSZIkSZIkSRqizPwhcEOtedWIWHkE3X2hoW29phdm5g00hyZ2bdn3PwOj+JkWZxcCD9fa1ouIp7Y5WESsALygYVObIDPAS1uOY02aA/bnthzHqPwMyFrbMyKiHkJcHJzc0NZ0Lo1aU1hsJv/7ZlMg+R/B5YjYBnhybfulmXnpSEelfjTNj/sOcLyXNbSd17L67mx1IeOrlW8eEZu0PN4gn8dtDW2btjzWRAvHTObRtb/fkpn1a0+vXtRyv5mkPs9P6xxfLdTzQ+BxtU1/A56fmXcMqatpvc5m5l+Am2rNq9P+vN4TWGGgQWmqDDKHNj0LdLufnyn3k5IkSZIkSZKkGWAm/0O/JEmSJEmSJEmz1Z8b2pYfQT/X9tnPcQ1tr2/Z9xta7qcJZOb9wC8aNrV9rw9kfKjk7zRXfu7F6yJiiRb7vRaoV/i7JDP/1HIcI1GF/X9Za14ReMvUj2baHdXQdtCIFmTo5u6GtuWmeAz9OI7xFV/3jIixqp5WY575ftLQtmtEbNjvgSJiOeAVPfaxyMrMexlfrRxa3H9U1WJfO8Bwfsv4BSt2bHmsg1ru91Dt763m1Yh4BrBNyzHMJPV5PqrqvtPly8BOtbaHgBdl5jVD7KfpOvuWiFhxiH1MxueCxdPzq8r2fYmIpwNPqTU/APy0y27HA/fW2p4VETv0278kSZIkSZIkafYzyCxJkiRJkiRJ0vCtU/v7PODWKegH4MYur/9yQ9ueEbFLP51GxPOB5/Wzj3rWVGX7gIjYvp+DRMTqwEcaNn2tCky38WT6DKpExNrAexs2/V/LMYza/zS0vTMiNpvykUyjzDwDuLjWvBrwuSkeyl0NbWtP8Rh6lpkPAN+rNS8DvLQKYO5X2/YIzWE2TZPMPBP4Ta15SZrnhsm8F6iHxe4DvtHiWLNd0/3HQRHxhD6PcxDQtpIzmXk3cFWt+fEtrrH7AX3t0+GW2t9XiYh6OHCy/pcHvtiy/5lmxszzEfFemhcfeG01NwxNZv6C8XPNGsBnh9nPJJq+ly+KiGf2c5CI2Iv2lZw19ZYFPtnPDhExh+Zz8/uZ2VTpHoDMvAv4esOmL01xaF+SJEmSJEmSNAMYZJYkSZIkSZIkqRIRK0TEeyJitQGOsRuwXq35t5k5r/a6bSNi/yrc1lZT1bTLJnpxZl7G+IqzAN+KiA166TAiHk/zL6RrOH4C1Cv+BXB0FQqeVFXJ8BhKIKbTI8D/Dji+T0RET9Urq6DVscBKtU23MUPDm5l5PPCrWvOKwI8jonV4Dv4xvxxUhUFmg4Mb2g6MiEMjIgY5cERsHRG9LIZwdUPbloP0PQWaKiwfCOwOPKrWfnJm3jz6IalPhzW0vSAi3t7rASJiD+DdDZuOyMzbW49s9voxcG2tbSng+x0Vy7uqqoEeOoSxNFUP/WSvc3NEbM1gi3Gc39D2/l53joilKfPMpgOMYSaZEfN8RLwE+GjDpo9l5hEj6vadDW2vjogPD+E6u21EPLfbazLzYqApoH1ERNSfZSbqZxPgKy2GqOm1b0T0U1X+MGDrWlsCn+9h348Cd9baNge+GxH1Z4S+RMTciDhgkGNIkiRJkiRJkqbObPlFCUmSJEmSJEmSpsJSlJDMXyLisIjYoZ8gQUQ8A2gKO3ynoW1u9do/RsR7I+JxffQT1S+fNwUNm/rqdBDwUK1tbeAXEfG0Sfp9JnAqC8J48ycfrfqRmfMpVY+ztmkjyme0Vbf9q7Dz8UBTle2PZOa1LYc29lkvD/wkIvaZZBwbAScDT23Y/B9VVcyZ6tXAPbW29YELIuINVYisZxGxVUR8HPgLpaLxrPj3ucw8FfhSw6b3ACdHRF8huohYOSJeFhGnARcCO/Ww2yUNba/q9zOYSlXVzvpiBDvSHFRsCj33JSKWiYg1u/2h+ZxbcZL96gshLE6+AZzV0P7JiPhQRCzVbeeIeCWlMnd9oZIbgfcNZYSzTGY+ArypYdNmwKkR8cRu+1fXnBOA5aqmQe4/mipi7wx8tdvcUt17vQw4HVh5gHH8pKHtpdUiEV2vD9W19URg76qpfq8wGzXN800L9YxMRGwLfIuycEyn7wGHjKrfzDwZ+FrDpkOAn/a7gEpErBIRL4+I0ymB+a739ZU3Aw/X2uYCp0XEDpP092zKc8GaVZPPBTNf52d0WER8oNuiWhGxUkR8lXKe1H0lM8+drMPMvIXy/Fm3O3BRRDQ9s0woIpaKiF0j4kjgT8Br+tlfkiRJkiRJkjR9BqnyIEmSJEmSJEnSompF4N+qP3+NiJMowbuLKUGk24H7gRUo1Ze3Af4F2KPhWNcBX+jS17rAx4CPRcTFwGnARcBvgFuBO4B5lNDM44CnU6p7btFwrOMz8+xuP1hmXhERhwIfqm3aEDgjIn5Eqeb7W0rl3DWBJwP7AnuyIOQxVt33Ld36U/8y8+cRcRjw77VNTwTOi4ijKYH13wC3AKsCGwMvpvwyf1N1y19TzrO2vkE5x1eujn9MRLwZOJLy3bi52rYR8CJgP0roue6kEVY2HIrMvDoi9gWOY+F/S1sR+CLwweozOIPyGfwduLvavirwWMr3c0tgV8p3a7b6d8p594xa+3OBKyLiZEqo7mzgesp7EcAqwGrVvlsC/wQ8G+g3gHw5pYrrBh1tTwLOiYjPU869vzF+cQYy82999jVMRzB+jt2+9vfbKYsODOoA2lXD/GL1ZyLzWEz/LTkz51cVHi9l4YryAXwQ2CcivgacRLnGP0z53u8EvIqJQ/qvzszbRjbwGS4zT6yCZ/vXNm0NXBIRxwDfpywEcCfwmGrbAZSg8Zg7gB9QFp1oM47LqnudF9Y2vQrYKSK+SAkr30SZs9aq+t+XhSsFn0q5zjUt2NGt/19GxK+Bekj0PcDuEfG/Vf/XUUKHj676fQHlvVumY5/PAm/tp/8Z6FTKPfVyHW27RcTPga9Svoe3U+47O80bYnXzbzH+nuW3wNuBNQYsjnxvZt7fZftBwBMYP2/sBvyuegbpvM7ezoLr7OosfJ19Fn1eZzPzNxHx34xfbGMj4KyI+CHlueBKFjwXPIVyn7cHC54LHqZUKv+3fvrXlPsV5bq2NeWz+0/gZRFxOPBL4AbKtX8u5Rw8kHJ9q7ue5orijTLzyIjYAnhHbdPGwM8i4hLgWEqF8Gso95MPUc7zVSjn45aUZ+7n0fysI0mSJEmSJEma4RbLf3yWJEmSJEmSJKkP6wKvq/706z5g/8y8s8fXb1X9aeOP9F7B7iOUXwbfq9Y+hxJCfVEPx3gHJWik0Xgn8Hjgn2vtS1JCXQf0cayrgZdk5rwBxnMd8ApKyGCsYuTOLBwum8zvgJcPMIYpk5k/iYi9gaNZOFwFJdT2H9WfRVpmPhgRz6d87rvWNgcl5LLbCPvPiPgS8F+1TVsDX59k94GSZwP6FiXw2m0Mx2Tmg1M0HvUpM/9UzQHHs3BwFGBT4FPVn169PTNPGtb4ZrE3UIKX29bal6EE5g6cZP/5lGtRfWGAfr2JskBDPQy3MfDpHva/khJsPq5l/2+mBArr4dktgS/3eIxTKRW+Z3WQOTPvioijGF9V9TnVn4lcQ/m8hmHlhrYnAX8ZwrEPAT460cbMfCAi9gB+yPifNyhVa3cfwji6+RDl3Ht+rX0O8JLqz2T+A/CaNvM9Qpm7zgHWqNo2AQ7t4xh3Ay/o4/l2zDspi6S8q2Hbliy8UIQkSZIkSZIkaRE0Z/KXSJIkSZIkSZKkFm4GnpuZp09BX+cDT8vMm3p5cWbOB/ahVNNt432Z+dmW+6oHmfkQJWj+fwMe6gzKuXHDEMZ0HCVA9nCL3c8FnpGZfx90HFMlM39EqXD4myEe9n4gh3i8kcvMeyiB+v+k3Wc/kXt7fN2nKXPcrJGZf6KEFLv51lSMRe1l5imUSuKDzJ/3AQdm5v8bzqhmt8y8F9gF+EWL3R+mvJcDVzKvrom7UirM9utC4NmDVH3PzIuAlwEPtDzEiZR7hHHV6GepgxlOaHhWysy7KYuCfJTxlacH0dN1tlro5iWUxVv6lcC7MvMLLfbVNMjMP1Dmv5tb7H4jZf67qEW/mZnvBl5Kqbg8LL3eT0qSJEmSJEmSpplBZkmSJEmSJEmSFrgbeC3wI0r4qI17gM8Am2Tm2V1edxbw7up/57fs63pKVcEdeg0xj8nMhzPzAEow9cYed7sK2DUz+6napZaqz+iNlLDBxX3ufj3wRuBZmXnLEMd0JLADcF6Pu9xHqfS3U2beOqxxTJXMvIxS/ff1lPO/jUeA0ylV3dcasDL2tMjMeZn5IeAplAUQ2obnbgA+D2yXmfUqyxP1/TClSuURtJ8rp0O3oPJVmXnOlI1ErVXX8ScDh1EWIujVfOD7wFMy84hRjG22qqp4PpdSnfOuHnc7D/inzPz2EMdxPvBUSii4Fw8AHweenpm93jd1639ssYxL+tjtDkrl2+dXi0wsEjLzdsq9xcnTPZbpkpmPZOYhlOvsUbRfOOR6yny1bWZ+so/+H8rMlwGvpveA6+8pizZ9ov9hajpVQeQtge/S2wI7Sbmv2SIzLxiw7+9Sqql/nPaB5ruBY4A9gBcMMh5JkiRJkiRJ0tSJzFm16LskSZIkSZIkSVMiIpYBtgF2rP53Y2AjYDUgqpcl5Rep/0AJmp4GHJeZfYWgI2JVSphmR2Bz4HHABsAKHS+bB9wOXFH19RPgF1V15YFExLLA3sCelNDmXGApSij7WuAC4Djgp8PoT+1ExFMpFfOeDmwCrNqx+X7gGuDXlHPjp1VV51GOZ2fgxZRz93HAKpTw3s2UKsYnA0dWAaVZLyKCErTao/rfJwJrs/DCwfdTQkS/A34LnAmcXlVbXGRExBqU+eJZlDljA2DFjpfMowTu/kB5Ly6mzFdXDNjv+sC+wPaUsNfqwErAMvXXZmbU26ZSRKwMvG2CzedmZq/hSc0Q1Xm/N2Vxia2BdYElqs3JgrnvNOCYqjK3uqi+Jy8Hdge2AB5DeU/vYsE17djMPL2230eB99UOt1NmntlyHDsAL6RU4F4HWJPymd4KXA6cAhw1zIVBav3vRjm3dgbWB5auNs0D/kypAn0i8N2qqvXYfkG5JnW6NTPPHcU4p0JEPBnYh3LvvSnlXmclyn1pp2syc+Mh9Xkd5XMfhUMy86P97hQRa7LgOrsVzdfZ21n4OntqZv5u0AFXzwX/woLngnUo7//dLPxccKLPBTNXRCzJ+ED8qZm5S+11m1DurZ5BubddnTIP3045t04DjsjMa0YwxmUp19RdgW0pz9trdLxk7Fn7T8CVwGXVeM7LzGFWL2+tej57ea358GqxDEmSJEmSJElSB4PMkiRJkiRJkiT1oQqNrEgJM98zyl/gj4glqr7mLUqV9zQc1S//Lwc81Bls0tSpvqPLUwIfd8/GasvD0nE+PtjvYg7SbBQRc1hwP3DvTAlVLQ6GHWSeaSKi87wyKCrA66z602uQeaaJiKUo99bzKc/a/lKbJEmSJEmSJC0ilpzuAUiSJEmSJEmSNJtUv0w9JdVVq1DknVPRl2afzHwAeGC6x7E4q76ji1S15bY8H7W4qQKmd033OLTocfEaNfE6q8VBZj6Mz7+SJEmSJEmStEiaM90DkCRJkiRJkiRJkiRJkiRJkiRJkiRJkrToMcgsSZIkSZIkSZIkSZIkSZIkSZIkSZIkaegMMkuSJEmSJEmSJEmSJEmSJEmSJEmSJEkaOoPMkiRJkiRJkiRJkiRJkiRJkiRJkiRJkobOILMkSZIkSZIkSZIkSZIkSZIkSZIkSZKkoTPILEmSJEmSJEmSJEmSJEmSJEmSJEmSJGnoDDJLkiRJkiRJkiRJkiRJkiRJkiRJkiRJGjqDzJIkSZIkSZIkSZIkSZIkSZIkSZIkSZKGLjJzuscgSZIkSZIkSZIkSZIkSZIkSZIkSZIkaRFjRWZJkiRJkiRJkiRJkiRJkiR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df3Vor369o0/drShBw/U6fwFW6lNvUZf2PgbMa9H3NSkPfOr3+C5w/z715gNHNer9E1i+R52Ne3xOB/Rp71GUh3b1OpcDK7Zo789D/GzPbdzj8X3KN/8O+/38W/exbZ+8vLy8vLy8vJoXZdHQmR3GZNdX45ltgGVq5ZcBtqScJHIWZcHT2V3ufXbjntu37NuejfrHDlDnLR3ey5WUU6bXqZVbE3gFcFmt3PmNeosGaO+MquzvKRvO7Ez5ThC1MvOAhwL/j7LAtNm/F8/074GXl5eXl5eX16ivEYwFlwEubNzjl8DGA9R9a6PercB6fep0mqe8E/ifPvU2594Ty/rOeVfv64ZG+ee0+FwWAM/tU+aADu/lC8Cyfe57Xod6z+zT1oFdPrvfAw9s8b4WdrnPHcALWv7uNPt04Ez/PXh5eXl5eU32cmzV8305tpp4nzk1tqp+zr9v9ONqYIsedaLH55nAwh51T2yUfU+Lvi4HXNOo/6QhfuY/Bdbq8/4+16hzO3C/Afr4vl7vv0P5tSjBzvW2jh2g3vZd3ttfgE171FsR+EWjzrm1z/V7wMo96m/KxP9HXj9Af89u1Nm+T/n/ovx/WK/zb+AJA36uK1CeGfRcj+Pl5eU1Vdc8JEmS5qBqt7w3NrLPoEzKXNuhygSZ+adst4tfAs/OzIt63DMz8yDKl/m6faqT5SRJkpZIjr9mrWMy8+BeBTLzQsqOtlnLXo9yCnFbJ2bm/pl5d4s6b2T8btXnUX5vrupVKTPvAvYBTqtlr005ZbqtIzPz/X3a+zllN+i6hcBLh2hPkiTpvu4gJp7EfAawYWa+IzMvyMw7xl7IzDsy85eZeURm7kgJ0P0ys0BEPJiy8Kvup8BmmfmJzPznWGZmXp2Zn6UsNjq9yt6G9k4FHpOZm2XmmzLz25m5KDPvGdNn5t2ZeXFmHl6196nGPQ6KCNcLSJIkjfdSygY6Yy6lBAD8uV/FzDwU+HgtazlgvyH68LbMPKZPW78G3tPIfl6PKhsx/hTE8zPzpEE7lJnXZeaJ3V6vTqBrPh84B3hZZt7e676UkwIXNV5656B9q7kBeHK2O7Wum/0zc1Z835AkaQnn2Kpze46tlgzPpQSnjkngWZn5q24VqvUpBzJxfcogjmikXxkR8zuWnGh3YPVa+k+UjUTb+CvwtMz8V7cC1fzza4F6mWWAZ/W7eWa+LTMXDdqZqh9PpwSPj3lBRKzepUovd1DWoPyhR3u3MPH/mMdRPtc/UtYm3dSj/h8op1PXNdeXjMLBlP8Px9wMbJeZPxykcmb+JzMP77ceR5Kmig8mJUnSXLU/sGwtfR1lIueuKWzz+Mw8d8Cyb6JM9oxZlnIShyRJ0pLK8dfscx3lZLi+MvMcyg7Odfu0bO9Oys6tA4uIVYC9a1l3Aa/s9QC2rnpQ9gagHjj9qjZ9oOyg+9YB2zuTiQEzbT8nSZKk+7QZ2gRpKr2J8QuHrgR26vVeqkVRz6Gc6NFaZn48M89vUf72zHw18INa9obATsO0L0mSNBdFRDBxnPqazLymxW3exfh56FdGxFIt6l/MxMXv3XyWMp86Zt2IWKtL2QWN9OUt+jSIFwFr1NKLgVcP8nwgM28AXt/I3joiHtOyD+/NzL+3rNPJb4BPjuA+kiTdpzm2mhTHVrPDqxvp4zPzvAHrNten9JWZPwB+V8t6AAMECFeaaxaOqm96OaC3DDI/X81tN9eWPLJlWwOp/r/4bC1rWeCxQ9zqqF4B6LX2zgWu6PDSm6v33c8JjfQjRrmZaEQ8DHhmI/sNmXnxqNqQpKlmILMkSZqrmjtZHTMNO0g1d0TrqvqC3QyA2GW03ZEkSZpWjr9mny9Vuy4Pqvl5bhoRG7eo/636aXMD2glYtZb+bmZe0uYGVflf1rK2iIhVu5Xv4AvVA91BNT+n/4qIhS3qS5Ik3dfNxCZIUyIiVgZe2Mh+64ALvm6l5UZAI/ChRnqHaW5fkiRpNtsKeEgtfUlmfqfNDTLzesomPWNWAzZvcYujBw04qMaczRPFHtql+PWN9FajXFBPOSmt7jst53lPYeLJgc179nIncGyL8r0cM0TQhyRJmsix1fAcW82wiFgN2K6RPdn1KYNottF3U/WI2ALYtpZ1G+1/ftcAX2tRvhnQ3e1vZRSaG3pu27FUb59uUfbnjfRVwLcGqZiZlwH1ZwMrAg9q0XY/uwFRS/+d4U7/lqQZYyCzJEmacyJiPcppEnXNna5G7Z+Z+bOWdU5upLeKiKVH1SFJkqTp4vhr1vpmm8LViW5XNrLbPAT6Qf8iEzyxkT59iHsAXFj79zxgmxZ1235O5wJXN7KHeVgmSZJ0XzUTmyBNlR2BlWrp64AvDVo5M88EWm3kM0mjWPQlSZI0VzXnKs/oWKq/CxvpNqffndOyrcsa6dW6lLuE8SfCPQQ4ptqYZxSap6Kd1KZyFdzSrNPmpLVftzzdsZdh5rklSdJEjq2G59hq5j2a8QGjo1ifMojPAzfW0jtGxIP71GkGO391kI02G85rudHooH8rPUXEmhHxhIjYNSJeGhGvjoi96xcTA8rXa9nMdcBvW5T/SyN9XmbePYn6Q302XWzfSH9lSdwgVtJ92/yZ7oAkSdIU2KqRvhH43RS32ZwwG6bO8sAmTH1fJUmSRs3x1+z0y/5FOtbZqZbegsGD0n8zRHvNwImHVA+j2lq/kV6nRd1hP6cn19JbMNyOypIkSfcpM7QJ0lRqbqBzRmbe3vIeJwNvmWxHImIF4GGUsfDKlNMe+m1s3nbRlyRJ0lzWnKtce8i5yuYpgW3mKhe1bOumRnqVToUyc3FEfBr431r2K4DnRMTXgG8DP8zM61q2T0TcD1i7kd08xWwQzTptTlscZm66k7uYeBKjJEkajmMrx1ZL8thqi0Z6FOtT+srMmyPiOOB1VVYAezP+d+0eVfD8Ho3sI9u2yxT9rXQSEVsBewK7Ag9s2S60Dwz+S8tTwW9ppK9o2d7NjfSoNjiAiWuzfjzCe0vStDCQWZIkzUX3a6Qvb7kj1jDaflklM6+KiFspATRj1hhdlyRJkqaN469JaPnA9h+ZecoA5f6Tmf8eojuLGuk2n88wuzKv1Ui/doh7dLL6gOVuHOYBMpP7nCRJku7LZmITpKk0IwvaxkTEusDLgd0pQcz9ApebRnkahCRJ0pKuOVf5/OqarEHnKgGub3nvxY30Uj3KvhvYgfFj8lWBvaorI+IPlMXw5wBnZuY/B+hDp/d3+QD1+tVZEBExYNDBqE4MvCEzm5+pJEkajmMrx1YzNrYawRqM5vP/Ua1PGcQnKesmxk6E3jMi3p6Zt3UouwewUi19UWae37avTO3fCgARsSpwOPASxp923VbbwOAb+hcZp/nebuxYavD6fT+bQUTE0kycz790FPeWpOlkILMkSZqLmpMIbb9kD6Ptl9UxNzB+omLBCPoiSZI03Rx/TU6bHXHPAQYJZJ7M51PX5vNp7iw7iDYPmttYYcByM/E5SZIk3ZfNxCZIU2nSC9pof9oFERHAAcA7GHzs28koT4OQJEla0s30XCUtTwprJTNviYgnAB8FXsnEBfUBbFZdewF3R8Q5wGGZ+c0et27Ojd7NcHPFzTnXpSgnuw0SeDBMe1N5H0mS5NjKsdXMjq0muwajGTA6qvUpfWXmxRFxJvCkKmt1ykaWx3co3gzYPqp1D6tmh6w3kIhYDfg+8MgR3K7tZp6TfW9T+tm00On/1OlYmyVJI9X2P3FJkiRJkiRJGpWlp+i+k9nBV5IkSVNnJjZBmkqjWNDW9kQIgGOA9zG5IGZw3CxJklS3zBTdd9aMuTLzlsx8NbAJ8F7g13RfmD+PcsrgyRHxg4hYZ5q6KUmS5gbHVuM5tlIbn2ik92kWiIjHAFvUsm4CvjCVnZqEjzIxiPmvwIeA3YBHUDZBXRFYKjNj7KL83UiS5ghPZJYkSXPRNY10czHZVFhlyHqrNtLXTbYjXbiBjSRJmkqOvyaa6fHXbP986vdfs5Z+SmZ+b4rbrFsSPqeZ/l2SJEnSLBIRL6Wc8lJ3M/BVyukhfwD+Tgmqvi0z72rUny0nSEiSJM021zbS+2Zmm5PclhiZeRnwLuBdEbE6sB3wOODxwNZMXFe6PXBmRGybmc3Ne5pzo/OAlSiBFG0051wXM/zJd5IkaeY5tnJstSRrbsA5qnUFg/o2cAWwfpXeNiK2yMxf1co0T2P+fGbO5CnYHUXExsCejeyPAAc05667WGnknVoyNf9PhelZmyVJI+UiOEmSNBf9u5HeICKmetyzfv8i40XE/YHlG9nNIKAxixvppVo25xdWSZI0lRx/TTTw+Ku+m+wA1/YD3naFiFizf7EJFjbS3T6fUWn+7jRP6Jtqq0TEgiHqLWykp+r3CBzLS5KkuWUmNkFqq813mVEsaBt4MVtEBOV0l7ozgYWZ+crMPD4zf5aZ/8jMmzsEMbvoS5IkqbuZnqucEZl5bWZ+MzPfnJmPpZyE9nLgt42imwJv7nCLTnOjC4foygaN9HWZ6SY8kiQtuRxbObaaMSNYg9H8OYxqfcqg/V8MHNXIvudU5ipgfvfG683ys8WzGX+S+tmZ+cYBg5hh/Mb491mZeScTn0dsPBN9kaTJMJBZkiTNRb9opFcBHj7FbW41gjq3An/sUra5U1rbBWetJ1IkSZJacPw10WwYfw3zGW3ZSP+qY6nRuahP+9NhmDYH/Zwm9XtUbQjwwDZ1JEmSZrnp2ARpOjeFnPSCNtotRHwk8KBa+nrgeZk56AZELvqSJEnqbjbMVc64zLw+M4+lvP9TGi/v0aH81cA/G9mPGqLpZp1fD3EPSZI0ezi2wrHVEqz5/H8U61Pa+jRwey29R0SsXP17T2C52mvnZeZvJtneVNm8kT6hZf2tR9WROaC5NuuxM9ILSZoEA5klSdKck5l/Ay5tZL94iptdJyLafmF+diN9YbVrVifNnbSaO+b188SW5SVJkgbm+Kuj2TD+elabwhGxLbB2I/v80XWno+810k+f4vY6afs5PZ6JASDdPqcbGuk1ag8XB7EV0Kb8dGnujjzMSdOSJOm+aTo2QZrOTYmme0Fbc9HXtzPzuhb1XfQlSZLmusnMWzXnKneIiKFOUJsLqhPS3tLIXthlfvMnjfSubdqKiAB2a2T/uM09ZgHnTCVJc5FjqxFxbNXaTI+tfgrUT7AexfqUVqqg9q/UslYCXlz9fF/dKH7kZNqaYvdvpP86aMVqE9SZWEMyW53dSO8eEfNnoiOSNCwDmSVJ0lz11UZ6r4hofiEetX0HLRgRawAvaGR/q0eVixvpbQc9qSQiVgBeMmjfJEmShuT46962Zsv464URsaBF+dc00hdn5p9H2aEOTgVuq6UfHhHPnOI2m/aIiFVblG9+Tr/NzEWdCmbmHcBltayg3a64zQeQs8VNjXSbz0+SJN2HTdMmSNO5KdEFjfTTImKZlu21WdA29KKvynSPtSVJkqbbZOatzgf+XksvAPaedI+WbJd3yFuxQ96pjfROEbFRi3Z2ZuK4vXnP2c45U0nSXOTYarQcWw1uRsdWmXk9cG4je7LrU4bxiUZ6b2BHYJNa3tXAiSNoa6rc0Uiv1qLu84CFo+vKEu9ExgfYrwu8fIb6IklDMZBZkiTNVYcxPiBiAXDcFO8+9bKIeNyAZT/E+MmVO4DP9ih/EVA/LXAtBl909gFg9QHLSpIkDcvx171my/hrAaUvfUXEE4E9GtlTvmtvZl4FHNXI/lRErDfsPasdiNtYAzh0wHvvyMQHjv0+p5820nsN2NbjgD0HKTsDrmykN52RXkiSpCXVVG+C1NyUaNDvDETENsAWLdr6AXBLLb0AeGGL9v4beEiL9oZe9FWNsZ/foi1JkqQl0dDzVpl5JxPnCQ+OiK2G7cwQc5VTYhLz9M3PbzHw7w7lvgRcU0vPB44cZHPQiFiF8nyh7meZeX6bjs4CzplKkuYix1YdOLaaFrNhbHV0Iz2Z9SlDycyfAT+rZW3OxODmz2Xm7ZNtawr9rZHeeZBKEbE2cPjou7PkysyLgZMb2R+JiIfORH8kaRgGMkuSpDkpM/9FmQyoexpwyqCn0kXEgyOizS6AAZwcET0XukXEu5i4C9ZRmdlpUgqAzLyVibvi/V9ErNOnrXcCr+1VRpIkaRQcf93T1mwbf/1PRLytV4GI2BL4OuXzHPM34HNT2bGaQxn/IHJt4NwWDwEBiIiHRcTRwCFD9GGfiHhLn/s/Cjipkf0X4Pg+927ufvzciHhen7a2ofxMpnIjgMn4ZSO9Z0R02i1ckiSpk6neBKm5kcwzqkVPPVUnKR/RpqHMvJGysLDu/RHRd2OjiFie9guxmou+njrI5xYRS1HGrW1Pi5YkSVrSNOetXhYRK7eofwzw21p6BeD7EbFrm05ExPoR8QHguDb1ptC+EfHtiHjSoAFAEbEC8LFG9o8yc3GzbDWf/uFG9pOBT0fE0j3aWI0yD988MfA9g/Rxlmn+7j0xIh4+Iz2RJGl0HFt15thq6s2GsdXXgEtq6bH1KZt3qxDFgYz2lNxm4HI9aDWZGHA925zdSO8RETv1qhARG1b1RrkB6lzxTuDWWnpl4IcRsd0glSNihYh43Yg3l5WkgRnILEmS5rKDgLMaeTsBl0XEeyNi6/rETkQsHRGPiIh9I+JMyskdzdPWuhlbHLcm8NOI+EBEbDY2URURy0XE0yPirKpfdZcDPYNLKh9vpBcCF0TEy6pJqLH3sXpE7B4R53PvJNSPB3wfkiRJk+H4a/aMv64CFlX/PiQizoyInSJiWbjnAdpmEfFB4HwmniD96sy8aTo6Wp3KvBtQ3yX4QcCPIuK0iHhBRKxXfwgcEfMiYmFE7BIRh0bE7ykPwV9FeQA+qH8Cf63+/f6I+G5EPK3xOT0sIj5M+Zk2T7z7n8y8uU8bp1ACnuu+GBEfjohNau9pfkQ8tgrGPpfyUO5q4E8t3s90ORW4u5Z+KHBJRBwREW+IiL0b19A7q0uSpLlnGjZB+iFlPDxmeeCYXgG/1aYsJwKPHKT9hg8zfiy7NnBar/dSLVw8CdisZVvnUBanjdmQPgsRq/d2ErB9y7YkSZKWRKdRTrYb82Dg4oj4ZJd5q0fVK2fmHcAujD8BbwHw9Yj4cUS8IiI2bsxVRkQ8oJpXfGdE/IwyB/1mJs67zpR5wDOA7wF/r+bxdq/G1feMk6v3sjAiXk0JHtm+cZ/m6X51H6LMa9a9HLgwIvZozKmvExH7Ar8HHt+o86nM/HabNzcbZOYfKc84xixNeZ7whYg4oHoOUv/d22WGuipJUhuOrTpzbDXFZsPYqvr93Yvx87Fj61MOjYiHjv3uRlmf8gzKepl3V2UXMX6eelhfoawb6OS7mXnpCNqYSt8C/lFLz6M8C/hIjF/jMy8itoyyacFvgYdU5c+Z3u7Obpn5O2DfRvb9KMHMJ0XEs5vPJqKst9k1Ij5D2Sz1cNqtq5GkkZmtJ3pIkiRNWmYujojnUk4y27720mrAO6qLiLiBslvaKpNo7nRKMM1rKadavLm67oyImykTcJ1cA+yambf0ayAzz4qI44GX1rLXA46Fe97HfKB5EtpFwD7ArwZ9M5IkScNw/HWP2TD+uhXYg/KgbFlgx+oiIq4DVqI87OvknZl52nR0ckxm/iTKzttf5N5g4aAEwo/txrs4Iq6n/LxXYvwJ0sP6D+WB7/er+z65urJqa2W6z6G+NTO/26+BzLwzIv4H+E4tez7wv8D/RsRtlJ/Xaox/T7cDuwPvpSwKmDUy84qI+Dzwslr2ukx8YDbmncCFU94xSZK0JDkIeBzVGLUytgnSJyibwVyUmXdC2QQJeBjwWOA5lO8bPwKOat64Gn8dTRmDjNmZspDnQODsahEaEbE+8EzKd4n1qrI/rtoZSGZeEhHvAQ6pZW8D/D4iDgZOyswrq/bWoCzefCf3noxyPrDtgG39KyJOBuqn1rw1Ih5GCag+v/aZrQ88q3pv61ZlzwGeOOh7kyRJWtJk5t8i4ljglbXsB1Dmazs5CPh54x6XR8RTgG9QNlwc85jqAri7mh+eR5nnHsVc5XRZhzKPd89cXkTcRJmPXIUyT9rJpzLz5G43rZ4P7A58F6iflvdw4IRaO/Mpmw11cjrw+sHexqx0CPD5WnoF4EVdyp5D+d4jSdKs5dhqII6tps6Mj60y89yI2I8S+DlmWeCA6rozIm5h4obot1PWa3xxBH24PSI+XbXXNGF+fLbJzFsj4vXAV2vZ84E3VNfttTU+zYM6vw98EOe0x8nMY6tnDR9k/Ge2W3VRrUP5D+X/IeMGJc0ansgsSZLmtMy8DngKZSLhri7FVqV7EM3dXfI7eT0TJwaWpnsQzSLgSZnZJsBlb6DbDnmrMjGI5lxKIMaNLdqQJEkamuOv2TP+yswfUwIXmicrL6BzEPOdwJsz8+Cp7lsnmXk68Cgm7iw9ZilgDUpwcbeH17cCl7Rs90eUQJD6ycpB+Zw6PdC5A3hDZr6/RRvfBf6H8TuWj1muaqv+nq4Hds7MHwzaxgx4DdD14bokSVIvmbkYeC5wduOlsU2QfgrcERHXV4sY76CcWnIEJfi533Pu9zFxXPgYyuYyt0bENRFxO+U7wse5N4j5s8AxQ7ylDzB+IRaUk5k/Afw9VHi0AAAZVUlEQVQzIm6pFhZeXbUxFsR8OfC6lm29mTJerNuFchL1fyLi6tp7O4x7g5j/Dry4ZVuSJElLov9H2WxzaJl5IfBIus9/zaPM6a1K97nKuygnic0G2ef1lSmny3UKtLmTstni3n0byfwn5RTAbnPqK9M50OZu4JPALpl5a792ZqvMPIHyfabbsxFJkpZEjq0mcmw1DWbL2CozP04JVL+tw8tLMzGI+Sbg2dV6jVE5kolrDf5GOe141svMr1HW93RaL7EsZR1Ic87/m8CzKX8zasjMj1DWA/2jS5HlKKfYdwtibrM2S5JGxkBmSZI052XmnZm5H7Ap8Bng332qLKacurEf1e5UA7azODP3oZzg8YseRa8CDgUelpkXDXr/qo1bKV/O96FMRHTzN0r/t8/Mq9u0IUmSNFmOv2bP+Cszv0PZlfl4SvBHJ3cCpwJbZeaHpqtvnWTmpZm5HSU45ZsMFhB+HeXh+V7A2pl55BDtnsa9u1f3+py+BWyZmR8boo1PU072O4vuD7dvBz5H+V39fts2plNm3pKZu1JOUjyc8jf8L0owuSRJUl9TuQlSZt4GPA34c4eX51EW8DQXEh4BvKpHl7uqArP3oAQpd7ICsFIj7xLgSZTg5jZt/ZmyQOmaDi/Ppyz6ar63iynfVXp9p5EkSZoTMvM/mfkcylzcYcB5DDFvlZlXV/NfW1LmDQcZt91COfluP+CBmdnp1LSZ8AlgO8oGPD9lsGCAa4CjgYdn5rsys1/ADgCZeUNmPpMy1j2zT1s3AydS5lxfk5lLfABwZh4CPAR4F2Ujpb9Q3qeBApKkJZJjq44cW02T2TK2qtYgbE4Jxu+2nuAOyu/2wzPzjBG3/xfgD43sY6p56SVCZh5G+bs5q0/Ri4AXZuazM/OWqe/Zkiszvw1sRDnZ+jcDVLmC8v/X5tXvlCRNuxhwDCRJkjRnREQAW1AmOO5H2RHtVkoAxB+B32TmDX3ucSDw7lrWQZl5YKPMhsA2wAMpC8j+BfwJ+PEoJhBq72PL6n3MpwTpXAT8YtDJLkmSpKnm+GvqRcRCymluY67IzIWNMitTgk43oezOfD0lAPtHmXnttHS0pYhYCtiK8vBlDcrvzu2UXYz/SgnIWJSZI3tQWX1OjwceTAmauY7yOf2wCrYZRRtrAU8A1qnauIkSyHJuZt7cq64kSdJcFBEbAwdQTha+X4+ii4ELgK8Ax2dm82Ti5n1XA95G2ZioGUg85ufAuzLz9KrOnpTNZcYcl5l79n8X97T5FOA9lO8mnVxLORHl0Mz8zyBj+S7trFe1swfl5I9O/kEJ0P5oFdxNRIz73pKZ3U65kSRJUk01P/xw4KGUE/YWUDbkuYky7roE+POSEDASEctRNiLdCFibMl8clPfyL8pph5eMaF59Jcq89LqUsf5iyrz6FcBPMrNbIIgkSZrDHFsN3ZZjqxlWzTk/AViP8nt7I2VdynmZOchG7cO0+VDGBzLfBayfmd1O453VImIdypqMdSnz9v+hBKn/LDOvmMm+LckiYm3g0cD9Kf+vQvn9vAL4XWYumqGuSdI9DGSWJEkawiCBNJIkSRodx1+9DRv8IEmSJM0mo9gEqct9l6GcGrMJZYOcuykb41yQmZeOpvcT2lxICWZ+ALA85dSV3wHnj3IBZm3Doo0on9edwJXAr4FfueGlJEmSJEmSJC25IuL/KCeTj/l6dVK6JElLlPkz3QFJkiRJkiRJkiRJkqqg24uqa5T3vQM4u7qmRXW6waJpaOcm4IypbkeSJEmSJEmSNL2qjSz3bGQfMQNdkSRp0ubNdAckSZIkSZIkSZIkSZIkSZIkSZIkSffYH1i1lv5tZp41U52RJGkyDGSWJEmSJEmSJEmSJEmSJEmSJEmSpFkgIh4LvLWR/f6Z6IskSaMwf6Y7IEmSJEmSJEmSJEmSJEmSJEmSJEn3NRHxEGCHKrkA2BJ4DuMPr/wV8KVp7pokSSNjILMkSZIkSZIkSZIkSZIkSZIkSZIkTb/HAEf2eP1O4BWZefc09UeSpJGb17+IJEmSJEmSJEmSJEmSJEmSJEmSJGka3Qq8KDMvnOmOSJI0GZ7ILEmSJEmSJEmSJEmSJEmSJEmSJEkz71ZgEfA94PDMvHRmuyNJ0uRFZs50HyRJkiRJkiRJkiRJkiRJkiRJkiRJkiTNMfNmugOSJEmSJEmSJEmSJEmSJEmSJEmSJEmS5h4DmSVJkiRJkiRJkiRJkiRJkiRJkiRJkiSNnIHMkiRJkiRJkiRJkiRJkiRJkiRJkiRJkkbOQGZJkiRJkiRJkiRJkiRJkiRJkiRJkiRJI2cgsyRJkiRJkiRJkiRJkiRJkiRJkiRJkqSRM5BZkiRJkiRJkiRJkiRJkiRJkiRJkiRJ0sgZyCxJkiRJkiRJkiRJkiRJkiRJkiRJkiRp5AxkliRJkiRJkiRJkiRJkiRJkiRJkiRJkjRyBjJLkiRJkiRJkiRJkiRJkiRJkiRJkiRJGjkDmSVJkiRJkiRJkiRJkiRJkiRJkiRJkiSNnIHMkiRJkiRJkiRJkiRJkiRJkiRJkiRJkkbOQGZJkiRJkiRJkiRJkoCIWBQRWbsWznSf7msiYq/Gz+DTM90nSZIkSZIkSZIkScObP9MdkCRJkiRJkiRJkiRNXkQcC7xswOIJ3ATcAFwGXAicBpyZmTklHZQkSZIkSZIkSZIk3ed4IrMkSZIkSZIkSZIk3fcEsAqwHvBEYH/ge8BlEbHbTHZMkiRJkiRJkiRJkjR3GMgsSZIkSZIkSZIkSRqzEDgpIo6MiJjpzkiSJEmSJEmSJEmSlmzzZ7oDkiRJkiRJkiRJkqQp8Sfgo11em085kfkhwI7AAxuv7w1cC7x9ynonSZIkSZIkSZIkSZrzDGSWJEmSJEmSJEmSpLnpH5l5VL9CETEPeAnwCWCl2ktvjogTMvMPU9VBSZIkSZIkSZIkSdLcNm+mOyBJkiRJkiRJkiRJmjmZeXdmHgfs3nhpPrDn9PdIkiRJkiRJkiRJkjRXGMgsSZIkSZIkSZIkSSIzTwd+2Mh+6kz0RZIkSZIkSZIkSZI0NxjILEmSJEmSJEmSJEkac2Yj/cAZ6YUkSZIkSZIkSZIkaU6YP9MdkCRJkiRJkiRJkiTNGlc20qu0vUFEbAA8FFi/qr8UcB3wb+DnmXnFZDvZoc1lgEcDDwLWBFYGbqG8n98Dv8/Mu0bd7qhFxHxga2AD4H7ACsDVwD+AczPzhilqd9Oq3XWqrH9TPrefZebiEbWxFbAZ8IAq60rgF5n5u1HcX5IkSZIkSZIkSdLsZCCzJEmSJEmSJEmSJGnMCo30jf0qRMSKwC7VtQOwVp/yfwGOBj6ZmdcP2c+xez0V2A94IhP7XndjRJwJHA98eyqCmiPivcA7GtmHA/tn5t196m4JHAA8FVi1S7G7IuKHwMGZ+YMW/ToXeFwta7vMPLd67UXA2ykBxp1cExEfAT6WmbcN2mat7XnAa4HXU4KzO5W5BHhfZh7f9v6SJEmSJEmSJEmSZr95M90BSZIkSZIkSZIkSdKssUUjfXGvwhGxBnAV8EXgBfQJYq48CDgEuCQinjBMJyNiw4g4DzgD2IneQcxQTobeFfgGsMcwbfboyzIRcQLjg5jvpgQw79criDkiVoyIzwO/AHanexAzlI3KdwTOioivRMTyk+jzChFxEvAFugcxA6wBvA84OyJWb9nG2sBPgMPoEsRceQhwXER8fTLvSZIkSZIkSZIkSdLsZCCzJEmSJEmSJEmSJGksKHnXRvZ3+1Rbmu5BxHcC1wA3d3n9/sCZEbHjwJ0EImIH4GfAY7sUWQxcC9ze7RZt2uvTlwXA9xgfHH0r8NzM/L8+dR8A/Ah4cZc+3QpcB2SH13anBDSvPES3lwZOAXZr5N8GdDshexvgxIgY6LOLiPsDZwGP7lLkBuCORt6ulMDqkf18JEmSJEmSJEmSJM08A5klSZIkSZIkSZIk6T4uIlYBvsr4E4FvBo4Z8BZ3UAJ69we2AxZk5jKZuWZmrgysVOV/ghIwO2Y+8MWIWHPAfj4M+BbQPB34l8BewEJg6cxcIzOXo5wo/GTgg8DlA76XgUTEhpQTh+unSv8b2CEzv9Gn7nLAacCWtewETgZ2AdbIzBUyc3VgWcpndwLlpOcx2wJHDtH1Q4D/rv59MfAKYJ3MXD4zFwArA88H/tyotwPw0gHbOAHYtJH3M+C5wEqZuRqwHPBg4N3ALVWZXYFXDv5WJEmSJEmSJEmSJM12kdlp82ZJkiRJkiRJkiRJ0pIkIo4FXlbLOiczt+9SdilgFWATSqDvPsADakUSeElmfqFPmwuA1wFHZeZVA/bzwZQg3o1r2Qdl5oF96q0AXEQJfh2zGNgP+GT2efhdnSb8LODqzDy3S5lFwPq1rA0yc1GHcttQTjW+fy37j8BOmXlZr35U9Y8GXlXLuhp4YWZ+v0+9nYCvASvWsnfNzJN71DkXeFyHlz4FvCYz7+pSbwHwQ+DhteyfZ+bWffr4cuCzjewjgP0yc3GXOhsBPwDW6/DyZzJzr15tSpIkSZIkSZIkSZq9DGSWJEmSJEmSJEmSpDmgQyDzsBYBr83MU0dwr44iYhPg15TThgH+BTwgM+/uUWd/4KON7Bf3C7Zu2a9F9AlkjojdKCcOL1/LPhd4VmZeO0AbmwK/A6LKug14fGb+YsA+7g58pZZ1fmY+pkf5ToHM38zMZw/Q1raUU6frOgZ3V+UD+BOwUS37VOCZAwSab0o5WXvZxksGMkuSJEmSJEmSJElLsHkz3QFJkiRJkiRJkiRJ0qxwE/AuYJOpDGIGyMw/At+sZa0FbNatfEQsDfxvI/uLowxiHkREvIFyInI9iPkrwJMGCWKuvIl7g5gBPjxoEDNAZn4V+HEta9uI2HzQ+sCdwGsGbOt8SsB53SN7VHkS44OY7wRe1y+IuWrrD8DHBumXJEmSJEmSJEmSpCWHgcySJEmSJEmSJEmSJICVgfcAv42IF05De+c30tv2KLstsG4j75DRdqe7iFgqIo4APsL45+wfBF6YmbcPeJ/5wPNqWYuBI4bo0pca6Se2qHtKZv69RfnzGumH9ii7SyN9emZe3qKtI4G+Qc+SJEmSJEmSJEmSlhzzZ7oDkiRJkiRJkiRJkqQp8Sfgoz1eXwFYE9gc2KFKA2wCfDEing68PDPvattwRKwDbAosoARIL8v4U4gBHtFIr9fjlts30hdm5u/b9msYEbEi8GVg51r2YuC1mXlUy9ttBaxUS1+UmVcO0a0LG+nHAB8fsO45Ldu6rJFerUfZbRrpb3Ys1UVm/iUiLqT3qc+SJEmSJEmSJEmSliAGMkuSJEmSJEmSJEnS3PSPQQNtI2JV4C3VNXbi8IuBO4BXDniPJwIvpZzKu2br3vYOkN2qkf7xEPcfxjrASY32bwaen5mnDXG/CadOR8TeQ9xn7UZ6nRZ1F7Vs66ZGepUeZTdvpJsB14MwkFmSJEmSJEmSJEmaQwxkliRJkiRJkiRJkqT7uMy8AXhbRFwJHFZ76RURcWJmnt6tbkSsCxwNPGOS3Vi5x2v3a6QvnWRbgzqVcqr0mH8Cz8jMXw55v7Ua6UcymqDd1VuUvb7lvRc30kt1KhQRK1FO3q67omVb0D7QWpIkSZIkSZIkSdIsNq9/EUmSJEmSJEmSJEnSfcTHgd808g7oVjgiHgT8iMkHMUPv59drNNJtg3GHtaCRPnkSQczQLuC4jRValM0p6kOnE7VvHOI+N0y2I5IkSZIkSZIkSZJmDwOZJUmSJEmSJEmSJEkAZGYCJzWyt4uIbgG4nwM2aORdArwX2Bl4OCUIeQVgqcyMsQt4+eh6PmW+10jvExEfj4gY8n7LTLZDXQzbH0mSJEmSJEmSJEmaUvNnugOSJEmSJEmSJEmSpFnlt410AFsCZ47LjNgR2LFRdv/M/L8B21mpRZ+uaaQ7nf47FV4NvBHYt5b3WmCliNgrMxe3vN+1jfQXM3OPyXRwFul0SvYqwHUt77PqCPoiSZIkSZIkSZIkaZbwRGZJkiRJkiRJkiRJUt2NHfLu1yFvt0b6uBZBzABrtij770Z64xZ1JyMz8zXABxr5ewJfioilW96v+T7WGLZjs01m3gzc3shef4hbLZx8byRJkiRJkiRJkiTNFgYyS5IkSZIkSZIkSZLqVumQd0eHvM0b6c+3bGfrFmV/0Ug/tmVbk5KZBwDvaGQ/Dzg5IpZrcauLGulHTKpjs8+vG+mthrjHMHUkSZIkSZIkSZIkzVIGMkuSJEmSJEmSJEmS6v6rQ96VHfLu30j/ddAGImIV4Akt+nR2I71lRGzWov6kZeYhwH5A1rKfDpwWESsNeJsfMf7U4rUi4lEj6uJscEEj/aw2lSPiQRj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"text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "def plot_performance_per_model(df_raw, groupby_level='model', unstack_level=['batch_size'],\n", " performance_metric=['avg_fps','avg_time_ms','graph_load_time_ms','images_load_time_avg_ms'],\n", " save_fig=False, save_fig_name='performance.model.',\n", " title=None, figsize=[default_figwidth, 8], rot=0, colormap=cm.autumn):\n", " # Bars.\n", " df_bar = pd.DataFrame(\n", " data=df_raw[performance_metric].values, columns=performance_metric,\n", " index=pd.MultiIndex.from_tuples(\n", " tuples=[ (m,b,bs,be,nr) for (m,b,bs,bc,be,ih,iw,nr) in df_raw.index.values ],\n", " names=[ 'model','backend','batch_size','batch_enabled','num_reps' ] \n", " )\n", " )\n", "\n", " # Plot.\n", " mean = df_bar.groupby(level=df_bar.index.names[:-1]).mean().unstack(unstack_level)\n", " std = df_bar.groupby(level=df_bar.index.names[:-1]).std().unstack(unstack_level)\n", " axes = mean \\\n", " .groupby(level=groupby_level) \\\n", " .plot(yerr=std, kind='bar', grid=True, rot=rot,\n", " figsize=figsize, width=default_barwidth, fontsize=default_fontsize, legend=False, colormap=colormap)\n", "\n", " xlabel = 'Backend'\n", " xtics = df_bar.index.get_level_values('backend').drop_duplicates()\n", " ylabel = 'Images Per Second'\n", " for num, ax in enumerate(axes):\n", " # Title.\n", " ax.set_title(axes.keys().to_numpy().item(num))\n", " # X label.\n", " ax.set_xlabel(xlabel)\n", " # X ticks.\n", " ax.set_xticklabels(xtics)\n", " # Y axis.\n", " ax.set_ylabel(ylabel)\n", " # Legend.\n", " patches, labels = ax.get_legend_handles_labels()\n", " labels = [label[1] for label in [x.split(',') for x in labels]]\n", " labels = [x.strip(')') for x in labels]\n", " ax.legend(patches, labels, loc='best', title='Batch Size')\n", " # Save figure.\n", " if save_fig:\n", " save_fig_path = os.path.join(save_fig_dir, '%s.%s' % (save_fig_name+axes.keys().to_numpy().item(num), save_fig_ext))\n", " ax.figure.savefig(save_fig_path, dpi=default_figdpi, bbox_inches='tight')\n", "\n", "plot_performance_per_model(dfs_perf, performance_metric=['avg_fps'], save_fig=True)" ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "scrolled": true }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/usr/local/lib/python3.6/dist-packages/ipykernel_launcher.py:43: MatplotlibDeprecationWarning: Unrecognized location 'left'. Falling back on 'best'; valid locations are\n", "\tbest\n", "\tupper right\n", "\tupper left\n", "\tlower left\n", "\tlower right\n", "\tright\n", "\tcenter left\n", "\tcenter right\n", "\tlower center\n", "\tupper center\n", "\tcenter\n", "This will raise an exception in 3.3.\n" ] }, { "data": { "image/png": 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ZVCNpQspdsm4CFqsuMXq71Kt2C4p2a7H2xSRpYiLiRcCPytPmJJoHKRac6aS/2HJzHkkaS0ScDBxG6z7j40Vr398DHJ6Z353gbzlGL2nCImJ54DpgLRZNNL6R4hnqSeX3lQQ+QrGb/K+b7jsT+CrFollzKObfb03RFu7OonNSn5UmZkrj5qCKJHVmExptaQKXtSoYEUsB+9J4CXgvsE1m3lorcybwK4rdUgM4BDCRWdKkRMR7gA8ycpCo1Yu8ZYD3A/tHxMGZefXURClJ47IBsEJ5nDRe4LXyGkYmKh+amY+vth4RxwL/Q6NNPJpiUEqSumkTGoteJfDLVgXL/uLLaLRd/6boL1Y7O5wbEWdRTC5djkZ/0URmSd20EUXfEIr26OJWBcsJ79XiCwE8Brw0M39SK3MA8C0az1xHUKzCLknj9SlgC0aOaVXjXPdR7P6wbK18vcxxwOYRsU9mzp2CWCVpPD5YOw5gLsVkqS9n5t39CUnSsMrMjIh9gR8DT6P7yX6S1FWZeVtEvIOir1j1E9vtTjrR3UslqV/+u/ys2raFwEnAicAfTI6R1A8RcQxwOKOP0Terf78a8J2I+HBmfqC3UUoSh9NIYq6eoz4KfCoz/10ViohnAZ8FnlNeOhJYqfqaYkOwg0bZEOfW8u+8iDgQ+BqN/KFnArsAP+jyP5M0Y81qX0SSNIb1ms7/OEbZHWnsIpjAZ+tJzACZeS3wfzQ6eptExJrdCFTScImI/YAP0Ujiqzpoo/3Vv98E+FVEuHODpOlk/abza1oVjIjNa+UTOLOexAyQmZ8GvkOjHdyp3DlVkrppIv3F51MkKEPRdv1vLYm5uJh5PfA5Gv3FjcsdKCSpW57adD5Wu7UNxarFULRbX6knMQNk5pnA12k8cz0vIlZAksahnExwJCMnP/0TOApYLTNXyczlKSYmvImin1hfzC8odoa/JCJWm8rYJWk0EbEBsCGNNmoO8LzM/LhJzJL6JTP/TrFwzIeA2xj9PWJdq3eNk/mTpAnLzM8Ar6NYEKZ55+XRFnbPLv5JUk9ExJMpdvmr+ouPALtm5usy8yqTmCX1Q0Q8CfgYI8fok2LR4n2BzSneFx4MnAPMr5Wp2rP3RsSJ5QLJktQr1YILVRt0dGa+t57EDJCZvwNeRLERRQCrU2yYQ3nfG0dJYh4hM88A3lr7LSh2apY0Tu7ILEmdWaN2/Ghm3jdG2eeXn9WDy2ktyp0FvLN2vhnwr8kGKGn4RMTKwBfL0/pA0hUUg0Z/BZagWF19X4p2pl52KeArEbFmZrorvKTpYO3a8cLMvHmMsi8oP6tnri+0KHcisFd5vBjF6ni/6iBGSWr2xNpxu/7ijuVnu/7i2cC7a+ebUUwylaRueFLteEFm/nOMss3PXF9qUe4rFDvIQ7Gw6mbAzzuIUdLweHPT+a+A3UeZdHA78H8RcQJF4vMnKBYUrSYsbAlcGhEvbtOuSVKvbVN+Vs9PH8zMP/QxHkkCIDMfBD4AfCAi1gU2otiNZhmKftxJNN4hfh24dOqjlKSGzDwxIr4JHAg8l5HtVlCMcVXt1hzgwX7EKUkTsH3tOIHjM/OH/QpGkkqvB5amMdZ+J7B3ZjbPrfotcHq5CPsngYMYmcx8BLByRBycmY9NVfCShkNErAo8g0a7c0lmntyqfGbOi4ijgavLS0uXn1dl5qnj/NkTgKOBjSnauZ0nE7s0rExklqTOLFs7fqBN2fqA042Z+bcW5f4ILKSxcug6k4xN0vA6EliFkSt1viYzvzVK2Q9HxHbAp4BnM3IQ6aMRsWpmvmNqwpaklpavHc9tU3aH2vG9tE6UqQbWq4kMG2Iis6Tumkh/8bm14xvGWLDhT4zsL67dopwkTcZyteN27dbzasd3ZuZvWpSrrlfPXBtgIrOkNiJiFrAPjTGqu4B9mpOY68qdaU6KiB8DZwLPqt2/EXBZROyUmX/tdfyS1MLqTeff7EsUkjSGckzq5vq1iDipdvqLzPzyVMYkSaPJzAeAk8u/ESJiYe30nZl5UnMZSZpmqsWRq4WvTuljLJJUeTWNMfZHgT3GeB9IZt4GHBwR51IsgLxC7f59gfMj4mWZ+UivA5c0VLYsP6vnqBPb3ZCZf4yI3wBbV5eA8SYxk5kZEacCx5eXVoiI9X0HKY3PrH4HIEkDbnbtuOXiEBGxOMWDUpUg2HLCZmbOB+6vXVqhwxglDZ8jaQwCLQQOaJHEDEBmXg48h2J3vwXV5fL+/4yIL7a6V5KmyFK14/ltym5L45nrsnIy+yLKnVHrSdErdxShJC2qV/3FOTQSmVfsPExJetySteOFLUsV6gthtdyNKzPnMnKcy3ZL0ng8g8biCgl8OjPvGM+N5QKi2wOn05i0kMBTKHZm3rT74UrSuNTHtx4cb7smSZIkSZrx6ouMPpyZt/QtEkkCImI9YM3yNIFTxkpirsvMs4FtgOtpjNEHsAtwUUQsP8btkjRRzRtAXDbO+y5vOv/FBH/3p03nz5jg/dLQMpFZkjpT351m+YhoNTl9K2Dp2nm7h6T6ZNElJhOYpOEUEWsC65enCZyVmd9td18WPgbsBNxduz+AIyPiGxExu2UFktRbD9WOWw5oR8TTaKxWDO13+3uERjLgMpMLTZJaqifujdVf3JqRE9rHM6heLdKw+GQCk6QWHqwdj/XMtSmwSu1Su3brUXzmkjQxVbJx1XacM5GbM3NeZh4MfLJWR1JMvPpZRGzVlSglaWLuqR23WzRGkqaboPFcJUmDwDZL0iC5r3b8aN+ikKSGZ5Wf1TPVuHcqBcjMG4HtKOZt1ZOZnwtcHBGrjHG7JE3ESrXjeZn5r3He94+m85sn+Lt/LD+r+VurTvB+aWiZyCxJnbmzdjwL2LBFuZeUn1Wnrl1STX13mgdblpKkRW1dflbtzYR2U87MSyl2M/0LIweRDgLOjQgXV5DUD/UXd0tExFotyr2o/KzawHZJNcvTGEyaN8nYJKmVu2rHs4CNWpR7aflpf1FSv91bO148Ip7SotxO5ed4n7lWpPHM9fAkY5M0XOqTmOaXk54mLDPfDrydkcnMqwA/iYgdOgtRkibs6trx8hHhAi+SBsWLa38X9DkWSRqPX1LspvVLYLyT2CWpn66tHa/o3CxJ08ATascLgSsnWkFmzgF2Bs5n5DzULSkWHH3iGLdL0njVN46YO4H7mudb3TdqqRYycx4jN+dZsVVZSSOZyCxJnbmm/KwmY+7RotxBtTK3ZebfWlUYEasD9V1P725VVpJGUR/gSeDyiVaQmTcBz6EYgKoPIu0OXOgEK0l9cH3T+Y4tyr2sdvwQ8NtWFZZt2ZK1S3MmF5oktVRNUq/6gnu2KFfvL/6zfBYbVdlfrI/n2V+U1E3VZKmqTXpRi3L71Y7vB65qVWFELM/I3eMn9AJQ0tBaoXb8QCcVZeYngaNotG1JsajV9yPiJS1vlKTuu4KRC161Gt+SpGkjIrYGDqz9bdffiCRpbGXy3wE02q1L+xuRJI3LLxk5BrZ9vwKRpNLKteM5mblwMpWUiX4vA06jMQ8VYFPg5xGxTkdRStLIZOKlJ3BfjjjJzFYF2/x2tZjyUmMVlNRgIrMkdebPNCYdBHBsRKxZLxARhwIblKcJXNSmzs1r9QG0nMQuSaOo71gzJzMfnUwlmXkP8ALgZ4xMZn4h8KOIcPUoSVPpamA+jQGkN0dE1AtExCYUyTZZ/l2WmQvGqHPT6tby8+/dC1eSgGIRhjvL46q/+KR6gYg4DFi/PJ1Mf7HlIlmSNAnX0NgxOYDjmnd+iIhtKSZRVc9cP23zUu8ZtfoAbu5atJJmsvoq6Cs19/8mKjNPBg4GHqsuUUxm+HZE7NtJ3ZI0XuWEz/+rXTqmX7FI0gRsDxwBvKb8u72/4UhSW68E/lH7e2V/w5Gk9sq5XSfXLr2mX7FIUqk+53S5TirKzIWZ+SqKcbFqHmoCT6NIZn56J/VLGnr31o6XiYjFpvC3l6Mxn/XhsQpKajCRWZI6UE46OJ1G5+oJwG8i4m0RsV9EfAw4kUYCIMDX2lT77KbzP3cxZEkzX331u45WeMrMucBLgO8yMpl5W+CSiFitk/olabzK9ugiijYogK2B0yJibYCI2Bw4k6KPWz1zndGm2mc1nd/YtYAliVH7i6tS9BffFREHRcQngS8wsf7itk3n9hcldU1mPgJcQKPd2hi4MCK2i4g1ImJ3imcuaLRb32pT7ZZN5zd0K15JM9o9teNZwBqdVpiZZwL7AI9Ul4AlgNPLxUglaSp8AriO4llql4h4VZ/jkaR2li0/qz7gb/oViCSN0xNpvE8EOLuPsUjSRHwQuI2i/TooInbuczyShls9MXDxiFip0woz803AR2k8pyWwNnBpRDyz0/olDa1/NJ2vP2qpLouIJRk5R3/OVPyuNBOYyCxJnfsYMLc8TmCt8toZwNuAJWvfXZ6Zl7apb+/a8V8y899djFXSzHdf7XipiOh0Rbx5FJM860k4QbEb4KXNu9BLUg99uvys2qGXAzdHxHzgSmATGivc3Un7ROaX1o7/nZk3dTFWSap8FHigPE6KJJwPA98AjqVInqm++0Vm/rxNffX+4o2ZeW/LkpI0OZ+gsUBWAC8ELgP+CXwHeDKNldJvAc5tU9/uteM7MvPWrkYraaZqXqxl+25UmpnfA3Zl5Hj+bOCUiHhDN35DksZSjrfvSfFsFcBJEfGm/kYlSWN6sHZ8b2bO71skkjQ+9YXfH8nMO/oWiSRNQGbOoXgP+ADF3P6zImLP/kYlaYj9tel8q25UmpnvAd7JyGTm1Sk21WneBEySxqOa81nNG91knPddCryu/Hv9JH632k2+as/+Pok6pKFkIrMkdSgz/wUcSeMBqEquiabzB8tyLUXE+sAWNCaEtpvELknNbm4636zTCjNzAfAK4Es0kpkBNgIui4j1Ov0NSWonMy8BTmVkOxQUk87r1xJ4R2Y+3KqucpGHnWk8c13eo7AlDblyktRraEyeatVfnEv7/uIGFIvJ2F+U1DOZ+TvgeBZ95gpGLm6VwDGZ+ViruiJiFeAFNNqtX/QuckkzzLUUz09VO/T8blWcmT8DXkxjMcCkeF/6Wdo8j0lSN2TmX4HnAFcAiwOfjoirI+L1EbFpRCw7dg2SNKXqkzA7WjxZkqZIfbOIR/sWhSRNQmb+FtiBIiFneeC8iDg/InaNiOX7G52kIfPH8rMXY/SfAOoLiyawMvAjYMdu/Y6koXET8FDtfFyLI2fmdZl5YvU3id/dvOm8eQEISS0s1u8AJGkmyMwzIuJB4PMUO9NUqsnpNwCvzMzr2lR1TO2+BL7X1UAlDYM/lZ/1QaSOJ4tnZgKvjYi5FLsHVpPX16NIojm709+QpHE4iqIfe0h5nrXvqueu/5eZX2tTzyHAUrX7f9i1CCWpSWaeXT5DnQisXfuqareuo+gvXt+mKvuLkqZEZr4rIhYCb6dYNKYuKCaBHpOZF7ap6jUUz27VM9dFXQ1U0oyVmQ9FxO+BLctL+0fEW8ZaPGGC9V8REc+n6AuuTmOca4vasSR1XUQ0J9NUbc5/AJ+rlasv5jBemZlLdhahJC3iytrx4hGxbmbe3K9gJGkc/lw7XiEilszMeX2LRpLGKSJuqJ0uVV0Gdiv/MiLupVicbzL9xQ07j1LSsMjMeyLibxRzQwPYB3hvF+v/QjmH4hSKhUaTYvGsA3GMXtIEZGZGxJ+ArSnaj6laEOFFteN7M/OmliUljRBFTookqRsiYjHghcCzKFaIuo9iRfVLMnNhm3tnA+dRrKYHxcPUHpn5YO8iljQTRcQ/gTXK099k5rZdrv8DwAcYuTvXiOPMbJ7sLkldU044P5RFn7lOLFcpbnf/9cAGtUvrZeYtPQhVkh4XEbMoFplpbrsuzTYDdGV/8WwaO98ksI/9RUm9FBEbAq9g0Xbr1Mz8e5t7ZwM30ljAIYF1MvP23kUsaSaJiI9RLKgARRtyUGae1eXf2AD4MY3FSUfsPO/4lqRuKxOU6+rj6p2y3ZLUExFxJY0FX47NzM/2OSRJaikilgDuAZalaLd2ycwf9zcqSWqvtqBVfQ4W2F+U1CcRcSJwZHmawI6ZeVmXf2Mf4JvAEtUlHKOXNEER8RngTRTtRwJrZ+a/evh7SwB30sj5uSgzd+3V70kzjYnMkiRJM0xEfA14ZXmawOaZeU2Xf+NY4JP1SziIJGkARERQ7LhVycy8s1/xSJIkSZIWFRE7AD+lMXHzV5m5fQ9+Z23gR8DTcaE+ST02yZ2Wx1U1tluSeiQiDqKYWJ7AHcDTM3Nuf6OSpNYi4ovAURTt1jmZeUCfQ5KktuwvSppuImJf4CwabdMZmXlwD37nxcC5wDL1y9h2SRqniNgfOKN26ZjMPKGHv/dqih3lq/bxbZn5qV79njTTmMgsSZI0w0TEIcBXaXSSTszM1/fgd14DnMjI1T8dRJIkSZJHLYLvAAAgAElEQVQkSVJHykWobgXWLC8lsHdmXtCD33oC8ENgM1yoT1IPjbIjczfZbknqmYg4H9id4lnpEmCPzHy4v1FJ0ugiYi3gOmC58tJ+mXleH0OSpLbsL0qabiJiaYodR5ehGDNfSLGhzh978FvPAb4LrFhdwrZL0gRExJK108cyc0GPfmdx4AbgKbXLm2bmdb34PWkmMpFZkiRphomIlShWRF+MYlBnHsXq6P/owW8dAJxW/hY4iCRJkiRJkqQuiIg3AM+vXbomMz/Yo99aATgb2Li6lplr9+K3JA2viOjpuHmvJmdJUkQsB5xP8WyWwF+B44AL04lnkqahiNgDOIdiHsM8ih25Tu5vVJLUWkSs38v6M/Ovvaxf0swUEacAe9QuXZCZh/fotzYDLgJWLy85B1XStNQ8zu+4vDQxJjJLkiTNQBHxXWDX2qWvZuZhPfqtl1BM9FymvOQgkiRJkiRJkiRJkjTgIuLg8nBx4D+BTcvzBP4FXApcA9wDzJ1o/Zn5zS6EKUmLiIidKRZlfwJFm/V74EvAJZl5Qz9jkyRJ0qLKDXxWrc5dhEGSpJnHRGZJkqQZKCKWBJaqXVqYmQ/08Pc2BNatzjPzol79liRJkiRJkiRJkqTei4iFFAmAi3xVfnY08czFkSV1W0TUk5RXpEhkrlRt1jzgPia+AENm5oYdhCdJkiRJkjS0TGSWJEmSJEmSJEmSJEmSJI1QS2QOWictR4vr7aSJzJK6bYx2a7JtVZ3tliRJkiRJ0iQt1u8AJGm6iohz+x0DxQD4vv0OQpIkqVci4oB+xwCQmWf2OwZJgyMizu93DBT9xb36HYSkwRARx/U7BoDM/FS/Y5AkSZIkTVo3kgAlaao0L77Q6Y4/toGSJEmSNIAiYtXMvKffcUhyR2ZJaqm2QmffQsCVPCVJ0gw3DZ65APCZS9JETIO2y/6ipAmZBu0W4DOXpO6KiD2ACzNzYb9jkSRJmqki4uv0sD+ZmYf0qm5Jw6kcB+sVx+UlSZJKJgZKGhQR8QhwPvAV4Ae+W5T6x0RmSWphGkzwdGK6pJ6JiFl2xCRNB7Vnrn6uYu4zl6QJsb8oadD0+Zmr+l3bLUldVbZttwOnAV/JzOv6HJIkTVpELA5sAWwGrAqsXH51L3AP8Afg95k5vz8RSpIkDYaIWL+X9WfmX3tZvySNJiJWZ4z+Ymbe2a/YJA0vEwMlDYqmeV63A1+leLd4Q/+ikoaTicyS1EKPV+gcLyd4SuqJiPgndsQkTQMmMksaRPYXJQ0a2y1JM9Eoi8tcAZwCnJGZ9/cnKkmamIjYBXgdsAuwRJvijwIXAV/IzIt6HZskSZIkqX8iYiPgaGBP4Cltit9CkUx4oov9SZoqJgZKGhSjzFGt2q5fAV8GzszMuf2ITRo2JjJLUgsRsVe/YwDIzO/0OwZJM0/TIJIdMUl9ExGn099dTQHIzJf3OwZJgyMidut3DACZeWG/Y5A0GCLi+H7HAJCZb+t3DJJmjjEmHTwCnEMxYerifsQmSe2UE9JPBbapLo3z1qqt+w1wmBPUJUmSJGlmiYjVgBOA/apL47y16i+eA7zRXZol9ZqJgZIGRW3h96qdam63HgbOBk7NzJ9NZWzSsDGRWZIkaQg1DSLZEZMkSZIkSdJAiYjbgdXL01YTD/5OkSj41cy8ZQrDk6SWImJ/ih1qlmTRdgsWnaTe6rt5FMnMp3c9SEmSJEnSlIuI51EkIq/K6P1Fxnn9XmBf539J6iUTAyUNiojYFDgceAXt3y3eTOPd4j+mKkZpWJjILEmSNISadmQGO2KSJEmSJEkaIBExG3gpcBiwO7A4rce7EvgZxS4Q52bmI1MYqiQ9LiL2A74FzC4vNe9a8xeK8fk55bUVgXWBp7HoOH4AC4CDM/OsXsYtSZIkSeqtiNgB+C6wXHmpObnmYeBWRvYXnwws3aL8Q8BuJg9K6hUTAyUNmvLd4m7Aq8vPdu8WLwZOAc7LzHlTF6k0c5nILEmSNIQiYm+KjtiuwGLYEZMkSZIkSdKAiohVgVdSjHdtVl5uNWHqAeB0il0gfj1VMUpSRKwFXAuswMg26nLg88B3MnNui3uXA/YGXgds13T/A8DGmXlb76KXJEmSJPVKRKwIXAeswcj+3s0UC/N9G7guMxc23TcL2BjYhyKZcN2m+28HNsnM+3r7TyBpmJkYKGkQRcRqwCHAq4BnlpdbvVucQ7FA6Vcy8zdTFqQ0A5nILEmSNMQiYnUaHbH/KC/bEZMkSZIkSdJAiojNKSZuvhxYtbzcarzreooJU6dl5h1TFqSkoRQRX6NYdKHahflR4HWZeeoE6zmcIvF58bKeBL6ema/qbsSSNLoyYWZXYEeKxRXWBFYBlgHIzCVb3LdC7fTRzHykx6FK0ggRsTzwbEa2W5GZ/93XwCQNvYj4LPBGGv3FBD4MfCQzHx1nHUsA7wXeU10q6zkhM9/U9aAlaRQmBkoaRBGxBY13i6uUl1u1XddSvFv8embeNWVBSjOEicySJEkCICK2pOiIHQSsXF62IyZJkiRJkqSBExGLA3tS7AKxC7AYrXeBWAD8gGK864LMXDB1kUoaBhGxNHAXsDRF+7MQ2CMzvz/J+nYFLqhOgQeB1TPz4S6EK0mjiogAjgHeCjy5/lXtODNzdov7f09jIvufMvOZo5WTpG6KiCUpEmmOAjYDZjWXGaPd+jDlIg3A9Zl5Yq/ilDS8yjGsO4AVaSQfvzYzT55kfUcAJ9FIir6Por/4WHcilqTxMTFQ0qApn8v2ovFucTaLtluU1x4DvgeckpkXIGlcTGSWJEnSCOUKnXtTdMR2pniR164jdipwoZM8JUmSJEmSNN1ExBOBQynGuzYuL7eaMHU3xWSpt05ZgJJmvIjYBfg+jbbmlMw8ssM6T6aYDEpZ726Z+YNO6pSkViJiDYqdsnZg0eenx4sxdiLzYcCXa/duk5lX9iBcSQIgInYCvgqswci5DnVjtVtfBKpntoeBNTJzbtcDlTTUIuIFwE9oPFudl5n7dVjnuRRzvyjrfXFmXtxJnZI0WSYGShpE5VjYq8q/jcrLo7VdCzNzsamMTRpki6wuJ0mSpOGWmY9m5pmZuSuwDvBu4AZGTkqoVu2sdrY5D7g1Ij4REZv0IWxJkiRJkiRpVJl5R2Yen5mbAtsCJwJzGDneFeXfE4C39CVQSTPZOuVn1e6c1IU6v1h+VpOn1mlVUJI6ERGrAD+lkcRcn7RZ/Y3Ht4CHavfv370oJWmkiDgO+AGwJo22q74Aw3h2APocjXZuaWy3JPXGeuVn9Uz1uS7U+b/lZ9XWrdeqoCT1WmbOz8yzM3N3YG3gXcD1tJ6PuhfFfFRJ6pvMvD0zP56ZmwDbAV8C7mfR/uV4x8Uk4Y7MktQzETEb2Iyi07USsDyTWEAiMz/b5dAkaVIiYjuK3R32B1YoL4+2c026upSkfoiIJZn8M9ed3Y9IkkZXrji8BZ33Fz/V5dAkqaWICGAVOmu3ftftuCRpsso+5MsodoF4EY3xrTF3EpSkyYiIdwMfLk8XAEtkh5M1ImIWMI/Gc9l7M/OjndQpSaOJiIuB59N4L7gQOL38+x2wL1DNaxjzOSoizgH2Keu6KjO37FHYkoZYRBxCsRMzNJJiFgK/p2i3ngLsXH3fpt36E7BxWc+5mWkys6Suioh3AR8pTxcCS2bmgg7rXIyiv1h5T2Z+rJM6JanbIuLZFPNRDwBWZORcVMfoJU07EbEU8B6KDcLA9kqaMBNMJKnLImJP4A3Ac4GlulClicySpoXMvBy4PCKOAfYDDqOYtNC88rok9Vw5KPRy4AUUu2k9GVhyktUl9o8l9ViZALgPRX/xOcASXajWRGZJPRURTwSOonjm2hpYpoPqfOaSNK1k5jzgWxHxPeDtwDv7HJKkme3B2vGcTpOYATJzYUTcD6xM8az1UKd1SlKziNiHRhJzAHcALyvfG1Zl5k+gyh9QjJEFsFlELJeZc7sXsaRhV45nfZ6Rcxi+BxyXmTeUZV5LI5G5ne9QJDIHxRiZJHVbPeH4vk6TmAEy87GIuI9Gf3Fem1skacpl5q+BX0fEmxmZGChJ00pErAAcRLE48rP7G4002Jw0JEldEhHrAGcA21SXOqiuegnY8SQGSeq2zHwE+Drw9bLtexNwbH+jkjRMIuI44F0UOwKCiyhImuYiYl3gLOBZ1aUOqrO/KKnnyp3jPw68Hli8uty/iCSp+yLixRQL9e1FdxYllaSx/K12vFJEzO7CDluzGblbzd/GKC5Jk/WO8jOAR4DdMvN3HdT3h9pxABsBv+2gPklq9j5gWRrPSF/MzNd3UN/lteOVI2LdzLy5g/okqdnNteMVIiI6XfyqXGB5BRpt4S2d1CdJvWBioKTpLiJ2omij9qF4l1jNmXDOljRJJjJLUhdExPrAryiSaaoJ5dXkchj5sFKf9DnaQ0zgxFBJAyAiXkjRQXtZn0ORNCTKhJpzgN0Y+Zw1mYGh6pnN5y5JPRURG1BMdFoZ+4uSBkBELAf8mGIHZp+5JM0o5Vj+YcAhwJOry+Wnkw4k9dIvgAXAbIp2Zzvgsg7r3A6YVR4vKH9DkromIlaj6BtWz0kndZjEDHBt+VnVuQEmMkvqkjJx70Aa41FXA2/ssNqrm843YmTSoSR16le149nA5sDvO6xz87IuKNrEy8coK0lTysRASdNZRDyVoo06FFi7ulx+ZtP5LcBXpyw4aQYwkVmSOlQm1HwbWJWRE9JvoBhkWht4QVk8gf8FlgOql35r1b6DYtLClVMRuyRNVLmb4KuBVwHrVJdxEEnS1PgcsHt5XD1zBfAoMA9YvvbdnRTPXMvW7q+3Vf8G5vcyWEmKiCUo+ourMLK/eC1Ff3EdYKeyeAL/w8j+4jq176DoL/56KmKXNNS+CmxTHtd3gb+Z4p1CvW36HY12a9Xa9cqNwP29DVeSxhYRywIHUCQwb19dLj/rz2gBPESxgNapUxympBkuM/8dEd8D9igvvZ7OE5nfUFUPXJiZ/+6wPklqtj0jn5u+1mmFmTk3IubTmLO26ljlJWmCtmbkGNXHM3Nhh3X+nZHjXWu3KihJk5GZt0XEpcAO5aUjaPT3JuvIqnrgZ5n5rw7rk6SOmBgoaTqLiGVovEt8bnW5/Gx+l/gwcB5wSmZePMWhSgPPRGZJ6tyhwKY0HlDmAIdm5gUAEfFaGonMZOax9ZsjYgvg7TRWBH02cHZmfnZKopekNiJiaWB/ig7a8xi5E2DzjoJVB02SuioitgOOYuSg0LeA4zPzqvKZ6wtV+cxcs7xvKWArYE/gNRQ7oibwT+DAzPzzVP5zSBo6hwIb02i77gNekZnfh8f7i1UiM5n5tvrNEfEMiv7iK8o6tgW+nZmfmpLoJQ2diNiZYvXzej/veOB/MvPOUZ65tq7duy7FM9cxwPplHcsAh2emuwNKmnIRsSPFeNa+FO0RtJ4YdTlF8vIZmfnAlAUpadi8F3gJxTyNAyPi/Mw8fTIVRcTLabxbnA+8p2tRSlLDE2vHC7qwG3PlfhoLxS/XpTolCeDpTecXdVphZmZEzKXRXi0/VnlJmqT3AT8tj4+KiDMz82eTqSgink9jbkWWdUvSlDMxUNJ0FxE70HiXWG2Y0+pd4hXAKcDpmeli7tIkzep3AJI0A7yJRmdqIbBXlcQ8Hpn5+8x8ObAfxU6CiwOfjohjehGsJI1XRDw3Ir4M3E4xkXMHiufHajeu+kDSFcDRwJqZ+cr+RCxphnt7+Vm1QR/JzFdk5lVj3ZSZj2TmZZn5duCpwFllHf8B/DwintnLoCUNveb+4h5VEvN4ZOY1mXkIsDfwCMVk9+Mj4i29CFaSgGpBheqZ6y2Z+Y7MvLPdjZl5c7kw3ybAZ8o61gIuKpMJJannImKdiHh/RPwVuBg4hGLiwWiTDm4HPgFsnJnbZ+bJJjFL6qXMvIZiV61qXP20iHhrRIx73kZEzIqI/2TkrjSvz8w/dTdaSQJgldrxnC7WuxSN57L5XaxXkp5QO34wM//dpXofpdGvXLJLdUrS4zLz58CHKNqa2cCFEbHvROuJiP2AC2jM7/p/LjQqaapFxA4RcSrFGPyXKZKYq/GwMeedmsQsqdciYu2IeG9E/AW4hGKTiuUY/V3incAngU0zc9vMPMkkZqkz7sgsSR2IiFWBZ9DoWJ2ZmZdOpq7MPDciDqGRXPPJiLgkM//YtYAlqY2IeDLwqvJv/epy+dk8iHQHcBpwamZeN8WhShoiEbEExW41VRt0NfD+idaTmXModruZS7GS3qrAdyLiGZk5t4shSxIRsRrFognVM9QZk50okJnnR8QrgHMp2sFPRMTFmXl11wKWNPQiYmlgRxov5n6ZmZ+baD2ZOR84LiIeAt5NsQvq2RGxcWbe3bWAJakUEUtRLBT6auD5NMauoPEsRnltPsVkzlOAH2TmwqmMVZIy8+RybOpEit38PgEcHhEnAudn5s2j3RcR6wJ7UeyqtRFFm3Y/cFRmntn7yCUNqfoiL8u2LDUBEbFkWVf1jHZPN+qVpNLiteNuLpSwEo12674u1itJj8vM/4qIh4EPU4yrnxkRPwZOAL5fjr0vIiIWB3YFXg/sRNFffAx4T2YePyXBSxp6EbE2xZzTVwPrVZfLT+edSuqr8l3iyyjmjL6A9u8SL6TYAOx7mblgaqOVZjYTmSWpM9uWn9UqUV8do2xbmXlORJwP7EnRRv8XxQQsSeqZcsLAPhQdtBfSWJUT7KBJmh62oljdvGqTTsjMHPuWMR0NPA94GrAO8A7gfZ0GKUlNut1f/HZEfJtid+bZwAeACa/ELkljeDaNdwYJfKHD+t5HMXlqc4pdvN4LuKO8pK6JiOdQTIo6gCIZEEZfLR2KBbFOAb6RmSbLSOqLiPhh7fRWYGOKdmpj4NPApyNiDnALRZIywAoU41crVdWUn1nWcUREHDHOEDIzd5n8P4GkIXRX7XjJiFg9M+/ssM4tys9qzKzT+iSprt5urRgRszud01AuBj8bF2CQ1EMRcVLt9CpgS4rnpZ3Kv/kRcS2L9hefAmxCYyGH6hnrKmCDpnrHkpn52o7+ISQNHRMDJQ2Q22n/LvGPFG3U1zOz3reU1EUmMktSZ9ZsOv91uxsiYonMfHSMIl+kSGQOYI+IWM4dAiX1QkRsQzGIdCCwYnW5/LSDJmk6eVr5Wb10+0m7G8aamJCZ8yPieIqdbwI4KiLe32FytCQ1W6Pp/Ip2N4yzv7g3Rdu1e0Qsn5kPjFFekv4/e/cdLklVJn78+86Q45BBJAuSEeSHYsSIWWENmBUJIgomDGBaV9ddEwIiQUFUFiQoi2JAUEEUERAFRAWWHCUPDHlm3t8fVUXX7em+qatvz9z+fp6nn66qe+r0e/85T51T5z1nItZrO//dWDdExGKZObfT3zIzI+JrFCuqB/CuiPiIExMkNej3tHZxgAV3dbgHOIFiV4e/DCRCSRrpxbTG3mHkOHzVls1i5I5/wYKqv21WfsajGleTpIm4uu38+cApPdbZvqDCmGNmkjQBt9eOg2KBvT/3WOeza/UlcE2P9UlSJ3vQvb8IsARFm7ZN233tfcbqvqeXn/Go2jcTmSVNlImBkhYVK9Bqn+rvEu8DTqR4l3jxgGKThoqJzJLUm5Vqxw9n5n0dyrRPQl+qw7W6c8vvpGindwTOmnSEktRBRFwBbFqdlt/tkz3toElaWNSfueZm5nUdysxvO18KeHCUOs+oHa8KbEfvExkkqa4f/cUqqbDqLz4T+4uSmrNy7fixzLy5Q5n2JOQlgY6JzKVf1o6XB3YA/ji58CSpq/rEqPnAmRQTo04fY5EYSVpYjJZgbPKxpIHJzL9ExJ0UY+gAe9FDInNELAm8l9b7yL9n5l09BypJLRdQ9AurORCvo/f3f++oHd8PXNJjfZI0EWP1Ce0zShokEwMlLWqqd4lnU7xLPC0zHx1sSNJwmTHoACRpETezdvxQlzLtu2OtPlqFmfkwMJvWoPrGkwtNkkZV7dJQraqZteOzgLcAa2Xmvg4mSVoILFs7vr9LmTlt5yt2LFXKzNuAR2kNqG85udAkqat+9Bcfwf6ipP5Zunbcbbf39uurjFZhZt5N0QZWz1ybTy40Seqqmhj1f8BBwHqZ+YrMPMUkZkkLqRjQR5Im6wxabckLI+KNPdT1VWANWu8kf9h7eJLUkpn3AheVpwG8NyJWHeWWUUXEs4CX0ZpT8dvMNGlQUr/YX5S0qHLeqaRFwXXAZ4D1M3PnzPyhSczS1HNHZknqTT2RZrlxlAFYh2JS1Whm0JrgOWoSjiQ1IIBrgeOA47rsuiVJg1TfWXmJLmXan7meDNw6jnqXpHjuGjV5UJImYTz9xdlt5+tif1HS4NSTlJcaRxmAtYEbx6j3UVpJ0pOeOCpJHTwInEyxq8PvBx2MJI3DSwYdgCRNwheBt1Ms2hfAsRHxQGb+YiKVRMTngX1pLa78APDNhmOVJIBvA8+gaG9WBn4QEa/JzMcnUklErA2cUJ2W9R3SZKCSVLPnoAOQpEm6DuedSlr47ZSZvxt0EJJMZJakXtWTY5aMiKXKHbLqriq/q4nm2wO/7VZhRKwGLF8rP6GBdEmagIeBU4Fj7aBJWsjdVTtetkuZW8rv+g7LF3arMCKWpEgArMrP7FZWkibpltpxt/7i1eV3vb/4m24VRsTqjOwvusugpCbdWTteNiJmZOb8tjI3lN9VO7QN8MduFUbEsrjogqT+WSMzHxp0EJI0Xpn560HHIEkTlZnXRsQ3gQ9S9AWXAX4aEccDh2bmJd3uLfuEOwOfAJ5eXS7r+Xxmti/yJ0lNOA44ANikPH8pcHZEvCczx1pIFICIeCVwNLAWrd2Yf5+Z5zYfriRBZh4z6BgkaRJMDJS0SLCtkhYeMwYdgCQt4v7Zdr5Ze4HMvB6YU7v0mjHq3KX8jvL7zm4FJakHewBrZua77KBJWgRcVTuOiNiwQ5l/APNq5y8Yo87nMjJ5+b5JxiZJ3bT3FzdvLzCJ/uKu5bf9RUn9cGXb+cZdytQX3XvxGHW+iOI9RNVu3TO50CRpQSYxS5IkTZkDgLNpJSHPoNil+aKIuAP4WL1wRJwXEX+n6AOeQrF4X3UvwI8z8+tTFLukIVMuzPdOoFpYNCjeC14RET+NiPcBW9TviYgXRsQbI+JLEXEp8BNaScxB8R7xXVP0L0iSJC0SnHcqSZImKjJz7FKSpI4iYgbFy7cVKAav98zMYzuU+xGtBOUEXpmZv+xQbg3gEmBNWi/yts7MK/rzH0iSJC38ImI54F5ai3Htmpmndyh3IcWuDkGx6/xTMvO2LnX+mlaycwIvzszfNh27pOHVob+4V6fV1CPiFODfytMEXpOZP+tQbi2K/uLqtPqLW2Xm3/vzH0gaNhGxFDAbWKy8tFtmntKh3LkUkz+hSGreMjOv7lBuMeACYFta7dZzM/P8PoQvSZI0MBFxdO30B5l53sCCkaQ+iYjlgZMpdliuJptVi1Zl7bjbeVX+f4G3ZubD/YtWkiAidgVOovV+sb6gQnVe6XS9asseBV6XmWf2KVRJ01hEHFg7/Xlm/nVgwUiSJGlUEbEssEp1npk3DjAcaVpyR2ZJ6kG5imd9MsLLuhQ9sbqFYpD75Ij4QESsBBARS0TE64A/UKzoWbnOJGZJkjTsMnMORfJeNXGg227LJ9GahLA08L8RsXa9QEQsHRHfLuuoJiU8DJhQI6lRZX+xvgJxt/7iCdUtFG3YSRHxoYhYDYrEwoh4PUV/cY3afdeYxCypSZn5CPAnWs9cL+pS9KTqFmBx4IyI2LZeICLWBE4Dtqtdng1c2FjAkjROEbFxRLyj+gw6HknT0h7Ae8rPZt0KRcSBtc/Tpiw6SWpAZj6QmS8HDqIYU6/G4qtx9hzlPCh2Rv1sZu5qErOkqZCZPwZeCNzGyCTmYGQblrVr0XbtduAFJjFL6sEXgP8oPzt0KxQRb6l9Npqy6CRpCkTEshGxbvUZdDySNIq3AdeVn2sHHIs0LbkjsyT1KCL2AQ6nGMR+AFir/cVbRATwZ2Cb6hIjE2eWYuSAePW9d2Z+p9//gyRJ0sIuIr4IfJLiGenazNy4Q5lVgKuBFatLwGPAucBNwCxgJ2AlRq6mfnhm7tfP+CUNp4jYGziCsfuLF1HsWAoj+4uPUyQJ1q9X33tm5rF9/QckDZ2I+BTweYp25tbMXKdDmeWAK4E1q0tl+X/SeubalmJn5/oz15cy81N9/QckqYPymexb1XlmzhxgOJKmoYiYXx4msE9mHj1Kuaq/17WcJC3sImJl4P3AbsCmYxS/ETgV+Epm/qvfsUlSu/L94QHA3rTeIcLIXZifKF5+PwIcSTGedWd/I5Q0ndlflKQFxugzMxcbZDyS1E1tnhcU7ZXvFKWGuSOzJPXuFGAuxWD2CsACOzpksWrEe4A51SVaicvLULTH9cnqAGeYxCxp0CJiz4h4rPw8Ouh4JA21aue/ADaMiAV2Zc7Mu4EDGZkwswTwYuDdwC7Ayox87roZ+FzfopY07E5lZH/xXe0Fav3F+6tLtPqLS9SO6/3F001iltQn9WeuJ0XEq9sLZOYc4IP1S2X5zYCXUOwqsTgj265/Av/Zp5glaTyqZypJ6pfxriBvWyRpkZeZ92Tm5zNzc4pFrl4L7AV8AvgMRZLzm4CnZub6mflRk5glDUpm3p2ZnwDWpViA4QjgLxQ7NT8KzAfuphi/OhHYHVgvMz9sErOkhthflKTWGL1tnSRJQ8zVTCSpR5l5V5lIs1x5qeMLuMz8S0S8HPgh8OTqcluxqoP2P8AeTccqSZMwg9Yz43gH1iWpcZl5WUQcQrHDH8B6XcodGRHr0Nq9ub3tqs4DuBV4dWbe04eQJYnMvDsingcsW17qOOkpMy+t9RfXrS63Fav6i9+j2DlCkhqXmVdHxMdo7U6zeJdyp0TEasA3KPqM9TarfuHBMlsAACAASURBVBzA34FXZuZDfQhZkiRpYfAYreemjs9PNY6zS5pWMvMO4KeDjkOSxpKZDwAnlx9JmipzgWonv7F29LO/KEmSJGlaM5FZkhqQmX8YZ7nzI2JT4L0UOwJuDSxPMQh1O3AOcGRmntenUCVJkhZZmfmhcZY7KCLOBb4AbN+hyMPAccC/l5OsJKlvMvOC8ZYr+4t70eovrgTMo1h44RyK/uIf+xSqJAGQmV8dZ7lvRcR5wL8DOwNLtxW5ETgKOMQkZkmSNM3dB6xO8b5v7QHHIkmSJElaeNwHrErRX1xzwLFIkiRJ0kCZyCxJU6ycuPn18kNELAnMzcx5Aw1MkiRpGsnMXwG/ioi1KZIBV6fYHedm4MLMfHSQ8UlSJ5n5CHBo+SEiFsvMuYONSpK6y8zLgV0jYilgY2rPXJl53UCDkyRJmjrXUDwHBbBLRHza936SJEmSJIoFP1ctj18BfHaAsUiSJEnSQJnILEkDZhKNJElS/2TmLcAtg45DkibDJGZJi4pyIYbLBx2HJEnSgPwe2JFih61NgJ9GxJeAv2TmnIFGJkmSJEkapPOB7crj7SLiaOA/MvOmAcYkSZIkSQMRmTnoGCRJkrSQioi9gSPK08zMmYOMR5IkSZIkSZoIx7ck9VtEbAz8szqlSGiuzK+dL1Y7nt9WrleZmUs2WJ8kjSkiFge2BbYBVgFWKv90L3A3cCnFog6PDyZCSRpdRCwNkJkPDzoWSdNTRGwHXEzR/6v3F+8F7qPoGwI8pfa3O4H7GwwjM/OpDdYnSRPiGL2kRYXtldR/7sgsSZIkSZIkSZIkSZI0CZl5dUR8FTiA1sTzKL/bJzp1u95zGA3XJ0ldRcTOwD7AzsASYxR/LCLOBI7IzDP7HpwkdRERTwNeAzyT1gIMi5d/e5zWAgwXAD/NzL8MKFRJ00hmXhIRxwNvo5XMDLBy+amr/rZ6+WksjAbrkiRJkqRJM5FZkgYsItYGlgVuz8wmV9KTJEmSJC2iIiKAdWn1F+8ZcEiSJEmSpO4+SbGT1gHAjPJa+2TxqB03OZE8xi4iSb2LiE2B7wI7VJfGcduSwKuBV0fERcC7M/MffQpRkhYQES8HPkOr7YIF268lgLWANSkWafhsRFwI/Edm/nxKApU0ne1FsXDCm8rzTv1B+4uSJEmSpr0ZYxeRJDUtIlaOiEMj4k7gRuAfwL0R8eeIePuAw5MkSZo2IuJZEXF4RJwXEZdExM8j4oCIaHIFY0lqTESsGhHfAu4CrgUuB+6MiEsj4t2DjU6SOouIN0bE6RFxXUTcERGXRcQ3yknukiRJ015mzs/MTwKbAP8J/A64E3icYuJ4++TxaPAjSX0XEW8ALqFIBKzan6x92tX/VpXfAbgkInabipglDbeIWDYivgecwci2C0a2Ue1tWVXuGcBPI+IHEbH8VMYuaXrJzEcy883AC4ETgJsYvV9nf1GSJEnStBSZTS7cJEnDJyJeAhxVu/SJzDx5lPLrAb8B1qfzYFECJwFvTRtpSQMWEXsDR5SnmZkzBxmPpOEVERsCe9Qu/SIzzxul/EyK9us99cu0JiHMBvbIzB83HaskVSLiZcDRtUsHZOZJo5TfgKK/uC7d+4unArvZX5TUDxGxJfCx2qXjM/NXo5RfBjgZeHl1qfbnBB4DPpqZhzcdqySNl+NbkgYtImZQLDL/GK2xqX2Bbzf5O5k5r8n6JKkSEa8HTgSq56gqObk6/j/geopxd4AVKeZDPKWtHOX5POAtmXlKP+OWNLzKxONfADsy8v0gjJ3Y1142gT8BO2fmA03GKWl4RcRSwCxgGYr+4lW02p/PAD9s8vcy85om65OkiXCMXtKiIiJ2At5ZnWemG05IDVts0AFI0jTwFoqXcAD3Az/rVjAigmKQaYPyUqeJ5wG8CbiZkRNHJUmShtm7gI+XxwkcO0b5LzMy8bl9JfVZwA8j4rWZ+YsG45SkujcDTy6PZwM/7Vaw7C+eBKxXXurWX3w98FXgI82FKUlPeBfwNoo2aB7wiTHKHwG8onbePtFzSeDQiLg/M3/QYJySNBG/BZxoIGlgMnM+ML/o9j1hvonHkhYFEfEk4DsUScz1MfY/At8CTs/MOV3uXQ54HbAPRTJhNU4/E/hORPwhM2/t738gaUidAjyrPK4vvvB/wOkUO8xfz4ILMGwHvJZiIYb6rvLPoFhkdOe+Ry5pKGTmI8Dt1Xlbf/FOE48lTTNXAt8bdBCSNJbMPAc4Z8BhSNOaOzJLUo8i4kZg7fL05Mx88yhl30iRyFx/wQfwCLBUeVwNgs8Fts3MKxoPWpLGKSJeAxxQnWfmcwcYjqQhFhGXAE8rT8/LzOePUnYL4LL2y7Xj+rPYv4CNu020kqReRMRNwJPK05My8y2jlN0NOIGRbVQCDwLLldeq/uI8iv7i3/oRt6ThFRFXAJtRtDdnZebLRin7TOB8FhznqtSvz6Z45rqr2YglSZIWHRExn9Yz0j6ZefQg45Gk8YiI79Na8CoodpffJzO/O8F6dqdIfF6c1rjX8Zn5zlFvlKQJioi3UyTK1Mem/gl8MDN/Nc46dgYOBjal1f4l8C4X65PUD/YXJUmSJA2DGYMOQJIWZRGxFq3dtQDG2s3v/dWt5ffxwFqZuQywIXAGrcHvmcAHm4tWkiYuM3+Smc+tPoOOR9JwiohlgK1orXx+xhi3fJyRiTQ3Ax+i2PnhQODu2t9WBz7QWLCSVCp3q1m7dunnY9zS3l88DlgjM1cA1qXYJaLqL87A/qKkhkXEirQmZwL8bIxbPtp2fhnwBmB74B3AtbTatBWw3ZIkSbq19nFRPUkLvYhYGtiVVhLffGCXiSYxA2TmsWVd1OrbtfwNSWrSx9vOfwk8fbxJzACZeSbwdOBXtMblo0PdktSkYMEFQyVJkiRp2nBHZknqQUTsBPymPE1gm247YkXEk4EbqlPg4szcoa3M4sCfgS3KMvcCq2Xm/OajlyRJWjRExPbAheVpAs/LzD90Kbs0cAewDMXz1N3AVpl5e63MxsBFwPJlmX9k5hb9+w8kDaMO/cWtM/OKLmXXAa6vXbooM5/ZVmYx4GKKhR0CuA9Y1f6ipKbUdliGot3aMTMv7FJ2BeBfwBIUbdLNwBaZ+UCtzJrAX4HVyjLXZ+aG/fsPJEmSJElNKnck/QWtBa+Ozcw9e6zzO8Du5WkCr8zMX/ZSpyRVImIz4ApaicfXAVtm5sOTrG8Z4HJgfVoJzVtm5j8aCViSShExszrOzHmDjEWSxisi1q2d3p2ZD/ZY37LAKtV5Zt7YS32SJGnh447MktSb9dvO/zlK2RfRWjUvgYPbC2Tm4+X1amW9WcBmPUcpSZK0aNug7bzjwjGlnYBly+MEDqknMQNk5tXAYbSeuTYtd06VpCat33Z+5Shl6/1F6NxfnMvI/uKK2F+U1Kz2Z66Oiy+UXggsWR4n8PV6EjNA+QxWb7fWi4j1ew9TkiRJkjRFqknpVb/u6AbqPLL8rpKj1+1WUJImYZvyu5qb9R+TTWIGyMyHgC8wcofUp00+PEnqLDPnVZ9BxyJJE3A9xcIx1wFvbaC+t9Xqu7aB+iRpVBGxVES8ICIOioiTIuKsiPhz+TmrvHZQWWbJsWuUNJbFBh2AJC3iZtWOHyonlnfz/Nrx48BPupQ7q/yuXtxtyegTRyVJkqa7NWvHj2Xm7FHKVs9c1QSFH3QpdypwUO18G+DWSUcoSQuabH/xMeCnXcqdXX7bX5TUD6vVjh8dY9X09meuH3Ypdzrwpdr51ozcgV6SJEmStPCq9xPnAxc3UOclwDxam2+sMkpZSZqo9oWLu83NmojTgWNojcuv1UCdkiRJ00X1rrDJ+iSpryJiLeCDwB6MnN8FrXaoatteX37fGxHfBg7NzNv6H6U0PZnILEm9WaZ2/NAYZXcsvxO4oNtk0My8OSIeBZYoL63WqZwkSdIQqT9zPdC1VOE5teMrM/OGLuWuYORkKXd9kNS0XvqLHctn5i0R8QitXVDtL0pq0kSeuZ5dfidwWbn7cidXAXOBmeX52pMPT5JGFxEzKRZaeDqwKcXEgxVotUETkZn5ogbDk6Rxi4g9gcPL08xMd3qQNCj1OQ2zM7PnyemZOT8i7gdWouhTjjVuJkkTsXjteE5m3tNrhZl5T0TMAZbt8BuSNKUiYjfg8+VpZuZTBxmPJNFsErMk9V1EvAk4kuIdYn3xhGz7fuKW8ntl4GPA3hHx3sw8ua+BStOUicyS1JvHa8dLdysUEasAm9B6sPn9GPU+AKxall++lwAlaSIiYiV6n+hJZp7QZFySht6M2nHXfmxELA5sR+uZ67xuZTNzbttkqRUaiFOS6ur9xWW6FYqIVZlYf3EOsBT2FyU1r/6SrmuyTEQsDWzDONqt2gT1lbHdktQnEbEkcCCwF7B6E1Xi5CtJgzWD1hiY7ZGkQbq2djwrImZm5rxeKiwXn1mRVvt27SjFJWmi7qgdT2quQxf1d5V3dC0lSf23IvCU8tj+oiRJ0gRExGeAz7LgrsvB6DvC18vNAk6MiKdm5n/0JVBpGjORWZJ6c3/teNmIWCEz7+9Q7vmMfOD5wxj1VpPSAeb3FqIkjS4iNqKY6PkGYL2GqjWRWVKT6jsCLh8Ri2Xm3A7ldqB4joLiWWqsZMCqHLh6uqTm1fuGy4zRX4RWwoz9RUmDUm+jlouIJTPz0Q7ldqT17JSMsnhMaQatdqvJCaSSRERsAPwC2JjOq6ZLkiRp8v4AzKPoywVFf3A84+6j2ZFWQuA8xh4Lk6SJuLR2vHRErJGZ/+qlwohYg9Zipdn2G5IkSWpOfe7W411LSdIkRMTuwOfK03picgJ/Bi4GrgNml39bEdgA2J5ic51ou+9zEXFzZn6378FL04iJzJLUm+vbzncAzu5Q7jW14/mM8nIvIhYDlqP1oPNAt7KS1KtydakDKQaBRltNaiKcKCqpafWVzWcAmwGXdyj38rbzsZJqVqwdPziJuCRpNNe3nT8DOKtDufb+YtfJm/YXJfXZbbXjALaieFnX7pVt512fuSIiGPnMNWfS0UlSm4iYBfwK2Ki8NN5V0yVJkjQOmXlPRPwceHV56X30nsi8b1U98LPMvKfH+iTpCZl5SUTcAqxdXtoFOLLHanetqgduzcxLeqxPkiRJna1RO/adoqTGRMSqwMGMfJc4F/gmcGhmXj/G/esB+wEfoFjwL8s6Do6In2bmXX0KXZp2TGSWpN5Uq2xWDzXvpC2RuZxM9W+0Hlj+mpmjTTavJl1Vq7bc0li0klQTEUdQ7MRc3zH+iT9PfUSS1NVl5XfVTr2GzonMu9F65rp5tAGmcvX0+u6AdzYSqSS1/LX8rtqZd9GWyBwRK1FMgqrarr+M0V98SnUr9hclNa99nOvfaEtkjoiZwJtotVvXZmY9Abrd2oxcmfiOUcpK0kR9imI8vT7p4FHgZxSLw1xLsfDLvIFEJ0mSND18CngZxRyzN0XETzLzh5OpKCLeTKtP+ThwUGNRSlLLwcBXy+NPR8SJmTl7tBu6Ked8fbp26eu9BidJkqSudqod3zqoICRNSwcBy9Oa53AH8IrxLlSVmTcAH4mI4yneQ1YLLywPfBL4SOMRS9OUicyS1IPMvD0i/gxsR/FQ85aI+HVmHgdP7JZ1BLBsdQvwv2NUu23b+TXNRSxJhYh4A7A3RbtUn+w5D7gKJ3pKWrhcBfwLWJ2irfpQRHw/M2+qCkTEHsCGtNq1X45R59OqW8vy1zUdtKThlpn/ioiLgadTtDW7RcRvM/M7ABGxOHAUI/uLp41Rrf1FSX2TmddExA3AuhTt1vvLiZ6X1Yp9DHgSrWeun41Rbfsz17XNRi1pWJXPUtXYVtXG/ArYPTOd4CRJktSQzLw8IvYFji4v/SAi1gYOzsz546kjImYAHwb+s3b5fZl5RbPRShIAhwBvBHYA1gR+FhGvnGgyc0SsCJxR1gHwp7JuSZIkNSgi1gLeDzyb1lzWy7rfIUkT9kZa7xQfBV40mXGpzPxLRLyEYkH4Jcr6dsNEZmncTGSWpN59GziS1sPNMRFxAEUyzNYUO89Uf3sMOG6M+l5QO34U+GfD8UoSwOdrxwHMAb4IHJOZdw0mJEnqLDPnR8SJwAcpnqtWBi6KiMMpnrm2B/Zh5AT2749R7TPbzv/RaNCSVDi6/FTt01G1/uJWFBOg6v3F741RX72/+Aj2FyU17wcUu20lxUILf4iIE2g9c+3CyGeu48ao79m14/n4zCWpOc+maKeqhRUuAl6VmXMHGpUkSdI0lJnfiYg5FIvyLQ98Gdg9Io4CfpKZ13e6LyLWB14L7AVsStGXvB/YKzNP7n/kkoZRZs6LiFdTLHq8LbAj8LeI+BhwcmaOuph7RMykmOT+3xRzvgD+DLx6vAs4SJIkTQcRsT+w/ziLfzEiPjHBn5gJrEjRz3ziZynG/H8xwbokqaOI2AZYi9Y7xYN7WVwvM6+IiIOBqs1bMyK2blsgXlIXkZljl5IkdVWuHnwxsE11qfzOtmOAQzLzw2PUdRuwannp/Mx8brMRSxp2EbExcCWtdmo2sFNmXjrQwCRpFBGxOkXbtUJ1idYzVvv5eZm50xj1/YXW89uVmblZc9FKUiEigiKpZjsW7CO29xe/npkHjFLXDOB2YJXykv1FSY2LiBWAq4DVqkt0f+Y6IzNfO0Z9/wQ2Lu+7PDO3Ga28JI1XROxBa1fABF6emb8aYEiS1JiI2Bs4ojzNzJw5yHgkDbeIqD9jrQ3Ux9Kr/uFs4AaKJGUoxvHXBWZV1dTK/wO4dQIhZGbuPJGYJQ23iHhWebgsxQLvzyjPE7gb+DlwCQu2W+tRjOW/nGLeVjUO9ifgM8BD440hM8/v6Z+QpC7sL0qaShHxWeCzU/iT1TyKG4DNMvORKfxtSdNURLwJOLE8TWCLzOxp44iI2BT4O62xsbdk5km91CkNC3dklqQelTsEvho4F9iQkZM7q+MAfkdr5ZVudqaYKFrd95sGQ5Wkyg7ld/Xi7fMmMUta2GXmHRGxO3AyMIMFkwDrizPsOVpdEbEJRRLzE4nP/YhZkjIzI+JVFP3Bp9C9v/hb4MAxqqsmT1X3/brBUCUJgMy8PyLeQLFjzVKMbLeg9cx1K7D3aHVFxLbAJrSe1c5tPGBJw2zV2nFSPE9JkiSpeS+m+5hWNUY/q/zU/9au+ttmjEyGHk374lqSNB6/p3u7tSrw9vLTTfsipM8AzpzA7yfOy5UkSdNLt35ZjKPMeFV9zH8BbzCJWVKDVqsdz+01iRkgM/8ZEXMpdpZv/w1Jo5gx6AAkaTrIzFsokmG+QrFDVtQ+twCfBl6amY+NUdWHyu+qc3dG89FKEqu3nZ8wkCgkaYIy8zTgFRQrb9YHw6vnrr8Bz8/Mq8eo6gO1+6BYeV2S+iIzbweeBnwJuJmR/cUbgU8CL8vMx8eoyv6ipCmRmecBzwIuYGSbVX3OBHYs27fR7F9+V+3Wz5qPVtIQm1s7vm8cz1KSJElqVnb4jOdvkjRV6gsuwMiFkUf7tLdbY5Xv9JEkSZpOxvPMM5lnpurzMPBHirkTW2Tmxf39dyQNmeVqx3MarPeBLr8haRSu/CZJDcnMB4GPAx+PiDWBlSgmUN02nvsjYiZwPPA/rSrzor4EK2nYLVU7fjAz/zWwSCRpgjLzrIjYCHgusB3lMxdwYWb+Yaz7y2euNWmtnJ7Ar/oUriQBkJkPAQcBB0XEqrT6i3eO5/6y7ToW+G6rSl/eSeqfzLwUeHZEbMiCz1w3jHV/2W7NAY6pqgR+06dwJQ2nm2rHyw4sCkmSpOFgUp6kRdlE27DJtnlVkrQkSdJ08Q3guC5/C+BaWgvAfIqJb6gzF3ggM++fVHSSND53145nRcTivS6QHBGLA7O6/IakUZjILEl9UO5IM9auNO33zAO+35+IJGmEeodp/sCikKRJyswEfld+JnrvPOANjQclSeOUmXcBd03wnnlM/KWfJPUsM6+lmIQw0fvmAe9vPiJJesIFteMlImK98Sy0IEmLiNuAMRfsk6Qp8pJBByBJE3Q+7gQvafqaA9wy6CAkDYfMnA3M7vb3iBFruNztGL2khdQdbec7AWf1WOfzaS1klYAbiknjFMX8b0mSJA2LiHgmxcs7KDpQy5e7BEqSJEmSJEmLhIg4H3gmxfjWfpl5+IBDkiRJkiRJkiRpKEREfROd92bm0QMLRpK6iIg1gVtpLXj1i8x8VY91ng68ujxN4EmZaTKzNA4zBh2AJEmSptyFwJ218+cPKhBJkiRJkiRpkj5bO/54RCwzsEgkSZIkSZIkSRouG9Q+Jww4FknqKDNvB/5angbw8oh432Tri4g9KJKYq8ToS01ilsbPRGZJkqQhk5nzgW/WLn1gULFIkiRJkiRJk5GZZwGHUUw6WBv4YUQsPtioJEmSJEmSJEma/jLzhtpnzqDjkaRRHEHxPjHL78Mi4nMTea8YETMj4iDgyFo9CXyrD/FK01Zk5tilJEkTFhEBPA14FrA1sHL5Abin/FwGnA/8NW2QJU2hiFgSuATYjKIjtXtmfm+wUUnS5EXEqsBWdHnmysy7BxWbJLWLiJnAdoyvv3hJZs4bRJySVFeOdW3N6O3WZY5xSZpKETED+DbwbooxrkuAfTPzwoEGJkmSJEmSJEmSJGngyveJVwCbVJco3iteQ5GY/OPMvL7LvesBuwB7l/dX9wL8E9jSORLS+JnILEkNi4iVgPcC7wOeNM7bbqXYHfWozLyvX7FJUl1EbAScQ7FjzePAAZl56ECDkqQJiIgNKXaVfwXwlDGK/x9wBnB4Zl7b79gkqZOIWIWir7gPsMY4b7udYvXOIzLznn7FJkndRMRzgf2AlwLLjVF8DvBL4LDM/H2/Y5M03CLiHbXTvYEdy+MELgXOBa4H7qM1oWDcMvP7PYYoSZIkSZIkSdJQiohlKOZFrAwsQ5G79LvBRiVpWEXEFsB5wIrVpfK7eod4L3AdcH95vgKwPq0F3uvloyz/3Mz8e/+ilqYfE5klqUER8TLgOGA1Wg8rlfYGt9Pf7wDelZln9iVASWoTEesApwA7ULRDV1CsLnUucH1mPjjA8CSpo4hYATgceDPFM1X7c1U3CcwHTgA+kJn3j1FekhoTEa8CjgFWZXL9xbuA3TPzZ/2JUJJGiognA98Hnl9dGuetVZt2DvDOzLy54dAkCYCImM/oz1E9vQTNzJm93C9JkiRJkiSNJSJWBJ4HbAZsCjwVWIliYdFlgaWBRygWEp1DkTRzFcUOgP8Azs3M2VMfuSQtKCI2B/aieL+4JTCj9ufMzMW63Pe6WtlbMvNPfQ1U0lCKiOcApwGr0HqP2G0O12jX7wZ2cXF3aeJMZJakhkTEB4GvseDqLNB9omenMgl8yF1RJfVTRDzWdmkmnduvThNCx5KZueRkY5Ok0UTE1sDpwLp0brdGvb1W/gbgtZl5ebMRStKCIuIjwJdppr94QGZ+vdkIJWmkiHgBcCowi/G1Xd3+di+wa2ae23iQkoZeLZE56NwvHO8CDJ2kicySFnYRsSfFYn/guLwkSZIkLTIiYmng3cAuFEnM7Yl9o41rtY+DzaXYXfA04LuZ+VBTcUrSeEXEWsBRwCurSx2KdR13j4if1O69A1g7M+c3HqikoVe2V98FXlpemujc0zMpNqK4renYpGFgIrMkNSAi3gicyMgJU9XDyjXAxcB1QLXy3YrABsD2wEbltfp984E3Z+Yp/Y1c0rAqJ3rWdVtBajKc6CmpLyJifeB8YM3yUnvb9RhwKyOfuZ4ELNGl/G3Ajpl5Y38iliSIiDcDx9O5v3glo/cXn1pea+8vvjUzT+pv5JKGVblwzO+AFcpL7W3XLXRut9buUn428DwXkJHUtA7jW01yfEvSQi8i9gaOKE9ttyRNSEQcPegYKNquvQcdhKRFQ0Q8adAxAGTmrYOOQdKiKyIWB/YBPgmsXl1uKzaeif3d7rkT+BJwRGa2b3IhSX1RLpB8EsUOp6MtPDpaIvOLgLPK06TYnOKMPoQrSQBExP8D9gNeRtF+jeZu4OfAYZl5cb9jk6YzE5klqUcRMYsiWXklRna+vgcckpmXjnH/1sD+wLvql4F7gI0yc3an+ySpF7UdaxqvGidMSeqTiLgY2I6RyTF3UKyQdypwWWY+3nbP4sDWwOspnrfWoLVjF8DFmblD34OXNJQiYiWK/uIsRj57HUPRX7xijPs3p+gvvodWuxUUO5xulJn3NR60pKEWETOBvwMbM/KZ6x/At4BTM/NfXe5dg+KZax9g87b7rwS2zMx5/Yte0rCJiO/2s/7MfHc/65ekXpnILKkXfXxXOO4QsO2SNAELQbsFRbvVvmuqJI1LRKxLsWvy02i992tv1yayAUW3exO4FNglM2+YaJySNBERsR1wLrAsI98NzgWuBpYENiyvj9oHjIhbKeZ1ARybmXv2JWhJahMRm1DMMV2ZIicIirlZdwOXZ+ZVg4pNmm5MZJakHkXEl4CP00qImU0xCHTOBOt5HsVA1SxaK1L9d2Ye2GjAkoQ71kha9ETEWyh2NK0nIR8JfDwzHxhnHcsB/wW8r1ZPAm/LzBMbD1rS0IuI/wYOoNXm3EuxcvDvJ1jPs4CfUAyWV23XVzLzE81GLGnYRcQ+wOGMfFb6NPDlzJw7zjpmUrR9XyjrqOrZNzOP7EfckiRJw8hEZkm9WAgSAk1kljQhfZ7jMF62W5ImJSLWB84DnsTI3UrrycdXAtcCNwG3AQ+Xn0cpEgGXLj9rAesAGwCbttVRr/MW4LmZeX3z/5EkQUQsRdF2rUPr3eINwOeAH2XmnImMX0XEkcBe5en1mblht7KSJGnRZCKzJPUoIm4E1qbogD0OPCczL5pkXdsD5wMzy/puysz1mopVkirlxPK+cZctSU2LiAuAaufkBD6bmV+YZF0HUiTWVIPoF2bmMxsJVJJqIuImWhMSHgd2bIN70wAAIABJREFUzMxLJlnXdsAfgcXK+m7OzHWbilWSACLiUmBLWhOp9s7M70yyrndT7EBfPXNdnpnbNBWrJEnSsDORWVIvTAiUtKhxAQZJi6qIWAy4kGIn5nqy8UPAqcAPgT9m5uxJ1L0isCOwG/B6YBlGLg5/KbC987gk9UNEfIxiQ4mqbfsDxcLu99bKTCSReTfghKossFZm3tF44JIkaWBMZJakHkTE5sDfaHXCDsnMD/dY59eBD5anCWyVmX/vpU5JkqRFWUSsCtxO62XbOZn5oh7r/A2wU3k6H1gjM+/upU5JqouILYHLaPUXD87Mj/ZY51eBqs+ZwNaZeUUvdUpSJSKeBNxMq906PTN37bHOHwOvK08TWCczb+2lTkmSJBVMZJbUi4h4z6BjAMjMYwYdg6RFQ0TUx60GJjPXGXQMkhYtEbEf8A1GJjEfC3w0M+9r8HdmAV8FdqeVzJzAhzLz0KZ+R5IqEXENsD5Fe3M7sGVm3tNWZiKJzNWcfCjarxdm5rlNxy1JkgZnsUEHIEmLuC3L72rQ57gG6vwuRSJzNXC1JWAisyRJGmbPBGaUxwl8vYE6v0YrkTkoVik+o4F6JamyefndZH/xOIpE5qq/uAVgIrOkpuxQflft1jcbqPMwWonM1W/8bwP1SpIkSZJ6YAKxpEVNZj550DFI0iTtz8jE4n0z84jRb5m4Mil6j4j4M3B47Tf3B0xkltSoiNgE2ICirUngK+1JzJNwdfldzYfYADCRWZKkacREZknqzWq143nA5Q3U+TdgLlCtOrXaKGUlSZKGwZpt52c3UOevy+9q8Lv9NySpVyP6i5n5t64lx+8K7C9K6p/Va8cJ/K6BOn/PyJ1yVu9WUJIkaVEWEVcN4GdXGMBvSpIkSZLGKSK2YGSi3//0I4m5LjOPiIhnAW8tL60fEVs29K5SkipPK7+rRRpO67XCzHw8Ih4GliovrdhrnZIkaeFiIrMk9Wb52vH9mZldS45TZmZEPADM6vAbkiRJw2jV2vHszHy01woz85GIuI/WoPcqvdYpSW3qfbkHmqjQ/qKkPlu5djw7M+f2WmE54eA+Wu3WyqOVlyRJWoQ9hdZuV1NpEL8pSZIkSRqfbcvvKtHv61P0u1+jSGSu5rM+jWKDHUlqSn3x4scy8/qG6n0QWJqi/Vq2oTolSdJCwkRmSerNPbXjWRGxWK+TPCNiMVqTO9t/Q5IkaRg9VDtepsF663U93GC9kgQj+3Ir2l+UtAioL7rQyEIJERH0YWEHSRpNRKwNvBR4FrA1xSIK1UIK95Sfy4DzgTMz89ZBxClp2up50WNJkiRJ0rSxVu14HsWY1FS4HJgLzOwQhyQ1of7+b07D9Vbja03WK2kaiohrBx0Dxb4UGw06CGlRYSKzJPXmztpxAM8Ffttjnc+mtXJ6Anf0WJ8kTUiZIPN0Rp/o+ecmdueSpHGqPw8tHhEbZ+bVvVQYERsBS9Aa/PaZS1LT6u1KAM8DftNjnc/B/qKk/qmPc82MiK0y8/Ie69yc4j1E9cx15yhlJaknEbENcCCwC61Jmu27lK4EbARsD+wOzIuIHwH/lZmXTlWskobCVO2SbOK0JEmSJC28Fq8dP5yZ86fiRzNzXkQ8Qms3U/MFJDXt7trxik1UGBErAUvSGu+6e5TikgSwPkWbMVXj8Z04Ri9NgB0TSerNReV39QDyPnpPZN6ny29IUl9FxEuA/YAXUQwIjebRiDgLODQzf9334CQNuyppuXrmejPw+R7rfHP5HWW9PSVGS1IH7f3Ffek9kfl9becX9lifJNX9vfyu2q13AAf0WOc7yu/qmeuKHuuTpI4i4hPAv1O8+6xPVug2eaAqsxjwRmDXiPh0Zn65f1FKmuYep9UGJXAk/Z9suR3w8j7/hiRJkiRp8u6tHS8XEatkZt8T8yJiFWA5WmNjs/v9m5KGTn3R9ZlNbEoBPKP8rsbXbu6xPknDY1DJxINMoJYWSZFp8r8k9SIiLqfYXabqOL0zM4+fZF1vAk6ktTLMFZm5VVOxSlInEbEB8D+MHAgaj+pB8o/A2zLz+oZDkyQAIiKAfwGrULRRDwJbTbbdiYh1gb9RrD4cwJ2ZuUYz0UpSS0RcBmxBq7+4e2Z+b5J1vQU4nlZ/8W+ZuXVTsUoSQETcBDyJop15HHhGZv51knVtRbGow+Jlfbdk5jpNxSpJlYj4NsXuytWYVjVmNdYYV3u5BI7JzL2ajVDSMIiIi4FtafX/dsnMn/T5N/cGjihPMzNnjlZekiRJkjS1IuKFwNm0xqE+mJmHTcHv7gd8ozxN4KVuVCGpSRGxHnAdrfZtv8w8vEO5cY9fRcTRwB7l6WPArMx8pLmoJU03ETF/0DHg2Lw0Ie7ILEm9+zbFoE81mfy7EbEqcEhOYLWIiNgXOLhWTwJHNR+uJLVExEuBk4HlWXCyJyw44bPT354F/DUi3pCZZ/UlUElDLTMzIk4D9qRoh5YFfh0RL83MayZSVzmQfhbF6sOU9f24yXglqeZo4FBa/bzvRMRqwNcm2F/cH/gKI/uLRzYfriRxEvBhinZmceCsiHhVZv5pIpVExNOBM2glMSfF4n2S1KiIOAh4T3laT0x+EPglcDHFZKpq15kVgQ2A7YGdGbkzTQDviYjrM/M/+x+9pGnmIoodkis7AH1NZJakQSkXC306sBkwi+I942QmbGZm7t1kbJI0lohYhsm3W2Tmrc1GJGma+yPwCLAkxdjTgRFxembe2K8fjIj1gQNpvVd8FDi/X78naThl5g0RcRWwMUVb84GIOCoz506mvoh4MvA2WuP1fzKJWdI4bDDoACRNjDsyS1KPImJx4J/A+tUlio7UpcA3gdMy894u984CXge8j+JFX3VvANcAm022UydJYyknlp9DkRAIC+5Ccw2dJ3puyIJJzwHMAXbKzEv6F7WkYRURawNXU7zgg9bE9C8CR3V73qrdvyKwF/ApiskJ1TPXw8AmmXlLn0KXNMQiYjGK/mI1cF71+f4GHA78ODPv6nLvKsAuFP3FbWr3Qqu/OK9/0UsaRhGxMkUbs0J1CZhHsdjeYZl55Rj3PwX4ALAPxUKq1TPXbGCjzLynT6FLGkLlQlVXUiyaAEV7cz/wGYqdlR8c4/5lKJKg/51i3Kuq41Fg08y8oR9xS5qeIuLdwDG0+m1nZ+bOff5Nd2SWNKUi4p3AvhRzG3quDtsuSX0WETOAlwGvp2i7NqW3zX8yM908SNKERMT3gLczcl7obpn55z781vYUi4puVF5K4PjMfGfTvyVJEfFZ4LO0xsO+npkHtJUZc/yqnId/NvDcqhzwzsw8vi+BS5KkgTGRWZIaUA4A/RZYprpUfleN7HXl5/7yfAWKxOcNO5SvkgFf0I/BKkmCJwZ//kHRDtWTkatFGH6Umfd1uXcW8G8USTXbtt3/f8DmLsIgqR8i4iO0diSFVlLfY8C5tHbaan/m2h54Pq1Vjus7mh6QmV+fmv9A0jCKiO0YuXhMe3/xJjq3Xet2KB/AAxSLx/ylb0FLGmoR8Q7gOBZ85oKiHznaM9fmbfdU3042kNS4iDgGeDet9uYq4CWZedME63kycBawCa1269jM3LPZiCVNZxGxJXAZrTbp3sxcpc+/aSKzpCkREasCpwHPqi7V/jzZiWcmMkvqq4h4CfAtFpyb1QvbLUkTFhEbUixyXF+0fR7FOPzRmXlRA7/x/4C9gXcCM2q/8zCwVWZe2+tvSFK7iFgeuBZYmdbY+jeAT2bmY2WZUcevImJNigUYnk9rXO1aik0p5k/F/yFJkqaOicyS1JCI2Bk4GViufrl23N7gdvpblcT8hsw8s/EgJakUER8ADqE1+DMf+BjwjfEOAEVEAPtTJBXOoDUYtX9mfrMfcUtSRBxGseND+y7yY3VuO+0kf1hm7t9shJK0oHLC1CkUO8I/cbl2PN7+4v3A6zPz7MaDlKSaiPgk8EUWfOaC7s9d7WWq8wMz87+ajVDSsCt31boDWInWzu9bZuYtk6xvbYoJpSuU9d0DrJa+SJU0TmW7NJti0eNqrHyTzLymj79pIrOkvouIFYDzgc0YudCVCYGSFloRsS9waHXK5BddGFEttluSJikidge+Q+cFRG8A/gD8iSJ570bgduAh4JHMnF/2OZei6HOuSbEg8obAM4BnA+u11Vt975WZx/T1n5M01CLi7cD3GNn2XA8cBfwS2IkiuZnyb0sDq1JsoPNKigUYlqqqo1joYefM/M2U/AOSJGlKmcgsSQ2KiI2A4ykGiGD8A+HVS74LgLe5Ap6kfouIyyl2yqoGj96VmT+YZF1voWj7qsGoKzJzq6ZilaR2EbEf8F8UA9n1561uE6fayzwCfDwzD+tPhJK0oIhYn+KZqdq5ZqL9xd8D78jM6xsNTJK6iIhdgaMpVlEfbcEFuvz9HmDPzDytPxFKGmYRsQPFeHrV/hyYmf/dY52fAP6zPE1gx8y8sJc6JQ2XiDgXeE7t0lsz84d9/D0TmSX1XUR8A9iPBZNuLgAuoki0mUMx2XzCTKyR1LSIeBFwVnnaafGFOfTWbq0z+egkDbOI2B/4Gq02aTwLiFZ/G20RmU6LjM4HDsjMgycRqiRNSER8ATiQke1Vt/lcnd4p1p/ZPp6ZX+lHnJIkafBMZJakPoiIlwIfAF5Ea6Wobh6hGEA/zF21JE2FiHgyxaSC6kHwR5n5xh7rPAl4Q3mawLqT3QFHksYjIp4KfBzYjZHPW6Ml2TwCnAB8JTOv7G+EktRZRLyQor/4YmDZMYo/CPyKor94Tp9Dk6QFRMTqwPuBvYDVx3nbHcCRwOGZeWe/YpM03GoL60HRD9yo1wVfyoVnrqXVr3x7Zp7QS52ShktEfAX4SO3SwZn5kW7lG/i9FwC7V+eZ+fZ+/Zak4RQRywJ3AkvSGms/G9innzvOS1IvykXdt2BkMt//UPQhL8rM+wYYnqQhV/bjDgc2ZXyLto9Hez1XAu/PzF/3UKckTUhEHAB8EagW2htvu1Y9s80DPpSZ3+xDeJIkaSFhIrMk9VFELAZsB2xNsXvNSuWf7gXuBi4HLsnMuYOJUNIwiohdgB+Vpwm8MDPP7bHO5wHn1Or8t8z8317qlKTxiIiVgRdS7HA62jPX+cBvMvOeQcQpSe0iYiawDaO3XZdm5qR2hZCkJpVjXNszvmeuix3rktRv5Q421Y4yj2bm0g3V+zCwRHn64cw8pIl6JQ2HiFibYjJ65c7MvGxQ8UhSryLiVcBPaCXH/A54seNVkhZWEbEFxRhVlRDzIPCazPztQAOTpJqICODtwMeAzWt/msyE/nqi4D+ALwM/yMz5k49QkiYnInYEvkLxPhHGbteqNuwi4KOZeV6/YpOksUTE0hTzIFYuL90D3JOZDw8uKmn6WWzQAUjSdFZO2ryw/EjSwqK+i1YCf2igzvMZOfC0RgN1StKYysTkU8uPJC0yygmfl5QfSVqolWNcF5QfSVoYLFU7fqTBeh+hlci8ZIP1ShoCmXkLcMug45CkBq1XfgfFe8BPmcQsaSG3fe04gX83iVnSwiaLHci+D3w/IjYGXkuxePvmwDqMbxfTBG4G/g78Bjg9M6/qT8SSND6Z+UfgOWVC85uB5wNb0rlduwk4Czg1M385dVFKUqHcgOL1wCsoFmDYsEu5aynmyP8M+JFjY1JvTGSWJEkaPivXju9rYqeszJwbEfcBs8pLK41WXvr/7N1nlCxV1fDx/76XnINIFnwEkSBmgpgxISpJMREEVII5h0eMmBBRUaIPElQMIAoCLwbMEkQlGDCRJEgOl5zufj9UFV3Td0LPVPX0nen/b61eXVVTtXvPl7NOVZ19jiRJkiRJUgM31raXi4ilMvPuJgHLmdaXpzNZ301N4kmSJM0Cy9W2H8zMNiZHlqR+qiZcryZgOG6AuUjShDLzX8BB5ad6PrU+xdiuZYClgSUpJt+7s/zcCvyr6bMwSeqXsqD5HICIWIpi4Z2VKCYRvQW4MTNvHVyGkoZdRLwZ+ACwRnVonNMfQ1HkvAtwTUR8JjMP73OK0qxlIbMkSdLwmVfbXi4iopztc8oiIhg5mOGOJvEkSZIkSZKkcVzXtf9C4IcNY76w/K4GvHf/hiRJ0rC5vbY9b8yzJGnhMb+2PS8zbxzzTElaCGXmPcDFg85DktpSTrpwRfmRpIGKiJWAbwIvYmTx8kRj6Ktz1wK+GhEvBXbNzFvaz1Ka3eYMOgFJkiRNuxtq23OBTVuIuUkZq7pZu2GccyVJkiRJkqQmzqEYoF4NLHhvCzHfU9ueD5zdQkxJkqSZ7O+17RXKiY0laWF2TW3bRX4kSZIkScDDK8SfSaeIOem8Z4wJPtTOD+DFwBkRseR05S/NFj6skaQ+i4iNgCcAKwMrlodvBW4GLsrMvw0qN0lD66/ld3UDtgfwjoYxX9+1/5eG8SRp0iJiLkV/q97nujUzHxpcVpI0unLg5+MZ534R+HNmTjTrpyRNq4hYm1Harcy8anBZSRo2mXlrRJwHbEExYGCLiPhMZn5wKvEi4uPAVnSel52Xmbe1k60kSdKMdQ5wF7A0xWIZTwH+MNCMJGl89TZqqYhYyRWyJEmSJEnAscBTGVmQnMCvgJMo7icvB24vz18eeHR5zU7As2vXBPA04Bjg1dP1D0izQTgWUpLaFxFbAfsC2wLLTXD6POB04IjM/G2/c5MkgIi4EliL4mbqQWCrzDx/irGeBJxLMUlOAFdl5jpt5SpJYymLALcFXk4xeH1DisFUdfOBSyjaqR8Bp1kUKGmQIuLZFPeLL6EYBDqeu4AzKO4Xf9nn1CRpVBGxNLArRZ9rMzoFzN1uBX4PnAp8MzPvnJ4MJQ2riHgF8D1GDjb4BvDOzLy1xxjLAwcBe1aHyjg7Z+b3W09a0lCLiJcBp2fm/EHnIkm9iojDgb0p+khfzcy3DzglSRpXRFxAMYFoArtm5gkDTkmSJEmSNEBlbc9vGLkC8++BfTLzwh5jbAocCWzOyHeTz8zMs1tPWpqlLGSWpBZFxLrA0cBzqkM9Xlo1xr8E3pCZl7eZlyR1i4jPAu+jczN1G7B9Zv56knG2pBikvhKdm7LPZeaH2s1YkkaKiDcC/wusXR2a4JKqv3U18KnMPKpfuUnSaCLif4CvA8+sDvV4adV+/RbYMzMvbTs3SRpNRCwC7A+8A1imOjzBZVWbdRfwJeCTmflAfzKUJIiIc1hwwMBtwLeAk4E/ZuYdXdcsCzwZ2AF4HSOfawGcm5lbTcs/IGmoRMR84DqKSReOzcxLBpySJE0oIlYDLgZWBh6gGJw5pcmRJWk6dE16dQmwqRPJSJIkSdLwiogzgBfTeRd4MvDayY5lKMdQfJtiheYq1pmZuW1buUqznYXMktSSiHgpcALFilrVoM56I9s90HOsv91N0TE6tfUkJakUESsAlwIrVIcoVi09FvhKZl40wfWbAG+lWK1mLp3BorcAj8nM2/uTuaRhFxGPpOhzPZeRfaiJbm67z/0l8LrMvK7VBCVpFBGxHUUxzZI0u1+8B9glM3/QepKSVBMR61G8vNuY0dutcS+vnf83YMfM/Fe7GUpSISLWBM4B1qwOld9Z+74VmFfuL0exsnyMcn4AVwFbZua1fUxb0pAqC5nrfarfU0x49d3MnDf6VZI0eBHxPOA0YHHgZmDnzPzlQJOSpHFExLeBV1H0vY7NzL0GnJIkSdJQiIjFgCcAj6MYm7ocxfjSScvMT7SYmqQhFRFLUoxtX4ziXeC/KCa8um+K8RYHLgLWL+PdC6yUmfe2k7E0u1nILEktKIuYT6R4cQedQQjVIKj/AlcAVWHf8sC6wOq1MPVr7gdekZmn9SdjSYKIeDVFQc3Dh+i0RZcDfyi/6wM91wWeCvxP1zVVIfRrM/N7fU1c0tAqV344i+Jhd73NmuyqptX5/wCeazGzpH4qi5i/S/FAHDp9p8pVjH6/uHbtnHr79QDFYNFT+pOxpGEXEY+l6HOtwfh9rjvL72W6jneffy3wvMz8Z8upShIAEbEhcAqwHs3uE/8FbJeZf283Q0kq1AqZuydduBf4PkWRzc8HkZskTSQinkUxJmIVineCJwFHA2dn5l2DzE2SupUFNN8HtqXoc/0CeGtmXjLQxCSpgYh4IvAiYDPgkRST9d0O3ABcDJwJnJsWBkgagIh4LvAW4KXAIm3EzMwpFUBLUl1EPB/4SbmbwB6ZeXzDmLtRLBxWxXxhZp7VJKY0LCxklqSGylUBL6F4MFQf9HQxcDjww8y8fpxrdwT2ppiBqn79rcCGmXlD/7KXNOwi4l3AQYw+yHOsjmL3OdX+uzPzi+1mKEmFiAjgXOBpjGyzEvg18EPgT4xeDPhkYHvgWbVrqrbrfGALX+ZJ6oeIWJXifnEFRrZdf6Jzv3jzGNeuDOwA7EPRjtWvvw3YyIkYJLWtHOR5EbABI9udu4Ef0OlzXZmZ88tr5gDr0Olz7QAsxcg+1z+AJ2Tm/dPzn0gaNhGxFHAwsCedQVK93OdVE8V8neLZ1t39yVCSICKuoxhsDgs+k6/2/wMcAxyXmVdOY3qSNKFyfMOxwIvptFvzKVa1mUdv/a+6zMwNWktQkmrKd4sfAz5A5z7xXOA3wJVMrd0iM09oKUVJ6klEPBP4LLBF959YsB37O/CBzPzRdOQmSeXKpF8DXlcdahiyer+YFjJLakNE7E7xzB2KNuYRmXlrw5grAjfT6YvtmZnHNYkpDQsLmSWpoYj4P4rBUdXN04PAu4Gv9loQUz48fytFMeFcOg+Zvp6Zb+xH3pJUiYhtKWZMfyQLPuDufrA02t9voLgJO6M/GUoSRMTbgC8xcpDnb4A3Z+ZfeoyxCXAY8AxqD76Bd2bmIa0nLWnoRcTXgdcz8n7x7cARk7xf3Bf4IsVgq6rtOi4z9+xD2pKGWETsD3yckUXI3wPe0evkCRGxGvBl4JWM7HN9LDM/2XrSklQTEWtQ9J22ATZl7JUfHqSYjPR0ir7Zf6cnQ0nDLCLmUrRPe1CsTrMoI5+514uaE/gVxbP7kzPz3mlMVZIWUE7Y9xngtRTtV9PB6eDAdEl9FhHrAYdQTMAAUyhc7ma7JWmyIuJDtd0zMvPCSVz7EeCj1W7tT+ON70qKosJ9ndBdUj+Vz7pOoXje1T1ZX+OCZvtdktoQEe8BDix378jM5VuKOw9Yutx9f2Ye1EZcabazkFmSGihnkroBWIbOoMxXZubJU4y3E3AinUGedwCPzMz72slYkkZXzg61b/lZs8fLrqYoCDyy6exUkjSRiPg38Gg6fa5vUEyiMH+SceZQzLC3K50+1+WZ+Zh2M5Y07CJiCYr7xaXptF07ZuYpU4y3PXAynbbrTor7RQezS2pNRFwNrE6n3fp8Zn5girE+B7yXTrt1bWau1VaukjSRcpXmjYCVgBXLw7dSzJB+iasvSxqkiFgZ2IVi8qsnlIfHWqX5DuA7wDGZed505ShJlYjYDDgVWIXRV/6bUlgcmC6pjyLiE8D7KCZfGPGnBmFttyRNWkTMp9N/2jczj+rxuoOAd9JbcWD3JFkJfDszd5l8xpLUm4jYFziUBdugG4DzgMsonms9NJX4mfnxpjlKUkS8i2KxQYC7M3OZluLeCSxZ7r43Mw9uI64021nILEkNRMQLgB/TuQn7Zmbu3jDmN4DXlbsJbJOZP2kSU5J6VRb4bQo8vfwebaDnn4GzgYsnW0AoSVMREU8C/kinCOZi4CmZOaUH3RGxSBlvEzov8Z6amRe0k7EkQUS8EDiTzv3i8Zm5R8OYxwK7lbveL0pqVURsQXGvV7Vbv8vMZzWM+VuK+0vKuFtl5rlNYkqSJM02EfFEYE/gNcDK5eGxipr/AXwd+EZmXj9tSUoaWhGxLsXz9Op9YVura4EFgZL6JCKOpxh75cqAkgauLGSGoi3qqZA5InYETmLB4sCHKIoD/wbcAqwArA9sBSzGyPYugTdm5tdb+DckaQERcRWwRrVLsTDOO4EfOK5U0sIiInYFjit3E1ij6bP1iFgFuJ5O3+v1mfmNJjGlYbHIoBOQpBlunfK7evBzRAsxD6V4mF51bNYZ51xJalX5AOnC8iNJC4uNyu+qz/XpqRYxA2TmgxHxGeCE2uGNAQuZJbXpUeV3m/eLh1MUMnu/KKkfHlt+P7wacwsxDwR+2PUbFjJLkiTVZOaFwNsi4t3AyylWaX4RxXiO7kHrjwM+B3w6Is6kKGr+UZNnZZI0gYMpipjrRTGXAt8Fzgf+A9zFFFfYkqS2RcSbgF0o2q1623Uf8HdstyQNRs+rjkXE4sBh9UPl9YcAn8rMG0e5ZjngveVnUTqTxB8cEd/LzDsb5C5JC4iIJwBr0mlvrgWenplXDzQxSVrQf8rvqj+2HTDhxDIT2L78rvpp/xnnXEk1FjJLUjOr1LbnU8x219Tvy1jVLKCPaCGmJEnSTLZG1/4ZLcQ8rfyuHlCt1kJMSap7ZG17PsXAzqbOx/tFSf2zetf+T1uIWa0ab59LkiRpApn5APB94PsRsSrFRFavBzasTim/g2Ksx7bl56aI+GZmvnt6M5Y020XEGhQTLFQD0xP4CPAZJ1CQtDCKiLnARxnZb7oG+DBwUmbeNajcJGkSdqd4z1j1we4HXpOZPxjrgsycB+wfET8HTgGWLv+0LMV95Vf7mbCkofTE8ru6V/ywRcySFlLnAHcDS1K0WR+OiBOmOtFLRCwF/C+dvtrdwNkt5SrNenMGnYAkzXD31rZvL1cybaSMcTudgen3NI0pSZI0i8xrY7bgMsa82qEY61xJmqK7a9veL0qaCeqD0G/PzHvHPLNHZYzbaocat4WSJEnDIDOvz8zPZ+bGwBbAkYy8H6wGSQXFxMvvGEiikma7Z9IZW5bAUZl5gEXMkhZiW9KZrC+Ay4GnZeZxFjFLmkF2K7+r4sAPjVfEXJeZvwD2rV0bwB79SFLS0Fula7+ndkqSpltm3k8xiXuILhToAAAgAElEQVTVP1oTODkilpxsrIhYHDgReFQVHvhpOUmppB5YyCxJzVxW214+Ihq3q2WM5enMDnp505iSJEkz3PW17cVbjLtYbfu6FuNKEvTnfnEuI+8XLxvndEmarGtq20u1GLce65oxz5IkSdKoMvP3mbkvRVHO6ygGXWXtI0n9snb5XU2i8KVBJSJJPdq0/K4GqH8gM30HKGnGiIglgKcy8l3gFycTIzO/BZxLpw+3ablyoCS1aZHa9rzMvH1gmUjSxA6g078KYGvgDxHxnF4DRMQzgfOBF9OZMCaBT7aaqTTLWcgsSc2cTWclmTnAZi3E3KyMVXVuzm4hpiRJ0kz2x9r24hHxqDHP7FEZYwk6L+/+1DSmJHXpvl/cooWY9fvF+cDvWogpSZXza9uLRsT6TQOWMRaj0+c6f5zTJUmSNI7MvC8zvw3sDHxu0PlIGgr1gen3ZuY/BpaJJPVmhdp2AqcNKhFJmqJN6UzInsDXMnMqE1gdUdueQ1EcLUltqi9KsciYZ0nSQiAz/wgcS6c+J4ANgbMi4uKI+FhEvDQiNo6ItcvPxhGxbUR8NCIuBH4JbEJn7EMCx2TmBdP+D0kzmJ0GSWogM2+MiJ8CLyoP7U0xm10T+1bhgR9n5o0N40mSJM1omfnXiPg3sF55aGfgoIZhX1WFB/6dmX9tGE+SRsjMmyLix8A25aF9aD5R1X5VeIr7xZsbxpOkh2XmvyPiIuAJ5aFdgI82DLtrFR64ODP/3TCepCEQEQ91HcrMXOCd5ijntWnU35SkQYqIFwB7ANtRTNAnSf1Wf/Z078CykKTe1duq2zLznoFlIklTs0r5XRXZ/GqKcX5ZfldF0I0ni5ekLvXCvaUiYoXMvG1g2UjSxPYBHg08h5GrM28CbDzBtfXi5Wr/F3TGcUnqUUxtoiZJUiUinkJRvFytcr9jZp4yxVjbAT+g6OQ8BGzuLC2SJiMijuo6lJm5dw/ntWnU35SkJiJiL+BrFP2k24GNMvO6KcZaA/grsFx56A2ZeUwriUpSTUQ8CTgPmFseemVmnjzFWDsBJ1K0gw8Cm2XmRa0kKkmlrrbmXuBJmfnPKcZ6HPBHOkU2r8jMH7SSqKRZLSLmdx3KzJzbw3ltGvU3JWm6RcRjKIqXdwXWqg6X3/VBU7ZbkloXEVvQmZgvgaUy874BpiRJ44qIHYDvl7v3ZeaSg8xHkuDhZ1jV/du+mTnmmK2I2I1itUDKa1bNzJum+LsP0BnT+vbM/OpU4kjSWCLiMmBdivbqVZl50mAzkqTxRcQywFHAq+n0z6DzzH0s9WfxAN8G9s7MO9vNUJr9LGSWpBZExNuAL5W7DwBvy8wjJxljnzLGYuWht/nwSNJkdT38HnPwUtd5raYw1m9KUlMRcQbwYor26x/ACzPz6knGWBv4MfC48tDpmfmyVhOVpJqIeDPwlXL3AeBdmXnoJGO8BfgCsGh5aL/MPKK9LCWpIyKOo7OS8n+Bl0x24oSIeCJwGrBGeei4zNyjvSwlzWY+35I07CJiaWBnigLmrarD5Xf3gKm7KYp1jsnMX05XjpKGQ0TMobgvXIWi/dkmM38y2KwkaWwRsRpwDZ2VTNfLzMsHm5WkYTfJQubXAt8sdxNYLDMfmuLv3gisXMbZPzM/PZU4kjSWiNgP+CpFO/P7zNxywClJUk8i4tXAh4GNaofHeudYL3L+K3BAZn63X7lJs92ciU+RJE0kMw8B3gjcQzGw/LCI+ENE7BkRjxjruoh4RETsFRHnA4dSFDHfDexlEbMkSdICXgn8lOLh0OOAv0bEeyNixYkujIgVI+K9wJ/pFDGfCbyqX8lKEkBZtLwHxb3eosAhEXFBRLypHFQ1qohYLSL2jogLgC+X194F7G4Rs6Q+2ws4vtxeHTg/Ir4cERtMdGFEbBARX6ZYjb4qYj4GeENfMpU0mwUTz35eP6/NjyQNREQ8OyKOBa4D/o+iiLlqm7L8VPvnAG8CVs/M3S1iltQPmTmfzgR9AG8fVC6S1IvMvA44q3Zop0HlIklTdGPX/uINYi1OpyDnwQZxJGkshwO/oXhWtVlEfGTA+UhSTzLzO5m5CfB84GDgXIo6oO53hneXfzsY2DozH28Rs9SMKzJLUkMRcXJt9zHA42v7VSN7DXAlMK/cXw5YB1izClM7/8/AZZNIITPTB++SgIdn8awbb8WafnHFGkmti4idy81FgLcCm5f7SbHC6W+BPzF6n+vJwDMoigCrgZ/nUQzA6nn24sz8XqN/QtLQiYhTa7vrApvU9qv7xesZve1atQpTO/8v5bm9yszcbhLnSxpyEfGu2u4rGdnnAvgX4/e51q9C0elznTSZHDLz4EknLkmSNENFxKOA1wO7U9w3wtirL/8X+AbF6sv/mKYUJQ25iFgM+APFc60E9svMIweblSSNLSKeBpxNscjPLcBGmdldGChJ02aSKzKvTjHWlPKaR2fmf6bwm3Moiper331rZh422TiSNJGIWIliIpknULQ5hwLvz8x7BpqYJE1B+RysWlTn1sy8f5D5SLORhcyS1FDXg6YRf+ra7z5nor/39PNYMCipJiL26j6WmUf3cl6bRvtNSWqihz7XRH2pXs8bk30uSZPl/aKkmabHdmusNqmXcyZkuyVJkma7iFgCeAVFAfNzGLkifL0fFRQT+P0I+DpwZrk6qiRNq4hYm2Jg+noUk4N+GvhkZrqyn6SFUkS8G/g8Rd/qAuAlmXnDYLOSNKy6nrsfBJwywSWnACuX12ybmWdO4TcfQzExafW7r8zMk8e5RJImrZygD2B54AhgS4p25xaKyfh+BVwB3MYU3h1OZSIHSZK0cLOQWZIaGmeA57T8PA5MlyRJQ6DW5xqvILm78K8ymXPHYp9L0qR5vyhppunqc43Xfk1mwoVe+l0P/6btliRJmq0i4ukUxcs7A8tWh8vv7tWXL6YoXv5WZt48XTlKUreIWKPcfARwFLAZRZt1HXA88GvgSuB2pjYw/dp2MpWkkSLircAXgLnATcDHgeMz886BJiZp6EziufuIy8pzP5aZn5zCb+4InFTuJrBFZp4/2TiSNJ4xxkM0Xmiiuj4zF2kYQ5IkLWQsZJakhsobsUFygKckSZr1Rilknm72uSRNmveLkmYa2y1JkqT+GWeivmr/FuAE4JjMvGCa05OkUTkwXdJMExFH1XafXH6gaLMeBC5k6hMwZGbu3ThJSUOlqz/V68SflfMy8+lT+M0vA28td+cDKziRg6S2jfJesd5+NR3f5TtDSa2JiN8BhwEnZub9g85HGmYWMktSQxGx3aBzyMxTBp2DJElSP0XEdxjcqqYAZOZrBvn7kmaeiNh20Dlk5umDzkHSzBERnx90Dpn53kHnIEmS1A+jFAMGxYDynwDHAKc4iErSwsaB6ZJmmjEmYICRbdZU3jkGtluSpqDhpO3zgcdm5mWT/M2rgdXL3/x3Zj52Cr8tSeMap9/VODT2uyS1qNZe3ULxLP7IzLx0sFlJw8lCZkmSJEmSJEmSJEkzSkR8vbZ7XGb+qmG85wC7lbuZmXs1iSdJ3bqKAf8FHAscn5nXDCYjSZqYA9MlzTS2W5IWNhHxW5q1S0dn5rGT+L1tgNNrv/mNzHx9g9+XpFFFxBX0cVGKzHx0v2JLGi5dE8tk+TmLYpXmH2Vm90R+kvrEQmZJkqQhFBFPr+3+OzNvaBjvkcB61X5mnt0kniRJkiRJkjSersHp+2bmUQ3j7Q0cXsV0cLqktkXEHcD3gGMy87eDzkeSelGu5tfPgelr9yu2pOE0ykrybbKQWdJCLyJ+A2xVO7TnZAqhJUmSZpuud4pRflf71wJfA/4vM6+d7tykYbPIoBOQJEnSQNRn+9wXaDTQE9iBYmYqyrj2MyVJkiRJktRv1czpC3tMSQJYNTPvHnQSkjQZmbnWoHOQpEl646ATkKQBe33X/tWDSEKSJGkh8j7gTXQW7KoXNa8JfBT4cET8CDg8M382/SlKw8ECE0mSpOHV9qDMmPgUSZIkSZIkqTUWHEuaMSxiliRJ6r/MPHrQOUjSIGXmpYPOQZIkaWGSmQcBB0XECygW/3opRT1lvaB5EWB7YPuIuBQ4Ajg2M28ZQMrSrDVn0AlIkiRpYBzoKUmSJEmSJBXqk/T53EySJEmSJEmSJEmaJTLzp5m5I7AO8DHgGjrvB+tFzesBnweujojjImLL6c5Vmq1ckVmSpkFErA6sVH4AbgFuycz/Di4rSZIkSdKgRcTajH6/eNXgspKkiUVEAJGZ8wediyS1ZJnatqumShqYiFgfeHhgVGYeP8B0JEmSJEmSJEmaNcoank9ExAHAyyhWaX4BRRFzvaB5CWAXYJeI+DNwOPDNzLxr+rOWZgcLmSWpDyJiSWA34CUUAw1WHuO8m4FzgNOBb2TmPdOWpCS1a7Ha9v0Dy0LS0ImIVYDnA08HNmWUYkDgYuBs4GeZeeMg8pSkSkQsDbye4n5xC2CFMc67DTgXOA043ofgkgYpIjamaLfqfa5liz/FPEb2uc7IzL8OKldJauBxte3bB5aFJMHzgMNq+xYyS5IkSdIsFhGvre2el5mXNoz3GGDzaj8zT2gST5IkaTYqJ20/BTglItYF9gH2AFapTim/g2KcxGHAgRHxTeDIzLx4WhOWZoHIzInPkiT1pFyJ5kPAu+gMRo8JLqsa4luBLwCfTRtnSX0WEfPptD/7ZuZRDeN9Bnh/uXtzZq4y3vmS1FREbAh8ANiZkZMpdPe96v2q+4HvAAdm5iX9zVCSRoqIOcD+wDuA5arDE1xWtWHzgIOBT7nyqaTpFBHPoWi7nlM/PMbp9X7Xz4FPZuav+5OZJLX7fCsiVgf+Que5/i8y8/kNU5SkKYmIvSlWdgDIzJw7yHwkSZIkSf3Vh3Fce1ObIMv7SknTKSJWBp5BsRDY6hQTJC8FkJlbDzA1SZpQRCwKvALYG3hWebhe0FzfP5eiz3ViZroImNQDV2SWpJaUA52+R7EyTb2T0ktRclDcqB0AbBMRr8rM//YlUUnqjxeV3wn8Z5CJSJr9IuIdwGcoCpjrhTRj9b2qcxYHdgNeHRHvz8xD+pqoJJUiYk3gJGAzpna/uDzwMYr7xVdm5jX9yFOSKhGxCPBZiskXgt7bruq8rYHnRsTBwIcy88F+5Spp9oqITYEn9nj6lhFx7yR/Yi5FP2tDYEeKIuagaOfOm2QsSZKkoRYRbwQOLXczMxcfZD6SNJGIeBKwTbWfmZ8eYDqSBJ3nUm3Go+WYkjSmiHgq8D5gB2BO958Zpz2KiDOBNcrdCzNzt74kKUkTyMwHgG8D3y4X29kX2JXinSIUbVnVz9qi/HwpIo4BjsjMy6Y5ZWlGsZBZkloQEcsDPwE2YuTNVvcKNfeV390v7ernPwM4MyKemZnz+pCuJLUiIpahGOj5ZopBpVVbdtHAkpI060XEVykeDnW/dKsX2Iymft7iwBcjYv3MfGtfEpWkUkSsSHG/+DjGv1+8q/xeuut4/fwtgB9HxDMy87Y+pCtJREQA36EYZDBan2s89QEIc4B3A+sCO7eYoqThsQPwkQnOqdql3crPVHUPojqhQSxJkqRhNIfOODSLZSTNBJtRLDhRtVkWMksaNPtQkmakiJhD0a96HwtOkNyr3wCfLLc3iogPZ6YL6kgaqMy8BHhbRLwfeA3wfmB9Fhw/sTLF2Ih3RcTpwGcy89zpzleaCSxklqR2fAvYmM6qNAE8AJxBserWH4DLM/N+gIhYDHg08FRgJ2BbYNHatZsA3wRePq3/haRZIyL2B/bv8fRDy8LAyZjDggPYqwGfp04yliT1JCLeC+xX7tYfBt0LnEXZ5wJuL/+2PJ0+19bAEl3X7RcRV2TmF/qfvaQhdgLF5C/1+8X7gR8x8n5xPjz8kq9+v/hyihXoq2s3pLgH3XZa/wtJw+RzFCuTwsi+0/XADxm/z7UdsBoj27ydIuJzmfn+acle0mxTPW+aaCKFif4+nu7V5g/LzL82iCdJkiRJmjnaXgFVkiRpaJTjG34AvJROv6p6pj+ZguYjgY/RGZf6auDAltOVpKl6FsX4rf9hZJtW367avZcCL42IU4G3ZOY105alNANYyCxJDUXE84GXMHJg51nAPpl56WjXlAXN/yg/34qI/wEOB15A5wZu24jYOjPP6vO/IGl2qs96PpbqQdHchr9Vf/j0V+C0hvEkaQERsRbwcUb2ue6imI3zyMy8faxry+uXB95EMcnD0nTarU9ExHcz8+p+5S5peEXEC4EXMbLt+gmwb2ZePto1ZUHzpeXnuxGxLnAY8GI6bdeLI+IFmfnTvv4DkoZORGwAvJOR7dZ1wHuA72bmQ+NcfnREvBl4FfB5YA067dY7I+LozPxn35KXNJs1KVKeTPzbgC/gKlySJEmSJEma2Zaobd87sCwkDYMvAy8rt6v3gpcBJwJ/ArYC3jZRkMy8KSJ+R1EsmBTjLCxkljQwEbEysBfFmNNHV4dZcDXmecBy5Xb9b9sBz46IbTPznP5nLM0MFjJLUnMfKL+rjslxwF7Valq9yMzLIuLFwNHA6+l0Yt5PURQtSVM11mx20cM5vapi/QPYKTMfbBhPkkazP50VlauH3i/MzMt6ubgsdP58RJwE/JTOw6UlgA8D+7SesSQV93TQuV88GnhTZvbc/8rMKyJiW4oZiN9Ap+/2Por2TJLa9BGKya6qtuaPwIsz8+ZeLi6fh307In4CnAk8pfzT3DL2Lu2mK2mWu5DieftYdqfTXp1H8WxqMh4E7qCYsOEC4DeZ6cBOSZIkSZIkzXSPqm3fMbAsJM1qEfFkYD86Y7keohgjcUg1OXJErDSJkKdRFDIHsGVELJqZD7SbtSSNLyKeAewL7AgsxsjV5av27gHg+8BXgXMoJl/YB9iWzniLAFYATo2IjTPzhmn8N6SFloXMktRARCwDPJORK5G+cTJFzJXMzIh4E8UAz03KeM+KiKUz864W05Y0XHpZsWYqq9okxUqo1UDPU4ETyxXnJalVEREUD4aqPtcdwNaZeeVkY2Xm5RGxNXAxsEwZb0csZJbUsohYFngGnbbrYmCfyRQxV8r7xX2BpwGblvGeGRHLZOadLaYtaYhFxCIUL9aqdutGJlHEXJeZN0fENhTPyh5Rxts2IuZOsKqzJD0sM08BThnr7xGxe2332Mw8qv9ZSZIkSZIkSQuv8ln/S+lMAHjF4LKRNMt9jJEFfntk5rcaxPtjbXtx4LEU7xolqa/KMV67AXsDG1eHy+9q/EQA11IsRHFUZl5fC3EmcGZErAN8lM5kzAGsBLyFYuJ3aejNGXQCkjTDPR1YlM7qWp9ushJpee1n6XR8FgW2apqkpKH0CYo2ZLTPYuU51exQ+41z7qifzJybmctl5mMz81WZ+S2LmCX10VOBlcvtBA6cShFzpbz2QDp9rpUj4qnNUpSkBXTfL362SfFeeW33/eLTmyYpSTWbA8uV29VzrkkXMVcy8ybg03TareXK35CkNk1lgj5JkiRJkiRp2kTEMhGxxlifrtNXGO/cMT5rR8QmEfFKikKa9ek8N7tgWv9ZSUMhIpYEXkBnDOopDYuYAf5cflcTMWzQMJ4kjSsinhQRRwHXAIfQWYwQOm1RAL8GdgbWycxPdhUxPywzr8zMPctzq/FiQTGhvCRckVmSmup+iHRGCzFPL7+rzk/3b0jShMqV/sYslCkWN33YfFfEkrSQW6/8rh7ufLuFmCcAn6TT51of+EMLcSWp0o/7xSpG1Xat2UJMSaqsW35Xfa6TWoh5IvBFOu3Wo4GzW4grSQDH1bb/MbAsJEmSJEmSpPG9m4lX4asGc32m/DRRFc0AnNwwliSN5hkUqyZD0eZ8tWnAzLwpIh6is1jjI5vGlKRuEbEE8GpgH+Bp1eHyu168fBfwTeDQzPzLZH4jM78fEf8P2KY8tN5450vDxEJmSWpmldr2HZk5r2nAzJwXEfOAZUf5DUlqkyvWSJop6v2h+zPzsqYBM/PyiLifYkXT7t+QpDZ03y/e0TRgZt7h/aKkPqoPBrg3M69pGjAzr42Ie4AlRvkNSWokM/cYdA6SJEmSJElSj3odp9V0PFfWtn+bmT9tGE+SRrNW1/5vW4p7B7B8ub3seCdK0mRExAYUxcu7AStUh+msLB/l55/AYcCxDWuDzqFTyLxMgzjSrGIhsyQ182Bte9Exz5q8xcb4DUlqy8NtlqsxS5oBlqxt39Ni3LvpPPxecrwTJWkKHqht9+t+8YExz5Kkyau3VW22Lw/QKWRusz2UJEmarX4BOFmDJEmSJM0+Ocbx6OGcXlQFOAC/BF7TIJYkjac+6fptmXl/S3Hr7eGcMc+SpEmIiJ8Dz652y+96AfN84DSK1Zd/0tLP3thSHGlWsZBZkpqpdzCWiIg1MvPaJgEjYnWKwZ3VAyk7MZJaZ/GypBnmptr28hGxRGbe2yRgRCxBMbNe1ee6aZzTJWkqbqhtLxERazZd3TQi1mDk/eIN45wuSZNVfwa1bEQs23Q1+YhYFlgOn3NJkiT1LDP/SbHqgyRJkiRpdpgHjPeecE06z9FvB+6aZPwHKVYxvQ64ADg1M3832SQlaRLqhcutTGQcEXMo3itWbm4jriQBz6lt11dfvhk4Gjg8M68cQF7S0LGQWZKauaL8rh4i7QR8pWHMHcvvKONeMfapkiRJQ+H6rv0XAD9qGPP55XfV57quYTxJ6nZF+V2/XzykYcydym/vFyX1Q/fkfNsA32sY88Xld9VuNZoAUJJ6FRH/A2wBPAFYGVix/NOtFIMSLgLOzczLBpOhJEnSrPNfwGIZSZKkUWTmF4EvjvX3iJhf2/1AZh7V/6wkqZH65MVLR8TSmTnZSRi6bcjIlVItZJbUpnoB8x+BQ4FvZ+Z9ffq9PwAf71NsacaKzJz4LEnSqCJiEYobpWUoOjU3AI/LzNumGG954BJg1TLeHcDKmflgOxlLUm8iIoD1GH2g57/TTqSkaRQRK1MUM1cPq3+bmc9uGPPndGbaewhYNTNvaRJTkupGuV+8keJ+8dYpxluB4n7xkWW8eRT3iw+1k7GkYVeunnwzMJeinbkYeMpU25ly1vTzgSeW8R6gaLfubCdjSRopIpYC9gD2pRjw1Iu/A4cBx7YwyEqSxhURu9V2z8nMfzWMtz6wZbWfmcc3iSdJkjRMImINaveOmXnWANORNOTKQuZqLNa+FjJLWthFxLOAX5a7CbxwtP5UROwNHF6dl5lzx4n5ZjqLiSXw2My8tLWkJQ2tsq91H3AicGhmnjfglKShNWfQCUjSTFYWGJ9JZ1WZRwJnlAXJkxIRywCnAqvV4p1hEbOk6RIRK0TEO8rivtspBnL+Djit/PyuPHZ7RPy8PHeFwWUsaVhk5s0URTBQ9JOeEREfnWq8iPggRRFzlp8/WMQsqW3lvdwZdO7vVgH+X0SsOO6FoyiLC0+jM+lVdb9oEbOk1mTmHRT3fdXkMY+nmIV4qr4MPKkKD/zOImZJ/RIRLwD+BhwCbERnRvUY7fTaZ8Pymr9FxIumJ1tJQ+xY4Jjy89wW4j2vFu+YFuJJkiQNjcy8NjPPqj6DzkfS0Lu29vE5uqSZ4FzgbjqTMOzaQsy9a/GusYhZUov+F3hUZu5mEbM0WBYyS1JznwDm1/Y3By6KiO17DRARLwMuBJ5B5yZsPvDJtpKUpLFExOIR8TngGuALwLPprBw42meZ8pwvANdExIERscQgcpc0VA6hU7wXwEci4siIWK7XABGxdER8BTigFgeKIhtJ6odPUKz6DkW7sxlwcUS8IiJGK6pZQETsQLEq6pZ07hcfKmNLUtsOLL+rvtIbI+LUiFi71wARsUZEnAzsx8g+14FjXyVJUxcR76eYcPRRdO4bqw8s+GyLrnMCWJtiktIPTl/mkoZUT/eCk4zXdkxJkiRJ0jTKzLUyc+3yc8Kg85GkiWTm/cAv6Dybek1EPGn8q8ZWrty8SRUe+FHjJCWplJmfycwbB52HJIjMnPgsSdK4IuLLwFsZOTgzgauAHwJ/AC4H5pV/Ww5YF3gqsB2wDiMHGSTwlcx8R79zlzTcIuJxFO3U+oxsv3q6vHb+v4EdMvNv7WYoSR0RcT7w5GqXov25CTgOOBm4MDPv7bpmceCJwA7A7sAja9dCsRrz5v3PXtKwiogvAm9nwfvFa4FTGP9+8eXAWix4v/ilzHx3v3OXNJwi4qfA1nTarQTuo2izvk/Rf7qi65p1KNqtHYDtgSUZ2ef6WWa60qmk1kXEO4CDy9164TLAdcAFwBXA7eWx5Sn6Wk8CVhvlugTem5lVTElqTUTMp9Pm7JuZRzWMtzdweLmbmTm3STxJkiRJkiSpVxHxLOCXdN4pXgE8r/4esZfnVxGxDcU7yMXLOA8CG2Tm5X1MX5IkDYCFzJLUgoiYQzGYc1sWHCw1UUPbfV4ApwHbpY20pD6KiI2As4BVy0Pd7RfAA4wc6Llo7W/d598IPNdiZkn9UhbInEOn3eruRz0EXM/IYsBVgbmjnB8URYRbZuZVfUxb0pAr7xdPpihKbuN+8YfATt4vSuqXiFiJos+1PgtOwkBt+65ye2lG3kd297n+AWyVmbf0K2dJwykiNqQoVF6060/fAg7NzPMmuH5z4C3Aa+uHgfuBJ/uMS1LbLGSWJEmSJEnSbBIRpwPb0HkveBPwIeD4zLx/vOdXEbEa8H7gzcAi1TnA0Zn5pmn6FyRJ0jSykFmSWlKu9vdFYB9GDuyM0a94WPdA9sOBd2Xmfe1mKEkdZZv1Z2A9RrZDdwDfoyiQ+VNm/rfrutUpVkPdHtgZWLbr+n8Dj7cNk9QvEfF44FRgHUafgGE89fOvoJg45s+tJihJo4iIxYCDKAplmtwvfoVihcD7281QkkaKiEdRTMLwZJr1uf5IMfnCf9rNUJIgIk4FXkpngNStwA6Z+etJxnk2xWoPK9JZlfm0zNyu3YwlDbs+FNSIGwQAACAASURBVDK/neLdJMA9mbl0k3iShktErDHoHAAy89pB5yBJkrQwi4hlgc2B1YGVgKUoxv9/eqCJSRIQEY8AzgPWrQ5RPP+6nWK15qWBF5R/S+BAYGXgScATgTm1awK4GNgiM++dln9AkiRNKwuZJallEbENsD+wRe3wWI1tfQDo2cAnM/PH/cpNkioR8Qngw4xcXesbwLsz86YeYzwCOBjYpRYngU9l5kdaT1qSSuWLuq9QtD9zmHhF04cvBeZTtHdvz8x5E5wvSa2KiBdQ3C8+o3a4l/vFXwMHZObP+pWbJHWLiEWAjwFvA5YpD/e6kvwdwCHAxzPzwb4kKGmoRcQKwPUUqzRUqyhvkZkXTjHekyhWo1+0Fm+1zLytnYwlqS+FzAcD7yh3b8jM1ZrEkzRcutqkQcnMXGTi0yQJIqJR36klmZl7DzoJSbNfuUDF7sCbgCdQjIsYob6qade1B1AUOwP8IzOP7FeekgQQERsAPwXWYuR41NEmSx7rWLWIzgsz84q+JStJkgbKQmZJ6pOIeDLwEuDpwKYUs+EtUf75XuBmitVQzwZOz8wLBpGnpOETEQFcA6xKp/j4gMz86BTjdRdFXwesmXY0JfVZRKwLvBnYBtiQsVcJTOAS4HTgsMy8cjryk6SxRMSmLHi/WBUJ3smC94uuHi9pYCJiOeD1FO3W5sDyY5x6O8WM66cDx2bmHdOSoKShFBEvA06hM+jp85n5gYYxDwTeU+4msH1m/qhJTEmqa7OQuZx05m/AY8pD52fmFuNcIkkjlG3SoOVYBTiS1G0hmIAhsN2SNA0i4vnAccBqjDMGYpxC5iOAN5a791BM1ndn64lKUk1ErAQcT/E+Ecaf0D279gF+ArwmM2/tT4aSJGlhYCGzJE2jcqY8MvO+QeciaXhFxNOB39J5IPSrzHxew5i/BJ5V7ibwzMw8u0lMSZqMcjWuTSiKAVcsD99KUQz4l8y8fVC5SVIvImIuQGY+NOhcJGks5cRY6zB6n+s/TmglabpExL7AoeVuAptk5iUNY24I/JXOM7O3ZObhTWJKGi7lBDArjHPKFXTamA8D35rkT8ylmFRmQ4pVuZ5dHk/gyMzcb5LxJA2xKRYEdg84n9JP05kc2YJAST1r0G6NZrzCmrHOt92S1HcR8S7gQDorMHevXDphexQRG1NMmFyd/4bMPKY/GUvSSOVkDO8DtmbsvlXd74FPZOYZfU1MkiQtFBYZdAKSNEwsYJa0kFi//K4GChzUQszP0ylkrn7DQmZJ0yYzb6OYpEGSZiQLmCXNBGWh8hXlR5IGacXa9oNNi5gBMvOSiHiAzvvT8YoRJWk07wQ+MsE51QDOA8pPE9UAdoDvN4wlafhcy+QLAhcHHsGCBTUADwDVhKLLA4vW/lb/nZsAx01ImqpeimG6dbd1MUGcyZ4vSa2IiF3pjOF6uGAZuAD4E8Ukoy+cKE5m/jUiLqGYBAuK1VEtZJY0LTLzZ8DPImJlivGkWwCrUkySvBhwC3AjcCHw08y8elC5SpKk6WchsyQ1EBGrA1vWDl2amRcNKh9J6tFqXftntRDzZ+V39VKv+zckSZKGSkSsCWxVO/TvzPzToPKRpIlExKKMLAy8JzPvGFQ+kjSBebXtO1uMeydFW5iAbaCkqei1yKVpMUy9wObXmdnGc35JQyQz15rM+RGxGcVK8itTtGF3AN8Dfgj8KTP/23X+6sCTge2BnYFlKdqu24DXZeb5Tf8HSUPnjZM8P4C9gM0ZWRD4R4qCwCsYOQHDuhTt1pNr5wKcA3x96mlL0sQiYlXgMEZOGHMG8K7M/Gd5zt70UMhcOoWikDmA57abrSRNLDNvBn5QfiRJkgALmSWpqe2Br9b2Xw1YyCxpYVdf7e+2NlaLz8z7IuI2ihd8AA82jSlJlXLm4aNrhz6UmW2sJi9J/fRyRt4vvopicJQkLax2Bb5W2387I9sxSVqY/Ku2vUJELJaZ9zcJGBGL0SliBvhnk3iShtpYK5xGD+f0or4q4FnAaxvEkqQJRcTzKYphlqBof74BvDszbxrrmrKw+XTg9Ij4IHAwsAvwGOAXEfHyzPx535OXNGtk5tETn1WIiCUoJl/YjKLfdT/wReDwzLxqgmvXBvYD3kGxauAWwDXALk3vOyVpHPsDS9O5VzwiM/drEO+c2vaKEbFuZl7RIJ4kSZIkNWYhsyQ1syKdgQIJnDnAXCSpV1fXtpduMW491jUtxpWkNejcvybFKg+StLBbCe8XJc0sqzKy3TpxgLlI0kR+SzEQfbFy/3k07289r/wO4D7gdw3jSRo+twFXjvP3degMSr+Vya/8/mB5zXXABcCpmXneZJOUpMmIiLWAk4AlKdqwAzLzI5OJURY87xYRVwL/CywFfD8iNslM3ylK6odvUixOEcBVwIsy8++9XFgWOn8wIo4H/h/wKGCn8s879yFXSUMuIoJiQuRq9fiLgbc0DHtx1/7jKFailyRJkqSBsZBZkpp5oLZ9Z2ZOdsCBJA3C72vbi0bE43p9aTeWiNgAWLTcTcDBU5LaNKe2/UBm/mdgmUhS7+orM9yRmXcOLBNJ6k19VcD7MvP6gWUiSRPIzLsi4rsUq8kDvIvmhczvqcID38nMuxrGkzRkMvPLwJfH+ntEzK/tfigzj+p/VpLU2AHAchR9pF9Ptoi5LjP3j4hnAs8qY34S2LOVLCWpFBG7AjuWu3cCz8nMyycbJzMviYitgQspJnXfKSJel5nfai9bSQLgacDK5XYCn8vM+eOc34v/MPKZ/9oN40mSJElSY3MmPkWSNI7ratu2qZJmhMy8DPhT7dCuY507CbtX4YE/TeVFoCSN49batgPJJc0U9fvFuQPLQpJ6d3Nt+76BZSFJvftfOquZbh0RH5xqoIj4AMWKzFnG3L95epIkSTNbRCwDvJpOEcxBLYStYgTwmohYuoWYklT3ofI7gQObjF3IzEuBz5e7QXEfKklte2zX/o+bBszMpJjMobJs05iSJEmS1JRFd5LUzJ9r20tFxAoDy0SSJucTte13RsTGUw0UEZsA76QziOHjTRKTpFH8q7a9fERYEChpJri4tr1URKw4sEwkqTd/r20vFxGLDSwTSepBZl4NvAq4n2JA+QERcXhELN9rjIhYPiKOAD5VHrof2LmMLUlt+0/tc8cE50rSwmArYDGKvhbAz1qIWcXIMvZWLcSUJAAiYiNgg9qhE1oI+83a9gYRsWELMSWpbpXa9l2ZeUtLcatnZgCLtxRTkiRJkqZskUEnIEkzWWZeGBHXAauVh54PnDTAlCSpJ5l5akQcDewFLAGcFREvy8zzJxMnIjYDTqXzwPtrmXlau9lKEudQvGSrBkxtAfxuoBlJ0gQy86KI+C+wenno+cCJA0xJkiZyHnA3sFS5/0zgrMGlI0kTy8wzI2JrioHl6wJvAl4ZEd8GTgEuyMz6ivNExErAk4HtgNcAK1Lca14OvC4zz52+/0DSMMnMdQedgyRN0vq17dsy876mATPz3oi4DViBopj5scBPmsaVpNJTatv3Z+ZlTQNm5mURcT+waO03LmkaV5JqFq1tP9Bi3Kq/BXBbi3ElzXIR8fVB50CxuPxeg05CkiS1y0JmSWruCOBj5fZ7sJBZ0syxD/AgsDfwSODs8iHUYZl50XgXRsQTgP2APYG5FA++jwDe0teMJQ2lzLw7In5AsdIWwG5YyCxpZjgc+ES5/V4sZJa0EMvM+yPiBOAN5aE3YiGzpIVYRNQHpC9ZHQZWonhutV953t3AvPLvy9GZsKE6H4pnW0sBJ0QEPcrMfMzkM5ckSZoxlqttL91i3KXpFNUs22JcSVqttn1Pi3HvBpYvt1cf70RJmoIba9vLR8TczHyoScCIWIvOeC6Am8c5XZK6vZ5O+zEIUf6+hcySJM0yFjJLUnOfB3YHHg08LSI+kZkfGXBOkjSuiPhQuXkVxapbm1M8wH4D8IaIuAr4E3AlIwd6rkOxYs3aVSiKh0bnAdcAH+x1sGdmfrrxPyJpmHwU2IFiNuI9I+K4zDx7wDlJ0kQOoph8YT3gKRHxqcz83wHnJEnj+TjwaopB5a+MiBMy89QB5yRJY/n/7N13vGVVff//13uG3psgKLGiKBJsCIoKKIqIiqJGY+wl2FtijC1GY0SjXyuiYq+B2NCfhChFEAQVRIiiGFFRbIgwVKkzn98fex/OvnduP+fcMzP39Xw8zuPsvc/an/nMP+ux1rqr3J5mXKo3PkXnuztAtSnTL7zplt9+0nuzGedELkmSpMWwonO9fpK7VNX/DRIwyV1oxvk9HVDSqG2ZZOOqGmhBc5JNmHiqqSQN2x871wHuCfxgwJj7dOIV8IsB40mSJEnSwFzILEkDqqrrkjwGOBm4FfC6JDsB/1hV/tFN0prqLUz8Q9vkSZ5/RX+x8mTdCZ299/ZqP/PhQmZJc1ZV/5fkpTSnvy8Hvp7kSVV1wphTk6RpVdX1bX/xW8AOwD8nuQ3wyqq6fLzZSdLqqup3SZ5Oc4L8cuDoJC+sqk+ONzNJmtHkRcyTrxcaYybzWfAsSbNKshWwN80Jf9vQnBKfqnrzWBOTtNT9tv3utZGeBrxhwJjPaL97i2p+O0NZSZqv30+6PxA4dsCYB7bfvXrrDwPGk6TJvgusoj/e9FgGX8j89M71VTSHWUjSfDgGLkmShi5VbhQnSYNIsk17eUfgE8BuNAPXfwG+SDNh/UfAZcA1843v5HZJo5BkFaufWDNt8fZ7ruVmcsu/WVXL51BekiZI8mzgCGAjmjrlK8BHgG8PuqO6JA1bku3by9sDH6PfX7we+DKD9xf/NJREJWmSJAcBnwa2pam3zgaOAr5VVb8cZ26S1NOOb42T41uSBpJkI+DZwN8D92CKMfbp6pkkh9M/bf6CqjpyVHlKWrqSbAlcQnOCcmjGtO5bVT9ZYLzdaPqXG7TxbgR2qKorh5OxpKUuyb1oFv/15jacBdy/FjhJNsky4Exgz/ZRAXtWlQsCJQ1VkjOB+9G0kS4D7lZVf55U5jDgg+3ttONSSR4AnNZ59NWqOnT4WUtaVyV5xuylRq+qPjXuHCRJ0nC5kFmSBtRZDDjhcfs9aCVbVbXegDEkaTVO9JS0tknyzc7tHdsP9Ntbq4BfsrDFgFVVB85eTJLmx/6ipLVNku5k9K1pTpPv6dVbfwFWsLA2124DpCdJEyS53bhzqKpfjzsHSWunJAcCnwS2Z/pNQmeamH4kcFh7ez1w66q6eth5SlKSrwCH0N+s+E/Ao6vqrHnGuR/wNZp6jzaei2okDV2SX9BsLtrb1P2IqnrZAmO9D3gx/TrwV1V1pyGlKkm3aDd0/yj9cfhvAo+pqps6ZWZdyJzkNsB3gJ3p14MPqapTR5i+JEmSJM2JC5klaUBTLAbsVqxzOZ10Ji70kzQSSf5t3DlU1RvGnYOktcc0iwFh9fbWfDu5nhIvaWTsL0pa23TaXL0JTrf8NITw1luSJElAkn8C3gosax/12l9Mup9pIfPdgPM75Z9XVR8fTcaSlrIkuwDnARv2HgErgY8DR1bVebO8vwfwQpoT6JfTr+OuB/aoqp+PKHVJS1SSlwLvYeIY19eBl851M6p246z3Awf3HrVxXlFV7xt60pKWvPYE+POBu3Qenw48p6oubMvMuJA5ycHAUcCO9Mf3T6+qfUeZuyRJkiTNlQuZJWlAMyyqGTg0TvCUJEkCbHNJWjtZd0la21hvSZIkjVaSZ9Is/oP+4pqVwNnAOcAdgEf0fp+p/ZTkx8Dd2zhfqaonjChtSUtckhcAH6DfX+xufnUxTf31a+Cq9tkWwO2Ae9OcBjj5HYCXVNWRI0xb0hKVJMB3gT2ZuJj5JuB44KvMXG8dAhwErN95N8BZwN7lhFtJI5LkfsC3gI3ob3Z1E83pzMcDu9KcEg9N3fQwYDvgXsAjgXswsd5aAdy3qn61SP8FSZIkSZqRC5klaUBJ/sxoJngCUFW3GlVsSZKktcUUp5oOk4tqJI1Ekj8y2v7ijqOKLWlpss0lSZI0OkluDVwIbNx7BHwN+Ieq+kVbZsYTtibF+3fgNe3t5VW13UgSlyQgyUtoTji95VHnerrxrylPm6ep994z9SuSNLgkO9AsBtyVfv0Dcx+v75YPcAGwf1VdMsw8JWmyJIcCxwDLeo+YWHdN1wabXG/dADy2qr4xolQlSZIkad7WG3cCkrS2c1KAJEnSonjYuBOQpPmqqluPOwdJmqe7jTsBSZKkddi/AJvQn2z+gap6yQDxzuxcb53kDp60JWlUqur9Sc4FPgrs0nvcKZLJrzDxBOfQbObw3Kr69ihzlaSquiTJvsDngAOYub5a7XUm1l8nA3/nImZJi6GqvpzkIcB/AjsxsT6C2Rc1B/gjcGhVfXeUuUqSJEnSfHkisyRJkiRJkiRJkiRJ0ogkWQb8CdiaZmL5ucB9q2rVpHLzOZH5r4CLemWBR1XV8UNOXZImSLIB8GTg74EHzPG1M4EPA8dU1Q2jyk2SppLkWcBrgTt1Hs/lJPlfAm+tqo+PKjdJmk6SbYFXAYcBW3Z+mqr+6tVd1wMfAg6vqktHm6EkSZIkzZ8LmSVJkiRJkiRJkiStM5JsBewN7AhsQ3MCaqrqzWNNTNKSlWQv+icoF/CUqjpminLzWcgc4ObOo+dX1UeGlLIkzSrJNsBewB7AtsBW7U9XAJcB5wHfq6rLx5OhJPUlOQB4DE299dfAhpOK3AD8L/A94P+rqhMWN0NJWl2SzYGDgH1pxrp2oBnrWh9YAVxKs1HWCcBxLmCWJEmStCZzIbMkSZKmlWRL+hM9fz/ufCRJkiRJkqSpJNkIeDbN6YD3YOJJWgBMtyAwyeHApu3tBVV15KjylLQ0JXkq8On2toDtqmrFFOXmvJC5LX8lsFl7+6qqeteQUpYkSVqnJdmUzgYMVXXtOPORJElaUyR58ORnVfXtuZQbpqn+TUmStHZbb9wJSJIkac3QnlTzVJpdPO9Ps4vnsvbnYpq2Y5Ld6U8MXVFVF484VUmSJEmSJOkWSQ4EPglszxQLmFsz7e68JXBYe319ks9U1dXDy1CSuFXn+tqpFjEv0E009V6x+qmCkiRJmka7cNnFy5IkSas7hYnj6dPNHZ1cbpimna8qSZLWXstmLyJJkqR1WZKNk7wLuBh4L3AosBOwnGYCVO8znQ8AP2w/p4w0WUmSJEmSJKkjyT8Bx9FsytdbzNc1l4lU76c/BrYR8MRh5ihJTJx4efMQ425Jv567YohxJUmSJEmStLTNZe7o5HLD/EiSpHWMu5RI0ggl2R7YG9gD2BbYuv1pBXAZcB7w3ar603gylLTUJbk78EXgrvQHf4qJEzxnGxR6L/DA9vr2SfatqlOHmqgkzSJJgDszdZvrwqoa1Q6gkrQgSXZibv3F348nQ0laXZJtmKHeqqrLx5WbpKUpyTOBt7W3RTOOtQo4GzgHuAPwiNniVNVPk/wEuHv76JHAx4edr6Ql7dLO9RZJllfVykECJtmZZkPS3rjXZYPEkyRJkiRJkiRJkkbFhcySNGRJNgD+FngBsOcc3zkbOBI4uqpuGGF6knSLJLcDTgK2p39aTW83uxuBG4DN5xDqWJqTHrZs7w8FXMgsaeSSbAU8E3gMcF9g02mKXtu2t74GfLKqPJ1G0lgk2RB4Kk1/8V5zfOdcmv7i56rq+hGmJ0lTSnJn4Pk0ba47zVL2FzRtrg9X1c8XIT1JS1iSWwNH0F/AF5o66B+q6hdtmcOYw0Lm1ldpFjIH2G+oyUoSXNK5Dk2f8OwBY+7TiVfAhQPGk6R5SbI5sBewI7ANsAmQqnrrWBOTJEmSJA3i20w8CGfQcpIkSUAzeDzuHCRpnZFkH+BjwC69R5OK1DTPe79dCDynqk4fTYaS1EiyDPghsDv9BcxXA++j2VTh/Hai5wfbV6qqls8Q7zPA37WxLqiq3UaZv6SlrV0I+GbgxcBGvcezvNZrh10PfAD4FxcESlpMSR5M01+8Y+/RpCKz9Rd/CTyvqk4ZSYKSNEl7+vL7gSfR3/RqLnr12THAS6vqzyNIT5JIciTNRgu9eufIqnrJpDLzGd96FM1CaNqYd66qXw03a0lLVbsh36XAsvbR4VX1+inKzafe+m/6mzVcCWxTTgCRNGLt+PwzgL8H9qBfr91iuroryVtoFjsD/KyqPjyqPCWpq50f8UhgX+D+TNyAgaracJr3tujc3ujfFiVJkiRJkhbOE5klaUiSvAh4L/2JncXqE9Gnm6je+20X4JQkr6iq948wXUl6Jv1FzAA/Ax7VO61mAU6kWcgcYNckW3niqaRRSLIrzUnwu9BvW3XbXTO+DmwM/ANwSJLHVdVPRpKoJHUkeRnw/xisv3gn4KQk/1hV7x5hupJEkgcAXwZuxcQ215xeb7+fBDw0yePdtE/SsLWT0P+G/gZ95wIvGzDs/0663xVwIbOkoaiqK5KcBezdPnp+kvdW1aULiZfkgcCB9NtoJ7uIWdKoJTkA+BRwa6bf7Gqmumg74Hnt9XVJPldV1wwxRUmaIEmAl9D8bfC23Z861zPVW6cCf91en9+5lqSRase+Hgjch2aMaitgC2Daza5mUFV14BDTkyRJkqQFcSGzJA1Buzt6b+Fxb0J6b9D7KuA84CKa3dABtgRuT7ND8Rad96DZsfg9SW6qqg+NNHFJS9nL6ddVVwEHV9UvB4h33qT7uwFnDhBPklaT5O7AScAO7aOpTi+9iYltrvU7v3XL7wJ8K8n+LmaWNEpJXgj0Fh5P7i+uoFl0cxGr9xfvCWzdeY/2vXcmubGqPjDSxCUtWe2imOOAzdtHk9tcNwC/Z2K9tROw4RTlbwUcn+QgFzNLGrI9aU7PgqbeeXtVrRow5sVMnMB+2+kKStICHUWzkLlo+nufTfLoqrpxPkGS7Ax8rnfbxnvPMBOVpMmSvBL4D/onME/uK3bHvKbzfpqTnKHZdPSJwCeGmKYk3SLJrYH/BB7M6hv1TfU3xqm8D/hYe71bkvtU1Q+GmqgkdSTZAHg18HyazWMGDsncNymVJEmSpJFyIbMkDSjJnZk4KR2aAaBjgQ8www7o7c6fDwVeBBzCxEnt70pyYlVdOML0JS1BSW4L3IN+nfPeARcxA1zQfvfquzvjQmZJQ5RkQ5r21Q5MbHNdDfxX+9s5VfWHSe/tCNwbeCzNaV2bd96/FXBskt2r6oaR/yckLTlJdqE5iXny6cpfBD5QVafO8v6+wIuBxzOxv/jOJCdU1f+NJHFJS1aSLYBjmNhmCs3ivo/TtLnOr6qbJ723HrAb8DjgWcDOnfc3BY5Jcrequmrk/wlJS8Uuk+6/OWjAqqok1wCbtY82n6m8JC3Ap4FX0ZymBXAAcFKS51bVz+YSIMkhwAdpJrT3+onfrqrTRpCvJAGQ5GnAO9vb3vhUAT8EzgFuBzx8tjhVdX6Sn9JsiAzwSFzILGkEkmwDnELTd+zVWWHuJzH3/CfNJgwbt/dPBFzILGkkktwOOB64K/OvryRJkiRpjbds9iKSpFm8HdiI/qD3NTQnmx5aVSdNt4gZmolRVXViVT0OeFT7bs+GwNtGmLekpet+7Xdv0PvoQQNW1fU0p3L1bDVoTEma5HU0myR0Jxp8BrhTVT2vqo6bvIgZoKr+0P72POBOwGeZ+Ee/O7WxJWkU3k7/hNLe5gsHVtXfzLaIGaCqTq2qJwKPALqL/zbA/qKk0XgzsCMT21yHA3etqjdV1XmTFzEDVNXN7W//SjPJ6m1MbHPduo0tScNyq871tVW1Ykhxb6Jff204U0FJmq/25PhnANd1Hu8D/CjJ8UleCuzefSfJw5M8Jck7kvwY+DL9RcwBVgDPXIz8JS1NSXYAjmTiJnv/Ddy9qvasqsOAr8wj5Fd7oYH9h5mrJHV8EbhLe13AKuBzwKOB2wAvZfbTmHvzIL7RKfuwoWcqSUCSLWk26tuV/gYM3c1GF/qRJEmSpDWGJzJL0gDaU2oeSf8PdjfTTEr/7nxjVdV/J3kEcCqwvI13cJItPK1G0pDt0Lm+uap+OqS4VwPb0dSJm81SVpLmLEmA5zLxpIe3VNUb5xOnqv4MPD3JRcDrO/Gem+SNM21AI0nzNUV/8SbgYVV11nxjVdU3kxwInE6/v3iQ/UVJw9Seqvw0Jra5XlRVH5pPnHaC52uT/Ib+ZPcAT0vyj1MthJakBej+jXOY9cqW9CeJXjHEuJIEQFWdneSpwH/R9O+Kpk57OKufZhqa07i699BvX10PPLmqfj3SpCUtdW8ANqXfRvpQVb1wgHhndq63TnL7qrpogHiSNEGSxwH70W8zXQIcWlVndsrcNI+Q/wM8ro21R5LNquqaWd6RpPl6Lc0p8t3FyzfR9Am/A/ySZl7WyrFkJ0mSJElD4EJmSRrMg2lOZejtgHfEQhYx91TVmUmOpNn5E5pTth4MfH3QRCWpo3ta8jAXvnQnMVw/xLiSdH/6J80UcOp8FzF3VdW/JHkwTTsLmg0e7g+cMWiiktTxYJo+Xa/uev9CFjH3VNX3kxwBvLx9tAGwL/D/DZqoJLUeCGxNv9762nwXMXdV1YfaTfse0z7aCngQ8K1BE5Uk4NLO9RZJllfVQBM5k+xMf1EhwGWDxJOk6VTVsUn2A44GbsvEiep07rvPmFTu98DjBulnStJs2k1Gn0R/MeD/Ai8eMOz/TrrfFbhowJiS1PXq9ru38cvBVXXOAPHO61yHpt46e4B4kjRBkvWBFzBxk9GTgGdV1W/HmZskLVSSDYH7AHsA29L8DRJgBc3Y+3nAD6rqhvFkKEmSxmHZuBOQpLXcbdvv3iSCTwwh5kfb795khNtOV1CSFqh7mszmwwiYZFNg486jPw8jriS1dmm/e22udw4h5jum+TckaVhG0V/8WPttf1HSKNyh/e7VW+8bQsz3tt+9eusO0xWUpHm6pHMd4F5DiLlPJx7AhUOIKUlTqqozaCZyrB+BeQAAIABJREFUvpVmzD7TFWXiAubraMbG9nARs6RFsCfNhPPegpq3V9WqAWP+hol1284DxpOkWyTZjqbu6tUzRw24iBngJ+13r97yb4qShu0BwGad+x8Aj3QRs6S1UZKDk3wduBI4DTgCeBPNhu0vb6+PaH+7Mslx7TvTjY1JkqR1iCcyS9Jgtulcr6yqHw0h5vnAzTQnP0B/FypJGpY/da7XT7JzVV08YMw92+/eRIY/DhhPkrpuPen+pCHEPLH97k06mPxvSNKguv3Fm6vq/EEDVtX5SewvShqVbnuoaCYQDOo0Jp4ouP0QYkoSwJnASvqbNj+WwU/Eenrn+irghwPGk6QZVdUK4PVJDgcOBPYF9gZ2oOlTbgBcTnMK/bnACcDxVeWJ8ZIWy10m3X9j0IBVVUmuob9YZyibLktSax/6G8QU8OlBA1bVNUluoj/XdttBY0rSJN2N3Qv4l6q6aYz5SNK8JdmNZnP3+/QezeG1DYBHtJ9zkjyrqn48ohQlSdIawBOZJWkw13Surx5GwKqqNlavE3fNDMUlaSEm7xj8kCHEfFTnehXwvSHElKSelZ3rK6rqhkEDtjG6J9TfPGhMSZqk20ccZr+u218cSj9UklrdNtYVVTVw+6iN0T1h8MZBY0oSQFVdAZxFU78EeH6SWy00XpIH0iwi7J3adXI7Vi9JI1dV11bVl6vqZVW1V1Xdvqq2qKqNqmqnqtqjqp5RVZ91EbOkRdZtX11bVZcPKe6N9PuJGw4ppiRBsyFMz8ohnMbccxX9emuzmQpK0gJs17kuhrOxuyQtmiR/S7PR6H2YuKlM7zPZ5N/Svnt2kr8bbbaSJGmcXMgsSYP5eed6qyTrDxqwjbEV/Q7az2coLknzVlU/BbonML9okHhJtgSeQ39w6dyqumqQmJI0yW8715sOMW431u+GGFeSYHH6i/83aExJ6vh153qLJHPZKX1GbYwt6Ndbv56huCTN11HtdwFbA59NssF8gyTZGfhc77b9fs/g6UmSJK31uuNZwzwVsDu+dcVMBSVpnrbpXF85xLgb0a+3PCVV0rB1NxW9wtOYJa1NkjwJ+DTNJlW9k+XTub4AOB44uv0c3z5bNalc0ZzQ/MkkT17c/4UkSVosLmSWpMF8h4kD1PsOIea+9DtnN7X/hiQN25fp1zX3SfLSAWJ9BNiS/kTPTw+YmyRN9v3O9fpJdh00YJK70kzC6tVdniQvadgm9xf3G0LM/bG/KGl0vtu5Xg7sMYSYe7Sxem2uM4cQU5J6Pg38tHN/AHBS29+bkySH0PQHd24fFfDtqjptaFlKkiStvS7tXG+ZZPmgAZPclqaf2ONJ85KG6erO9VA2R06y4aRY1luShm1UG7tL0kgluQ3NhqPL6S9GDnA68LfAFlW1W1UdXFVPaT8HV9VuNPNNnwKcxsRTnJcDR7V9R0mStI5xIbMkDaA9cfRLnUcvG0LYV/TCA1+qqqtnKixJC/Q24C/0B4/+X5LnzydAkg2SfAp4Av3dhy+lWdgsSUNTVb8Ezuk8etoQwj6jFx44p6p+NYSYknSLti/3xc6jV0xXdh66/cUvVNU1Q4gpSQBU1e9oJgv0PGcIYZ/bCw+cVlW/H0JMSQKgqlbR9O2u6zzeB/hRkuPbjft2776T5OFJnpLkHUl+TLPZ363pj5GtAJ65GPlLkiStBf7YuQ5wzyHE3KcTD+AXQ4gpST3dDRg2TLL9EGLeq/3u1Vt/GkJMSerqbjK6QZK/GlsmkjQ/bwM2pz++fiPwjKp6cFUdU1V/me7FqvpLVR1dVfvSjMnf2Pl5U+Dw0aUtSZLGxYXMkjS419EsBgR45CCnmrbvHkTTqftLG1uShq6qLgHeQjOA1NvJ7gNJTklyaJJpd/hMctckr6SZWPDU3uM2zj9U1fWjzV7SEvXmzvUrkuy20EBJ7kGzGLC3CcObBklMkmbwOuDa9vrAtg21IO27B9LUXdcCrx88PUlazb/QbyM9P8mDFhooyYOB59Pfgf0Ng6cnSRNV1dk041Mre4+A9YCHA+8GXtApHuB44DPAK4G70x/TCnA98OSq+vWiJC9JkrTm+y6win4/8bFDiPn0zvVVTNzEVJIG9fNJ9/sOIeaBk+6/P4SYknSLqrqIiXXLo8aUiiTNWZJNgMfRH19fBRxSVZ+Zb6yq+jT9/mYv3uPaf0OSJK1DXMgsSQNqT+97Gs1EqQDvbk9zmHMHKskmSd5JM7GKNtZT20EqSRqJqnob8FkmTth8EPAF4Erg7d3ySS5Oci3wE+AdwG067wIcWVWfW5zsJS01VfU14GM09c5GwElJ9pxvnCT3A04ENmxjfbSqvj7MXCWpp+3T/R1wM02d844k755p05jJkmya5D007S/aWE9xgY2kUaiqU4G30tRZy4H/TnLIfOMkeSzwdZq/QQT496o6bea3JGlhqupYYD/gd0wcq0rnvvfJFM8D/B7Yt6pOXMzcJUmS1mRVtQI4q70NzYZX2y00XpIHAI+g3w77VlXVzG9J0txV1Q9pTmXu1S1/P0i8JBvS36gP4CdV9edBYkrSNP61c/3qJBuPKxFJmqMHA7158gV8rKq+udBgVfUN+vPCADZu/w1JkrQOcSGzJA1BVX2F5iTlP9B0ol4J/DzJW5PsPdXAUpKN298Op9kR9BX0J0w9oqq+unj/A0lL2HOAj7D6JM9lwBadcqFZuLwxU0/2fB/wssVJWdIS9nzgw+319sAZST6cZI/ZXkyyR5IPA99p3y3gg21MSRqZdiOGA+kvrHkp8Isk/5HkgUk2m/xOks3a394B/AJ4Sfvub4GHuQGDpFGqqjfQnJ68EtgU+HKS45I8Msny6d5LsjzJwUmOA74EbNbGeF1VvXExcpe0dFXVGcAeNJsxXEF/stNqRZk4BnYd8E5gj6o6a5p3JGkk2vbTQ5K8KsnHknwpyQlJTl7A56Rx/38krbO6f0fcBvhMkvXnGyTJbYDP927b7/cOJUNJmujr9Oc0PCTJ3wwQ653ADvTrwaMHT0+SVldV/wMcSVPf3Bb4fJL1xpuVJM3or9rvXv/uqCHE7M0J643h/9V0BSVJ0topbmwpSYNJ8r+d2y2BnTv3vUp2FfBn4Kr2fgtgO/obSqRT/uJOubmoqpp18Y4kzSTJ3wJvo1+HzdZI7NVbfwD+uao+M6rcJAkgyWs7t48G9mqve/XVxcA5wK+Z2Oa6HXBv+vVbb6LB92gmMsxZVb113olLWtKS/KRzuznNxjA91flewcS6a2v67a1uf/F3wDXzSKGqarf55CxpaUtyZOf2vu0H+nXWDcCPmbrNdQ9gw16o9p0fAGfPI4WqqhfNP3NJ6kuyKc1GMvsCe9NMOt8G2AC4nOZ0rnOBE4Djq+qyMaUqaYlqT/Z7Lc0JgdsPIyRNO2raTWckaaGSLAPOB+7SeXw68JyqurAtcxjNxqEwRX2U5GCaSe070u9fnl5V+44yd0lLU5I7AhcAy2naSX8BnlhVx3fKzFhvtWXeDLye/ubuVwG3q6orR/s/kLRUte2uTwBPo6l7zgJeWFXnjDUxSZpCO4/rLe3tSmCDGnBhUpIAN9KfW//6qjp8kJiSJGnN4kJmSRpQklX0B6273zD9qQ+Tdcv3YsyVExMkDUW7k+dTgCcD+9AstpnKTcCZwBeBj1TVDYuToaSlrNPmWu2nzvV0Hdy5lJmVbS5J82V/UdLaZo5tLqYoM9vvc/rnsd6SJEnruCR3AI4HdmFIY1bYjpI0YknuB3wL2Ih+3XUT8E2aOm1X4MXt8wIeRrOx+72AR9JsfNUd21oB3LeqfrVI/wVJS0ySdwEvp1/vrAI+C7yvqs6ZbiFzZ2Osfwbuw8SNRl9VVe9avP+FpKUkyVM6ty8C7t9e9zYMPRW4CLiCBfQfq+rzA6YoSRMkeRnw7vb28qrabkhxL6PZ+L2AV1bVe4cRV5IkrRlcyCxJA5phguei/PM4MUHSCLS7fO7G1CfWnF9VfxljepKWoCkWA85YvP2ea7mZ3PJv2uaSNF/2FyWtbay3JEmSRifJVjQnat2pfTTfja5mYjtK0kglORQ4hv7JWJPH6qfbnKE7Xh/gBuCxVfWNEaUqSSRZTrPRwgGs/vfFy4CrgTu09wWcAWxL005bj9Xrri9V1RMXJXlJS9I0Y/PD2vzKTdslDV2SRwFfa29XARtW1coBYy6nOZG555Cq+vogMSVJ0prFhcySNKB2EGmcnJggSZLWeba5JK2NrLskrW2styRJkkYnyTuBVzJxAfMNwHHAd4Bf0iyqWdCkz6o6dQhpStK0kjwI+E9gJ1bfjGG2Rc0B/ggcWlXfHWWekgSQZHPgv2hOWJ6qzppcV01Xdx0L/F1VXTe6bCUtdZM2doeZFzXPl+PukoYuyTbAJcBymjpr/6r69oAxH0RzAj3AzcAOVbVioEQlSdIaZb1xJyBJ64Ddx52AJEnSEvDv405AkhbgbuNOQJLm6QXjTkCSJGldlGR94DAmngj4TeDZVfX7ceYmSXNVVacl2QN4FU2dtuV0RdvvtJ/rgQ8Bh1fVpSNPVJKAqroaOCjJa4DXAZswcWHg5EWCkzdkuA54W1X920gTlaSpDbJwWZJGrqouT3Ic8Jj20QuBgRYyAy/uhQe+7iJmSZLWPZ7ILEmSJEmSJEmSJEmSNCJJ9gNOpr9A5izggVV189iSkqQBtCedHgTsC+wN7ABsA6wPrAAuBc4FTgCOcwGzpHFqTwx8MfBkYNdZiv8G+CLwjqq6ZNS5SRJAks+y+gYLQ1NVTxtVbElLV5K7A+fQ9AMBnlFVn11grKcBn6KpC28E7l1VPx1KopIkaY3hQmZJkiRJkiRJkiRJa5UktwKOpn9CzdFVddQCYx0GPKm9XQk8vqquGjxLSWokeS7Qq6MKOKiqvjnGlCRJkpakJNsDe9HfgGED4HLaDRiq6udjTE+SJGmtkuRZwEdpxulXAq8H3llVK+f4/nLgVcC/Actpxs2eXVWfGk3GkiRpnFzILEmStAQlWUYzObM30fOXVfXdBcbaG7hje7uqqo4eQoqSJEmSJEnStJK8Cnh7e7sS2LWqfrHAWHcGLqA/VvbSqvrA4FlKUiPJPwNvbW9XARtX1U1jTEmSJEmSJEkaWJInAB8BtqRZiPxzmg39vlZVF07zzp2BQ4DnAbvQjM1fATy3qr68GHlLkqTF50JmSZKkJSjJY4BjaQaOoDll5tgFxnos8OVOrAOr6sTBs5QkSZIkSZKmluR7wJ40Y1LfqqoDBox3IvCQNt4ZVfWgwbOUpEaSfwT+o729vKq2G2c+kiRJkiRJ0lSSnLyA13YE7tq5780lvQb4DXBVe78FsDOwee+f65T/GfDH3n1VPXQBeUiSpDXYeuNOQJIkSWPx9PY7wK8WuogZoKqOTfIr4A40A0rPAlzILEmSJEmSpJFIsiVwH/qTob40hLBfolnIHGCvJJtX1dVDiCtJABd3rjcdWxaSJEmSJEnSzPajP/Y+H913eguUNwd26/wWJuq+c9f2kwX++5IkaQ3nQmZJGlCSC4ATgJOAk6vqqllekaSxSrIMeCj9wZ4vDCHsF4B/ohlEevgQ4knSBEn+lWaThDOrauWY05GkOUlyIf3+4klVtWLMKUnSjJJ8lKbeOrmqLh13PpI0g78GlrXXBZwxhJjdGMuB3YcUV5IAvtu53iDJ7arq12PLRpLmKMlRnduVwFur6uLpys8h3oOBp7a3VVWHDZKfJE2WZKfO7cqqumTAeBsDW/fuq+r3g8STJElaIqZbiOwCZUmSlrBU2RaQpEEkWUW/Y7UK+AHNIpsTge9U1U3jyk2SppJkd+C89raAh1fVSQPGfCjNZPdezN2r6ieDxJSkrk6b61rg27Ttrar68VgTk6QZTOovFnAu/f7iaVV1w7hyk6SpdOqtAn5Mv846taquG2duktSV5DnAR9rbAjasqpsHjLkecCP99ttzquqTg8SUpK4kZwB709QzL62qD4w5JUma1aTxLYDfAQdV1fkLjHcY8MFezKpaPnCSktQxRb3171X1LwPEOww4sr2tqvLwIElrlHZM607ApsAf3XBB0qDa9tS4lf1FSZLWPQ6qSNLwhOaUhvsBewKvAa5Lcjr9hTbnjjE/Seq5+6T7c4YQsxej9wfBXQEXMksahc2Ag9oPSf5Ec9Jpr7312zHmJknTSfu5N3Av4FXADe0k9l79dfYY85OkyZbRnHa6O/AK4KYk36W/sPn7VbUmTGKQtHRt3bm+etBFzABVdXOSq4DNp/g3JGkY3gh8o71+dZJPVNVfxpmQJM1D2u/bAqclOaSqThswnqdvSBqVdK5fl2RH4LABxrMyexFJWlxJbg28FXgCzSLm3vMLgfdU1QfHlZuktd7+405AkiStm1zILEnD0Ruwrkn3mwAPaz8kuQw4mf5E9YsWMUdJ6tmhc31DVa0YNGBVrUhyA7BB+2inQWNK0jQmt7d2AP62/ZDk5/QX2JxcVVcteoaSNNHk/mLv2UY0fwDcH/j3JFcA36LfX7xwUbOUpIkm11kbAA9qP28CrkpyKv0664LFT1HSEtf9G+cwF8B0Y208xLiSRFWdkOT9wEuA2wBHJ3l8Vd005tQkaS667aStgG8keWpVfXlcCUnSDCaPbT0b2D7Jk6rq+jHlJEnTSnIw8InOo5dW1dEzlL8zzd8Vd2L1zRZ2AY5IciDw+KpaOex8Ja3bqurUcecgSZLWTcvGnYAkrQPuCrwYOBa4kokDQ92FNgG2A54IfBj4RZILk3woyROSeLqDpMWyWef62iHGvYZ+HbjZTAUlaQH+FfgOcDMTFwVObm/dBXgB8CXgsiTfTfKWJPslWX9xU5Yk7gQ8H/gicDn9ugpWr7+2Bh4HfAD4WZKLknw0yZOT3Gpx05a0hD0HOAa4lJnrrC2BRwPvBc5PcnGSTyZ5ansKhCSN2uWd6y2SDLx5cxtjy86jKwaNKUlTeAXN5PQABwNnJLnfeFOSpHnpnaS8EXBMkheOOR9Jmk5vHKva70cBJyXZZqxZSdLUnkwzt3Q7mg38vjpdwSTLgP+i2SCrV89N/oRmDP89I81akiRJkuYhVcPcpFySlrZ2kOi+wAHt5/7Ahu3Pk3f7ZNLzAs6lf4LgaVV1w0gTlrQkJXkp/YHqm6pqw5nKzyPujcDy9vZVVfWuYcSVpK4kmwL70m9v3aPz82ztreuA0+mfHHjuCFOVpAmSBLgX/fprH/qn/M2lv/hj+v3FU6vqupEmLGnJS/LX9OusBwGbdn7uLmye/Azgp/TrrFOq6poRpippCUpyKM1mMdDUP3tX1VkDxrwv8P1OzCdX1RcGiSlJXUme3rk9jObviNDUOecBpwIX0WykMO+JHFX16QFTlKTVJFlFv076N+AQYA/6C2QKOLyqXj/HeIcBH2xvq6qWz1RekuZrUr11DnAf+nUWwAXAgVV18RzjWW9JGrkkvwN6m4R+vqqeNkPZpwKfZuI4/UpgBbANzSFn1Xm+p3MjJEmSJK0JXMgsSSOUZGOaiZ4HAA8D/prVT7KBqSd93gB8p6oeNuo8JS0tSZ4CfLa9LeB2VfXbAWPeFvgN/TrsmVX1mUFiStJcJNme/gKbA4Dbdn6ebYHNZcDJwAlV9bFR5ilJkyXZAHgg/f7ivWgmFsDs/cWbgDOrav9R5ylJAEnWp1lo02tz7Ul/I6vZ6qybgbNo2lxvGnGqkpaIJHcG/o9+XfOWqnrjgDHfDPQW4BRwr6r630FiSlLXpEU1tzzuXA80ecNFNZJGYVLd9QLgP4Fjgf2ZuJj5k8DzqmrVLPFcEChppKaot24APkJ/LCvA74CDqurHc4hnvSVppJLcBriYft31tKr6/AzlzwD2bm8LOAr456q6MsmtgPcDf9OJ9+mqetZIkpckSZKkeXAhsyQtoiTbAQ+lmfD5UOD2s7ziALikoUuyD3Aa/QHr51TVJweM+Uzg4+1tAQ+vqpMGiSlJC5HkrvQX2OwHbNn5ubvbepdtLkljl2Rr4CH067A7zfKKdZeksUmyBc2k9V6dddfOz1NtJgPWW5KGLMmvaTazCs3ppXesqisWGGsr4Jc0fcgAf6qqW8/8liTNT2dRTW/R32pFBghvW0vSSExeEFhVR7WbXX0aeBIT67X/Bv6mqq6bIZ4LAiWN1DT11iOALwCb9IoBVwKHVNW3Z4lnvSVppJLsD/TmWBWwe1X9ZJqytwN+Rb+e+25V7TOpzHLg+8A9aeq7q4Btq2rlCNKXJEmSpDlbNnsRSdKwVNWfq+qYqnpeVd0R2IVm988vAZf3ijHgjuuSNIvvA70JBKGphwb1QiadEDiEmJI0b1X1s6r6QFU9DtiW5uTANwCn0tRP0G9v2eaStMaoqhVV9aWqekFV7UKz8dXzgGOAS3vFsO6StAaoqquq6qtV9ZKquhuwM/Bs4HPAJfQnsVtvSRqlr9Gvb7YEPptk3n/7bCd3fg7YqhPva0PMU5K60vme/JGktUJV3VRVfwu8h377KcAjgZOSbDvO/CRpsqr6H5qNRP/ce0TTj/xGkieMLTFJatx+0v3PZij70Pa714d89+QC7YLl93TKbA7cfYD8JGlBkqyX5G5J9kny6PazT/vMzWEkSVqC1ht3ApK0xK1qP07olLRoquqmJKcCj2gf3TfJ86rqIwuJl+TvgfvSn6B+RlX9ZTjZStLCVdUq4HvA95IcATyaZlHzLtj+krTm2xDYoPMtSWusqvod8Mkk3wPOAl6EbS5Jo/d2mo1f1qeZmHkQ8LUkz6yqP8/4ZivJdsCn2nd7C3BuBt42kowlLXWfGncCkjRMVfXKJL+naZf12lJ7A6cnObCqfjPWBCWpo6rOSrIP8A3gDjT11obA0UleXlVHjDVBSUvZVp3ra2c5OXnfzvUNwHHTlDux/e6N0d8D+NHC0pOkuUuyDc24/SNp5pRuNE3R65OcDXwd+GhVrVikFCVJ0hi5kFmSFlHbQXsocED7fYdJRXoDR+66LmnU3k+zkLk3qeCIJCuq6ovzCZLkicARnTjVxpaksUqyPvBAmnbXAcC9gd7JXC6okbTGSXIr+nXWQ2lON+2yvyhpjZNkRybWXTt2frbNJWmkquq3Sd4H/CP9samDgAuSHAV8rqrOn+rdJPcAngo8F9i697iNc2RV/XLU+UtaeqrqWePOQZKGrare2S5m/gT9eWh3Bc5IclBVuWBG0hqjqi5M8gCahX/3pukDLgPem2SnqnrtWBOUtFRt0rm+bpay96c/9n5mVU1Zvqr+kOR6mg0bALYdLEVJmlk7T+utwAuAjXuPZ3hlY5p5XQ8E3pjkA8Drq+qmkSYqSZLGyoXMkjRCSTYEHkQzmfNhwB70O2a972JiZ+0mmpMDTwROWJxMJS01VXV8e1LW/WjqofWBY5J8CnhrVV040/tJdgFeCzyd/iTPAs6pqq+MNHlJmkaSe9K0uQ4A9qE/MA7Tt70uwDaXpDFIsjHNrum9/uI9uj+335PrrBuBM7C/KGlMkmwG7Ee/zbVr9+dpXrseOB3rLUmj8RrgPsD+9NtO2wCvBl6d5CrgV8AVbfmtaDYY3aK9n9zuOoVmYbQkSZLmqKo+n+RPwJeAzWjaVjsBpyV5bFWdMs78JKmrqi5Jsi9NnfVw+v3BV7eb9j13ltNQJWnYbuxcbzJdoXZT5DvTX8h8+ixxr6E5CbWAzQdJUJJmkuT2wLHA7kwcc5/Lpsehqfv+EXh4kkOr6lcjSFOSJK0BXMgsSUOW5L70T6J5AP1d7aC/2I9Jz86nmYh+InBKVV27CKlK0tNoNk7Yiv4f554BPD3JWTSLZH7BxImed6ap2+7blk/n3StoTrKRpEXRDoT32l0PYeIuwtMtArwEOIlmIc2JVfX7kScqSUCSZTSbyPTqrb1pNpO5pQir11kA59HvL357up3VJWkUkiynOeGhV3ftSf/vCtO1t1YBP6S/6cJ3quqGRUlY0pJTVSuTPJ5mAnpvMTP066UtgXtO8fyWEJ3nJwNPcMK6JEnS/FXViUn2oznldAeadtYWwPFJnl5VXxhnfpLUVVXXJnkU8HGaOQ698a2nA9sneYJj8ZIW0ZWd602SbFVVV0xRbv/2u/c3xe/MEndj+mNfjndJGol2k4UTgDu1j6Yai7+efl23Jc0mC0xRfg/gG0keUFV/Hk3GkiRpnFzILEkDSnJn+pM596dZ6HfLz+13d0JngN/Tn4h+YlX9cXGylaS+qrowyZNodsPrDV73Fiffr/1MpTvI1HvnOuCJVfWz0WUsaalLsjXwUPptrzt0f26/Jy+kuRb4Nu1Cmqo6fxFSlSQAkuxKv87al/7JfzB9f/Fi2s0WgJOq6tLFyVaSGknuQb/uejCwaffn9rsmPfsl/bGuk6pqxSKkKkkAVNUVSR4GvBn4B5rNRac76WGqjUavB94BvKmqVo0sUUmSpHVcVf0wyT7A/wC70LS9NgT+M8mOVfW+sSYoSR1VdTPNJu9/AF5Ff6z+EcC3kjyyqi4fZ46SlozJJ4/uBXxjinKP6VyvZIaFzEnWoxnb742FXT1IgpI0g2NoFjF3FyT/BfgC8EXg7Kq6pPtCkh1oDtJ5PPBE+vVVaA7aOYZmfpgkSVrHuJBZkgb3f0x/mkPPNcCp9E/+++liJCZJs2l3R38A8GXgjqw+GX3K1yaV+TnNaTU/Gk2WkgRJzqY5Rau72A+mPgHw+/QX0pzZTkSQpHH4CbP3F68ETqHfX/z5IuQlSVNK8nuak7NuedR+T25zXU5zcmlvk77JE60kaVG1C5Bfn+T9wCtpJkDdcZbXfgH8F/DeqvrTiFOUJElaEqrqV+3fHo+j2TS5gGXAu5PsBFw0xvQkaTVV9eokvwPe1T7qbfx+RpJHjC8zSUvIee1372+Kz2bSQuYk2wGP65Q5p6qunSHmLr1X23d+N5xUJakvyaOB/Zj4d8SvAC+uqj9M9167sPk44LgkrwXeTzOm34uzX5I8VQEWAAAgAElEQVRHVdXXR5i+JEkag1RNtyG5JGkukqyi33nqfd8MfI/25D/ge1W1cmxJStIskmwKvBB4ObDjpJ+nW3zT+2Peh6vqL6PNUNJS17a5pvMz+qeXfquq3E1Y0hphmv7ijcCZ9PuLZ3vyn6Q1xQxtrutpTnfotbl+WP5xQdIaLsltgXsDtwK2bR9fBlwK/KCqnMApSZI0i874FsALquqoOb63Mc0JXI9k4vjY74DbtsWqqpYPN2NJS90A9dYTgU8DG9CfG/FH4KvAYe299ZakkUhyJs0mCr0208uq6oj2tw1pTiftnchcwGuq6j9miPcU4LOd8n9dVeePKH1JS1SSU4EHtbcFHFFVL1tgrPcAL6Xff/x2Ve03jDwlSdKaw4XMkjSgSQPgAL8B/g04tqouH09WkrQwSdYH9qHZKW/aiZ40pwZ+x1NOJS2WadpchwPHOflc0ppqmrrr34GvVtWl48lKkqY3Tb31RuDoqrpxPFlJkiStu5KsBzwK2Be4P81Go9sAm9AslFlvmve26dxe72ajkkZloQsC23eXA0cBz2LiCV23LGx2QaCkYRuw3tqP5hTBLXqPmLjxu/WWpJFI8kzg40zcAOZi4CLg7vTnboVm49E7VtUfZ4j3MZo2GMBfgC09iEfSMCXZEvgzsIymbjob2GuhGyEnWUazIfye7aObge2q6qohpCtJktYQLmSWpAFNMcGzp4Dz6J9Uc1pV3bCYuUmSJK0rpmlzXQ+cTtveqqpzFz0xSZrBDP1FgB/T7y+eWlXXLVpikjSNGeqtC+jXWadU1TWLmpgkSdI6JkmAV7SfnXqPJxWbdqFMkh8A92xvf1pV9xhJopKWvEEWBHZi/BvwOib2N10QKGkkBq23kuwOHE+zwQz0FxRab0kambaPeAawF9NsANMp/vaqeu0MsZYDlwBbt49Or6p9h560pCUtyUHAce1tAX9TVV8aMObjgS90Yh5cVf8zSExJkrRmWTbuBCRpHXABzWBR70P7vYxmAsGrgG8AK5KckOTVSe4zlkwlSZLWbt32FsDGwAHA24EfJPlTkqOTPCfJ7caSoSRN9GOm7i8G2J1mwvpxNP3FbyV5XZK92skKkjQuk9tcAe4GvAT4KnBZktOTvDHJPu2kKEmSJM1Rkp2AU4F3ALdh4gT13mc276Pfbrtbkj1nKS9Jg5jcT5yXqnoD8EJg1dAykqQRqaofAQ8AfsbqiwclaSTaE0wfA/yUft3Tq396i5kDfBN4wyzhDga26dyfNNRkJamx46T7YSw47sXo1X87TVdQkiStnTyRWZKGoJ1wcED7eSgTO2iTd8jruRz4Fs1JNidU1a8WIVVJkqS1Urv7+cNo2lsPAjbt/Dxde+uX9E8OPLmqrliEVCVpgiTbM7G/uHPn5+nqryuBU+j3F38++kwlCZJsS1NX9eqsO3R+nq7OuoZmIc6JwIlV9ZNFSFWSJGmt1La3zgTuxMTT/bpmPfEvyYbAn4FN2kfvrKpXjyRpSUtakud0bk+vqp8NEOuxwHuAW+q2qtp5+jckaf6S/Jb+2NWrq+rzC4yzFfB1mkXNPZ7ILGmk2r7ePwFPA+7c+elnwIeAI6pq5SwxTgEe3N4WsGdVnTP8bCUtZUleDRze3l5ZVVvPVH4ecVcAW7S3r6mq/xhGXEmStGZwIbMkjUCSu9OfqL4vsHnn5+kmfV5EO0kdOKmqVow+U0mSpLVPkvWB+9Nvb+1JZ+ITU7e3VgHn0C6woZlwddOiJCxJHUnuQr/+2g/YqvPzdP3Fi2l2S+/1Fy8dfaaSBEnuSL/O2h/YtvPzdHXWH2jqrN7C5j8sQqqSJElrhSSn0mzS12s/rQQ+BxxNM3b1ROCI9rcZF8ok+SJwaBvrvKq696jyliRJWoqSbAQ8mYkbMHxsfBlJWkqSbAZsDVxRVVfP8Z3lwCF0xu6r6ssjSlHSEpbk5cC72tvrq2qTmcrPI+51wAbt7T9U1XuGEVeSJK0ZXMgsSSPWDg7tRf8Ewb2A9TpFppr0WcC5NCdvvWaRUpUkSVorJdmcZmHNATRtrrt2fp5ugc11wOn0F9icuwipStIESZYB96XfX/z/2bvveNmq8v7jn++9VCnSVURBsRERUYJYERSlJBI1lsSSYoLYk58asURFiEQl0YiJvWvUqCFWokZFsSCYAGLHbggiSO/l3uf3x97j7DP39Jk5c849n/frNa/Ze8+a5zz3n3X32rOete5H/0c5mHm8+B2a8eLfLFGqkkSSAPeif8/1AGCLTpOZ7ru+T/+e61NLkKokkeR2NAvGbMvUha/mrapOG2lSkla9JH8IfIT+fdOvgEdV1ZmdNkcDb2pP5ypkPgp4S3u6Htiuqq4eR+6SJEmSJElST5InAO9vTwu4Q1X9csiYtwN+Qf93xidX1QeGiSlJkpYXC5klaYkl2Ypm163ebjZ3n6X5rBMUJEmStKEkt6V/r/VQ4NYzNP1tUWBVbTJDG0laMkm2BA6k34ftQ78ocJDjRUkTlWRz4IH0+6x7AWtmaF54zyVpjJJsBzyZZifTfYGthgxpnyVp5JKcAezfnl4P3H9wcb0FFjLvD5zRawvct6q+OdqsJUmSJEmSpKmS3A/4Gv25Vy+oqn8cMuZzgX9oTwt4QFV9Y5iYkiRpebGQWZImLMmtgCOAFwJ3pj+oC05Ml7REkmwPPALYD7gbw+1YU1V117mbSdLSSHJ3+gU2D2bqhHbvuSQtW0l2ohkvvgTHi5KWuXZc+RCae67DgdtjvyVpCSR5CvCPNM+yYOaFYBbCPkvSSCXZGbiwc+n1VfXcadotpJB5K+Aq3KVGkiRJkiRJSyjJWuA3NM/lA1wG7FVVFy0y3k7A94Ed2niXAztV1frRZCxJkpYDVxKXpAlJcg/6BTUPoimoKdqJnRNMTdIqkmRH4DXAHwObdz8aIqx9mKTl5tL2dRlwNbA19lWSlrEk96I/XnwAsCWOFyUtY0kC3Am4S/u6NfZXkpZAkpcBL6f/LKuY2v+MoqhZkkbh/kztq943bMCquibJTfTnfewwbExJkiRJkiRpLlW1LsmngCfSPOvaHvhckodV1cULiZVkB+AzwI698MAnLWKWJGnjYyGzJC2RJLsBD6OZiP4QYJfux+374CQrSRqbJPvSPADamamTOofpi5wcKmnikmwNHEy/CPBuA02835K0rCS5A/0+62D6P9DB1OJl+y9Jy0aSO9Pvuw4Ctut+jH2WpDFL8jDg2Pa0uwM8wJXAz2h2Kl23tJlJ0rRu3TleV1VnjyjulTRjyKJZvE+S5iXJroPXquqC+bQbpen+piRJkhpJ9gYeDNwPuA3NAla3AKiqu04wNUkCeAXweGAtzbOpfYDvJDkG+Nequmm2LyfZhGYDnlcDt6K/uPvNwPFjzFuSJE2IhcySNCZJtqUpWO5N6Lxz9+POca9gMJ3r1wCnAZ8ff6aSVqMkt6EpYu4tqtCd7GkxsqQVJclamh/uDqFZOGZ/mofksOF9FwPX1wP/Pe4cJakryfbAQ+mPF+/Q/bhz3B0v9lwJfBnHi5KWWJKd6PdbhwC3637cOZ6u77ocOHXcOUpadU5o33t9zjrgzcBbquo7E8tKkqbX3S35ihHG3YL+M69ZJ4dK0oDzmfrMvJh+Htlgu1Ga6W9K0gaSvHXgUlXV0fNoN0rT/k1JGrUkRwLHAPed7mNmuT9L8k1gz/b07Kp66OgzlCSoqh8n+QfghfT7pZ2BdwAnJvk0zZysn9HMcwDYFtgD+F3g92gW6Ov1a733E6vqx0v0z5AkSUsoVW6KIEmjkGRT4AH0J3PuB6zpfdxpOl0Bzc3AmcAXaCajn15VN481YUmrWpK3AX/B1ALmi4EPAl8DfsoQO9ZU1U9GkKYkzahdebh333UgsFX34/Z9uvsugB/R3HN9HvhiVY1y8qgkbSDJ5sCD6Pdb+9Lvl+YaL94IfIP+ePHMqnJXQUljl2RLmp0een3X3sy/77oB+Dr9e67/Ln+MkDRCSW4H/IL+5KbrgCOr6gsTTUySZpDkmcAb2tPrq+oWM7Q7GnhTe1pVtXa6dm3bLYBr6d+PPaWq3jOilCVt5JKsH7g0bZ8zTbtRmrWfk6Sutj/qzm+Yrd8ax3OoGf+mJI1Kkq1oxoRP7F1q3wefw8/YHyX5K+B1ne/9TlX9cAzpShIAST5IszNz914N5r4nG2wX4ENV9YTRZihJkpYLV7WUpCEleT7NZM4HAlv2Lnea9Hah6V3vffY9+pM5v1RVV48/W0n67WT0JzF1Fbv3Ac+0L5K0XCXZjX4RzUOAW3U/7hx3dwDsXf81/QLAz1fV+WNPWJKAJC+k6bfuD2zeu9xpMt14sYBv0x8vnlZV1y5JwpJWvST3pX/PdV9g095HnWbT9V3rgXPo911frarrlyJnSavWAzrHBbzGImZJy9zFnePNk9yqqn49ZMx7te+9seRFQ8aTtPoMTjKfq90ozfU3JUmSVpV2sarP0TybH9x1eb5FgQDvAl5N//n+44HjRpSmJE3nSTS7Lr+AZgOwmTaeGNQdk64HXgW8bBwJSpKk5cFCZkka3mvoF8v0TFe4fD79ApovVNWFS5ahJE31IJpCmt7k889X1Z9ONiVJmtMvmX5SVbdwuffZ1cCXae+9quo7S5WkJA04gal91EwLXf2CqTvFdye4S9JS+jrTr5Y+Xd/1E9rnXDR916VLlaQkAbu0771Jne+eXCqSNC/nDZw/GPjwkDEPGzj/5pDxJK0uFzC/Qpj5tpOkpTDfRRBcLEHSSvRu4H5MnQPxdeCDwFnAw4GXzxWkqq5McipwaBvn4VjILGmMqmod8OIknwZeQtP/zLUAQ3eh91OAV1bV6ePOVZIkTZaFzJI0OoMFNFcAX6K/898PJ5SXJA3ao33vPQg6fnKpSNKiDBbS3AycQb8I8BvtQ3JJWi4Gd4q/FDiV/njxJ5NKTJJmMdh3XQx8kX7f9YtJJSZJwNad4+vskyQtd1V1TpKLgJ3bS0czRCFzu1PX0fTv2b5bVb8ZOlFJq0ZV7TbKdpK0BI4acTtJWjaSHAQ8jv4Y7xrgKVX1kU6bfRYQ8hT6hYT7J9miqq4fXcaStKGq+hpwRJI9gcOB+wP7ADsA27fNLgMuAb5Ns1jDfzpfQpKk1cNCZkkajQA3AKfTL6D576paP9GsJGl6O3aO19E8EJKklaC7evp36N93nVZVV08mJUmaU4Drga/S77fOrip3spG0XPXuua4BvkK/cPncyaUkSRu4rHN848SykKSF+STwF+3xQUn+uKo+uMhYr6W/O30BHxo2OUmSpOWsqt4xynaStMz8bfsemrlcj6mqzw4R7+zO8SbAXYFvDRFPkuatLUz+5/YlSZL0WxYyS9LwTgS+AHylqq6bdDKSNA83dI6vcNEFSSvE+fQLAD9fVRdNOB9Jmo+/pxkvfq2qbpirsSQtA6fT9FufB06vqpsmnI8kzeR7neNbJtmsqixolrTcnQD8Cc08jQBvT3J1VX1yIUGSnAA8jf5OXVfixFBJkiRJWpGSbAscSDPGA/jAkEXM0CwMTyfmXbCQWZIkSdKEWcgsSUOqqmMmnYMkLdDPO8fbTioJSVqIqrr9pHOQpIWqqpdMOgdJWoiqesCkc5Ckefo6TeFe79nWA4EvTi4dSZpbVf0syUnA82gmk28JfCzJB4GTqurMmb6bZBvgcOAYYN/e5TbOsVV15ViTlyRJkiSNywPpz+cv4C3DBqyqy5OsA9a0l3YeNqYkSZIkDWvN3E0kSZK0kfk6/RU3N0lyl0kmI0mSJEmSJC1Eu2P82zqX/nJSuUjSAr0Q+Cz9IuQAfwycnuTS9vPfSnJ6kvOAS4APAvfqfBfgI1X1+iXKXZIkSZI0ert2jgs4Y0Rxr6AZPwJsM6KYkiRJkrRoFjJLkiStMlV1IfCFzqVHTSoXSZIkSZIkaZGOB86nmZD5uCSHTzgfSZpTVa0DHgucwtSC5ADbAbt3mge4D3Anmt25eu17BdD/DvzZUuQtafVK8rnO64gRxPu9TrzPjiJHSepKcv/Oa5cRxNulG3MUOUrSgJ06x5e348ZR2JT+mHP9iGJKkiRJ0qJZyCxJSygN+15Jy8FL6T+kfn6SHSaZjCRJ0mqXZNMkm046D0mSpJWiqq4E/oBmd5k1wL8lefRks5KkuVXV1VX1+8AxwDVMLVAefDFwHuBa4CVV9diqun6J05e0+hwCPLR97TaCeLu1MXsvSRq1rwJfaV+PHEG8R3XinTaCeJI06NrO8RajCJhkE6buwnzJKOJKkiRJ0jA2mXQCkrSxSnJ34Ajg/sA+wA40D4eS5ErgUuBc4OvAKVX13UnlKmn1qaozkrycZueaHYBPJDminQAqSStKktsx9Z6rtzjDpXTuuarqfyeToSRNleSebDhevEX72bVsOF781oRSlSTgt5Oe9mce91zAN6vq5knkKWn1qaqzkxwInAzsCXyk3dnvzcBpVXX5RBOUpFlU1YlJ3gY8A/gj4O40hcoz+SnwUeAfq+riJUhRkiRppeotFDPKeJI0Lt3x3ZZJthvBM617tO+9/vA3Q8aTpDklWQs8GNgP2AvYjmbe/NpFhKuqeugI05MkScuAhcySNGJJDqLZ6fSg7uWBZrdsX3sARwKvSvJF4PiqcvVOSUuiql6ZZHPgb4H7AeckeT7wH1U1yh/1JGnk2v7rT4DnAL8zz+98F3g98P6qumGM6UnStJIcQjNefGD38kCzrdrXbjTFzn+X5DSa8eIXlyRRSWol2Rl4FnA0sPM8v3ZxkjcBb7TARtI4Jflp53TL3mXg0PZFu6jo5Sx8AntV1Z5DJylJc2gnp58AnJBkB+AA4FY0i8ZsRrNgzMXAOVX1s4klKkmStLI430HSSjI41nsA8OkhYw4W/501ZDxJmlGSLYCXAEcx/98TZw2J93OSJG2ULGSWpBFpd6Z5FfDXNIOo3mT0YvYBVa/dQ4GDk7wWeLE710gapyQvbg+vB06nKWTeA/gIcFGSrwI/Z3ETPamqE0aSqCRNI8kBwAdo+q3pVkDv9VuDn+0NvBV4YZInVtWZY0tSkjqSbAqcCDy7d6l9n+948cHAgUleDxxTVTeNJVFJ6kjySOBtNEU03fuqmfqtXptdgJcBz0ryl1X18fFlKWmV24OmT+pNappuLNhbVHShnCQlaclV1aXAf046D0kaszWd4/UTy0KSJGn5+CZwBbBte/7nDFHInGQN8DT6z81+WlXnD5ukJE0nyV1onmftwfx+T5QkSauYhcySNAJJAnwIeBRTJ6TD9MU1Xd3B2hrgeTQDuseNMEVJGvR3TO1/un3WrYBHDxnfQmZJY5HkT2kKatay4QqcGXjvGWyzJ/DVJH9RVe8bV66SBL+dLPBh4EiGGy8G+Ctg9ySPqSp/+JM0NkmOoRnXDfZbMHPfNdhmR+DkJC+qqteMPktJ+q3B+6Jh75PmukeTJEnS4m3TOb52YllI0vxt1jm+cWJZSNpoVdW6JJ8DHtteemSSg6vq1EWGfBFwR/oL//3HCNKUpA0kuQ3wJeDW7aXuPAifs0uSpA1YyCxJo/Fq+kV/3YHYr4GPAf8N/Ixm5TxodoC4A/C7wB/QDOJ6D44C/GGSV1fVMUuSvaTVbLAIcHCi50IeKHV3wJGkkUtyGE0R8yZMvXcCuAw4i+nvue4NbN9e6/VRmwBvT/Lrqvrc+LOXtIqdSDPug6njxQtoJg7MNl58JHBbpvZ5j2xjPn8Jcpe0CiV5EvD37engwgvfZfZ+6+7TfO/vk5xfVR8YZ96SVi0nQ0mSJK0s9+gcXzaxLCRp/nbtHF89sSwkbexeBTymPV4DfCjJoVV1zkKCJHkKcCz93xWvB147wjwlqesf6M9/h6bfuQL4BM1u87+kuX9aN5HsJEnSshM3b5Gk4SS5K/AdmgdI0AzELqSZVP5vVTXrAKzdnevxNBPRd6X/EOlmYO+qOm9MqUtaxZKsH2P4qqq1Y4wvaRVKshXwY5pd47sPwD8FvB744my7kyZ5KPAc4BED3/8VcOeqcucHSSOXZC/gXKaOFy8Angt8tKpmvSdLEppJC/8I7MbU8eI+VfWDMaUuaZVKsgPwE5ri5N49UwFvBV5fVT+c4/t3odk9/qlM7fuuAO5YVU5SlzQySXYfZ/yq+sU440uSJK0E7W+KvfHh06vqrUPE2gs4E7hFe+lzVXX4kClK0hSj7LfaeGcB+7Yxz6mq/YZMUZKmleR9wBPp/x54Hc2c0jdW1UVJjgbe1DafMjcryb1pdmJ+NP2F/wo4sapeuET/BEmrSPub4q9pfg/sbX7zDuB5VXXVJHOTJEnLlzsyS9LwXgaspf8Q/H+Aw6rqkvl8uZ24/sEknwM+A/QeeK9tYz9ptOlKEgCvnHQCkrRAz6VfxNz70e7JVXXyfL5cVV8AvpDkkcD7gS3bj27dxv67kWcsSRuOF79JM16cVyFfu0DDR5J8HvhP4D7tR2uBl9JMZpCkUXoR/SLmAJcCj6iq0+fz5XZBvmcmeS/wSWDH9qNt29gvGHnGklYtC40lSZKGl+SBwIHzbH54kp0W+CfW0owz9wIOBjanP8n96wuMJUlLIsnWNP3WM+kXMQN8a2JJSVoNjgbuTr/f2ZLm98AXJ9lgZ+a28HnHtv2tepfpP9//CvDi8actaZU6mP5ciAL+vaqeOtmUJEnScueOzJI0hCSbAL8BtqF5+HMx8DvzLWKeJt5OwHeBnejvVrPTXLs6S5IkbeyS/Bi4A8090nrg0LY4eTGxHgJ8ro0V4KdVdadR5SpJ8Nvx4iXA1jR9zUU048VLFxlvB+B7wM5tvCuBHR0vShqlJP8L7ErTz9wI3LeqNpggNc9Y+wLfADZt4/1fVd1uVLlKkiRJkoaX5OU0i/HN2KRzPOwks25hzc3AXavqZ0PGlLTKJHkpTWHfTDah3191d2eer96ugr/9k+17AX9YVR9bYDxJmrckt6FZ3Hgf+vdNPdOdw9R+qnd+JvD7VfWb8WUraTVL8hzgn9rTAu5dVS76IkmSZuWOzJI0nANodpTprSh1wmKLmAGq6jdJTgBe117atv0brkQsSZJWrSR3Bu5I/57r7YstYgaoqi8meTvQWwn0DknuXFU/Gj5bSfqt+9IsetXru1652CJmgKq6tB0v9n4M3Kb9G18bNlFJAkhyD+C29PutkxZbxAxQVeckOQl4fntp1yR7V9V3hs9WkiRp+Ujy00nnAFRV7TnpJCStWN0C47naLUZ13nsxjreIWdIirWHuea+9vmbtkH+r95wsNBtTfGrIeJI0q6r6VZIDgJOAv+xd7jaZ7mvte++e7l3AM6rqhrElKkmwVef4RouYJUnSfFjILEnD2aN97z0E+ugIYn6EppC594DpDljILEmSVrd7tu+9e663jyDm2+gXMvf+hoXMkkZpj/a913f9+whifpSmkLk7XrSQWdKo7NW+9/qt94wg5rtpCpl7/dbvABYyS5Kkjc0ezK8AcJyG3SVVksbZh3Vj/5hmwb9RjDklrW4z3f+Meid5gB/S7MZ885DxJGlObQHy0UleB7wAeAyw9RxfuwH4NM1iMRYTSloK3UXcr51YFpIkaUWxkFmShrNL5/j6qvq/YQNW1QVJrgO2mOZvSJIkrUY7d47XA2eNIObZwDqaVdsH/4YkjUK3X7m+qi4YNuA040X7Lkmj1H0Gta6qvjuCmN8Hbqa/+43PuSRJ0sZsUsXEkyyglrTynQa8cpbPX0K/f/sMC38+fzNwFXAhcHZVfX/BGUrS9OZzD7SY+6QCrqHtt4BPAB+pqhsXEUuSFq2qfgA8JclRwL2B+wK3AnYANqMpIrwYOAf4SlVdP6lcJa1K3YWLb5lkExd9kSRJc7GQWZKGs2nn+KYRxr2J/sT0TWdrKEmStAps1zm+oqrWDxuwqtYnubIT+5bDxpSkAd3nbqP8wa4by2d7kkZpm87xVaMIWFWV5Cr691xz7RohSZK0UllMLGlFqqpTgVNn+jzJSzqnH6+qt44/K0ma1XHA383wWYAb6S/A8EzgbQsJXlXrFp+aJI1e2y99s31J0nJxBs2CCjvQ3IPdn2ahLEmSpBk52VGShnNx53ibJNtU1VATPZNsA2xL/6H6xbM0lyRJWg0u6xxvl2TNsMXMSdYytXj58mHiSdI0umO5rZNsW1VXDhOwHS9ug+NFSeNxSed4uySbVtVQC/cl2ZSpi9JcOkw8SZKkZeoOk05AksYsTG7XeUmaoqoKmLHYOJmyvsx6C5MlSZJGr6puTvIW4EXtpadiIbMkSZqDhcySNJwLBs4PBz48ZMzD2vfej4GDf0OSJGm16RbqBbgv8PUhY+4PrGmPC7hoyHiSNOhXA+dHAB8aMuYR7bvjRUnjMHg/9GDg80PGfCD93QkL+PWQ8SStAkm+OHCpquqh82g3StP+TUmaTlX9YtI5SNIYvbJz/D8Ty0KSFiZzN5Gk5SHJIcCLO5feW1XvnlA6krQQrwL+iGaRvz9K8uGq+sSEc5IkSctYmgXqJEmL0e6GdQmwluYh+LnAfotdzTPJGuCbwL5tvJuAHavq6tFkLGljl+QJg9eq6gPzaTdK0/1NSVqsJHcAfkJ/x4f3VdWfDRnznUAvRgF3qqqfDRNTkrqSbE0zXtyEZnz3beDeQ4wX19KMF+/ZxruRZrx4zWgylrTaJdkVOJ/+PdcnqupRQ8b8KPDo9rSA3apqcKEHSZoiyXr6fVFoiorXztFupCnM9DclSZIkSctb+ywdAHdjlrQSJHkecGJ7WsC9qurcCaYkSfOWZG/gi8BOwHXAs6vqnZPNSpIkLVcWMkvSkJKcSrNDDTQPkt5WVU9bZKw3AM+kP/nqy1X1kOGzlLRaTDeBc4knes74NyVpGEl+ANyZ/i6kR1bVpxcZ61DglN4pcF5V3W0kiUpSR7tL4EHtaQHvrKqjFhnrjcDT6N/DnVpVhwydpCR1JDkHuAf9e9+0lvcAACAASURBVK6nVtU7FhnrycB72jgBzq2qfUeVq6SNl4XMkiRJkiRJWi2SvAQ4vj1dB2zhQgySVpIkdwH+A9iL5pn9OcDbga8Av6iqqyaYniRJWkbWTDoBSdoIvKZ9703KPCrJJ5Lcbr4Bkuya5GTgGZ043diStFCh35fMp90oX5I0Du+mX1AT4KNJnrTQIEkeD5zcO23jvWtEOUrSoFe3772+6ylJTkly+/kGSLJbko8DR+N4UdL4vZWp91xvSfLCJPP+LSGN5wHv7MQp4M1jyFfSxstnW5IkSZIkSVoNugV+V1jELGmlqarzgHsBn6B5xr4v8M/At4DLk6xbxOvmCf6TJEnSmLgjsySNQJL/Ah7K1MmZNwAfB/4d+O+q+vnAd3YHfhd4FPBIYMvOdwE+X1WHLkX+kjYenZ1oepMu59qxZhyTM92xRtLIJdkC+DFwm94lmn7sVOAk4JSqmvYhdpK1wOHAs4CHdb4b4P+AO1fV9WP9B0hatZJ8Bng4U8eLNwKfoh0vAj/rTUpo+6w96I8XjwQ2Z+p48bNVdcTS/SskrRZtH/R9YM/eJZq+5/vAG4GTq+rCGb57K5p+6+nA3kztt34E3N0JWJLmI8mDB69V1Zfn026UpvubkiRJkiRJ0igleQTNPFOAm6tqs0nmI0kLlWQfmsLlB/QujSCsc1AlSdoIWcgsSSOQZAfgdODODBQQdpoVcE17vBVTB2rd9gF+CDygqi4dV86SNk5J3s/UvoeqevJ82o3SdH9TkoaV5CHAKcCmvUv0+7IbgHOBnwFXtte2pSkG3AfYYuA7ab9zeFV9acypS1rFkmwPfB24KzOPFwF6CypsMXB9cLz4fZrx4uWjz1aSIMm+wJeBrXuX2vdev/Urpr/n2nWa9mnbHVhV544va0mSJEnSUkmyCXAP4G7AdjTjwkVNMK+qE0aYmiRJ0oqTZBea5+69uQx7V9X3J5uVJM1PkkcB76eZ59CdxzVUWCxkliRpo2QhsySNSJLbAycD96Y/EJvvqlLd9v8D/GFV/XK0GUqSJK18SR4HvJd+MTNMveeabpA7WHwTmt1Q/6SqPjzyJCVpQJLdaHZf3p+p/dR8xozdvutM4DFVdf5oM5SkqdoFZD5KMyF9uudcg/dc030W4HKa51ynjiNPSZIkSdLSSXIg8EzgSGAkOwU6MV3SuCXZC3gssB/DL8BQVbX5CNOTJACSfAk4kOb5+rFVdfxkM5KkubWLI58O9O6Pugu7D8tCZkmSNkIWMkvSCLUrDx8LPIf+rjVzdbS9QdtVwEnAK6rq5rEkKEmStBFoH4R/kGZ3U5j/ap69+67vA0+sqnNGnZskzSTJWuClwF/TTJKC+Y8XrwD+Cfi7qlo3ngwlaap20b730kyegoXfc30J+NOq+t8RpyZJkrSsJHnZ4LWqOm4+7UZpur8pSaOQZDPgzcCf9i4NGbI3ud2J6ZLGJsldgDcBB3UvDxnWfkvSWCR5GPBZmvukq4C9qupXk81KkmY3sAgDNPdaXwD+Ffgm8EvgmqpaP5EEJUnSsmMhsySNQZJtgT8DjgAOAG45Q9MrgDOATwPvrqqrliRBSZKkFa5dQOZxwLNo7rfmmnhQwDeANwAfdeEYSZOSZGvgT2jGi/cDtp+h6aU0/dangfdW1TVLk6EkTdXuuPVs4OHANnM0vwr4DPCGqvrquHOTJElaDpKsZ2DRl+kKXKZrN0oW1UgahyRrgP8Afp/+c/juJPVhWBAoaSzagsCPAVuwYd+16LDYb0kaoyRvAo6m6a++Bzysqi6cbFaSNL0kdwLOo79Q1Y3An1XVhyaamCRJWtYsZJakMUsSYHdgB/oT1C8DLgF+WXbEkiRJQ0myPU0x4D5Mf8/1beD0qrpsMhlK0syS7MY0fVdV/d/kspKkDbXPuO7B7Pdc3/ZZlyRJWm0GCpRnLHDptBu28K/LXU0ljVWSp9Lsxtwd64VmHHgm8FOaRa3WLSZ+Vb102Bwlqastqjkb2Kq9NKrFF8B7LkljlGQt8Fbgz9tLlwPHAe9xroOk5SbJk4H30L/XemVVvWyCKUmSpBXAQmZJkiRJkiRJkiRJG6Ukd6ZZ/AqAqnrvBNORtBFqC5S7ZitkHheLaiSNRZJfArftnQIXAM8D/r2qbp5YYpI0gyQfAf6QqQXM3wXeAXyN4RdgWNT3JGk2SbrFf48F7t4eF3ATcC7NYqKXAFcvNH5VHTdsjpLUleQY4O/b0wL2qKr/nWBKkiRpBdhk0glIkiRJkiRJkiRJ0pg8BHhj59xCZkmj9ooRt5OkZSHJPsBu9Hd//xVw/6r65UQTk6QZJNkWeCT9fquAVwIvr6pxLiojScM6lv4CDDB1MYbNgN8F9hsivoXMkkat22ddaxGzJEmaDwuZJUmSNKMkRwH/0p5WVW0+yXwkSZIkSZKkRUj7XrO2kqRFqKp5FSjPt50kLSP7tu+9YsCXWsQsaZl7MLCWps8q4N+q6qWTTUmSFqR339Uz3bOsTHNtOt1FHSRp1C7qHK+bWBaSJGlFWTPpBCRJkrSsraFZ/Kb3kiRJkiRJkiRJkrTx23ng/OSJZCFJ87db+94r8vuHSSUiSYuQzvtsr4XGk6RxOKdzvE2SrSeWiSRJWjEsRpEkSZIkSZIkSZIkSZIkdW3aOb6yqi6fWCaSND/bd45vrqqzJpaJJC3MKyadgCQtRFWdk+QXwO7tpUOAj00wJUmStAJYyCxJM0iyw6RzAKiqSyedgyRJkiSpL8kuk84BoKoumnQOkiRJkiRJ2mh1nz05x0zSSnBt5/jKiWUhSQtUVRYyS1qJXgP8S3t8DBYyS5KkOfiQWZJm9hugJpxDYV8tSZI2Ykk+N+kcgKqqQyedhKQV5UIcL0paQZJ8b9I50Nxz3X3SSUiSJEmS5u3szvEtkmznrsySlrkfd463m1gWkiRJq8ObgT8EHgLcJ8mrquqFE85JkiQtY052lKTZZdIJSJIkbeQOYbLFgJnw35e0cjlelLSS3I3mnmeSfZf3XJIkSZK0glTV2Ul+AezeXnoIcPIEU5KkuXwNWAesBdYkuWdVfWvCOUmSJG2UqqqSPBr4NPAA4G+S3A74f1V10WSzkyRJy5GFzJI0u0kX1UiSJEmSlifHi5JWokn1XfZbkiRJM0iyGfBA4L7APYEdge3bjy8DLgG+BXwD+FpV3TCJPCWtWv8InNQePw8LmSUtY1V1WZKPA49uLz2O5j5KkiRJI5bkwPbweOA44D7AHwGPTvIp4DTgF8AVLOI3yqo6bUSpSpKkZSJVboIgSdNJ8huWwU4xVbXzpHOQtHolORp4U3taVbV2kvlI2vgkWT/pHLB/k7RASS5keYwXbzPpHCStDN5zSVrNfL4lablKclvgr4E/A3YY/Lh9Hxx7Xga8C3h9VZ0/1gQlCUiyBvgyze5aBby0qk6YbFaSNLMkdwXOATYDrgXuUVU/n2hSkiRJG6H298fBZ1czPdNaqKoqN22UJGkj43/ukjSDqtpp0jlIkiStAg+bdAKStFBVdetJ5yBJC7TXpBOQJElSX5KjgBOBbehP8IT+JM+ZJoHuADwXeGqSF1TVW8aaqKRVr6rWJ3kU8EVgb+D4JDsBL3KHeEnLUVX9MMnTgXcCtwBOSXJYVf1ywqlJ0tCS3Bm4X++8qt47wXQkqadbvFwD1yRJkn7LHZklSZI0I3eskSRJkiRJ0krm8y1Jy02SfwGexoY71Mw1wXOwXQFvq6qnjTZDSepLsmt7uB3wNprCmQJ+A7yHZrfmnwOXs4gdt6rqgpEkKkkDkvw5zVhwU+AK4O+At1fVlRNNTJKG0D7nemPv3OdckiapsyPzOIqWfZYvSdJGyB2ZJUmSJEmSJEmSJG2sTgX+fNJJSBJAkhOBp7en3cLk9cCZwFk0BYFXtJ/dEtgDuDewP7Bm4HtHJbm6qp4/7twlrVrnM7VAuTdJfWfgee1rsQrnrkkasSRv7Zx+G9iPZjGGE4FXJfkWi1+Aoarq6FHkKUlDGFwUS5Im5TTsiyRJ0gK4I7MkSZJmlORI4G9651X1oAmmI0mSJEmSJEnSipTkfsBXu5eA64F/AN48166k7a6oT6cpGty8E2M98KCqOn3kSUta9dodtrq6E82G3XXLHbYkjVxnZ8ANPuocL2bSbLDfkjRh7Y7Mb2pP7ZMkSZIkrSgWMkuSJEmSJEmSJEmSJI1Rki8CB9HfzfTnwKFV9aMFxrkL8Fng9r1LwJeq6iEjS1aSWrMUBA4dGotvJI2B/ZakjZmFzJIkSZJWsk0mnYAkSZIkSZIkSZIkSdLGKsmtgQPpFzFfBRxcVb9YaKyqOi/JwcC3gK3byw9KcuuqunBUOUtS6wLGUxAoSeM07I7xkiRJkiRJGjELmSVpiSQ5DHhGe1pV9QeTzEeSJGljlGRP4IDeeVV9YILpSNK8JDkceHZ7WlX1e5PMR5LmkuSewKG986p6zQTTkSRJWgnuD6yhKQYs4FWLKWLuqaqfJ3kNcHx7aU37N04eNlFJ6qqq3SadgyQt0FGTTkCSJEmSJEkbspBZkpbO7sDvt8euWCxJkjQehwBv7JxbyCxpJbg9cFh77HhR0kpwX+BV9PssC5klSZJmt2v7Hpp7qA+OIOa/0hQy9+7JbjuCmJIkSStaVb1j0jlIkiRJkiRpQxYyS5IkSZI2NmnfLQaUJEkar14hjiSNTJKXTToHgKo6btI5SNqobNs5vrGqfj5swHZX5huAzdpLWw8bU5IkSZIkSRqlJFsBO/bOq+qXE0xHkiRNkIXMkiRJ+q0k2wN3A7ajmVi1djFxqsodUCVJkiRJkrQYx7I8FkmwkFnSKF3WOb5+hHGvBzan6Tcvm6OtJEmSJEmStNSeBLyxPS6sYZIkadXyJkCSJGmVS7In8FTgscDuIwprIbMkSZIkSZKGkQn8zcLd5iWNx/c7x9sm2aqqrhkmYLubzS1n+BuSJEmSJEnScjGJ5/2SJGmZWTPpBCRJkjQ5SV4GfBd4PrAHzQOjYV+SJEmSJEnSMBbzjKmmeS20rc+2JI3L6cDVnfNDRxDzsM7x1e3fkCRJkiRJkiRJkpYdd2SWJElapZK8iWYn5t4Eze7kTidtSpIkSZIkaRJesYjvHAYcQH9HZYALgbOBnwNXtNduSbOY372AW7fXes/EvgF8dhF/W5LmVFU3JHkX8Oz20ouSfKyq1i8mXpI1wIt64YF3VdWNI0hVkiRJkrR8nQr8+aSTkCRJkqTFsJBZkiRpFUryWOBoNtxxZh1wHvBT4Kr2XJIkSZIkSVoSVTXvQua2kO+fgPvQf8b1fuBfquqMOb57APAs4AntpQOAM4DnVtVsuzlL0mIdCzwO2AW4N/AG4JmLjPWGNkYBv2pjS9JEJNkK2AZYs9DvVtUFo89IkiRp41RV59HM65IkSZKkFcdCZkmSpNXpuM5xgKuBVwLvqKrfTCYlSZIkSZIkaUH+mWaxvgCXAY+qqtPm88W20PmMJG8HTga2B54DbEpT4CxJI1VVlyX5feC/gO2ApyXZA3hWVf1sPjGS3JGm7zu0vXQZcGRVXT76jCVpQ0m2BJ4EHAzcF9gNWLvIcIVz1yQtkSR3oem3bkdzL7aYBRiqqo4edW6SJEmSJEmrgQ+DJUmSVpkkdwbuSjM5IMAVwEFV9a2JJiZJkiRJkiTNU5JHAE9rT28EDqmqsxcap6q+nORhwOk0RcxPT3JKVZ0yumwlqVFV/5PkPsD7aHaCPwz4QZLPAR8HzgJ+AVzZfmVbYHea3Zf/AHg4zTyPAN8AnlxVP1nSf4SkVSvJC4BjaAoAoemLJGnZSrId8Azg6cCuw4ajmWNhIbMkSZIkSdIiWMgsSUuvJp2ApFXvPu1774e24yxiliRJWhYcL0qSJM3fy9v3Ak5aTBFzT1WdleQk4Hk0z8yOBSxkljQvSdYt8qu9xUY3BY5oX3P+uc53DwDOSwLN7oDO/5A0Fkk2A/6DZvGFbj+0mGdZvd8nLYKWNFZJHgR8gKaAebY+p9uXzdTOZ/eSJEmSJElDWjPpBCRpFfIHOUmTtsvA+QcmkoUkSZIGOV6UJEmahyR70uxO2vPuEYR9V+d4vyR3HEFMSatDhnj1CgFH0V6SxuWNwOH0+yHa4+todpDv9kMX0N9Vfrr+6eK2zf+175I0ckkeAPwX/SLmwULkYvr7qsHPun2eJEmSJEmShuCKvJK0dN4OvH/SSUgSsEXn+Jqq+vXEMpGk0fsScNSkk5CkBXoboym+kaSl8mmaSeySNCn7d45vrqrvDRuwqr6X5GZgbXvpPsBPh40radUYdpe+hX5/PjsHStLQ2mLApzC12O99wIlV9Z0kRwNv6rWvqtu139sU2A84kuaZ/Y5tjIuBx43i/k2SppNkW+CjwGb075luAj4FfAO4J/DE9nrR9FFbAzvRjDUfCNyi890vAf+6BKlL2ggledmkcwCoquMmnYMkSZIkWcgsSUukqtYB10w6D0kCLukcr59YFpI0BlX1Q+CHk85DkhaiqtYDN0w6D0mar6o6Hzh/0nlIWtV26xxfPcK4VwHb00xYv+0I40ra+FlMLGlj9YL2vbej6fFVdexcX6qqm2gKBr+R5O+BNwN/DOwFfCXJQ6vqnPGkLGmVezpwK/qFyD8BHlFVPwBoF2DoFTJTVe/ofjnJLYFnAS8BNgceDPwIeFpVDbt4jaTV51iGX/hqFCxkliRJkjRxFjJLkiStPud2jrdJcouqunZi2UiSJEmSJEkLs7ZzvF2SzarqxmECJtkM2I7+5FJ/R5U0L1W1ZtI5SNI4tPdHD6e/G/M58yliHlRVVwFPTHI1zc6n2wMfT7J3+5kkjdLT6Pdb1wNHVNWP5vvlqroCeGWSTwKfA3YB/rKN9VejT1fSKjGJxa96feFyKKSWtLr9EHjPpJOQJEmT5w9qkiRJq8+ZwMWd8wdPKhFJkiRJkiRpEX41cH7wCGIeTDO5szex9MIRxJQkSVrJ9qfZjRSaAph/GTLeM2l2NQXYDXjhkPEkaYoktwN2b08LeMdCipi7qupc4BHAOppx4rOSjGLsKWn1WUwRc03zWmjbSRRPS9IGqupLVfXnvdek85EkSZPjSuKSJEmrTFWtT/LPwCvaS88G/nOCKUnSWCXZFbgHsBXNRPT/qaobJpuVJEmSJGkIvYnovYmZ/w/47JAxnzdwft6Q8SRJkla6Pdv33k5+p871hSRrq2rddJ9V1c1JXgO8rY15VJK/rSp3CZQ0Kvu3771+69+GCVZV30zyTprd5AFeyjz6QknqeMXcTTZwGHAA/R2VoZnncDbwc+CK9totgT2AewG3bq/17qu+wfDPyiRJkiRppCxkliRJWp1eA/wRsBdwaJI/rar3TDgnSZpVklt0Tm+sqpvnaH934A1suPP8VUneArzMgmZJkqSpkuwA3A24K7A9sDXNgjBbAtcDV7evy2iK/H5QVZdMJltJq9g3gAuA29BM6HxYkmOq6tWLCZbkhcAh9CeI/qqqTh9VspIkSSvU9p3jm6rqZ9O0WT9wvgVwzSwxP9053hHYD/jvxaUnSRvYeeD8rGnaTFk8Icnmc/xe+B6aQuYABybZuaouHi5NSatFVc27kDnJGuCfgPvQ76veD/xLVZ0xx3cPAJ4FPKG9dABwBvBcF42RJEmStFxYyCxJQ0iyGUBV3TjCmHsA9+6dV9XJo4otST1VdUOSI4EvAbcF3prkllV10mQzk6TpJfljmh/pep7ALKuoJ9kf+C9gG/qrFPdsCzwfOCjJwVV17YjTlaSxSHI48Oz2tKrq9yaZj6SNQ5JtgcOBPwAeCuy0iBiXAF8APg6cUlVXjjRJSRpQVZXkrcCx9IuPT2ifr7+wqq6Y+dt9SW4JvJpmUnovTgFvHX3WkiRJK85WneOrZmhz9cD5dsxSyFxVFya5Hti8vbQ3FjJLGp3uAgxXz/Ab4GDR8pbTXOs6k35BYWiKAz+16AwlaWb/DBxN09dcBjyqqk6bzxfbQuczkrwdOJmmP3wOsClNgbMkSZIkTdyaSScgSStJkm2T/HWSU5NcClwHXJfkkiSfS/LsJNvPFWcOhwIfaV8fHjZnSZpJVf0EuD/ND2+bAq9Lcm6SZyS5e5KtZo8gSUvqMTQ/2AX4NfDRmRq2i818iKZguTcJvTfBoHcc4HeBd40vZUkaudsDh3VekrRoSXZO8jrgQuADwONpdq3JIl47AY8D/hX4dZJ/SrLLkv6DJK1GrwJ+2B73xnlPBX6S5A1JDkmy4+CXkuzQfvYG4Cf0d9bqOQ/4+/GmLkmStCJ0C5I3m6HN4EJWt51H3Gvp338N7p4qScPo7hI/U3Hy4MIMt5ktYFXdDFxOv9+64+JSk6SZJXkE8DSavuZG4JD5FjF3VdWXgYcBN7Wxnp7kiFHmKklzSbJvkr9K8qEkX07y7SQ/SfKTSecmSZImyx2ZJWmekjwBeC39H9K6E5u2p9mx5qHAK5O8GnhNVd202D+36EQlaR6SDO4k35vsuTfwhk679fSL/+arqmrzuZtJ0oIcSL8/+lRVrZul7VHAHZi6OvpFwC+BPWnu3Xr93mOSPLj9QU+SJGlVSPLXwPHALeg/h+ou/jLt1+b4vNdmc5rd4/8iycur6rVDpitJ06qqG5McCZxKM/G8N87bAXhG+yLJtfQLbLal6ft6un1ggAuAI4d4ti9Ji9IuzLc/sA9NP7ZD+9Gl7etc4JtVNfhsX5LG6Ted462SpKoGx4Xnt++96/egWUR5Wkm2oNm1udd+7SgSlaTWFZ3jbWdoc9nA+R7A9+eIuzn9fmvrhaclSXN6eftewElVdfZiA1XVWUlOAp5H87zrWOCUoTOUpDkkeTRwDM3GElM+at9n/J0xyVnAndrTs6rqoJEnKEmSJs5CZkmahyTHACcw+8TO3mdbA8cBj0vyhKr67tJkKUkLMngf2N2htLuYwmImDyy08FmSZpXkDsCO9PuXz87xlaPp92kFvBh4dVVVkk1pdtZ6bifeMwELmSVJ0kYvyRrgHcCfsOGkgcGF9W4Cfg1c175uoJm0uWX72oUNd+TqxtoKODHJPYE/m2ayuyQNrap+lOQg4N9pimam69O2al/Thui0/y7w6Kr60RhSlaRpJTkceA5wMLDpHM1vSvIFmkntcz0fk6RROK9zHJpdSAd30Po+sA5Y054fTDPunMmBbdvefdhgQaEkDeOXneNNk2xTVYM7MP+gfe/1Q/cB/nOmgEl2p1kQq9f+ulEkKkk9SfYE7t259O4RhH0XTSEzwH5J7lhVPx1BXEnaQJKtgbcCj+9dat+r8z7XBl/vAl7fHj8oyV5VNddiM5IkaYVZM3cTSVrdkjyKptilVwjTLfTrvmrg83sAZ7Y7OUvSctTtt6a7tpiXJI1Db8XN3kPtc2dqmORuNLvLQ9MvfaaqXtUrnKmqm6rq+TSFy737uN9L4k7ykiRpNXgV8Kds+JzrOuBk4PnAA4FdgS2q6vZVddeq2reqDmjf79pe36Jt9wCaCVEnt3EGYz8JOHEp/5GSVpeq+jGwH83ONVew4YKksz3HCs1uzccC97aIWdJSSbJnkjOATwEPp1kgZrrfH7uvzYDDgFOSnJ7kjpPIXdKq8j2aIuXevdPegw3aneLPak8DPDrJbWeJ+aJOW4AfjiBPSeoZLHaZrt/6Ff0d5wM8do6YT+y0Bbhw0dlJ0vT27xzfXFXfGzZgG+Nmpi7aIEkjl2RL4L9oipgHi5UHN9WZzbuBG+n3W4+fuakkSVqpLGSWpFkk2Q54S3vandj0P8BLgD+i2cHmOJrdGgaLmrcE3pfkuUuYtiTN11yTohbzkqRx2L1zXMCPZ2n7kPa91ye9YYZ2J3WOt2CaiQySJEkbkyT3oyk47hYZXwI8C9i1qh5TVa+tqq9X1YXz2UG5bXd6Vb2uqh4D3KaNdwn9Z2QB/jrJfcfzL5MkqKqbq+p44LbAU4CP0Uwun+kZ1oVtm7+g6QOPq6qbJpG7pNWn3YX5bOB3mX7B5EHTLcJwAHBOkkPHnrCkVauqrqGZG9F73v6QGZr+G/2+bAvgY0lu122QZKsk7wQeTL8/uxY4fdR5S1q9qurnwEWdS/vN0PST9Pu2vZI8fbpGSfahWYChe49mvyVp1HbrHF89wrhX0e/rZltoRpKG8V6a51TQ/13wy8DT2+svZx7zSqvqKuCLnbYPG3mmkiRp4jaZdAKStMz9JbAT/cHVDcBTq+p907Q9NsmDgNfSPAjvTgo9McmOVfWSpUlbkua06aQTkKQF2LZzfM0cRTUHdo6vBr4wQ7uvtO+9WHvRTMiSJEnaWL2U/sRygC8Bj6uq38z4jQVqJxm8McmHgQ8DB7V/bw3wMuCIUf0tSZpOVV1Hs3PDuwGS7ATsCGzXNrkcuGSUfZ8kLUSS+wAfAW7RXur9lti7TzsP+P/s3Xe8XGW1+P/PSiiBhBCKCEgVRUAERJCmFIVrQVFRFH6Kig0F7NeuFwuiXr4KVxQFQeACtot0ERUpAlIFVFSkCIJiaJKE0EKS9ftj783sMzlz2sycOTnzeb9e89rlPHvNyj9P9t7zrOe5g2KFeYCVgQ2BjRm44jzADOD0iNgtM6/rfvaS+tSFNFbw2xP44CBtTqKYCH4WRR/1AuC2iLgcuLs8vzNFnwaNPu+EzHyia5lL6lcX01jBb0/gW4O0OQU4gMa92NERsRVwKo1+61XAfwLTy2sSuL4slpakTppa258VEctl5oJ2AkbEcjTuzcB6AUldEBEvAV5P457qYeDtmXlmrc3Wowh5PvDyMta2ETEtMx/vYMqSJKnHfDCRpKG9m8YDVgL7ZubZrRpn5mURsR3waYpZpKbUrv9kRMzKzIO7n7YkDS0zF/U6B0kahRVq+8O9oN6Bxo9xV7RaUSszH4iIR2uxV20vRUn9JiKO6cHXbtaD75Q0CUTEqsB/0HhP9Wdgr8zs5OoOTynvtfYCrgY2KU/vUU7092A3ekGxJAAAIABJREFUvlOSBlMWLFu0LGlCiIhlgR9RFDHXV1e+HjgaOKOcGGawa1cC9gYOpljJuZpQeTrwo4jYJDMXdvdfIKlP/Zhi/EMAG0bESzNzwASimfnviPgkcCyN/mlZismtKvXJGIKiUPAL3U1dUp86h0Yh866DvY/KzEsi4gKKQplqEr53lZ+6arxY1Yd9vltJS+pr/2o63g34RZsxd2Pg/dfsNuNJ0mA+W24DWAS8PjMvbCPeDbX9qRS/Md7YRjxJkjTBWMgsSS1ExJrAs2n80Hb6UEXMlcxcDBwWEVdQrDyzKo2X2u+NiBnAAWU7SZIkDa9evDyjVaOIWBdYl8ZA0MuHifsojYGjLeNKUgvvpdHfjKf6oClJGqkdKQZkQtGPHNatIuZKZs6PiMOA08pTUygmnTmvm98rSZI0gR0EbEDjuW4R8FHg6Mwc8vmyLHA+GTg5Ig4BvkFj1a4Ny9jf7E7akvpZZv4xIr5OsaIfwDNatPteRKwDfI7GGIsBTcptVcT8qsx8qAspS9I5wGMUkxkvDxwIHD5Iu/dQ/Ja4HgP7qLp6X3ZUZv6ss6lKEgC3ltuqz/kw7Rcyf7Tp+JY240nSABGxMvAiGn3XqW0WMQPcVG6rmBtjIbMkSZPKlOGbSFLf2rbcVi+pvzOaizPzYmB74G8MnKHzLcDp5azrkiRJGt7c2v60iHhai3YvKbfV/dtwhczTabz8HnTlZkkagRjnjySNxTObjsermPjcclvdc200Tt8rSZI0Eb2bxu+FCeyfmd8croi5WWZ+C9ifgb8/vqfDuUrSUzLzY5n57vLzv0O0OxTYHbi6PNX8XusRihXoX5CZNw0aRJLalJmPUEweU02AfGyLdv8AdgEuY+D79/pkDAE8AXwqM5uLAiWpU64C7in3A9gjIj4x1mAR8UmKe7KqL/tXZl7ZXoqStISdKBZVrO6hjms3YGbOBRbWTq3ebkxJkjSxuCKzJLW2Zm0/gd+ONkBm3h4ROwEXAFvRGEzwGuDciHhdZj7WiWQlSZImsVubjncCzhqk3Wtr+wtoDJZaQkQsTzETe/Xj3bx2EpTU11qt1CBJE8lKtf153V6NuVKuyjwXmFmemj4e3ytJIxER0yn6pftHW0QoSaMVEesCm9EojPlJZv5orPEy88cR8VrgTeWpTSNi3cy8u/1sJWnsMvMiYMeIWBN4HrAGxfv6fwDXZaaTikrqusy8f4Tt/g7sEhF7AHsDWzCw37oEODkz72kZRJLalJkZEccBn6cxvvTwiNgA+GRZ2DescnXUr7HkJFptFxdK0iDWru0ncE2H4s4DVi1jrjRMW0mStJSxkFmSWlu1tj83MxeMJUhm3hcRu1CsdPNiGi+J9gB+ERF7ZubDbWcrSZI0ef0eWEyjSPAgmgqZI2I9YE8aBYVXZeYTQ8TcpLq0vOaujmUrqd9U/ciNFCszdNMawIZd/g5Jk1N9Ir2VImK5sb7rGo2IWI5GETPA493+TkkaSkTMAD4OvJlihS6ARRFxGXBUZp7b6lpJatO25bZ6hvxOB2IeQ6OQGWAbwEJmSRNCZs4GZvc6D0kaicz8FfCrXuchqa99FdgP2JjG+NL3APtExA+Bs4EbMvPB+kURsSqwNcXCOvsBq9B47gS4BfjKePwDJPWd+mrJczJzUYfiLkujD1vcoZiSJGmCsJBZklqrr8Awra1AmQ9HxMuAnwKvoPGyaSfgooh4efNLJkmSJBUyc05EXAK8pDz10og4AvivzHysXNnhhzSecRP4v2HCbt10fHun8pXUN24DNqodfyQzL+nmF0bEgXRmsLuk/lOftKV6J3XxOHzvTjQmo0ksrJHUQRGxM3BU7dRhmXnGEO3XBC4ENqXRN0HxLLkbsGtEHJuZB3UjX0l972m1/QSu6EDMKxn4e+YaHYgpSZIkSRpnmbkgIvaieG+/Fo3xpatSTPR+EEBEPEqxWikUk4iuWAtTfxcfwD3AXpn5ZNf/AZL60aO1/RU6ETAilqFYhbl63+W4ekmSJhkLmSWptYdq+9MiYkZmzh9rsMx8PCJeA5wG7EPjhdELgEsiYvfMvLetjCWpAyJiLWAWxQvvqWOJkZm/7WhSkgTfoihkru6hPgIcHBH3AWtT9FfV3+ZR3HMN5T9q+w9n5i0dz1jSZHct8Kza8bbAJb1JRZKGdU25rX74/wxdLmSOiAA+13T66m5+p6S+8xZgq3L/EeDXw7T/AbBZuZ+D/D2AAyPi3sz8QmdSlKSnrFrb78gqNZm5MCLmULzPh2LlLUmSJEnSUigzb42IXSkWy3kejfdX9Qn5ppefQUPU2v8J2Dszb+1CqpIEcF9tf1pEzMrMOW3G3KLcVivL399mPEmSNMFYyCxJrf296XgLoK3CvHJAwb7AfOAAGsU2zwUui4g92okvSWMRETOBN1NMsvB8igLmdiTeZ0rqsMw8KyLOA15F4x5qGrBe1aS2/WJmzm0VKyKWB/asXWNBjaSxuAbYj0Zf8sIe5iJJQ8rMuyLiWmAbivuo3SLiGODgzBysmK8tZRHzt4FdafST12fmXS0vkqTRq96nJ3DBMM+BezGwT4pBmlXPmp+KiNMy87YO5ipJ9T5qZkREu/dh5T1X/X3+vFZtJUmSJEkTX2beFhEvAD4FfJjGxFXDPT9G+ZkLHAl8xZWYJXXZHU3HLwLOazPm7k3H17cZT5IkTTBTep2AJE1gN5Xb6iXQrp0ImoV3At+kMWsUFCt5XQY8pxPfI0kjERFvpXip9C1gF2BlGi+32/lIUjfsC1xEo5/J2qfqf76fmUcOE2cfYEbt+MIO5ympP1xb2w+KFZklaSI7gsa7qAAOBK6KiO06+SURsT1wVRm/+i6Ar3byeyT1t4hYA1ifxvv184e55INNx+cAm1JMkLU1cCmN/mpZioGiktRJ9RVkpgJbdiDmFmWsqv9ylRpJkiRJWspl5sLM/BLwDOAdwFnAbFqP0ZpdtnknsHZmftEiZknj4FqKyROqd/TvaCdYREwB3luLd3tm/rOdmJIkaeKxkFmSWsjMeyhe8lRe1eH4HwK+TGMAaQLrUAyo6vhKOJLULCI+DZwIrMLgRYGjZd8lqasy89HM3B14G0Xx8UMUfc8c4BfA6zLz3SMIVQ1Ir/q+czudq6S+cD2wsHa8bkQ8rVfJSNJwMvN0isK9ejHztsBvI+LGiPh0ROwSESuMJm5ErFBe9+mIuBG4gsbKz5TfdV5m/rRj/xhJgk3KbdXXtFyZISLWpJjAr+r7bgL2zsy/ZuaCzLwReCVwS63NPuVKp5LUKc0TKB/QgZhvbzr+YwdiSpIkSZImgMx8LDNPysy9M/MZwBoUE/PtUH42BdbIzGeUbU7MzMd6mbOk/pGZiynGalWTKuwVES9tI+RngQ2q8MAZbSUoSZImpMi03kSSWomIU4A3l4cJbJmZNw1xyVi+42PA12gMXKgPJs3MnNrJ75MkgPKl0a/Kw3r/A/AIcCfwMLBoLPEz88Xt5CdJ3RIRU4GtaqcyM1sOeJekoUTEDRQrYFXPca/OzOFWA2zn+w4EvlMe+rwoadQiYgbFs+B2LPksmLXtfcBdFJP8PQo8DiwAlqNYvXRFYE1gPYrBU9EiVgDXAHtk5sOd/xdJ6lcR8VbgpPIwgRUyc0GLtm8GTqm1PSAz/3eQdgPutYDnZubNncxbUn+LiDuBdSnukRYCL87Mq8cYaxvgtzRWZP57Zm7YoVQl6SkRMeg9VodkZi7fxfiS+lA5oXvXZObh3YwvSZK0tIiILYAbqkPgQeDlmfm7WpthxzhExHuAb1Ms0hgUv0tumJn3djF9SZLUA8v0OgFJmuB+RVHIXA2+fC9wSCe/IDOPiIi5wDE0Br9LUrdVP65VEycsBo4DjgV+n852I2mSysxFwO+GbShJI3MNsGXteFuga4XMFMWE/lgnacwyc345sdWxNN55NRc0B0WR8poM/Z5qsJVKm2P9EHhPZj7STt6SNIhVa/uPtSpiLu1S218InNWi3QXlturLNgcsZJbUST8APknRzywDXBARe2fmxaMJEhEvBs6kUcScZWxJ6oZuji3z90hJ3XAY3e1fLGSWJEkCMvMPEXEqsD/F/ddqwOUR8XXg25n5r6Guj4gXAp8C9mLgZMlHWsQsSdLk5IrMkjSEiJhFMUh8GYqHpCeAZ2fmP7rwXfsBJ1MMOgBXZJbUJRGxDsXKWlUR8+PAazPzlz1NTJIkaSkTETsBr6qd+kNm/rBX+UjSaJQFMF8GXlSeGmnR8kjaXQF8JjN/M/YMJam1coWtw8rD+zPz6UO0vQnYjKL/ujIzXzRE28eBZcvDD2TmtzuUsiQRESsDtwOrVKco+qZTgKPrq9W0uH4r4P3A2yhWqKne8T8IbJSZ87qUuqQ+FhGL6U5BoOMhJHVFrd8abBK+sari2W9JkiTVRMQKwGXA1tTumSgW1vljud26bJ7ATygKnrcEVq/C1K69BNg9MxePz79AkiSNJ1dklqQhZOaciLgQeEV5anngC8A7u/BdP4yIeRQPaSt0Or4k1exU20/gCIuYJUmSRi8zr6Ao1pOkpU5mXgbsHBHbA68DXgNsPIJLWw0CvRU4GzgzM6/sTJaS1NLC2v60Vo3KyUo3pVF8c/kwcedRDJ5KYKV2EpSkZpk5NyLeB/yoOkVxb7U/sH9E3A1cB9xB0R8BzAQ2ALYB1ivP1Qd3LgbeaxGzpC5rtxiwXgjdycJCSWqlnb6mefKGaDOeJHVdREwHplNM+OcKZ5LGTWY+FhF7AucDz6fxzmoqsBVLPg++sbZP+ffqmiuBN1jELEnS5GUhsyQN7w3AirXjrj0gZebPImIb4Jnd+g5JAqoVaqrBTt/vYS6SJEmSpB7KzKuAq4BPRMTaFKuWbkJR1LwqMINiANQKwOPA/PLzEHALcDPw58z85/hnL6mP1Qv2ZkTEjMycP0i7nRk4IGq4SWiWpzGwykGfkjouM/8vItYCjqxO0ein1gPWbXFpvXimvrrNhzPzp93IVZJKy47hminALGB9YBfg3RTPmNX92H7AvzqVoCQ1+fIYrqn3WzuW+9Uz4ZXARZ1JTZI6JyJmAB8H3kwxARbAooi4DDgqM8/tVW6S+ktm3hsRO1C87zqQxnurp5oMdlm5rdp+D3h/Zi7oZq6SJKm3womXJEmS+ktEfBo4rDx8NDNn9DIfSZIkSZIkaTQi4pXAeeVhAi/JzEsHaXcc8K7ycDGwembOaRFzKvAkjQFU78/MYzqauCSVIuJlwInAmgy+6l/dYH+fDbw9M3/ZnQwlqbMi4hPAlyhW5boT2DUz7+5pUpI0iPLZcF/gK8A6FM+Sn83Mr/Y0MUmTWkTsDBxVO3VYZp4xRPs1gQuBTRl81fgEjs3MgzqaqCQNIyKeDXwM2AdYeZjmjwHnAl/KzD91OzdJktR7FjJLkiT1mYg4CPhWeTgnM1ftZT6S1K6IqFarmQWsRDFr+qhk5g86nZckSZIkqTsi4hnA3TSK+76fme9uajOjbDOTYkDn7zPz+UPEfBbFSvNVzH2GGjAqSe2KiJUpVqk5iGI15pH4O/Bt4HuZObdbuUlSN0TEu4Fjy8M/AC90tS1JE1VErAb8HNiG4jnx45n59d5mJWmyapqM7xFgnaGe+SLiImDX8nCwQoBqhdMvZuYXOpiqJI1IRASwFbA98HRgVWA54N/A/cCNwBU+E0qS1F8sZJYkSeozEbErcFF5mMAKvhCStLSJiB2Bg4HdKF54tyUzp7adlCRJkiRp3ETE74HNKQZmLqIoPD6r9vfjgXeUh0mxqsPnh4i3D/DjWvutM/P3XUhdkgYoB3Y+F9gR2IJiYOcq5Z8fAh4E/gj8FvhTOshD0lIsIn4B7EFxv/W5zDy8xylJUksR8XTgzxT3ZouA7TPzd73NStJkFBF3AOtT3COdkZn7DNF2L+AsGgXMrVZkDmABsHlm3tbZjCVJkiRp9CxkliRJ6jMRsRzFrHYrUby43j0zL+5tVpI0MuXs56cAL6tOdSBsWsgsSZIkSUuXiPgAcBSNgZkJXAXcAWwNPKdqCiwENs7MO4eI9y2KVVGhGOQ508n/JEmSOisiXgWcUx7eD6yVmYt7mJIkDSkiPgN8ieKZ81eZ+fIepyRpkomINYDZNAqT35WZJw7R/tcUE75X7c8FPkHxTmwz4Ehgl/JvCXw3Mw/uQuqSJEmSNCoWMktSmyLiLuAk4OTMvL3H6UjSiETE14EPU7yw/mFmvqXHKUnSsCJibeBKYB0ag9ShUcxcf8CtFzgP9uA74O8WMkuSJEnS0iUilgH+wMCC5VbPicdl5vuGifdPYM3y8JrM3KGD6UqSJAmIiBnAvPIwgZ0y86oepiRJQ4qI5wB/KQ8XA+tk5uwepiRpkomInYFLysMEts7M37douybwD4p3XwH8EXh+fWKYiFgBuAF4dtnmAeDpacGAJEmSpB5bptcJSNIksA7wGeAzEXE5cAJwemY+2tu0JGlIXwTeBKwN7BsR/5uZv+xxTpLUUkRMAc4A1qX48a5acet+4FrgacC2ZfMETgNmAKsDWwHTa38DuAa4dTxyl9TfImJVYBOKAptVKPqm6cAKwOPA/PLzEHALcHNmPtibbCVJkpYembkwIl4N/AZYi4GTWNULmn8HfGSoWBHx0qYYF3c2W0mSJAFk5vyIeBhYqTy1BWAhs6QJKzP/GhELgakUz5g7AT/tbVaSJpkNmo7/Mlij0kuBKeV+Al+vFzEDZOZjEXEk8J3y1GoUv1Pe3H6qktQQERfVDr+Rmee1Ge/VFIvzQLEoxUvbiSdJkiYeC5klqXMCeFH5+VZE/AQ4MTOv6G1akrSkzJwbEa8Ffk0xUOD/ImL/zDynx6lJUitvAl5Io4D5MeAQ4KTMzIg4kEYhM5m5f7UfEVMpftD7WLlNYHPg6Mw8bdz+BZL6QkTMBF4BvIaiz1l9DDEepLhPOxs4PzPnDXOJJI2riFid4t5rDYpJGuYC9wF/yMy7e5mbpP6SmbdHxBbA4RTPjTNrf54LHA8cmpmPDRPqQ+W2WtW5rQFXkiRJGlY1gcxqPc1CkkZmHrAqRd+1fo9zkTT5rFrbfywzFwzRdpfa/kLgrBbtLii31T3X5ljILKnzdqXRz/yoA/HWLmPCwIlLJUnSJGEhsyR1Tn2FhxnAAcABEXEbcCLwv5l5T6+Sk6RmmXldROxMscLphsCZEfEz4LvAZZn5cE8TlKSBqhk3q0HlbxrpTJ6ZuQj4JfDLiHgP8C1gReDkiIjMPLUbCUvqLxHxNODTwIHA8tXpMYZbHXhj+VkQEccCh2fmfW0nKkljFBFB8b7rIGArWvRxEXEzxbuwozPzifHLUFK/yswHgQMj4hBgI4oJFuYAf21ekWYw5eRXvwQurEICV3YpXUmSpL5WvkNbicb4isd7mI4kDat8JzaTRr+1/BDNJWksVqztPzJM2x3LbQLXtpoMOTP/HhELgGXLU09vL0VJkiRJap+FzJLUvjcCbwdeBkxl4CxQATwb+DLwpYj4FfB94OzMfHKc85Skp0TELbXDadVpYM/ykxHxEMWgz9HObpeZ+Zz2s5SkQkTMAl5Aoz86Z6RFzM0y87iIWAR8D5gCHBcRV2bm7Z3JVlI/iogPAV+iGGhQFfYlQ99HxTB/r9osD7wfeGdEHJqZ32gzXUl9KiLWqB3OHU2RcURsAvwU2KQ6NUTzTYGvAYdExFsy8/JRJytJY1C+cx/1yjLl5FdHdz4jSZIkDeKN5bZ6N3Z/D3ORpJHYjmKcbfU+/989zEXS5LSwtj+tVaNy3MSmNPqj4d69z6OYPDkpJpKRJEmSpJ6ykFmS2pSZpwOnR8SawNvKTzWos75K81SKYueXAQ9FxGnASZl5wzinLEkAz6Loo6pBAvX+qtquVn5Ga7SFz5I0nO0ZWBj4/XaCZeYJEfEmYHeKAsFDgbe2laGkvhQRU4ATKPqQej8FSxb5PQncCzxWfp6g6INWKD9rAMs1XVOPNR04IiK2BN6emd5zSRqt2TT6lfcBx43kooh4MXA2sDJLPkO2vAxYD/hlROybmeeMKWNJkqRJLCK2AN5AMYHfpsAsisHlU8YQLjPT8R+SJrSI2Bj4PI3fKAGu6VlCkjQynyy31XuxO3uXiqRJqr6q8oyImJGZ8wdptzMDf4+8Ypi4y9N4l+/vipKWBvV3Yot7loUkSeqasfwAJkkaRGbOzsyvZeZmwA4Uq/zNY/DB7KsChwDXRcQNEfH+iBhLsaAktav5RXW2+ZGkbli76fjK4S6IiGWHafLtqimwT0SsMJbEJPW9r1JMZlUv7AuKQuUzgP8EXkTRj03LzPUy8zmZuVVmbldun1Oen1a22wn4aHn9Y4PEfgtwxHj+IyVNKkOtpLxk44hnUPRHs8pT9fdbVf/0ELCodq5qlxSrR/wgIp7dXtqSJEmTR0Q8LyIuA24APgO8HNiA4p5rKo37qtF+JGlCiogZEfE+imKb+riIWzLzlh6lJUlDiojlIuKbwF403oktAH7Tu6wkTVJ3NR2/oEW7V9X2E7isVcCImMrAVZgfHltqkjSuZtb2H+1ZFpIkqWuckVeSuiAzrwaujogPAnsDbwdeQjGBRPPqXFsCR1GsrHUOcBJwQWY6m5SkbnNgk6Slxaq1/ccz84FB2jzZdLz8IOfqfl1uk2IF1O2Bi8ecoaS+ExE7UBQc15/xHqBYVebUzJzX4tKWMnM2xYqpVwJHRsRKwP5lzNVpFDN/KCJOz8yr2vxnSOo/o52A6iSKQeb1vu5e4BvAucBfqxXiI2JDYE+KvnF9GsXMKwKnUNxvSVJPRUQABwBvBrYAplPcf10EHJOZ1/cwPUl9ICJeD/yAYqxG8yQwYw7bbl6S1EpEHDfGS6cCM4ANgedRvIevJsSqtp/vQIqSNEBENE+QPFL1fmsniufGdauwFP3WqZn5WNtJStJAvy+31XPhW4BL6w0iYgawD417qT9m5pwhYm7YdDy7A3lKUrc9r7b/755lIUmSusZCZknqosx8nGIwwg8iYh2Kgua3ARtVTcptUPxw9/ryMzsiTgZOcgZiSV3ialiSlib11ZUfadGmeQbhNYD5rQJm5vyIeJhiQALAc7CQWdLofI7G4CWAS4A3tphsYUwy82HgmIj4CfATYNfy+6YA/wW8slPfJUnNImJ74KUMHGR+DvDmzFziniwz7wC+VQ5y/y7Fe7Cqj9w2InbLTO+3JHVMRDyf4p6scnxmnj9E+5WAs4FdqlPldgOK4ua3RsRnM/O/u5CuJBER2wA/pDFOo7rPshBZ0kT2Ljo32UI9zvcz88dtxJWkVv5Be/1WpT7pTDWR6X91IK4kDZCZ/4yIPwKbU/Q3b4+In2XmWbVmRwErV5dQvOMayvPLbfVu//YOpixJHRcRzwVeS+M+7i89TEeSJHWJhcySNE4y8x/AYcBhEfFi4B0URctV8Uy9qHkt4BPAx7GvltQFmekLaklLk/qqptNH0AZgHeBvw8RdXNufNdqkJPWviFgV+A8aA5j+DOyVmS0nUGhHZj4QEXsBVwOblKf3iIjVMvPBbnynJAEfqO0ncGFmvna4izJzAfCOiFge2I/GO6+DcOIYSZ31NoqBTQALgPcN0/54iolhYMnVT4PiXfxXImJOZo515UFJGso3Kfqa+m+CFwOnAtcCdwHzM3Px4JdL0lKp+Z5rEfA1LAaU1F2dmCimfs/2b2DPzPxXB+JK0mBOoChWTooV4n8aEVcBdwBbU0zMXv0uuQg4aZh4u9T2n8SCQEljEBG7MLA/GcqrImLNUX7FVIpJGjYtv2dZGhMwXDHKWJIkaSlgcZwk9UBmXgZcFhEHA2+kWKHmxQxczcvZ1yVJkgr1QQHTImK5skCmrpqgobqXegHwm1YBI2IVipfhVftFnUhUUt/YkWJVZCj6kcO6VcRcKVeSPww4rTw1BdgBOK+b3yupr9VXY34MeOsorz8Q2ANYrYyxe0ezkyR4eblN4NeZeW+rhhGxM7APrd+/18//v4g4JzNndzJZSf0tIp4JbE/j/upJ4IDM/EFPE5OkkenE2IXZwOnAdzLTQhpJ3daJleQDWAj8H/CRoZ45JakDjgHey8CC5e3LT32F+AROyMw7h4n3Ohp94Q2DjK+QpJHYFTiUoe+tqj5qz/IzVvXx8wtpjIuQJEmTiIXMktRDmfkoxex4J0XEhsD7gQ/2NClJkqSJ569Nx5sAf2g6dztFgc208viVwJFDxHx1ua1ehD/QZo6S+sszm47Hq5j43HJb/YC30Th9r6Q+ExHPBp5GY2DUqaMdrFlOwPBd4LPlqZkRsVlm/rmz2UrqR+XkVM+mcV/0s2Eu+WjT8TUUA7DuADYDDiu3ANOBDwOf6EiyklTYsbafwH9bxCxpKfHuMV63CJgPzAFuzsx/dC4lSRrSPYytkHlAv0Xx3HhWZt7XwdwkaVCZuTAiXk0xWftaDOzH6hPw/Q74yFCxIuKlTTEu7my2kvrUcBNcjXUCrKxtqxifH8GEDZIkaSlkIbMkTQDlahBvB97Q41QkSZImor8Cj1AMJgfYkqZC5szMiLiYooAZ4CUR8aLMvLw5WESsDHyegS/Bb+hC3pImr5Vq+/O6vRpzpSwKnAvMLE9NH6q9JLVh/XJbTfpy/hjjnEejkBmKIkELmSV1wqYMXI3mmlYNy6Lnl9N4BrwT2C0zHyub3BIRlwM3UgzyDGA/LGSW1Flrltvq/urYHuYiSSOWmSf0OgdJGo3MXKfXOUjSWGTm7RGxBXA48CYavwcCzAWOBw6tvdNq5UPltnr+HK8JmSVNXmMtUh5t7JuBL2emqzFLkjRJWcgsST0SEesCb6MoYN6wOs3YZgWVJEmatMrZh68A/qM89TLglEGa/oiikLkanH5mRHwAOD0znwSIiBcB3wI2oHHf9c/MvLF7/wJJk1B9gMBKEbFcZi7o9pdGxHIMHLTweLe/U1LfWq3p+HdjjFN66wGbAAAgAElEQVRNFlPdd606xjiS1GyDpuM/DdH2JcCy5X4CX28e8JmZD0TEkcAR5alnRMQzM/NvnUhWkhg4KPMRVyaVJEmSJDXLzAeBAyPiEGAjYBWKleL/mpmLh7s+IqYCvwQurEICV3YpXUmT3yXD/P1QGr8Bng9cN8r4C4GHgdnADZl56yivlyRJSxkLmSVpHEXE8sDrgQOA3SgGLdRXjaivCvgEcPZ45yipf0REtcIMwGOZ+dAY46wCrFAeLs7M2Z3IT5KaXECjkPnlEbFsVZxc8yPgM8DGFPdVqwGnAidExH3AyhQFgNXkMdX2691PX9Ikc1dtP4CdgIvH4Xt3YuAz5N3j8J2S+tOKTccPjiVIZj4ZEQ8DM8pTs9rKSpIaVq/tPzHMSjS71PYT+EmLdufSKGQG2AKwkFlSp9xb2x928LkkSZIkqX+VYyFuHsN1i4CjO5+RpH6UmZcCl7b6e0QcWjs8NzOP635WkiRpaTal1wlIUj+IiO0j4liKWaNOoVgBYgqN4pmqkCaA64FDgLUyc9/eZCxpsouIbYB/UBS/3A28pY1wb6nF+UdEbNZ+hpK0hB9TDPIMipX89mtukJkLgXdTTAgDjXusacB6FIXM1f1X5VLgm13LWtJkdU25rfqTz3T7CyMigM81nb66298rqW81Fy43TyAzGgtr+1PbiCNJddNr+w8P03ancpvAjZl5f4t2t1H0d9U93lpjT0+SlnB9bX+liFipZ5lIkiRJkiRJnRHDN5EkSSpYyCxJXRIRa0XEJyLiz8AVwLtoFM9AYzBUUAwOPQrYMjO3ycxjMnPOuCctqZ+8k8YECnOA49uIdTwwtxbvXW1nJ0lNMvNfwN7A/uVn0FWxMvPyst1DDJw0pv6p+qsLgNdkZg4WS5Jaycy7gGvLwwB2i4hjymLjjivjfhvYlUZfdn2ZhyR1w51Nxyu3EWtmbX+oFVMlaTTqz3HLt2oUEdOB59XaX94yYOZiYB6Nd/gzW7WVpNHKzJsoJkyovLRXuUiSJEmSJEkd8IXy80Xguh7nIkmSlgIWMktSB0XEshHxhoj4GXAXcDiwCQOLl6vimcXAecDrgbUz8yOZ+ccepC2pP72SRp90dmaOeTB5ee1ZtVN7tZmbJA0qM8/JzNPKz1CDzy8AngN8FbiFRuFyUKzW/Cvg9Zn5yswcbuUuSWrlCBoTJgRwIHBVRGzXyS+JiO2Bq8r41XdB0cdJUrfcBMyvHW80liARsSoDV2FuXulZksZqXm1/pYiY1qLdTsAyNO6hWj5LlpZh4CSkktRJ/13b/3jPspAkSZIkLfWi8I6I+HVE3B8Rj0bE3yLi+IjYutf5SZr8MvMLtc/1vc5HkiRNfOHCU5LUvvLFzwHAfsAq1ely2zzo6WbgROCUzJw9bklKUikiNgRup9E/vSEzz2wz5t7A6eVhAhu6QqCkiSIilgOeBiwAHixX2ZKktkXEWRSTuNQLjBP4I/AT4ArgmtFMGhMRKwAvpCi6eSPFCoLQKJoGOC8zX9P2P0BSX4mIxTT6kXuBOcNc8kxgufKa92bm98bwnbsCF5WHCeyemRePNo4kNYuI1wJnlIcJ7JiZVw/S7ijgA7V2a2fmvS1iBrCwdupDmXl057KWJIiIX1GsxpzAVzPzMz1OSZIkSZLUYxHxfOBztVPHZ+b5Q7RfCTgb2KU6VftzAouAz2bmfzdfK0mSJEm9skyvE5CkpV1E/B7YvDost/WVl4NidYgfAydm5lXjnqQkDVTvsxK4rgMxr206fi7FyvSS1HOZuQD4Z6/zkDQpvYVilfftGDiJ1RY0CpAzIu6juDeaDTwKPE4xucJywDRgRWBNYD1gDRrPloM9Y15Tfq8kjVVQ9DlrDtOuPgvqHsCoC5mBbZqObxtDDEkazO/LbdVX7QMMKGSOiGWBfWncR93aqoi5tC4DJ48Zqq0kjdXrKZ4jtwU+GRHrAh/JzAd6m5YkDS4ibulxCpmZz+lxDpKWIhHx//U6h8z8Qa9zkLTUeRvw2nJ/AfC+YdofD+xa7le/I1aCoj7gKxExJzOP62CekiRJkjRmrsgsSW0qV7Op1AeuJ3AJxerLPx3NClyS1E0RcTBQrSazMDOX61DcBcDU8vDgzPxuJ+JKkiRNZBGxInAs8GaWHCTQbKgXcUO1r/72Q+A9mfnIaPOUpKYVmUd1KTAXWCszHx/ld14O7Fge/jszVx/D90vSoCLiNmBDin7qcWDXzLym9vcvAp+l0fcdmZn/OUS81wBnlocJvDAzf9eN3CX1t4iYBnwbOICiv3kCOBe4DPg7xQTJo75vy8zfdDBNSQIGPEsO9u5qPGRmTh2+mSQV2ngH1jH2W5JGKyJuBjam6L8uyMw9h2i7M8W41ObfESv18/OBjTNzdkcTliRJkqQxcEVmSeqM+urLfwdOBk7KzDt7mZQktTCztj+3g3HnAatS9Ikzh2krSZI0KWTmo8D+EXEc8GXgRdWfhrisPqAgm7aDtbsC+IyD0iV1wFgHnq8M7EcxYd/IvihifWAHGv3bdWP8bklq5WTgCxT9zDTg0og4A7iDYkX4PWi8u0+G78N2qu0vAv7S6YQlCSAzH4+IjwGrA6+m6MPeUH7GHBbHf0jqrl4UBfaqeFrS5NCzCRh69L2SllIRsQrwbBr9x8+GueSjTcfXAIdSvBPbDDis3AJMBz4MfKIjyUrqCxGxXvO5zLxrJO06abDvlCRJSzd/yJKkznicYqWG72fmRb1ORpKGsaC2P72DcVfEH+UkSVKfyszLgJ0jYnvgdcBrKGZOH06rwVS3AmcDZ2bmlZ3JUlKf27TN60c7EdZ/0ujjEri0ze+XpGbfAA4E1qLoZ5YH9q39vSpgTuCnmfmnYeLtTaPw+aZywhpJ6riIeA/wVYrJYlqtoCVJE8lgk/IN9rfBjLa9JHVaqzEMrVYwHa6dJHXapgx8l35Nq4Zl0fPLabzDuhPYLTMfK5vcEhGXAzdSvDMLiklKLWSWNBp3MvDeqNUEes3tOslJ+yRJmoT8z12S2vde4EeZOa/XiUjSCD1Q218+ImZl5px2AkbEyhSrRlQvph5sJ54kSdLSKjOvAq4CPhERa1PMeL4JRVHzqsAMislkVqCYFGt++XkIuAW4GfhzZv5z/LOXNJll5l/H+SvvB75WOz59nL9f0iSXmY9ExOuAC4GVWHLAVH1A50FDxYqIFwLPpFH47OQLkroiIr4KfIyBg9TrWwtlJE00zy63qwH/A2xH4z7rNoqJ+K6nuOeqJsBaGdgA2Jpisr9n0ejnrgQ+SPEuTJK64Qc0+pzNgOfT6Lco929j8H7rWSx5n3Y98JduJiyp723QdDzUZHwvAZYt9xP4eq2IuTiZ+UBEHAkcUZ56RkQ8MzP/1olkJfWNkb6j8l2WJEkasch00TxJkqR+EhEvA35eHiawd2ae3WbMvYCzajFfm5nnthNTkoYTEcsAz6MoEJwFzASmjiVWZh7ewdQkSZIkSeMkIp4DfBPYnSVXCzwDOCQz7x0mxmkUq9NU170sMy/sQrqS+lhEvAH4SXnYXLj8IHAX8AiwaCzxM3O3thKUpBYiYj2KyWM2oui3bgY+lJm/HOH1LwOOpHiXn8CtwB6ZeXd3MpYkiIgPAP9NUfAXFBMpHAOcnZnzW1wzA3gt8D5gB4o+awHwscz81njkLan/lP3VUeXh45m54hBtvwkcUh4uBtbKzPsHabcxxT0bFH3Z6zPzrOZ2kjSYiFjMwHdXmZlLjMdqatfRFFp9pyRJWrq5IrMkSVL/uYriZXY1QOr/o5gtvR1vaTq+us14ktRSROwMHAzsBSzXobAWMkuSJEnSUqhccf5lEbEmsBWwCjAHuDYzHxju+oiYCvyTYoVBKAZeXdKdbCX1ua+U22pFwHkUK2Sdlpl39iopSRpKREwDLqCxqvIvKCZJfmzIC2sy8xcR8QKKSZH3ADYGzo+IbTLziS6kLanPRcQngS+Xh08C78vME4e7rixwPhU4NSLeQVH4vBzwPxGxQmYeMWQASRqb6bX9h4dpu1O5TeDGwYqYS7dR9H9VncBaY09PUh+6i5EVKI+0nSRJEuCKzJIkSX0pIq4GtqEYLLUYeFFmXjXGWDsAl1eHwB8zc8uOJCpJNRGxHPBd4G3VqTZDVoNGncVTkiRJkiRJXRMR21JMAFq9j7oP2Dkzb+lpYpI0jIj4PPBf5eGdwOaZ+egYY60I/AlYn6I//EJmfrEDaUrSU8rxC5cBUyjGQuyVmeePMdaewDkU92+LKMZVOKm7pI4qJ1+oJl6fl5mzWrSbDjwEVGMbjs7MDw0R935gNYr7rk9n5tc6l7UkSZIkjd6UXicgSf0iIt4ZEY+Wn0d6nY+kvncSZfEexT3hmRGx0WiDlNecWR2W8U7qTIqS1BARU4D/oyhiDhp9Tjuzc7VbCC1JkiRJkiSNxNbltnqn9WmLmCVNdBExFTi4PEzgsLEWMQOU1x5WhQcOKd/9S1InHUYxBiKBk8ZaxAyQmT+jMf5hCo0+TJI6aV5tf6WImNai3U4UKyxX4xwub9GusgyN8RSOjZAkSZLUc8v0OgFJ6iPLANVLpnYKbiSpE44HPgmsQ9EnPR24LiI+CJySmUP2UxERwFuBo4CVafRr/wKO6VbSkvrau4BXM7B4OYAHgWuAvwEPU8yGLkmSpDGIiPqA9EMy8/ttxnsncHR5mJk5vZ14kiRJS7HVmo5P70kWkjQ6L2Rg/3V2B2KeCXyv3F8N2A64sgNxJYmIWAvYtXbquA6E/S5wAMXvki+JiDUzc3YH4kpS5Z6m4y2BwVZ/f2XT8WWtApbjumbWTrnwjiRJkqSes5BZkiSpD2XmkxHxXuBcGitArAycCHwhIn4E/Ba4HZhTXjYLeBawI7AvsG7t2gAWA+/LzCfG8Z8iqX98loEFzPcAHwV+mpkLe5aVJEnS5FKfhK8Tvx84sZ8kSVKh/t58bmbOa9lSkiaOzWv7j2Tmg+0GzMx/R8R8oJroanMsZJbUOTvQWHV0MXBdB2L+jmIi5WoF+R2BMzoQV5Iqvy+31Tv0fWgqZI6IZSnGalVjtG7NzHuHiFkf0wUwVFtJkiRJGhcWMkuSJPWpzPx5RHwK+BqNFU4DWB/4+DCXVz/+1Qeifyozz+14opL6XkRsQWMF+aBY/X3HzLyrp4lJ0jiLiNWBZ1bHmXlND9ORNHlZcCxJktR5d9f2l+9ZFpI0OvXVmKNlq9Grx2pesV6S2rFBbX9uZi5uN2BmLo6IecAqFO/N1m83piTVZeYdEfE3YEOK+6SDIuInTb8Dfg5Yg8b4rvOGCfv8clsVM9/e2awlSZIkafQsZJYkSepjmXlERDwEHE0xeKq+2umQl9baPQ68PzNP6E6WksRW5bb6ke1zFjFL6lOvB44p9zu1WqokSZIkqfvqq2lNi4i1M/OenmUjSSPzWG1/xYhYIzPvaydgRKxBsRpz9Vvj4+3Ek6Qm9QljZkXElHaLmSNiKrAyjX7LSWkkdcPJwBco+pppwKURcQZwB7ANsAeNid8TOHGYeDvV9hcBf+l0wpIkSZI0WlN6nYAkSZJ6KzOPB3YAfk7xwru+2vJgH2ptzgW2s4hZUpc9ren4jJ5kIUkTQzDwnk2SJrKptf2FPctCkiSpxzLz7wwsZt6rV7lI0ig0T7jwug7E3LvcVu+2nNRBUifdW9sPinEQ7dqegeNs7+9ATElq9g0a90VJMWnCvsCnKIqY62O5fpqZfxom3t40xnjdlJmPdjZdSZIkSRo9C5klSZJEZt6YmXsCWwJfBH4DPMLAQpkoz11KMQvoFpn5msz8Y2+yltRHlq3tz8vMOT3LRJIkSaOxWm3/kZ5lIUmSNDF8rrb/6YiY0bNMJGlkrim31ep/n4uImWMNFhErU/SFWTt9dYvmkjQWd5Tbqp95XwdiHlxuqyLCO1o1lKSxysxHKCaNmU9j1eUBTcrzfwcOGipWRLwQeGbtuks7mqwkSZIkjdEyvU5AkiRJE0dZlPxUYXJELE9j4PmDmflETxKT1O/uq+37HCtJkrT02K62f1/LVpIkSX0gMy+MiK8DHwWeAZwZEa9xZSxJE1Vm/j0irgG2pSiCWQv4WUS8KjPnjiZWWcR8Xhkjy8+15Yr1ktQplwEPAbMoCv72i4hzM/PHYwkWEftSrIhaFRDOoZgUXpI6LjOvLYuQvwnsTmMCBShXYgYOycwHhgn1wXJbFUT/rNO5SprcIuKiXucAZGa+tNdJSJKkznIAuCRJkloqC5fv6XUekvreDbX9FSNilqsyS5IkTVwREcBbgJfTWDnipt5lJEmSNDFk5sciYjHwMeAlwI0R8Z/AuZnZvOKWJE0EhwI/p1HEtyNwU0R8HPhJZi4a6uKImAq8EfgaxSQOVZwsY0tSx2Tmwog4FXg/jf7m1IhYBzgyMxePJE5ETAE+AhzOwH7rlMxc2JXkJQnIzL8CL4uINYGtgFUoJlG4dgQFzNW91z+B/6lCApd0J1tJk9iuLLky/HgabGV6SZI0CYS/hUnS+IiIA4HvlIeZmVN7mY+k/hURqwHPrZ36V2be2qt8JGkkIuIOYH2KF9X7ZOYZPU5Jksadz5WS2hURbwbePESTeuHxn4G7R/kVU4GVgY3LbbViRFKsFPGdVhdKkiRNdhHxX7XDVwIvLPcTuB+4Avg7MJcxDNbMzC+2m6MkDSYiTgAOoFHMR7n/IHA+cD1F/zWv/NtMivf5WwOvAFZvug7g5Mx8R9eTl9R3ImIm8BdgzeoURd9zM3AscE5m3tni2g2A1wDvATapXRvAv4BNM3PeYNdKkiRNFuUkfD0vZHY8hCRJk4+FzJI0ThxwLmmiKPujY2qn3p6Zp/QqH0kaiYg4BPgmxYvyqzJzpx6nJKnPRcQaPfjat1GsXgM+V0oag4g4lGLFq1Y/DERtf6w/HjTHCOAhYKPMnDPGmJIkSUu9IQaBNhf3jYnPiJK6pVzZ7wfAPjT6qpH2Xc3tAjgd2HekK6NK0mhFxE4UEy3MqE6V26ovmsuSEzCsB8wapH0A84FXZOYVXUxbkiRpQijfYfWa4yEkSZqElul1ApLUR+4Fru51EpIErMbAH97O7WEukjRSxwBvAnYCto+IT2fm4T3OSVJ/m01vZiGur3wjSRNRvW8M4HHgAIuYJUmSnlKt7FdpfrYczTNf9YzoDPaSuiYzF0XEfsAfgM8Cy7Pks9+glzKwgHkB8GXgcIuYJXVTZl4REa8AzgDWYMlJGGaVn+bzT4Wonb8f2NsiZkmS1Ed263UCkiRpcnJFZkmSpD4TER8Hvloezs/Mmb3MR5JGKiJWBy4CNqcYQPA/wKcy84meJiapL/VwFuKnBqk7A7Gk0aqtyDweHgLOAf5fZv5pnL5TkiRpwuryc6TPiJLGRUQ8B/gE8EZgxaY/tyoIfAz4MXBEZv6luxlKUkNErAIcBbwZmMLIJ3+pJoo5DfhwZj7YnQwlSZIkSZL6h4XMkiRJfSYi3g58vzy0kFnSUiEi1i53ZwHfA3agGEDwAHAycClwJzCHMaxAk5n3dCRRSX2jHIDeqxdrFjJLGpOI2Ah4Vqs/A+fT6NuOBn4+yq9YCDwMzM7Mu8aUpCRJ0iRVTirTNZn5hW7Gl6S6iJgJ7A5sB2wJrEbx/h6K9/QPAr8HrgZ+nZlze5GnJAFExPrAe4BXA5tRFDUPZjHwZ+Bc4HuZeee4JChJkiRJktQHLGSWJEnqMxGxLcWgASgGqK+cmfN7mJIkDatFwWC1qkO7D7aZmcu0GUNSn6n1S80rzHSbKzJL6pqme673ZeZxvcxHkiRJkiRJ6qSImAFszuATMNzk2AlJkiRJkqTucKC2JLUpIh6tHR6Smd9v2Xhk8d5JseINFAPTp7cTT5IG8TuKH+FWK49fApzTu3QkacTqxYJJo8hmvIsIJQlgPlA9ryVwMHBHl7/zlcD7u/wdkuS9lSRJkiRJkialslD5ql7nIUmSJEmS1G8sZJak9k0rt0ln+tVlmmJKUkdl5uKIOAH4eHnqg1jILGnp0OreqJ17Jgt1JI3V9cDOteOHM/MX3fzCiNigm/ElCXhFbf9PPctCkiRJkiRJkiRJkiRJ0qRhIbMkdYYFx5KWNocD+wNrArtGxIcy86ge5yRJQ7kH77kkTSzXUBQyV33TtsBpvUtHktrX7QkZJEmSJEmSJEmSJEmSJPUfC5klSZL6UGbOi4jXAb8CVgK+HhFrAodm5hO9zU6SlpSZ6/Q6B0lqcm3T8bY9yUKSJEmSJEnqsYh4PvCK6jgzD+9hOpIkSZL+f/buNFyyqjr4+H/1wNR00w3KICqTBkFFmRUTEIdXRSXBvCQoGCCiRNRE8E1UjFFxisaBgIAaFBWiRAUVFHEOgihgQEBAZjQKzaRNN9DQdPd6P5xT1rnFrTvVqXtu1f3/nqees8+pXeuu/nL6DHvtLUmSJM0wFjJL0swzt9Je3VgWkoZeZl4aEc8BvgQ8FfhH4LCIOB34EXA1cG9mPthgmpIkSTPVpZV2AM+MiDmZubaphCRpukTEAmADIDLzrqbzkSRJGiYR8WTg2a39zPxCg+lI0kTtAbwPyHLfQmZJM1pEvBY4qdzNzFy3yXwkSZJmioj4l6ZzAMjM45rOQZIk1ctCZkmaeTaptB9oLAtJQy0i1nQcSooCnE2BY8pPq+9kw2dmep0pSZKGWmb+OiLuBh5THloP2An4RXNZSVL9ImIR8CpgH4qCms2B+eXXSZf3DBGxA8V9JsCyzLy9z6lKkiQNi+cBJ1f2LWSWNEiCdjGzJM1kc2g/1/K8JUmS1PZuZsb1kYXMkiQNGQtMJGnm2bPSdkUbSf0yWnVyjvGdJEmSHu0y4CW0r6N2x0JmSUMiItajGCBwJLBh6/AkQnwa2Kts3wI8ub7sJEmShl7rumsmDBqVJEmSJEnS7NPEONLWgjw+E5MkaQjNaToBSVIhCq8GXkxxA5bAL5vNStKQy45Pt+OT+UiSJM0mP6d4idb67N7nv/dj4PXl56g+/y1Js1hEbE8xWcNbgIWMLKSZ6P3fCbTPj9tGxN59SFWSJEmSJEmSJElSvaZSxDyZ8aTd+roIjyRJQ8wVmSVpHBFxMHDwBLu/KSL+YpJ/Yi6wEfAn5bY6MPQHk4wlSZPhQx9JkqTeHAd8sLK/pp9/LDOvA67r59+QpIh4AvBDYHPaM563CpLXAA8D608g1NeAZRTPuwAOoJiQQZIkSZIkSZIkSdLM9J4p/ObFwJ603ysCLAWuAG4D7iuPbQRsDexM8S4S2kXMPwO+M4W/LUmSBoSFzJI0vifRXiW5m9ZN147lZ7KqxYStm7hlwJemEEuSxpWZc5rOQZL6ISJeC5xU7mZmrttkPpKGW2aupSjok6ShEBEBnANsQftZ2IPAJ4AzgauA1wGnjBcrM1dHxHnAq8pYL+xHzpIkSZIkSZIkSZLqkZkTLmSOiDnA8cAetN8tngGclJmXjPPbPYE3UrxLhKIQ+hLgmMwca8y+JEkaUBYyS9LMUL3hCuAh4PDMXNZQPpIkSYNqDu17XR9qS5IkTc6hwDNoX0fdCLwsM29sdShqnSfsexSDDwLYISIW+7xLkiRJkiRJkiRJGgqfAI6keBf4B+CAzPzxRH5YFjpfEhGnAmcDS4C/B+ZTFDhLkqQh40p8kjRx0eUzkT4T/SwDPg/snpnn9PefI0mSJEmSJI1wNEURcwD3A/tVi5in4KqO/R16iCVJkiRJkiRJkiRpBoiIlwN/R/FecRXwgokWMVdl5gXAC4FHylivj4j96sxVkiTNDK7ILEnjOwP4WZfvAjiP9io1JwLfnmT81cAKYGlm/mZKGUqSJEmSJEk9iIgtgadTPOdK4ITMvLnHsL8qt61nZ9sBP+0xpiRJkiRJkiRJkqRmvavctt4rXjHVQJl5eUScALyFYmz+uynG50uSpCFiIbMkjaMcsNl10GbEiEWZr83M7/Q9KUmSJEmSJKlee5bboBhwcGavATNzZUQ8DKxTHlrSa0xJkiRJkiRJkiRJzYmI7YBdKoc+V0PY0ygKmQF2jYhtM/OWGuJKkqQZYk7TCUjSkIjyI0mSJEkSABHxYOXztzXEe00l3gN15ChJFZtV2qsz85qa4q6g/dxsw5piSpIkSZIkSZIkSWrG7pX26sy8tteAZYzVFBMuA+zRa0xJkjSzuCKzJPXuJZV2XQM8JUmSJEmDb71ym9TzHG5eR0xJqtPiSnt5jXEX0D5nPVRjXEmSJEnSzHEucFPTSUjSJNwB/KTpJCRJkgbU4yvt+2uMuwJYQvFuccsa40qSpBnAQmZJ6lFmfqfpHCRJkiRJM5YFx5IGxbJKe2EdASNiAbA+7XPhvXXElSRJGnI/Ag5vOglJmozMvB24vek8JGmiMvMc4Jym85AkSRpQcyvtxRGxTmau6iVgRKxDMfFy672itU6SJA0Z/3OXJEmSJEmSJEl3V9rzI+LxmfnbHmPuVm6DYtDB0h7jSZIkDb3MvAG4oek8JEmSJEmSpC7u6NjfF+h1YbB9Kd4pgu8VJUkaSnOaTkCSZouIWBARj42ITZvORZIkSZI0kKqzGq9uLAtJw+ractua5fx5NcR8aaW9FrikhpiSJEmSJEmSJEmSmnNjuW29Vzy6hphv6dh3oj9JkoaMhcyS1AcRsSgi/i4ivhQRt0XEQ8Byitmhbh/jdztExI7l53HTlrAkSZIkaRBsUmk/0FgWkoZSZl4LVFdgPqqXeBGxCDiCYgBDAldm5n29xJQkSZIkSZIkSZLUuJ/RHg8fwAsj4q1TDRYRbwNeQLsw+o7M/GlvKUqSpJnGQmZJqlFErBcRHwb+FzgJ+CvgicA6FDdqrU83nwauLj8X9DdbSZKkoXQH8JPyc3HDuUhS3fastO9qLAtJw+xrtJ9f7R4Rb+gh1qeAxbSfhZ3eY26SJEmSJEmSJEmSGpaZSTHmPSiKjwP4QEScEhEbTTRORGwUEZ8E3qw0NmoAACAASURBVF+J04otSZKGTBTXEJKkXkXE9sBXgR1pD9DsPMkGxf3b3C4xDgT+q/LbfTPzx31IV5IkSZLUZxGxlvZ94eszc0ov2yIigEOA02jfb34tM/9v71lKUltEbA7cDKxHcb5ZDRyVmadW+hwJnFLuPuo5V0TMBz4JHE57wMHdwFaZ+VDf/xGSJEmSpL6JiCXAy4FdgadQTGC1CBh1DMQ4MjO3rzE9SZIkSdI0iYh1gCuBP2kdong3+AfgS8A3gCsy896O320M7AL8OfBKYAkjC6KvB3bKzEem4Z8hSZKmkYXMklSDiHgC8DNgc0beTAGsAR4G1mf8QuZ5FKtqtWajOiEzj+5j6pIkSZKkKYqIg4GDx+jyYtqFzNcC/zvJPzGX4v7wT8ptddKsN2bmKd1+KElTFRHvAN7LyFnPfwScAHwXOJRRCpkjYjvgpcAxwBMYec46PDO/MF3/BkmSpOkUEf/SdA4AmXlc0zlIGl4RsQnwYYpB5utWv+ohbNexE5I0U0TEa4GTyt3MzHXH6i9JkjSbRMSTKd4jbtE6VG6rRUoPAsvL9iJgg2qISv8AbqdYBOzGviQsSZIaZSGzJPWoXBnrcuAZtG+kHgA+AZwJXAW8jjFWqumIdwbwqjLWdZn5tP5lL0mSJEmaqoh4F/AuRr6EG9Gl0p7qQ7jOGEExg/F2mblsijElaUwR8UXgIEYWMwOspRhosKTcT+A3wCbAgtbPK98F8MnMPGoa0pYkSWpERKxl6vd8tbEYUFK/RMQzgfOBx1LP8y4YZxJ4SZopIuJIJjjmS5IkaTaKiCcBZwFPp32fONFJr6r9rwFeYRGzJEnDa07TCUjSEDiUdhEzwI3ALpn59sy8Mic/Y8T3ym0AO0TE4prylCRJkiQNnqx8AniIYmVTi5gl9dNhwGmMLGIOipXil1T6BbAVsGHZbvVvnbNOBt40LRlLkiQ1Lxr4UNlKUu0iYguKIuZNGXnPB72fvyRJkiRJAy4zbwJ2pZgE/j5GTno81oey73Lg3RRj7y1iliRpiM1rOgFJGgJH0x6cuQLYLzNv7iHeVR37OwA/7SGeJEmSJKm/JjL4stcBmn8AzgE+kpnX9BhLksaUmauA10TEfwMfBB7X+mqcn7YGpN8JHJuZp/UtSUmSpJllKvd8o11bdYvTra/FgJL67TiKIubqIPO7gS8BPwFuoRgnsaaR7CRJkiRJjcvM1cB7I+IjwF8D+wN7Alt0+ckdwCXAucCZmblyWhKVJEmNspBZknoQEVsCT6c9O9QJPRYxA/yq3LZeBG6HhcySJEmjioglwFOAxcAiilUCJy0zv1hnXpJmjTOAn3X5LoDzaN/bnQh8e5LxV1MMBF2amb+ZUoaS1IPMPD0izgReDRwE7AVs0KX7auBS4KvApxxwIEmSZpH3TOE3L6YYzNmaLBlgKXAFcBvF6jUAGwFbAzsDm5fHWveZPwO+M4W/LUkTEhHrA4fQPlclcDrwhsy8v8ncJEmSJEkzT/l+8HPlh4h4DLAJxbgugGXAvZl5TxP5SZKkZlnILEm92bPctl7andlrwMxcGREPA+uUh5b0GlOSJGmYRMR2wOuAA4GtagprIbOkSSsnsuo6mVXEiIWxrs1MB5hLGjiZ+QjwWeCzETGPYlK/zYCNKZ5f/Z5iNa5fZuaKxhKVJElqSGZOuJA5IuYAxwN70C5IPgM4KTMvGee3ewJvBF5VHtqTYuWaYzJztBWbJalXfwasS3ti9+9n5qHNpiRJkiRJGhRlwbJFy5IkCbCQWZJ6tVmlvTozr6kp7grgMRQvAzesKaYkSdLAi4h/AY4F5tNeraZXDvSU1E91naskqXGZuZpilUBJkiRNzSeAIynuFf8AHJCZP57ID8tC50si4lTgbIrJkP+e4jnZG/uTrqRZbuty25rY/b3NpSJJkiRJkiRJGmQWMktSbxZX2strjLuAdkHNQzXGlSRJGlgRcQrFSsytosBqAbKFgpJmopdU2nVNfCVJkiRJGkAR8XLg78rdVcALMnPSk8Rk5gUR8ULgpxRFzK+PiPMy87z6spUkADaptNcAFzeViCQBRMQNDfzZRQ38TUmSJEmSpKFjIbMk9WZZpb2wjoARsQBYn3Zhzr11xJUkSRpkEXEgxWo1Sfs6KSgGT90A3AKsKPclaUbIzO80nYMkSZIkacZ4V7lN4ISpFDG3ZOblEXEC8BaKZ2TvBixkllS3hyvt+zJzbWOZSFLhSRTXUtM9wXETf1OSJGmolePlFwB3Z2aO11+SJA0+C5klqTd3V9rzI+LxmfnbHmPuVm6D4kH40h7jSZIkDYPjKu0A7gfeD3wmM+9pJiVJkiRJkiRpfBGxHbBL5dDnagh7GkUhM8CuEbFtZt5SQ1xJarmt0nZFUkkziYUukiRJAygiNgT+CTgY2Lo8vCYiLgSOz8xzm8pNkiT135ymE5CkAXdtuW09IH9eDTFfWmmvBS6pIaYkSdLAiognA9vTnu38PuDPMvNDFjFLGgYRsSAiHhsRmzadiyRJkiSpL3avtFdn5rVde05QGWM17feUe/QaU5I6XEz7HDMvIv6kyWQkaRQxTR9JkiR1iIi9I+LyyucV4/TfHPgZ8A5gG9rXWvOAfYGvR8TJ/c5bkiQ1xxWZJakHmXltRPwW2LI8dBTwhanGi4hFwBG0XwZemZn39ZalJEnSwGsNwgyK66TjMvPKBvORpCkr7/teBewDPBvYHJhffp10eV4XETvQHjC1LDNv73OqkvRH5blre2AxxSpcc6cSJzO/XGdekiRJA+Txlfb9NcZdASyhuJ/ccpy+kjQpmbk0In4AvKA8dADwoQZTkqRHKJ6ht94ZfhK4t89/cxfgJX3+G5IkSYPoEOCZZfsB4Afj9P8isGPZzlG+D+DIiLgzM99TT4qSJGkmsZBZknr3NeBNZXv3iHhDZp40xVifohgQCsVN2um9JidJkjQEOlco/WIjWUhSDyJiPeA44Ehgw9bhSYT4NLBX2b4FeHJ92UnSo0XE1sBrgQOB7WoKayGzJEmaraoTwSyOiHUyc1UvASNiHYr3in9cLbWXeJLUxTuB51E8x/p/EfEfmfn7hnOSNHtdDexc2T8/M8/p5x+MiCOxkFmSJGk0Lyy3SXFd1nXhrojYH3gu7edYo42VyPL42yPiPzPzphpzlSRJM8CcphOQpCHwQWAl7Ruoj0fEEZMJEBHzI+IzwF/Tvkm7h6KwWZIkabZbr9J+IDPvbCwTSZqCiNgeuAx4C7CQ9ku5rHzGc0L5uwC2jYi9+5CqJAEQEccC1wFvA55E+/zTy0eSJGk2u6Njf98aYu7LyGutpTXElKQRMvMS4F0U55qNgXMiYlGzWUmaxS5j5HOmPZpKRJIkaTaLiE2BrWiPdThvnJ/8Q8f+OcAOFGPCdgEuoH2dNx84up5MJUnSTGIhsyT1KDOXAh+guIFKitnOPxUR34+I/ctVt0YVEdtFxN8DNwKHtQ6Xcf4xMx/qa/KSJEmD4d5Ke21jWUjSFETEE4AfAjvSvt+jbK+lmBhrIr4GLKv8/oAa05SkP4qITwDvBdalfd6a6KQLkiRJGt2N5bZ1TVXHYMy3dOzfUENMSXqUzHw/8D6Ke8RnA7+IiFdEhJNWSZpul5bb1jXV7k0lIkmSNMs9pdy27gsv79YxIjYH9qG9YNgvgVdk5vWZuSozfwHsR/Fsq9XnQO85JUkaPvOaTkCShkFmvj8ingocRPsmat/ysxZYXu0fEbcCmwALWodaocr2pzLzC9OQuiRJ0iC4qtJeGBEbZOaDjWUjSRNUvlg7B9iC9sCqB4FPAGdSnN9eB5wyXqzMXB0R5wGvKmO9sB85S5rdIuIvgaMYWbjcmnjhZuAWYAWwppEEJUmSBtfPgNsp7g8DeGFEvDUzPzSVYBHxNuAFtN8t3pGZP60rWUlqiYhjy+ZDwE8pCpm3Br4C3BURFwG3MXICvgnLzA/Ukqik2eKySjuA3ZpKRJIkaZbbumP/ujH6Pp/2AowJfDQzRyxkkZkrI+LjtMdObAJsD/yq91QlSdJMYSGzJNXnMIqVtA5n5EDPucCSSr8Atur4bbX/ycA/9C1LSZKkwXMpcDfw2HJ/H+DbzaUjSRN2KPAM2vd8NwIvy8zWSlxMchLh71EUMgewQ0QszsxlNeUqSQDHVdpBMfnCB4H/yMy7mklJkiRp8GVmRsSngXfTLj7+QERsDbwtM++bSJyI2Aj4EPDaSpwEPl1/1pIEFCsxVwuUq2MbNgNe0WN8C5klTca1wAPABuX+4ojYLjNvbjAnSZKk2WjjSntlZq4ao+8+lfZq4Otd+p1fblv3nU/DQmZJkobKnPG7SJImIjNXZeZrKAaq38HIVZbH+lD2vQt4TWa+MTNd1UaSJKlUzsL5icqhNzWViyRN0tG0B5bfD+xXLWKegqs69nfoIZYkjRART6I4r7TOW8uBvTPz/RYxS5Ik1eJfgevLduua63XAzRFxYkS8ICI26fxRRGxcfncicDNFEXN1VqwbKCafkaR+6pyNrzreofX9RD+jxZOkcZXvDC9v7Zbb3RtKR5IkaTbboNJ+YJy+e5XbBC7LzOWjdcrMXwPVgujNpp6eJEmaiSxklqSaZebpwDbAEcD3KVZp7vaCbg1wMXAMsG1mntZEzpIkSQPgw8B1FNdQL4qIQxvOR5LGFBFbAk8vdxM4oYZVIVqzDbcGaG3XYzxJqtqz0k7gvZl5ebfOkiRJmpxyZZr9KSZEhnYx88bAUcB3gLsiYkVE/K78rADuLr87quwbld/eDuyfmY9M6z9G0mxTLT4eqzh5svEkaSouZeT5p9+FzDcA/1l+vtjnvyVJkjQoVlfa63XrFBGLaU+kDHDROHGX075nXDjl7CRJ0ow0r+kEJGkYlYMFPgt8NiLmUQxe34xicME6wO8pBh38MjNXNJaoJEnSgMjMhyNif+C/gS2BT0fERpl5QrOZSVJXrYLA1gDzM3sNmJkrI+JhivtKgCW9xpSkiseW29Z56z8bzEWSJGkoZeaNEfFc4CyK94etQZzVor4F5WfUEJX+1wCvyMwb+5CqJLW8v+kEJKnD8cD5lf27+/nHMvNHwI/6+TckSZIGUHVV5Q0jYsPMvH+UfnvTfu6VwE/Gibsu7edfOVZHSZI0eCxklqQ+y8zVwBVN5yFJkjToMvPmiNgL+AqwB/DxiDgC+CRwAXBbZj7QZI6SVLFZpb06M6+pKe4K4DEUL+02rCmmJAGsX2k/mJlLG8tEkiRpiGXmTRGxK/B24GhgceurcX7aWnXwPuDjwAddiVlSv2XmO5vOQZKqMvN3wO+azkOSJGmW+03H/q4UY7c6vazSTuDCbgEjYi7FKsytZ2QuFCZJ0pCxkFmSJEmSNONFxKqOQ0kxcPNpwImVfmuZ/IycmZnr9pahJD3K4kp7eddek7eA9nnuoRrjStK9lfaaxrKQJEmaBcqJkN8bER8B/hrYH9gT2KLLT+4ALgHOBc7MzJXTkqgkSZIkSZL0aFeW29bYhUPoKGSOiA2BA2mP8bo6M5eNEXObjn0nXZYkachYyCxJkiRJGgSd969J+0F3VI7PnULsyRY+S9JEVF/ALawjYEQsoFgxtXXeuneM7pI0WVdX2gsjYn0LZCRJkvqrvN76XPkhIh4DbEJ7cqxlwL2ZeU8T+UmSJEmSJEmdMvN3EXE1xQIUARwWEd/KzK9Xuh0PbNT6CfCNccLuXG6j7H9zjSlLkqQZwEJmSZIkSdKgGK3guNci5Bi/iyRNyd2V9vyIeHxm/rbHmLuV29aLO2cgllSnS4F7gMeU+/sA5zeXjiRJ0uxTFixbtCxJkiRJkqSZ7jMUxcpJsfDEWRHxM+BWYBdge9qLVKyhnMhvDPtU2o8A19WcryRJaticphOQJEmSJGmCog8fSeqXa8tta8KF59UQ86WV9lrgkhpiShIAmbkGOKly6A1N5SJJkiRJkiRJkiRpRjsZ+FXZbhUsPwt4JfAU2uOyEvhMZt42TrwDyr4JXJGZq+pOWJIkNSsye128SpI0mohYRDGb1GJgEcVsU5OWmV+uMy9JkqRBFBFTupaaqLJwR5JqFRG/AbYsdy/LzGeN0udI4JRyNzNz1PNdeY95G7BReeiKzNxttL6SNFURsR5wBe0Z0g/NzDOazUqSJEmSNAgiYn2AzFzZdC6SZq+IeDnwrcxc23QukiRJwy4itgN+DGxBe5L3EV2A/wH2HuteMSKeD3yvEuNDmXlszelKkqSGzWs6AUkaJhGxNfBa4EBgu5rCWsgsSZJmPQuNJQ2orwFvKtu7R8QbMvOksX4whk9RTJQFxcu703tNTpI6ZeZD5WDPCygGHJwaEYsy8+SGU5MkSZr1ImIBsAC4O52xXlLDImJXYD9gL2AnYGNgnfK7VcDvgauAiykKCi9vKFVJs883gKURcTrwucy8rumEJEmShlVm3hwROwEfAP6aYuGvlvuAU4F3TWDCqzeX26AYD/HNunOVJEnNc0VmSapJRBwLvJPi5VzUFLbralySJEmSpJktIjYHbgbWo7hPXA0clZmnVvqMuSJzRMwHPgkcTvHCLoC7ga0y86G+/yMkzUoRsRXwVWBXinPPlRTnoguA2zLz4QbTkyRJmjUiYkPgn4CDga3Lw2uAC4HjM/PchlKTNEtFxIuAfwGeVT3cpXt1UNrFwHsz87v9yk2SACJiLSPPP5cCnwX+KzOXN5OVJEnS8CvHNmwHLAGWAddn5toJ/G4ucBQwpzyUwIlO5CdJ0vCxkFmSahARnwBeT/sFXfXk2ktRs4XMkiRJkjTAIuIdwHtpFyEn8CPgBOC7wKGMUsgcEdsBLwWOAZ7AyPvNwzPzC9P1b5A0e0TEg9VdRk7YV33etapjfyIyMxf0kJ4kSdJAi4i9geMrh96XmWeP0X9z4PvADoz+vjGBT2XmUbUmKkmjiIh1gI9RjIuA0e8VR/1ppZ3AScD/y8xV9WYoSYVKIXPneeoh4CyKVZp/2ERukiRJkiRJs5mFzJLUo4j4S+ArPLp4eS3Fylu3ACsoZkeftMx8Za85SpIkSZKaExFfBA5iZDEzFPeNyylmJKY8/htgE6BV7FcdbBXAJx2kLqlfyoGeVa3zVS8T9f0xlhP2SZKk2SwiPg0cUe4+ADw+M+8bo/8PgeeWu6MN7GjdXx6Xme+pMVVJGiEi5gBfp5h0r/psC8a/X+zsm8C5wAGuriWpHyJiKbBpudv5bKu1/xvgNODzmfnraUxPkiRJkiRp1rKQWZJ6FBHXUMyE3hpU/iDwQeA/MvOuJnOTJEmSJDWvXLHmFOBwJl8UWO1/MvAPmTmlibIkaTyVFWtqD42FzJIkaZaLiFuBrSiut87OzAPH6Ls/RdHgWPeQrXeTq4CnZeZN9WYsSYWIOB74ex5dlPy/wNnAz4FbgdbkDBsB2wC7AQcAT2Tk+SyBEzLz6L4nL2nWiYi5wEsonse/DJjP6BMwZPm5APgMxfXZQ9OYqiRJkiRJ0qxiIbMk9SAingTcQHugwHLgeZl5eaOJSZIkSZJmnIh4NcXEV48rD433YK41oOpO4NjMPK1fuUkSjLoic50sZJYkSbNWRGwKLKV9H3jEWPd4EfEDYN9K/3OBt1IUCu4IfBzYp/wugU9m5hv6kLqkWS4ingpcSfs5VauA+Wjga+OtqhwRAfwF8DHakzkEsAZ4RmZe26fUJYmI2AQ4BDgMeEZ5uNsqzSuAM4HTMvOS6cpRkiRpNinvEQ8HDgZ2AhZQPDP7IXCy4+8lSRpuFjJLUg8i4mDgdNoPtf8pMz/aYEqSJEmzTkRsASwGFgFTKo7JzItrTUqSuoiI+cCrgYOAvYANunRdDVwKfBX4VGaunJ4MJc1mEbFuP+Nn5sP9jC9JkjRTRcTewH+XuwnskplXdum7OfBbiuKaAK4Gds7MtZU+6wNXAE8u+9wDbDZeQaEkTVZEnAn8Fe0xEZcA+2XmsknGWQR8G3h2JdaXM/OVdeUqSWOJiGcCfwu8EtikPNytqPl64LPA6Zl557QlKUmSNEAiYmfgnZVDp2bmeWP0Xwh8g/bkfFH5OikmvPrnzPxw3blKkqSZwUJmSepBRLyZYuZgKG6itszMpQ2mJEmSNPTKAU8HAwcCO1MUMPciM3Nez4lJ0iRFxDzg6cBmwMbAOsDvgbuBX2bmigbTkyRJkiTVJCL+BvhcuZvA+pm5qkvf1kTKrb6HZ+YXRul3JHBKpd9TM/NXdeYtaXYrn13dC2xIMcD8TmCHyRYxV+ItAa6heBYWFKufbpKZq+vJWJLGV042uj/FKs0vAubRLmCGkUXNa4DzKYqaz83MNdOXqSRJ0swWEccDf1/urgK2GmsSmIj4L4qxXjDy+gtGXoO9PjM/XWeukiRpZnCgtiT1Zv1K+0GLmCVJkvqrHPT5cYoVmGHk7JySNFDKQZpXNJ2HJEmSJKnvNq60V3YrYi7tU2mvBr7epd/55bY18PNpgIXMkur0bGAhxXkmgfdNtYgZIDP/EBEfAE4oD20IPAu4qNdEJWmiMvMR4CzgrIjYDPgbiqLmHVpdym1QjK99afm5JyLOyMy3TG/GkiRJM9aLy20CPxiniHlviiLm6rVWVfX4RyLiHMfkS5I0fOY0nYAkDbh7K21n3ZQkSeqjiDgWOA1YwsiZOFufyZrKbyRJkiRJkqTJ2qDSfmCcvnuV2wQuy8zlo3XKzF9TrHbTstnU05OkUW1VblvP48+uIeZXy23r+fzWNcSUpCnJzDsz898y86kUEyt8CriPke8ho/w8FnhzI4lKkiTNMBGxBHgy7Xu7b43zk87JYC4FXgI8BXgFcB3ta7AFwNH1ZCpJkmYSV2SWpN5cXWkvjIj1M3NlY9lIkiQNqYh4PvC+crdzds4HgNuAFTi5jCRJkiRJkmae1ZX2et06RcRiitUAW8+/xluldDnwmLL/wl4SlKRRPLbSfigz7+g1YGYujYiVtM+Fjx2rvyRNl8y8FLg0It5MUUxzGPD8SpfOVQMlSZJmsx0YOfnLpd06lkXPL6Y9ScxtwL6V8fY3RMRFwC+ALco+rwTe2pfMJUlSYyxklqTeXArcQzFAAGAf4Pzm0pEkSRpaHyi3rYfaa4FPU8yMfmVmurqyJEmSJEmSZqrqqsobRsSGmXn/KP32ZuQg0J+ME3dd2kXPPh+TVLfquLLVXXtNXjWWY9ckzSiZ+TDwpYg4D/gn4G0NpyRJkjQTbd2xf80YfZ8HzC/bCXy0c9GwzLwnIj4O/Ft5aMuI2DYzb6kjWUmSNDPMaToBSRpkmbkGOKly6A1N5SJJkjSsIuLxwO60i5gfAvbLzNdn5i8sYpYkSWpWROwVESdFxIURcXlEnBcR/xgRmzadmyRJ0gzxm479Xbv0e1mlncCF3QJGxFxGrsK8YmqpSVJXd1faG0bERr0GjIhFjDx33d2tryQ1ISJeGBFfBG7HImZJkqRuHlNpP9xZmNxhn0o7gS936Xdux/5OU0lMkiTNXM5qKUm9+xBwELA9sF9EHJKZZzSckyRJ0jB5TqWdwL9l5nebSkaSelUO2NweWAwsAuZOJU5mdnvBJ0lTEhHbAkdUDn07M8crnjkFeE31MMU124uAt0fEEZl5dj/ylSRJGiBXltvWhHyHABdUO0TEhsCBtCfzuzozl40Rc5uO/aU15ClJVbd37O8HfKnHmPuV29a9Y+ffkKRpFxHbAYcDrwYe3zpcbp1QWZIk6dEWVNrjTa7XGveVwC8ys9uEVjcBj9Cucdpi6ulJkqSZyEJmSepRZj4UES+nGGywBXBqRCzKzJMbTk2SJGlYbFZuWwObPttgLpI0JRGxNfBaikHp29UU1kJmSXU7DHhr2Z7IddeHGVn4nLQHdwbFhA1nRsSfZ+a3a8xTkiRpoGTm7yLiauBpFNdJh0XEtzLz65VuxwOt1U4T+MY4YXcut61nZjfXmLIkAVxMexB5AMdGxFcyc/VUgpWTYb2d9oQNjwA/qSlXSZqUiFgA/BVFAXOruKZavNw6VwXwIHAWcNo0pylJkjRTVSd7Wbdbp/Ka6+mV/hd1DZi5NiKWA5uU/RfVkKckSZpB5jSdgCQNg8y8CdgL+B9gHeDEiLg8Il4XEdtHRNebNEmSJI1rw0p7ZWb+urFMJGkKIuJY4DrgbcCTaA9+6uUjSf3wMtrnmZ+Uz7xGFRFPBd5Me2BndXBnVI7NAz5brjAoSZI0m32G9nXSXOCsiPhJRJwREddSFNG0BnWuAT43Trx9Ku1HKO47Jak2mXk/xSDz1rOoHYH/iIipPps6hWIAOxTnuwsz84HespSkyYmIfSLic8BS4FSKIubO51mt/Z8CrwO2yMxDM/O/m8hZkiRpBlpeaS+MiPW69HsO7cmxYIxC5tI8Rk6aLEmShogrMktSjyLiweou7Qfaz6R4Edfqt4qRM1BNRGbmgp6TlCRJGmzLKu1VjWUhSVMQEZ8AXs/IlRz++PX0ZyRJo4uIDRg5I/o3x/nJW2k/CwP4LfAx4FaKwe3HUMyYDrAp8CbggzWmLEmSNGhOBv4O2J72+8RnlZ/O1f8+k5m3jRPvANrXYldkps/NJPXDvwL70j5v/Q3wuIj4u8y8dSIBImIrinPgiytxEvhQXzKWpA4R8UTgMOBQYOvW4XLbWbx8B3A6cFpmXj+tiUqSJA2O2zv2nwFcMkq//Tr2L+wWsJw0q7oKsxNfSZI0ZCxklqTedc4i1fmAu2UqqzJPtvBZkiRpGF1baW8UEes4MFPSIIiIvwSOon2fCMV94lrgZuAWYAXFSluS1LQdKVYGhOKcdXG3jhGxPu3CmQDuBfbMzKVll3Mi4izgMmBh2ecQLGSWJEmzWGaujoiXAz8GtmDke8DqPeP/UEwK01VEPL8jxo/qzVaSCpn5vYg4n5FFyC8AfhUR5wFnAT8Hbs3MhwEiYl2KQsHdKO4dXwqsw8jVTr+dmd+f3n+NpNmkXBXw/1IUMD+XaT7vegAAIABJREFUkeO4Op/ZPwKcC3wWOD8z105nrpIkSQPoynLbuqY6kI5C5oiYDxxE+17yxsy8c4yYT2DkJMpj9ZUkSQPIQmZJqsdoBce9FiG7MpckSVLhYopCv4Xl/nNwcKakwXBcpR3AgxRFfP+RmXc1k5IkdbVNx/4vx+j7XGAB7UGf/14pYgYgM2+MiBOBd5SHnhIRj8vMzhnaJUmSZo3MvDkidgI+APw1I1eZuQ84FXhXZq4cJ9Sby21rcOc3685VkipeBVxEMQFWawD6fGD/8gNARDxSNud3/L5aOBjANcDBfcxX0iwWEXtRFC//Fe13i9XzUHX/Kori5f/MzHunK0dJkqRBl5m3RsQtFO8XAzgqIr6cmZdWur0T2JT2+8Txnl/tXG5bz7turjdrSZLUNAuZJakeFh1LkiT1SWauiohTgaPLQ6/BQmZJM1xEPAnYgfYAzeXA8zLz8kYTk6TuNq+0V2XmfWP03afctgYSnN6l31dpFzIDPAOwkFmSJM1qZZHMkRHxRmA7YAmwDLh+Iqv/RcRc4LtAayXTBH7ap3QlicxcFhH/h+Ie71mMnNS9OlZindF+zsjCwZ8CB45zzylJvbiI9nN5aJ+HWisy/x74InBaZl7RSIaSJEnD4fPAeyiutdYDLoiIs4Fbgd2AF9K+DkvgtHHiPafSXgNcV3fCkiSpWRYyS1Lv1m86AUmSpFngOIpVah4HHBQRX8jM7zackySNZc9KO4H3WsQsaYbboNJeMU7fP620r8/MX3fpdw3FQIM55f4Tp5ibJEnS0MnMR4BfTeF3a4AT689IkrrLzNsj4k+BY4FjgMWtr8b5aauQ8A/Ax4B/Lc9jktRv1UkU1gLfoSie+UZmrmosK0mSpOHxMeBIYAuKa691gYMq37cKmBM4KzOvGSfeK2gXPv8yMx+sPWNJktQoC5klqUeZ+XDTOUiSJA27zLwvIv4C+AGwEPhKRLw6M89pODVJ6uax5bb1cu4/G8xFkiZiTqXd9d1BRMwHdqE9GPTCbn0zc3VELKdYZTCBRTXkKUmSJElqQLlq/Psi4mPAIcB+wLNpPwfrdDfFCszfAs7IzJXTkqgktSdRuBH4HPCFzPxdc+lIkiQNn8x8ICIOAL5PMZarc6KrVlHybcBRY8WKiD2AbWkXPl9Qd76SJKl5FjJLkiRJkgZCZv48IvYGzga2Ab4WEd8CPglcmJnjrRwoSdNp/Ur7wcxc2lgmkjQx1WuphRExLzNXj9JvD2C9sp3ARROI3Rq4ML+H/CRJkiRJM0C5Ktanyw8RsTmwMcUkVlCsvnxvZt7ZTIaSZrkHgC8Dp2XmRJ5bSZIkaYoy87KyCPkE4AW0J5SBciVm4I2Zec84of6h3LYmiv9W3blKkqTmWcgsSZIkSZrxIuKGym6rcCaAl5afjIg/AMt49Ayf48nM3L73LCVphHsr7TWNZSFJE3dXpT0H2AG4epR+L+nY77oic2mjSvuBKeQlSZI0a0VEAIcDBwM7AQuApcAPgZMz8/IG05MkAMoJ/JzET9JMsVk54YIkSZKmQWZeD7yonOTqmRSTXC0DLptAATMRMRf4HfDvrZDAf/cnW0mS1KTInOz4bkmSJEmSpldErKV4UN2aefOPX9UQPjNzbg1xJOmPIuLZwE/K3QQ2zMyVDaYkSWOKiKcA19K+1vqXzHz/KP1uArahuA7738zcaoyYmwF3VGK+OjO/WGvikiRJAyIidgbeWTl0amaeN0b/hcA3gH1ahypfJ8WkWf+cmR+uO1dJkiRJkiRJkiSpTnOaTkCSJEmSpEnonI0re/xIUr9cClRnF96nW0dJmiFuAO4s2wEcHRFPqHaIiCOAbcvdBM4fJ+YzK/EAbq0hT0mSpEF1KPAX5Wc/4H/G6X8q8Fza11LVZ1oBzAM+GBGv60eykiRJkiRJkiRJUl3mNZ2AJM1WEbEXcDCwE7AAWAr8CPh8Zt7VZG6SJEkzVB2rL0vStMjMNRFxEvCu8tAbGL/gT5Iak5lrI+JLwJspimM2Bi4rz2W3ArsBr6ddOJPAF8YJ+6yO/etqTVqSJGmwvLjcJvCDzLyzW8eI2Bs4kPZEfJ3PxarHPxIR52Tm0jqTlSRJGmYR8WTg2a39zBzvOZckSZIkSZJ6EJkuQCVJvYiIbYEjKoe+nZkXjtF/LnAK8JrqYdoDDu4DjsjMs+vOVZIkaVBFxHb9jJ+ZN/czvqTZKSLWA64Atqe45zs0M89oNitJ6i4iNgWuBxa1DtF+ZtW5f2FmPneceFcAzyh3r8/MHerLVpIkaXBExBLgnsqhN2XmyWP0/wbwctrXXpdRTJR1K7Aj8L5yS9nnI5n51rrzliRJGlYRcSTwx+uxzJzbYDqSJEmSJElDz0JmSepRRBwHvKPcTeApmXnTGP0/ChxdOdQ5GBRgNfDnmfntOnOVJEmSJE2viHgScAGwBbAKOGasweqS1LSIOAD4MjCndajcVlf9uw/YIzNvHCPOnwC/qvzuM5n5uvozliRJmvkiYi/gonI3gT0z8+dd+i4BlgLzKK69bgOempkrK30eA/yC4l4zgN9m5hP79g+QpIqImAc8HXgKsJhiMqwpFQBm5gdqTE2SJqwsZD6l3E0LmSVJkiRJkvprXtMJSNIQeBntAZ0XjVPE/FTgzYxevEzl+DzgsxHx5My8v85kJUmSJEnTJzNvKgesfxXYFTgxIo4APklR4HxbZj7cZI6SVJWZX4uI/YBPAVtXvmo9w/olcMhYRcylN1V+l8B5deYpSZI0YLbu2L9mjL7PA+aX7QQ+Wi1iBsjMeyLi48C/lYe2jIhtM/OWOpKVpNFExN7AG4D9gXVqCmshsyRJkiRJkiTNAhYyS1IPImIDipmGWwXI3xznJ2+lPXgT4LfAx4BbgR2BY4BNyu82pRjw+cEaU5YkSZIkTZOIeLC6S3EvGMAzaa/0QESsYuSEVxORmbmg5yQlaRSZ+b2I2A74M2AXYAmwDLg0M38y3u8jYi6wOfCdVkjgu31KV5IkaRA8ptJ+uLMwucM+lXYCX+7S71zahcwAOwEWMkuqXUSsQzEp36GtQz2GbD0jm+zzMEmSJEmSJEnSgLKQWZJ6syMwt2wncHG3jhGxPnAA7Zdy9wJ7ZubSsss5EXEWcBmwsOxzCBYyS5IkSdKgWq9jP2nfE1YHfK47hdgO9JTUV5mZwI/Lz2R/uwY4sPakJEmSBld1IqoV4/R9TrlN4BeZeXeXfjcBj9Ae97HF1NOTpNFFxBzgK8DLaD/Paj2XmmpBc6+F0JIkSZIkSZKkAWMhsyT1ZpuO/V+O0fe5FIMUWgPX/71SxAxAZt4YEScC7ygPPSUiHpeZt9eUryRJkiRpeo1WcNxrEbKDPSVJkiRpsFTvA7tOZhURC4CnV/pf1DVg5tqIWA5sUvZfVEOektTpCODltMc5QHvi9kspVoJfAaxpJDtJkiRJkiRJ0kCwkFmSerN5pb0qM+8bo+8+5TYoXvCd3qXfV2kXMgM8A7CQWZIkzXoRsQXt4r2VmfmHKcZZAqxf7q7tnFxGkmpm0bEkSZIkaXmlvTAi1svMh0bp9xza4ziSMQqZS/PofWVUSRrLPzPyPHM78BbgrMxc3VhWkiRJkiRJkqSBYiGzJPVmg0p7xTh9/7TSvj4zf92l3zUUsxXPKfefOMXcJEmShkZE7AZcUjn0ZuDEKYY7BDi+bGdE7JSZ1/aSnyR1sf74XSRJkiRJs0DnpMXPYOSzrpb9OvYv7BYwIoKRqzA/MLXUJGl0EbET8HiKQuYA7gD2yszfNJqYJEmSJEmSJGngWMgsSb2ZU2l3PadGxHxgF9ozFXcddJCZqyNiObCk7L+oW19JkqRZ5DW0V5X5A3BqD7FOBd4DLC73jwCO6SGeJI0qMx9uOgdJqktELAB2B7YANqaY4C8y88ONJiZJkjQYriy3rXeFB9JRyFy+TzyIdsHgjZl55xgxn1D2a8Ucq68kTcUzy23rXPNOi5glSZIkSZIkSVNhIbMk9aa6CvPCiJiXmatH6bcHsF7ZTuCiCcRuDTqY30N+kiRJw2I/2tdH38jMlVMNlJkrI+LrwGHlof2xkFmSJOlRymKaVwOvo5ikb+4o3UYtZI6Id1MUOwNcn5mf6UeOkiRJgyAzb42IW4BtKAoCj4qIL2fmpZVu7wQ2pXgGlsA3xwm7c7ltFRjeXG/WksRjO/bPbiQLSZIkSZIkSdLAs5BZknpzV6U9B9gBuHqUfi/p2O+6InNpo0r7gSnkJUmSNDQiYhuKFWZahczn1hD2mxSFzAFsExFPdCUJSZKktoh4LnA68LjWoVG65SjHWrYAjijbKyPivzLz/voylCRJGjifB95DcQ21HnBBRJwN3ArsBryQ9mrMCZw2TrznVNprgOvqTljSrFeddH15Zi5rLBNJkiRJkiRJ0kCb03QCkjTgriq3rUGb+3fpd1Clz28z87ZuASNiM0aen+/uJUFJkqQh8LRy2yqe+XkNMS/r2H9qDTElSZKGQkS8GfgesCXta7Bq0fJYBcwtnyh/G8D6wF/WmaMkSdIA+hhwe9lOYF2Kd4hvpyhirl53nZWZ14wT7xW0r8t+mZkP1puuJI2Y2N3FMiQNmx8Bh5efv204F0mSJEmSpKFnIbMk9eYG4M6yHcDREfGEaoeIOALYttxN4PxxYj6zEg+KWdglSZJmsydW2msy8397DVjGWE17sOdWvcaUJEkaBhHxKuCjwFxGFixfRbEq4A8YfXXmETLzauBXlUMvrTFNSZKkgZOZDwAHAPfTXnV5RJfy+K+Bo8aKFRF7MPL94wW1JitJhSsq7Q0iYnFjmUhSzTLzhsz8fOvTdD6SJEmSJEnDzkJmSepBZq4FvkR7sMHGwGUR8c6IOCQijgdOoj3wAOAL44R9Vsf+dTWmLEmSNIgWVdr31Rh3Oe1rtEVjdZSk6RQRe0XESRFxYURc/v/Zu/dw68qyXvzf+31BUM6g4AEVQzykW6XwQFZQbWOHpqbhVvNcStbPnWnpzt/+Wdn5oOXZPKYmmmX+1JLQy41aYgF5IA9bTEUzQRAFAROE995/zDmd8128p7XmXGu8a63P57rGNZ5nrGfc617/jGvNMZ/7earq3VX1q1V15NC5ARvb+DnzinF38j7rrCR37+7ju/tnk/z1MkK+YxI6yY8sLFEAgHWqu89Lcp8k7x1fqpkjSd6W5MTu/tpuQv3SzP1J8neLzBMgSbr7oxktrjDxo0PlAgAAAADA+rbP0AkAbAC/n+SJGRW/dJIjk/zGzM8nRc6d5B+6+0O7iffQmfaF3X3F4lIFAFiXrptpH7DAuDfLjXe+AViYqvqeJD83c+nM7v6HXYzfmuTlSX529nJGz6pTkvxaVf1cd//NauQLkOR/JTkw0/+RXp3k9O5e6f9MH55pH15Vx3T3RXPkBwCw7nX3Z5KcUlW3THKvJIcluSLJeXtQwDz57PgfSV44CZnk/auTLUCen+RF4/Yzk3gvBezVqupxM90Pd/dn54x3XJITJ/3u3t0GFgAAAADsgEJmgDl196VV9aQkb81op/vZ3Zd7pn9lkifvKlZV3SnJPTOdLLrTCe4AAJvI7ATO/arq0HkXe6mqQ5Lsn+n/XZfPEw9gJ56Q5Nnjdid57W7G/2G2L3yefKZMRp8rD03ylqp6SHefucA8AVJVleRRmb7L+kSSp85RxJwkFyzp3znJRXPEAwDYMLr7kiR/v4L7bkjyrMVnBLBDL0vy35PcP8n9quo53f27A+cEsCt/nul79acmmauQOaPd6F8201fIDAAAALACW4ZOAGAj6O63Jzk1yRczLWLOuD2Z+HnSHqzy+bSZ+5Lk3YvMEwBgnbpkSf+kBcScxJj833XpAmICLPWgTD8Xfqi7/21nA6vqbkmenmnxcs/cWzPX9kny2qo6cHVTBzahE5IcMW53kt8fF8nM40sz8ZLktnPGAwAAYA1197YkP5XRnIdK8ltV9YKq2m/YzAB2qXY/ZNnxFh0TAAAAYFOxIzPAgnT3e6vq2CQ/lOT7khyW5Iok53b3h3Z3f1VtTXLLJGdNQiZ5zyqlCwCwnvxTkm2ZThB4dJJ3zBnzMUv6/zxnPIDtVNXNkvyXTIv3/nY3tzw704LlJPlykhck+UKS703yjEwLDI/MaCGs31tgygB3Gp8nz6KzdjF2j3T3tqq6OskB40sHzxsTAACAtVNVtx43H5nkVUlOTPJLSX6mql6f5ANJLspobkTvKMaudPdXFpMpwHaW/TwCAAAAYHUpZAZYoO7uJB8cH8u994Ykpy08KQCAda67r6yqf8lol8BK8vCqul93/9NK4lXViUkenulup5/objsyA4v2vUm2jtud5JydDayqm2a0s83kuXR5kvt292RH+ndW1duSnJfkoPGYx0QhM7BYR860v9Xdly8o7rVJDszoGbf/gmICAACwNr6c7QsCJ++vbpHkmeNjpTrmrgEAAAAAbApbhk4AAAAA9sCfZ7o74JYkb6+qY5cbZHzP2yfdcbw/X0yKANu5w5L+J3Yx9uRMdyvtJC+cKWIeXez+bJIXZ7o7/V1mdsQBWIR9Z9rXLTDuoZlOer9igXEBAABYGzVzJKPPeL3k+koPgL3d7MJ83x4sCwAAAIB1TiEzAAAA68Grk/z7uN1JjkpyflU9rqp2O9mpRh6f5Pxsv9vgxUletuhkAZLccqZ9XXdfuYuxJ43Pk+fZG3cy7q+X9O+5ksQAduKymfYhVTX39wdVdZtMd6dPkq/NGxMAAIA11zPHzq4v9wBYL24/075qsCwAAAAA1rl9hk4AAAAAdqe7v1NVP5/kXZnupHxIktcl+c2qekuSc5J8LtOd/g5NcsckP5DkkUluO3NvJdmW5Kndfe0a/inA5nGzmfbuJjf94Ez7M939xZ2M+2SSGzJdnPB2K8wNYEe+OtOuJPdK8pE5Y95/Jl4n+fyc8QAAAFhbX4nCY2CTqqp9kjwo0+fgRcNlAwAAALC+KWQGWEVVdUCSeye5VZLDM5rIXt39h4MmBgCwDnX3mVX1a0n+INNdGyqjldCftZvbJ7uczk64+rXuftfCEwUYmd3JdKfv4Kpq3yTfl+nz6R92Nra7r6+qbyY5bDz+4AXkCTDxTxkt9DL5v+khmb+Q+bEz7asWEA8AAIA11N1HD50DwKyqOjijxYz3xBFVtdwFQbdmtJjyXZM8JaNFk5PRO3nvtgAAAABWSCEzwIKNJ6E/NqOX2d+X0QvupXZYyFxVv5Hprl2f6e7XrEaOAADrVXf/UVV9I8mLk+yXaeFf7fyu0a0z476d5Gn+1wJW2ewuzAdV1T7dff0Oxt0nyf7jdif5xz2IPXmm7TtHfgDb6e6vV9X5GS3KV0meWlUv7O6vryReVd03yamZPrPO7u5ti8kWAAAAgE3ql5M8dzdjJt8b/vb4mMdkYeUkeducsQAAAAA2rS27HwLAnqqqk5N8PsmrMpr0uU9GL7Nnj125VZJnjo8XVtWBq5YsAMA61d2vTnJikjOz/f9YvZMjM2PeleS+ipiBNXDpTHtLRrs37MhPLOnvdEfmsUNm2tcsNymA3Xh1Rv83dZIjkryhqpa9IGpV3SrJmyfd8flFC8kQAAAAgM1u6Vysnc3L2tW4PTlmfbC737cKfwsAAADApqCQGWBBqurpSd6b5DbZvpgmO2jvzEsyfRl+0yQPX2SOAAAbRXd/rLsfmOSeSZ6X5IMZFfQtnWBwTZIPJPnNJPfo7od0978OkzWwyVwwPk8+Cz54J+MeOTPmy9190c4CVtVR2f593mXzJAiwA69L8tlxuzJabOE9VXWHPQ1QVackOTfJMeNLneSc7j57gXkCAAAAsLntaoHj3Y3ZkyOZft/4viSPWL0/BQAAAGDjW/ZOCgDcWFU9OsnzM92xZlLIfEGSjyS5XZIf212c7v7Xqvo/Se4yvvTAJK9feMIAABvEuCj5u4XJVbVfRrsHJsnl3X3tIIkBJBcm+WqSIzP6jPjLVfWG7v73yYCq+rkk35PpxKi/303Me01uHY//wqKTBja37r6hqp6Q0eTM/TJ63pyU5NNVdWaSMzN9b5UkqaofTnLzJMcnOTWjZ9XsO7Irkjxhbf4CAAAAADa4K5J8cRc/v32mhcjfSHLVMuNfP77nkiQfTfLO7v7n5SYJAAAAwPaqe082CAVgZ6rqyCT/luSAyaUkZyV5Rnd/ejzm9CQvH/+8u3vrLuL9XpJnj7uXd/ctViVxAAAAVlVVvSDJ0zMt5rs0yUszKkA+IclTM1pocFLw98Pd/aFdxPv1JL8+7naSI7r7ilX7A4BNq6pOS3JGprvAT55TmelP7Oj65Ll3XZKHdfe7VylVAAAAAPiuqtqW6fuqp3b3K4fMBwAAAIAROzIDzO9/JTkw05fgr05yeq98pYgPz7QPr6pjuvuiOfIDAFjXquqIJHebuXRxd392qHwAluH3kzwxycEZfWY8MslvzPx8UhjYSf5hV0XMYw+daV+oiBlYLd39V1V1WUbFzLfM9L3XbKFyllzLknGXZlTEfM5q5goAAMDwqurJGS3gl4wWd99vyHwAAAAAANi7bNn9EAB2pqoqyaMy3WXmkxmt5jnPdvcXLOnfeY5YAAAbwU8nOXvmuN+w6QDsme6+NMmTkmybXMros+PSHUu/meTJu4pVVXdKcs/MFD6vQsoA39Xd78/oufOCJFdnx0XMk/5sAfN1SV6S5J6KmAEAADaNLRltqDE5AIbypZnjqoFzAQAAAGDMi2OA+ZyQ5IhMJ2z+fnffMGfML43Pkwmgt50zHgDAendEti+cedeAuQAsS3e/vapOTfJnSY6Z+dHkufaJJI/Zg53mnzZzXyd59yLzBNiR7r4sya9U1W8leWCSkzJaVOaoJIdl9B3DlUkuS/KxJO9N8rfdfckwGQMAAACwmXX3MUPnAAAAAMCNKWQGmM+dxufJRPKz5g3Y3duq6uokB4wvHTxvTACAde76mfY13X3FYJkArEB3v7eqjk3yQ0m+L6PivyuSnNvdH9rd/VW1NcktM/3M2Unes0rpAtxId1+Z5Izx8V1VVd29dIdmAAAAAAAAAACA71LIDDCfI2fa3+ruyxcU99okB2Y0OX3/BcUEAFivLh06AYB5jQv9Pjg+lnvvDUlOW3hSAHNSxAwAAAAAAAAAAOyOQmaA+ew7075ugXEPzaiIORnt0gUAsJl9cqZ9QFUd2N1XD5YNAMAGVFVHJ/nhmUsXdvf5Q+UDAAAAAItUVYcmuV+SWyU5PMnNklR3P2/QxAAAAAA2AYXMAPO5bKZ9SFVt6e5t8wSsqtsk2ZppIfPX5okHALAB/EuSy5McMe7/aJJ3DpcOAMCG9OAkL57pn5ZEITMAAAAA61ZV7Z/kSUmekuTuSWoHw3ZYyFxVv5fkgHH3/3T3y1YlSQAAAIBNYMvQCQCsc1+daVeSey0g5v1n4iXJ5xcQEwBg3RovFPOamUu/NFQuAAAb2GEZvY+avJM6a8BcAAAAAGAuVXVKki9ktHjfPTKaL1tLjl05JMkvjo8/qqqDVi9bAAAAgI1NITPAfP4pybZMd09+yAJiPnamfVWSjywgJgDAeve7SS4et0+uqqcPmQzAvKrqgKo6uaoeVVW/WFW/WlXPGjovYFO7dqZ9VXdfM1gmAAAAADCH8fv2v0tyVEYFy71kyNL+jrw404Ln/ZOctsgcAQAAADaTfYZOAGA96+6vV9X5Se6d0Uvrp1bVC7v76yuJV1X3TXJqpi/Lzx7vQAgAsKl19zer6qeSvDfJQUmeX1W3TPLr3X3tru8G2DtU1b4ZLV71lCTfl2TrDob94U7u/Y0kNxt3P9Pdr9nROIA5XDLT9t0BAAAAAOtSVT0hye+Pu53RnK5tSc7PaEOJOyT5b7uL092frqpPJfne8aVTk7x20fkCAAAAbAZ2ZAaY36szXbnziCRvqKplT/asqlslefOkOz6/aCEZAgBsAN19bpL7J/lkRv8v/WqSL1bVH1XVqVV126q62S6DAAykqk5O8vkkr8poMax9Mt3JYXLsyq2SPHN8vLCqDly1ZIHN6oKZ9k2r6rDBMgEAAACAFRgvhPySjOZxTYqY35nkLt19Ynf/YpJ3LCPkZGwlOXmBqQIAAABsKgqZAeb3uiSfHbcryU8keU9V3WFPA1TVKUnOTXLM+FInOae7z15gngAA61ZV3VBVNyT5eEarnk8mHhyZ5BlJ3pXkoiRXTcYu47h+qL8L2Byq6ukZ7Sh/m0wLlntmSN/opht7SaYFzzdN8vBF5gjQ3Rck+crMpQcMlQsAAADrzsVJPjQ+zhk4F2Bze26S2YWPX9rdD+3uz60w3odn2octZz4YAAAAAFPVvSfzJAHYlao6Mcn7kuyX6e7M30ly5vi4a5JfGg/vJD+S5OZJjk9yapJ7zdxXSa5Icu85XqIDAGwoVbVtB5cnH2h3t4vp7nR3b50zBsAOVdWjk7wx23/m64x2Pv1Iktsl+bHx8F0+j6rqU0nuMr7/bd39iFVMHdiEquo5SX47o+fMR7v7hIFTAgAAAIA9UlVbklya5LCM3sV/LMkJ3b1tybjTk7x83N3de/nbZbSYcjJ6Z/ag7j5zwakDAAAAbHj7DJ0AwEbQ3R+uqscnOSPT3e5vkuTB42NWJTl7ST+ZTmi/LsljFDEDANzIzlbimmeFrnmLoAF2qqqOTPKKcXfyme+sJM/o7k+Px5yeaSHz7rwjo0LmymiBLIBFe0GSxyc5LsnxVfUH3f3sgXMCAAAAgD1x7ySHj9ud5A+WFjGvwL9n++8ij54zHgAAAMCmtGX3QwDYE939V0kekOSrme6wlXF70p8ctYPrldGqoD/a3e9e0+QBANaHWoUDYDX9ryQHzvRfneTUSRHzCnx4pn14VR2zwjgAO9Td307yk0kuzuh/pV+pqr+oqpsPmxkAAAAA7NZxS/rvmTdgd3eSq2cuHTRvTAAAAIDNyI7MAAvU3e+vqnuyz9y9AAAgAElEQVQmeXaSJ2f68nrpLoFLi5yvTfKqJL/T3V9di1wBANaT7rYQF7CuVFUleVSmC1d9IslTx5OeVuqCJf07J7lojngA26mqW2c0MfPhGb2rultGz7KHVdU7kpyd5F+TXJ7tJ3Duke7+yuKyBQAAAIDt3GKmfU13f2NBcb+T6WYV+y0oJgAAAMCmopAZYMG6+7KMdqv5rSQPTHJSkvslOSrJYRk9e69MclmSjyV5b5K/7e5LhskYAACAVXBCkiMymtjUSX6/u2+YM+aXxudJMfRt54wHsNSXs/2CfJPFGPZP8ojxsVId30kAAAAAsHpm3z1dv8C4h2T6zuyKBcYFAAAA2DRMGgJYJd19ZZIzxsd3VVXNuQMXAAAAe787jc+TXRrOmjdgd2+rqquTHDC+dPC8MQF2oGbak8UYll4HAAAAgL3NZTPtg6tq67wLjFbVbZNszfQd2eXzxAMAAADYrLYMnQDAZqOIGQAAYFM4cqb9re5e1OSmazMtJtx/QTEBZnW2L2De0fXlHgAAAJCqenJVXTc+rh06H2DD+epMu5Icv4CY95+JlyT/toCYAAAAAJuOHZkB5lBVRyf54ZlLF3b3+UPlAwAAwF5j35n2dQuMe2imRYFXLDAuQJJ8JQqPAQAAWD1bMp2v5vMnsGgfTnJDphv8PDTJvPO4HjfT/maSj84ZDwAAAGBTUsgMMJ8HJ3nxTP+0zP8CHAAAgPXvspn2IVW1pbu3zROwqm6TZGumkzy/Nk88gKW6++ihcwAAAACAlejuK6rqvCT3G1/6+ap6YXdftqv7dqaqfjDJKZm+k//f3W0RBgAAAIAV2LL7IQDswmFJanwkyVkD5gIAAMDe46sz7UpyrwXEvP9MvCT5/AJiAgAAAADARvHK8bkzmtf1F1V1k+UGqarbJnnTpDs+/+n86QEAAABsTgqZAeZz7Uz7qu6+ZrBMAAAA2Jv8U5Jtme7U8JAFxHzsTPuqJB9ZQEwAAAAAANgo3pDk0zP9/5rkfVV15z0NUFUPSfLPSW47vtRJPtjd/7CwLAEAAAA2GYXMAPO5ZKa9z2BZAAAAsFfp7q8nOX/crSRPrarDVxqvqu6b5NSMJkx1krO7e9vciQIAAAAAwAYxfm/++CT/OXP5/kn+tarOrKr/keS/zN5TVT9eVY+uqj+qqk8k+Zskt8zoXXwl+UaSJ6xF/gAAAAAblaI7gPlcMNO+aVUd1t3fGCwbAAAA9iavTnKfjCY7HZHkDVX10O6+fjlBqupWSd486Y7jvWiRiQIAAAAAwEbQ3edX1WOSvDXJ1ozeqe+T5MfHx6xKcuaSfjItYv52kkd29xdXNWkAAACADa66e+gcANa1qvpykltn9AL7Ud391oFTAgAAYC9QVVuTfCrJHTMtQP5Akp/t7i+Mx5ye5OXjW7q7ty6JcUpGBdG3Gd+fJOd09w+t/l8AAAAAwEZVVRcO8GsPTnLkuH2jd2EAi1RVP5DkLUmOzvT9+myhcpZcy5JxX0nyU9193mrmCQAAALAZKGQGmFNVPSfJb2f0Ivuj3X3CwCkBAACwl6iqE5O8L8l+mRYzfyejHR7OTHLXJL80Ht5JfiTJzZMcn+TUJPeaua+SXJHk3t39ubX7KwC2V1VPTvLScbe7e78h8wEAAGD5qmpbpu+c1tLkdypkBlZdVR2W5JlJnprksJkf7Wji7OR5+K0kL0vyB919+epmCAAAALA5KGQGmFNV7Z/k40mOy+gl9x9397OHzQoAAIC9RVWdluSMJFsml7L73R5mr08md16X5GHd/e5VShVgj+xuN3kAAAD2fjOFzIP8+vg8CayhqjogySlJTkpyvyRHJTk8yU2SfD3JZUk+luS9Sc5UwAwAAACwWAqZARagqu6U5Owkt8roi743J3l6d39t0MQAAADYK1TVyRkVM98y0wmis4XKWXItS8ZdmlER8zmrmCbAHlHIDAAAsP7toJB5rXZmtiMzAAAAAMAmo5AZYE5Vdetx83ZJXpXkbhl98XZtkndkVOD8r0kuT3L1cuN391cWkykAAABDqqpbJHl2kicnOWh8eWcv5yYTR6/N6LPm73T3V1c3Q4A9o5AZAABg/auqa5Psk3FRcZI/y2hew2r6viQ/MW77PAkAAAAAsEkoZAaY0w5WKU52vKvWSnR37zNnDAAAAPYiVXVIkgcmOSnJ/ZIcleSwjCaOXpnksiQfS/LeJH/b3ZcMlCrADilkBgAAWP+q6vwkx2dayPxT3f3OVf6dPk8CAAAAAGxCiuMAFqNm2p1pAXPtYCwAAAC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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "def plot_performance_compare_backends(df_raw, backends=['cuda','tensorrt-dynamic'],\n", " groupby_level='batch_enabled', unstack_level = ['backend','batch_size'],\n", " performance_metric=['avg_fps','avg_time_ms','graph_load_time_ms','images_load_time_avg_ms'], \n", " save_fig=False, save_fig_name='performance.backend.cuda_vs_tensorrt-dynamic',\n", " title='', figsize=[default_figwidth, 8], rot=90):\n", " # Bars.\n", " df_bar = pd.DataFrame(\n", " data=df_raw[performance_metric].values, columns=performance_metric,\n", " index=pd.MultiIndex.from_tuples(\n", " tuples=[ (m,b,bs,be,nr) for (m,b,bs,bc,be,ih,iw,nr) in df_raw.index.values ],\n", " names=[ 'model','backend','batch_size','batch_enabled','num_reps' ]\n", " )\n", " )\n", " df_bar = df_bar.query('backend in @backends')\n", "\n", " # Colormap.\n", " colormap = mp.colors.ListedColormap(['darkred','steelblue'], name='from_list', N=12)\n", " \n", " # Plot.\n", " mean = df_bar.groupby(level=df_bar.index.names[:-1]).mean().unstack(unstack_level[1]).unstack(unstack_level[0])\n", " std = df_bar.groupby(level=df_bar.index.names[:-1]).std().unstack(unstack_level[1]).unstack(unstack_level[0])\n", " axes = mean \\\n", " .groupby(level=groupby_level) \\\n", " .plot(yerr=std, kind='bar', grid=True, rot=rot, legend=False,\n", " figsize=figsize, width=default_barwidth, fontsize=default_fontsize, colormap=colormap)\n", "\n", " xlabel = 'Model'\n", " xtics = df_bar.index.get_level_values('model').drop_duplicates()\n", " ylabel = 'Images Per Second'\n", " for num, ax in enumerate(axes):\n", " # Title.\n", " ax.set_title('Compare Backends: \\'%s\\' vs \\'%s\\'' % (backends[0], backends[1]))\n", " # X label.\n", " ax.set_xlabel(xlabel)\n", " # X ticks.\n", " ax.set_xticklabels(xtics)\n", " # Y axis.\n", " ax.set_ylabel(ylabel)\n", " # Legend.\n", " patches, labels = ax.get_legend_handles_labels()\n", " labels = [label[2] for label in [x.split(',') for x in labels]]\n", " labels = [x.strip(')') for x in labels]\n", " ax.legend(patches[:2], labels[:2], loc='left', title='Backend')\n", "\n", " # Save figure.\n", " if save_fig:\n", " save_fig_path = os.path.join(save_fig_dir, '%s.%s' % (save_fig_name+str(num), save_fig_ext))\n", " ax.figure.savefig(save_fig_path, dpi=default_figdpi, bbox_inches='tight')\n", "\n", "plot_performance_compare_backends(dfs_perf, performance_metric=['avg_fps'], save_fig=True)\n", "plot_performance_compare_backends(dfs_perf, performance_metric=['avg_fps'], save_fig=True,\n", " backends=['cpu-prebuilt','cpu'], save_fig_name='performance.backend.cpu-prebuilt_vs_cpu')" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "scrolled": false }, "outputs": [ { "data": { "image/png": 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ffPFFbGn3W58+fTJnzJixf8SIEVmB9v3MM8808n5svR/Lzz//PPKRRx5p/vnnnzcoKiqeb2zevHm+b9jVGJPkvWyt3SBJqampjj/84Q/N3nzzzcZpaWknZK46d+6c+84774SW9Bx79913Gxlj/D43PWPZu3fvprJua2Xs2rUrePr06S0//PDD+JycnBMeA4fDoYEDB6b95S9/2durV6/cQPtdvnx51PDhwzt6liMjI5179uzZGB8fX+5j5s8//zxy4MCBnTzL4eHhzl27dn2XkJBQ7MEr7TH/7rvvwu67774Wy5YtiysqKjLy4XA4NGTIkLSZM2fu6d69e16gYyssLNTixYtj5s2bF/+///0vZseOHeGlrR8dHV00atSowzNmzDjYpUuXgPezefPm0I4dO3b1LHs/N3bt2hV8zz33tFiwYEGjvLy8E25beHi485prrkl58skn9/q7/1evXh3x4IMPtvD39yBJcXFxhb///e/333vvvYcCDb36/t+dPXv2jqlTp6YGdmuloqIizZ07N/6ll15q8u2330YVFBSccLu8x3f++edn3HjjjSmjRo3KJPh6auHRBgAAqIfcAdYRcl1I0c3TLOlla+0Ya+16a22WdPwDHQAAgOpijAmWNFrSdLku8vSEV0N1fDI2zycwOe7v10t6XFJfYwznsAAAAFAmdyUez8XLz0m6yfMr93en++tiSf81xsQxsQoAoCq5z4FcqhPPgYTp+DkQz8VxhZKK5Po8501jzDnGmBIv8AIA4FRnjGkoabwkz8XVWZKek/SdJJUWWnVvH+L+vKGpuylH0gbjcoExZqwx5gr3V6IxJsxdEZbXZwAATjH79u0LHjRoUNuLL764w8qVKxuUFNiUpPz8fLNy5coGAwcO7DRhwoTEwsKKz7F44MABR9++fTvcf//9iSUFXSXp0KFDIffff3/isGHD2mZlZQV0rLJ///7gnj17drz99ttbBxJ0laTk5OSQRYsWNZw8efIZgayfm5trrrzyytMHDhzYacWKFXFl3W+rVq2KvfDCCztcdNFFZ2ZkZFTqupC77777tMGDB3dauXKl32BfoFauXBnZqVOnLnPmzGnmL+haF7zxxhsNzjrrrLPmz5/fyF/QVXKFDj/55JO4fv36dZ49e3aJwVxfw4YNO9qpU6djoe7s7Oygl156KeDtvT333HMJ3ssjR4484ht0Lc3zzz/fsHfv3l2WLFkS7y/oKrlu5/Lly+P69u3b+e23344NtO+kpKSOY8aMaf/GG28klBV0laSsrCzHm2++mdC9e/cujz32WJNA91OSJUuWRHfr1u2st956q7G/oKsk5ebmBs2dO7dJnz59Ou7evbvYc/VPf/pTk/PPP7/Uv4e0tLTgBx98sNWoUaPOLCioVBHngKxatSqyY8eOXSZNmnTm+vXro0sLunrG9/777zccM2ZM+yVLlkRX+wBxUuFCQQAAgHrEKwjSRNIUSUk6fiHFs9baST7rAQAAVBuvY45mkiapeLX5ZZJ+L1elrd/KVcU1W1KEXAEESRoj6WFJ53H8AgAAgJJ4Ljz2BFeNMY/JNQmcx/eSNktyyBUqckoaJek1Y0yDmh0tAKA+8vl8xvccyEeSpkoaJFfF15mSfpFr4i+nXK9N/SXNkdSLQA0AACVqIOk6SdFyvc5ukfShtbbMSlTuyZEKJMVL6uxuzpMUJ2mxXJ9ZvCPpLffXCknvG2M66vgESgAA4BSwcePGsD59+nT87LPP/J47joiIcMbExJyQHrPW6vXXX08YPnx424oEx9LS0hyDBw/u8NVXXxULdYWHhzujo6P9ptU+++yzBtdee23rsvrOyckxAwcObP/NN9/4DbmGh4c74+LiCiMiIipc0f7IkSNBgwYNajdv3rzG/uaYDA8Pd0ZGRvrtf+nSpfH9+vXrsH///gqFS++6667TnnzyyeZO5/HujTGKjY0tcjgcAffz5ZdfRlx66aXtk5OTi5XLjYiIcFbmvqlJb7zxRoPrr7++TWZm5gk33OFwKDY2tsj71FNhYaG58847W7/66qvxge7jd7/7XbL38ty5cxNKWrckqampjg8++KChd9ttt912KNDtn3322Ua33377Gd5B0KCgIMXGxhYFBwef8ATMzc0NGj9+fNuvvvqqzOCqJGVkZPh94gQFBSkmJqYoJiamyF+l0aKiIvPggw+2uvvuu08L9Lb4+uyzzyLHjh3bLj09/dgYgoKC1KBBgyKHw3HCbdu6dWvE6NGj23pCrY888kjThx56qJV3ADg4ONj6PvYeS5cujb/99ttbVnS8gXjxxRfjhw8f3mHbtm1+7//g4GAbFxdX6O+xkyRrLe/JTjF1cqYBAAAA+Get9byh/oOkYe6fjaRXrbXTJFfV15Kqubo/4DnhzYIxJsirbwAAgIB4HT9Ml+uCTsl1bPIPa+0tXqv+T5KMMW9J+puknnJdrCJJwz0rGWNWcUwCAAAAb57zWcaYcEl9JW2XlCopWVKCXBV+HpAr8Pq6pPMkea40ulTSP40xE6216TU+eABAveFzDmSw+2cj6e/WWu8JGGSMeU/SLEn/lut8iZEr9Npb0rOSbjfGrKf6OAAAxVlrfzXGPCDpeblePx+31v5Q1nZe7xvD5Jpgs4VcFdYbSLpNUnO5Xos9VdfDJZ0pqa1ck1bMMMYsttYeqYabBQAAKuj6669P7dOnz1FJ+s9//tPIu1rpZZddltq3b9+jJW3bqVMnv5NlHDhwwHHhhRe2P3DgwLGqqg6Hw44cOfLIxIkTUwcNGpQVHx/vlKTs7GyzbNmy6Oeee67Jxx9/HOdZf+XKlQ2mTZvW4oUXXthbntszefLk03/++ecISTrrrLOyp06deuDSSy/NaNq0aZEkJScnO9544424//u//2vhHcZ8//33Gy5cuDBl9OjRmSX1/cc//rHp1q1bI7zbhg0blvbb3/42ZdCgQVmefUhSXl6e2bRpU9j69esjly5d2mDlypUNAjlFMWHChNPXrVsX493WpEmTgunTp++/+uqr004//fQCyXUfv/3223FPPfXUabt27QrzrPvDDz9EXnnllWd89tlnW/2FCEvy7bffRi1YsKCRJIWGhtrrrrvu0HXXXXe4f//+2cHBwSosLNQPP/wQtmjRojInvrz22mvPzMrKckhSr169sm677baDI0eOzGjYsKFTkg4ePOh4++2341q1apXfqlWr/L/+9a+7JGnt2rVR77333rHqpt27dz96zTXXpJa0H39h6arw448/ht50001nFhYWFguAXnXVVcmTJ09O6devX3ZwcLDy8vLMsmXLop999tkmy5cvj7PWaurUqac3btw4oJT27373u9RHHnmkpScQunnz5ogVK1ZEDR06tMS/OV9z5sxp5F35t3PnztkDBw7MLm0bj59//jli0aJFDa21Cg8Pd06cODF5/Pjxh88999xsh8Mhp9Op//3vf5EzZ85s6h2oLSgoMDfffPPpGzZs2BzoOLt06ZI9bNiw9AEDBmQlJSXlJCYmFnienwUFBfr6668j3n333QavvvpqE++/y6effrr5oEGDMi+55JKsQPcluUK511xzTZvc3Nwgh8Nhr7rqqpSbbrop5bzzzjv2fP7444+jH3744ebef2/ffPNN1OzZsxu3b98+789//nNLSYqNjS269dZbD1xzzTVHunbtmidJmZmZQfPmzWvw0EMPtdy7d++x/3Mvv/xyk0mTJqX06NGjzImEymvhwoUxt95665m+FWb79OmTef3116dcfPHFGYmJicdKYu/atSt49erVUR9++GGDpUuXxvmGz3FqMJwbBwAAODkZY0KttfkV2G6gpAVyfTAjuWYgHW2tzSsp6OoJs3r2aYwZIClSUpqkPdbafZW4KQAA4BTlrkRyhqQlcl0UYiS97FVt3iHJ6b7IxGGtLTLGtJbrYpNL5Zph3WOZpMclEXgFAABAMe6g6zWSZsg12e9QSSMkjZH0kqQl1toMY0wTSfPlqp5XIFel1yBJ70si8AoAqDD3OZAWkpbqeLW4V6y1v3P/3t85kAhJz0m6UlKUXCGbIEnr5aoEu55zIAAAuHhP3G2MuUnSKElXW2tzSprU23s7Y0ywXK+5D0rqKFeotbQyX57wa6ikg5Luk/RmRa7hAID6bsOGDR8GBwd3Dg8Pj+vQocO2yvS19c6fkqpqXPCv3axOG2p7DNVh3Lhxrd99991jYcPZs2fvmDp1aolhw5IMHjy47aeffnosFNm8efP8N998c/v5559fagjv+eefbzht2rTWnkqKxhh9/PHHPw0ePLjE7Vq0aNF13759ob7td9xxx/5Zs2aVeL3mtm3bQgYMGNDp4MGDxwJgQ4cOTVu+fPn2krY588wzu/z666/HKio+9NBDex599NGDpd0mj8zMzKB///vfcbfccsvhktZ58cUX42+++eYzvdv69u2buXjx4m2eoKivrKwsM27cuDOXLVsW593+5z//efeMGTNKrPD5zDPPNJo2bVpr3/aEhISCxYsXb+nVq1fAYT1jjN//OeW5f/yNaezYsanz58/fEej2VeXcc89tv3bt2mMByPDwcOebb765bcyYMSUGoWfNmtX4rrvuOt3f4fQHH3ywZeTIkX63nTRpUsuXXnqpqWd5zJgxqe+9996OQMfatm3bLtu3bz/2nHzqqad2Tp8+PcXfuiU95omJiXmLFi3a6gly+jN9+vTms2bNKlZldfXq1T+ee+65OaWN77777mt2+eWXp/Xs2TOg59Phw4eDLr/88jNXrlx57P9Hr169sr788stSg7WbN28O7dixY1ff9piYmKJ58+ZtGzFihN+wbEFBgYYNG9bWuwL1GWecket0Os3OnTvDOnbsmPPRRx9t8Q6Retu1a1dw7969O3v/H7nhhhsOzZ07d3dp4y3v/9qdO3eGnH322Z3T0tKOFeoMDw93vvDCCztuuOGGMicTysvLMy+++GLDfv36HU1KSqryIG518f3fUtHXpLpk8+bNbXNzc9MKCwt/TEpKuriy/QU+5QEAAABqjDHmGUlXGmMiK7D5WXIFXYvkumjvHUkF7g9xjgVd3RdeSHLNOG6MOVPSbGPMakmfy3VBxueSNhpjJhtjzqj4LQIAAKcKY8yx803ui0uayTUDupG0QtLN7vUc1toizwUo7os8jbV2h1xV6udL8j6xOVzS/ZLO894HAAAATm3uC5ZHS7pdrolWWsk1UcpiuY49F7qDriHW2kOSLpP0P0khcp0/c+p4hdcyZ3YHAMDDzzmQ5joedF0p6Rb3ev7OgTistTmSpkj6j6Sjcl3D45TUS9IzknpxDgQAABd3YNW4f35Z0m3u11IFEHR1yPUZw2S5gq5WrqDrIUkbJd0r10QTN0l6V9JmuV6XHZLyJTWV9GdJfdz9lhaSBQAAddSCBQtivIOucXFxhcuWLdtSVtBVkqZMmXL4wQcfPFbJ1Vqrv/71r83KO4bx48cnlxZ0laS2bdsWPP7448UCaStXrmyQnZ1t/K2flZVlvIOuCQkJBQ899FDAQc6YmBhnaUFXSXriiSeaey+3bt0696OPPiox6CpJ0dHRduHChb907dq1WDXQ2bNnN8vLy/N7W0ricDjsggULtpYn6FqSSZMmHSxP0PVksXz58ijvoKskzZo1a2dpQVdJuvPOO1OmT59e7mI406ZNS/auwLtkyZKGBw8eDOg4ecmSJdHeQdfo6Oiim266qdTnmK/o6OiiDz/8sNSgqyTNnDlzX/v27YsFW9988834ktb3+Mtf/nIg0KCrJDVs2ND54Ycfbm/duvWxbdavXx/91VdfhZe2XUlefvnlX0oKukpSSEiIXnzxxV3ej8Gvv/4avnPnzrC4uLjCpUuXbi0p6CpJiYmJhd7/syRp8eLFZd4v5fXII4808w66OhwOvfPOO1sDCbpKUlhYmL399ttT61LQFVWDk+IAAAAnGWPMu5Juk3SPpAsDDbwaYxzui/tGepokZcpVucLp/QGPz6ynZxtj7pK0Rq4LAPvKdTGF52K/RpL+JukuY0xnAQAAlMB9oabT/bNnBtIzdfyCkI9cvzJB/qrNey5WsdbukfRHEXgFAABACbyOB8+Q64Ll7nJdsCy5zon1lPSrtTZXkqy1Be7j1RQReAUAVJLPORDPxaue73lynQNxlnIOxBN4zZU0TQReAQAok/c1D9ba3VLxSb79re8Opg6T9HtJA+R632gkrZI0SdJQa+1Ma+1z1tq5kibIVQF2iVyfbXg+32gh6VljTJS/13YAAFD3zZw5s1g49YEHHtjbpUuXUoN03mbMmHGwZcuWx9Zfvnx5/L59+4JL28ZbgwYNip5//vk9gax73XXXHWnYsOGxIFtRUZFZu3at3+tMU1JSio2hRYsW+Q5H1c3dsXDhwhjv4KIk/e1vf9sVGxtbYtDVIzw83M6ZM2en9yFdcnJyyGuvvVau0N21116b3K9fv1IrdQYiPj6+8Kmnntpb9ponnzlz5iR4L/fq1Str8uTJAQVI//znPx/wfu4GokuXLnnnnXdeumc5Ly/PvPDCC40D2faFF14oNtZx48alBvJ88XbbbbcdCOTv0+FwaMKECcUqxn777bdR5dlXoMLDw+3kyZOLVSVetmxZTEnrl2TIkCFpV155ZUZZ67Vv3z6/R48eJwRip0+fvv/0008vKGv7CRMmHAkLCzv2HuvQoUMhu3fvDvh/VlkOHDjg+O9//1vsOXHLLbccuOSSS0oM8QIenBAHAAA4iRhjXpI0Rq6L7M6S9KikiwIJvLpnBS+U5D0bT56kaHcQNsgzw6hX0PU6SXPc+0mQ6wIKq+OzlIa7+wuVaxbTq939lGvmLAAAUP8ZY4I9F3gYY+ZK2mKMiZLrIhDJdVzimYSjxJPUBF4BAAAQCK9jyumSBrp/NpJestZ2k/Su73GnV7DIE3j9QicGXv9ljImridsAAKibPJVa3T8/J+lrY0xHSZ6LKq2kDwM4B0LgFQCASiqpqqt0LAg7QtIMSYN0POi6SNJl1tr3rbWpnuso3JNUZFtrN0kaJekDua6bCJZUIKmrjldu55oJAADqkf379wevWbMm1rMcHR1dNGXKlNTy9BESEqJRo0Ydu7bB6XRqxYoV0YFuP3bs2IADf8HBwerevXuxiqg//PCD3wqSDRs2LDZRx/bt28MzMjKq7DzDokWLik0g2bZt29zRo0eXWk3UW//+/XN69uxZLPy2ZMmSck1KOWXKlJSy1yrbuHHjUqOjo0s8vjxZOZ1OffLJJ8U+1/ANXZYmPDzcXnfddeW+D2+99dZi+/jnP/+Z4HSW/hTet29f8EcffVQszHz77bcnl2e/QUFBmjZtWsDbDBw4sNjzyzecXZUGDBhQbF/r1q0L+H+Ax29/+9uAH4tzzjmn2P8Bh8OhW2+9NaD/XbGxsc42bdoUC4lv3LgxItB9l2X+/PkNcnNzj/2vCQ8Pdz744IMHqqp/1G9VlroGAABA5birsmZK2iUpUa4PWrpIesT9+yXW2uxStvdUa/UOu54mqb+1drP3epJ6S7parosnvAVJ2ur+KpR0gaRI91hCJd0raZG19ssK31AAAFAvuSfdkDFmlqTr3c1LJL0kV1j1qIqHVkvr61jg1RjzR3fzOEmeE97DPesaY1aVduEoAAAA6i9jzLmSrvJqetFaO9n9s98LUrwDr8aYsZLelau6j2eW61FyVXidaK1Nq66xAwDqLq+g6zOSbnU3vyFpnqQsuV5T0v1vfWJfnsCrMcbzmc01kqJUPPA61RiznnMgAACUS7SkbpL6u5eNpPesteOk49dYeF7bvaq2B1lrncaYSZLek9TXva2R1NO9bp0LQQAAgJItW7Ys2vvlvU+fPpmRkZHlfr3v0aNHses7V69eHT1hwoSAzjMPGjQo4ICoJLVu3bpYVcu0tDS/5VpjY2Odbdu2zd22bVu4JGVmZjpGjx595r///e8dLVq0KPS3TXmsX7++WJjvkksuCei6EG9jxow57N3Phg0bAq68GRcXV9i7d+9KV3WVpCFDhpTrMThZfP/992Hp6enHHn+Hw6ErrrgioHNTHldccUXa448/3qI821x++eUZrVq1ytu9e3eYJO3cuTPs/fffjxkzZkyJ9+Nzzz3XuKCg4NjEMT179sxKSkrKLc9+27Ztm9OsWbOistd06dixY7G/lczMzAqVNk5NTXV8/fXX4QcPHgxJT08Pys7ODrLWGt91vJf37dsXWp59GGM0fPjwgCufJiYm5nsvt2/fPrtRo0YB3zfNmzfP//HHH48VYzpy5EiVlX3+7LPPilW1Pf/88zOaNm0a8NhwaiPsCgAAcBJwf4hSaIy5T64LIH4rqaXKGXiyR23zAAAgAElEQVR1e1vSUEmeGXZeds/4vUmukMmdcl0ccZbXNoVyBW3vlrTOWvuDe39XSnrQvW6uXJVex0v60vMBT2VuNwAAqF+MMZPlmkyjSK5KrgMkdZfruCRHrmMJ70k6SkTgFQAAAL78HEe2luSZrXypJ+jqXXHPHwKvAIDKMsZcJek292KupLMlNZfr3EemXEHVQM+BEHgFAKAaWGszjTErJHWUNEGuib09QdcS3zd6vdamSlooV8DVKSlEUj9jTHNr7b5qvwEAAKDGrFmzplhgMzs7O+iJJ55IKG8/P/30U7GKkQcOHAgJdNs2bdrklb3WcTExMcWOZTIyMkoMqd1www2HZsyYkehZ/vTTTxu0adOm27Bhw46MGjUq7aKLLsps1apVhYKvmzdvLlYJslevXkdLWrckffr0KXZN7J49e8IyMjKCAql02759+yoJukpSUlJSlfVVk7766qtI7+UzzjgjNyYmplznj7p165YbERHhzMnJCbjqb1BQkG688cbkRx99tKWnbc6cOU1KCrs6nU7961//KvZ39bvf/S7gCrQeLVu2LNffSlxcXLG/laNHjwYc6Pzuu+/C/vGPfzRetGhR/K5du8LKs1+p9L9Lf6KioooaN24ccCA0Kiqq2OPcokWL/JLWDWT7qqz6vGnTpmKh9b59+wYc4gUIuwIAAJwE3GGOIGttvjHmcblmBL1R5Qi8el0s8a2knyUlyRUyCZP0ovvnQrkujrDuLyNpp6SlkuZYa79zV3719Pm2MaaxpOfc/UjSGf/P3p2HV1Wd7R//PhlIwiQog4CidRbniTpb64jFodo61QH1VcQBqlat1Wrr77W2Dq2+asGq1ap1ompVFBXnEVS0OA+oCFURkHlISE6e3x9r7WTncJKcQAJJuD/Xleucs8+eTgzuddZe93riexpMISIiInW4+ygzOxQ4gFAVPgMkM/X1BTYHvsx3xvMmBF6rzexVtU9ERERE2q/0QORUcGiX+PYCQmA1qcDT6EAABV5FRGQFPQ7cApxKCLhWAz2BAqAPsA9wZxP6QPINvJ5tZm+pD0RERCQ/7v6WmY0EJrr7DQBmVuTujYY54oTlTwCXUjvZeFc07lZERKTdmTFjRp3r++uvv9719ddf77qi+62v2mouTanGCKF6Z1omk7F6VuWCCy6Y+fTTT6/x4osvrpEsq6iosDFjxqw5ZsyYNQHWXXfdiu23337RnnvuueCggw6av9lmmzUamluyZImVl5fXCcdtvPHGTQrbAWyyySbLhBdnzJhRmE/YtXv37itcnTbRu3fvZttXU4wcOXLNfKuNdunSJTNs2LDZ6WWzZs2q8/fbr1+/JoVBIfw99enTZ+kXX3xR2vjatc4888xZf/rTn/omfwfPPvvsGlOmTClef/31K7PXfeihh7p+/fXXNZVO11xzzap8Kx+nrbHGGk36t1JUVLf5Xl3deLdaeXm5nXXWWf3uuOOOXg3922pMU4K1sGyIvTGFhYV1+h5XdPsV+azZZs+eXecXv9FGGzX571JWX/rSLSIiItJKuHt1KvD6h7i4SYHXuJ+PzOwy4C5CECT58lIc9wMh5ArwKnAZ8B93n52eYTw1gPBJ4BugF6H9qC8cIiIisoxkcIi7DzKzsYTAayb+OKEdcbiZveLu8/Pdb56B1xLg/wHPNdfnEREREZHWIyvo+n/AesCh1PZTVQHPQtMmaFPgVURElpe7LzSzcwl9HqcRQq5V8XUBsIuZ3QNkmjnwegswDHitWT+QiIhIG9BQNdZ61jcPJgAT4rK8gq4p04FZhHEbEO55NNsAcBEREWkd5s6d2yK5mqZUyUzVKGl2RUVFPPXUU5+fd955fW+99dbeFRUVyxxs2rRpJdOmTSt55JFH1jzvvPPYaqutFp166qkzhw0b9n12WDAxc+bMZYJ82VU085Er6Dtz5syijTbaaJnAZLbsypQrYo011lglk4v97//+b79vvvmmQ+NrQt++fZdmh12zQ9VNDTyuyHY9e/bMHHroobPvv//+HhDCkjfeeGOPa6655tvsdUeOHFmnquvRRx89q7S0NK9+s7SW/LcCIeh6wAEHbPjSSy+t0fjaDcuzW7DGin62lv7dNMW8efPq/I+je/fuy/V3KaunZisxLCIiIiIrLh14Bf4A/B34L+FmSTrwOsjMOmZvn1RldfcngBOB9wmD/goJbb9k1qWXgD+4+x7u/py7z47b1XyzSt0kWgfoHfcBsDgeS21JERERqRFnOC+MzwcBT1Hbfkh6U/cFNoMwKKUJ+64JvAKXAw8CcwgDPQH2Sh1LRERERNqZVND1L8BZwMFmdhshVFQFfAvMXN59J4FX4HDgFcKkcRlCezMJvHZb4Q8iIiLtirsvAs4jBFAhTPRVTegHGQLsGvs08r6fkg68AiOAe4BF1E5suhWwZvN8AhERkbYjaxKkreNjgyO5c004kW/QNbXvLoTviNWEMRufA9PyP3MRERFpC5YuXdoiCTF3bzXJs5KSEr/xxhu//vTTT9/9zW9+8/VWW221KLs6bNp7773Xafjw4etvscUWAyZNmlSyEk9V2pgRI0bMSL++++67e1ZV1W12f/7558UvvvhizX2WgoIChg8fvlz3dVraJZdcsnZ20LVbt25VJ5xwwoy//e1vX7z88ssfTZ06ddK8efPeqaysnOjuNT8ff/zxe6vqvEXaE1V2FREREWllVqTCayoI4u4+xsymAtsAhxHaftOA8cAz7j497iPn7Kdx8IUDu1E7OGMRYWAF1FaJFREREQHqDMjMZFV4rSJUx+oP3Gpme7r73KbMoJ6jwmuGMLlHKXCyu49roY8lIiIiIq2AmV1ACP0kIdRjgQWEPq8OQEdg4fLsO88Kr/eZ2THuPmfFPomIiLQn7r4oVngFOJUQhikn9Ffcb2b7uvsH8b5PXtVBclR4zRCqxwKc5O5jmvtziIiItGZZQddbgFPMbBN3n9xSx0wFZbcA1iaMjzBgBhorISIi0u507969zriF008/ffrIkSO/XlXn05L69+9fdcUVV0y/4oorps+ZM6fgueee6/zSSy91njBhQud33nmnc3bw99NPPy3bd999Nx0/fvxHG264YZ1Kqz179lxm3Gl2ldF8fP/998ts07Nnz7zGksiy1XQXLFiwXJPFL+92u+yyy5Ltt99+4dtvv90Z4Lvvviu+7777uh133HFzk3VuvPHGnplM7Wnuscce8zbddNOly3O8ljRv3ryCm266ae30ssGDB8++5557vurSpUujfXvz589XEaFojTXWqJoxY0Zx8nrOnDkqYiB50z8kERERkVYoR4XX2whB1XSF19+To8JrEgSJz99197uAn7n7oe5+lrvfnQq6Wj1B16I46KIvYfbxYkLbcRphptKcs6CKiIiIJAMy4/OkwmsRoR2zFNgSGGdmnWI12LwnY8uq8PoHQoXXX7j7HaDK8yIiIiLt3FhgElBI6KcqAbrH99YHNl6RnTdQ4bUirrI/sP2KHENERNqnWOH1XOBvcVEpIfDaG7jHzAYk932asM90hddzCRORnuDu/wD1gYiIyOolFXS9ATiFMEn3HnFZiw2YNrO1gKNTi+YB16fHZIiIiEj7sNZaa9UJVs6ePXu1KCrXvXv36iOOOGL+9ddf/8348eM/nTlz5n9uu+22L7bbbrtF6fVmzZpVfO65566TvX1ZWZmXlZXVCQBOnjy5Q1PP49NPP12mcmyvXr2WGdfaXn399dfvpauDNvTz9ddfL1M5tEePHlVZ+2tyJd5MJsP06dOb/N8uMXTo0DrVXW+++eaeyfPKykr++c9/9ki/f9ppp7XKqq4PPfTQGuXl5TX9buutt17F6NGjp+QTdIUQ9G25s2tb1lxzzTp/l5999pkqREve1PktIiIi0kplBV6vBP5O3cDrABoIvCbPk0qvyfP61kutXxSDJ2XAaOoOFLzW3T9rlg8oIiIi7VYDgdcCQuB1B+CFFQy8TgOGuvu9EAZ55lshRURERETaHnd/DzgG+A8h8FpF6CerIrQ1f5bdR7Ycx8gOvL4AlMW3T3L3Z1dk/yIi0n7FwOt5wC1xUSmhQvhWwL3NEHgd4u53g/pARERk9WRmhwFnxpedgBOhNgjbzMdK7lkMIIZqCd8/PwUmx+NqcnAREZF2ZNttt12cfv3++++vUF9zW9W1a9fqk08+ec7bb7/98fHHH18njPj00093W7x48TITfmyyySZL0q/ffPPNTk097oQJE+r8vtdZZ52Krl27qu8jTzvuuGOdv98vv/yydMGCBU3Kir377rulixcvXu582Yknnji3R48eNZV/X3311a4ffvhhB4B77rmn28yZM2tCoH369Fl61FFHzVveY7WkSZMmlaVfH3roobNLS0vzbvtn/y2vzrbeeus6ofnx48d3XlXnIm2Pwq4iIiIirdiKBF5T+/Bcz3OJwZGquK9HgZ1Tb98EJDOGa5ZSERERAepvF7R04DU+Lk4t040OERERkXbO3T8GjiUEXouAamrvdx4IrAt1BiYvzzHSgdcjgbeBU1VJT0Rk9ZPd59HYNSBV4TUJvBbTDIHX+FidWqY+EBERWR29G38qgQywp5md2twHid8Hq8ysM3AjkK5gdq27f9ncxxQREZEVV1RUVGdcZCaTadL4xsGDB89Pv/744487TpkyZbWu0Hj99df/N/17LS8vL3j//fdLs9fbaaedFqZfP/74492aeqxHHnmke/r1DjvssKi+dVujFf37W1FbbrllxRprrFEzCUwmk2H06NFrNGUfo0ePbvJ/t7SSkhI/7rjjZiWv3Z0bbrihJ9St8gpw/PHHzywsLFyRw7WYGTNm1Lm/tO666y5tyvZjx45dod9je7LXXnstSL9++eWXu06fPr11/oeXVkc3Y0VERERaueYIvDaFmfUHXgL2SS1+BPhHalCFZikVERFZTWQPwDSzDmZWbGYdoOF2QUsGXkVERERk9VRP4LUK2BQYGdepStqhy3mMdOB1V3e/DWomilPASESkncoRQi02s5JkeXINSEKwuSYAa4nAq4iIiAAwFfiQcG1N7ksMbM4DmFlR/D5YBjxBuH4nrnT3B+J6mhxcRESklencuXOdftt58+Y1qX94o402qtxqq61qApbV1dX8/ve/X7u5zq8t6t69e3W3bt2q0styVQs9+OCD61To/Oyzz8oef/zxvCs4TpgwoezNN9/skl520EEHzW3q+a5K2VVo58+fv1IDfQUFBey99951fmfZAdOGlJeX2913391jRc9jxIgRMwsLC2vGEN1///093nrrrdLx48d3TZYVFRX5mWeeOSv3Hla9Dh061BkDNXfu3Lz/Wz733HOdJk6cqOql0RFHHDGvrKys5t9GeXl5wRVXXLFa/39V8qfOcxEREZE2oCUCrzlmJF8fOAEYB2yfemscMMrd31rBjyEiIiJtUGog55Fmdj4wBngeeMLM7jCzP5jZFmaWs+NbgVcRERERaW45Aq9OCBL9yMzuj6HUmnboch4jmfRtKdQEXTUBnIhIO5bqAznGzC4h9H+8Rui3eDz2gewGdI7re67QqgKvIiIizSt+H6sCLgO+JnwPBDjFzA5oruPEexQdCUHX3VNv3QfclVpP3w1FRERambXXXrsy/frjjz9epgJpY37zm998m35911139brvvvuaVB0zrbq6dcybWFlZ2fhKOXz77bdFc+bMqVPddp111llmZ4cccsiCjTbaqDy97Je//OV6CxcubHSCkIqKChs6dOh66eZVr169Kk888cQ2FXbt27dvnd/L559/3uS/vxU1bNiwmenXb7zxRpdRo0atmc+2l1xyydrTpk0rWdFzWH/99Sv333//mv92c+bMKTryyCM3TP/33W+//eb279+/KucOWoF11lmnTiXXJ598Mq9KrfPnzy/4n//5n/Vb5KTaqN69e2eOPfbYOn+XI0eOXHvs2LHNHggeOHDgpma2Q/LTr1+/rRrfSlozdZyLiIiItBHNHXhNbsCYWamZHQbcAVwDbJxa7RHgWnd/Kq6rGUpFRERWA6kKJcVmtouZ3U0YzHElsC+wK/BjwkQZvwaeBe4ys5/m2o8CryIiIiLS3LICr8mAmwzwc+CO5gi8Zh1Pg5lFRNqhrD6QXc3sHuCfwO+AXYDt4uMgQh/Iy4Q+kGFQG5DNpsCriIhI84kTTBgwk3AtBlgSHw+PYx6afE1Nj3+IbYHNgVeAvVKrjQVGxu+gIiIi0krtsMMOi9Ovn3zyye5Tpkwprm/9XI4++uh5u+222/zkdSaTYciQIRteddVVeVfIBPjmm2+KLrzwwrX33HPPjRtfu+Xdf//93XbYYYdN77zzzm75Bl+rqqoYOnTouplMpmZZv379lm688cZLc61//vnnf5N+PXny5NKDDjpoo/nz59fbRlu8eLEddthhP5g0aVKn9PIRI0Z8W1JS0qb643faaaclhYW1tyKmTp1a8uCDD3ZtYJNmt//++y8aOHDggvSyc845Z71HHnmkS33bAFx33XVr/fnPf+7bXOdx9tlnz0i//vLLL+sEf7NDua3NPvvsU+d3OHHixM7XXHNNg1Vvv/3226K99tprk+zPKnDppZdO7969e024OZPJcPjhh2/8j3/8I68QcWVlJTfeeONaEydO1O92NaOBgyIiIiJtSDrwamZXxsUnA+tSN/CKmY1198X17Iq4znWEcMluOd4eCfzd3SfGdVW9QkREZDURB46UAUcApxPCrQBVhIBqEVBBGKiZAXoBBwAHmNkfgQfc/T/JABQPMmZW6O4Zdx9kZmPjNlXUDbz+yN0XmVlRnKldRERERFYTSdsx334od//YzI4F7gG2JbQtq4Hj4/6GpNuhLXryIiLSJqX6QH4OnEbdPpBkUGw1UAiUA6XAYOAQM9seuBr4PF5v6ly/Yv/GufHlqSwbeD3G3T+M931aR7kXERGRVipeY+ea2T+Bo4Gy+NZBwOXu/nW+3yWTa29qgvBNgf2AEcCGqVWfAm5y95fjehozISIi0krtv//+C7p06ZJZsGBBIcC8efMKt9lmmy0OOOCAOZtuuml5586dq9N1PjbffPPygw8+eEH2fh588MEvBg4cuPnUqVNLIFQevfDCC/vfeuutPYcMGTJzv/32W7DddtuVFxXVxnC++eaborfeeqvszTff7Pjkk092e+eddzpnMhmyq52uKu7O22+/3fnEE0/sPHz48My+++4798c//vH8gQMHLt5yyy0rSktLa9o3U6ZMKR47dmyXm266qfcHH3xQp+DKaaed9l1BQe7s6mmnnTbnsccemz1mzJiaSqIvv/xy180222yLc88999tjjjlmbr9+/aoAvvvuu8LRo0d3u+aaa/p89dVXdaqJ7r777vN//etft+owZC5dunSp3mWXXea/8sorNQHXo48+eqO999573nbbbbeoW7dumXQYtkuXLplhw4bNbu7zuO22277aaaedBpSXlxcAlJeXFxx++OGbHHXUUTPPOOOMWbvsssviwsJCKioqbNy4cZ1vuOGGXk8//XS35JzWWmutyilTpqxQqHDQoEELN9544yWfffZZWfZ7P/jBD3L+u2tN9tprr8UDBgxY/OGHH9b8/Z9//vnrTZgwofPw4cNn7LLLLouLioqorq5m0qRJpffdd1+3UaNGrT1//vxCgJ122mnhm2++2eyVS9uq/v37V91+++1fHHHEEZsk4fny8vKCIUOGbDhq1KgFQ4YMmXXQQQfNX3fddWvGh02bNq3otdde6/TEE090HTt2bPeZM2cWP/bYY58S+mZbhTlz5hTccssta+W7/gsvvNAl+XeZbeedd1605557NjjWf3WksKuIiIhIG9PMgdf/AsPj8+q4fSVwIXC7uy+M+9FNGxERkdVIrKx6KPArYOvUWx0IbQYIIdcSQvgVwizqZYQqJwPM7GZ3H6vAq4iIiIjUJ0cItYOZZQjtyrwGPNQTeAUFXkVEJA+pPpBzqdsHkgRTqwj3TooJQVfisg7AKUB/4Gozeynet6kv8OqEMK0CryIiIivA3R83s/sIgddKoB9wiZkNd/e8SpUl11wz2xjYmXBfoy+wRmq10cAod38+rqsxEyIiIq1Y586d/fTTT//u6quvrqlQOX/+/MLRo0fnrMh4+OGHf58rdNe7d+/M2LFjPz3ssMM2Sof1Pvvss7KLL764/8UXX4yZ0alTp4yZsXjx4sJ09dPWbt68eYUPPvjgWg8++GBNSKusrKy6pKSkesmSJYUVFRWWa7s99thj/sUXXzwj13uJO++886sDDzyw+I033qipJPrtt992OP/889c7//zz1ystLa0uKChg8eLFOQNfW2yxxeIHHnjgy/oCta3db37zm28HDx7ctbo6dO9UVVXZuHHjuo0bN26ZCpZ9+/Zd2hJh1y233LLi5ptv/vLkk0/eIJPJGEB1dTX33ntvz3vvvbdnYWEhnTp1yixYsKAw3bQ1M66//vqvRo4c2WvKlCkrfB6nnnrqjAsuuGC97OVDhgxp9UHmgoICrrvuuqk/+clPNq2srKz59/Cvf/1rrX/9619rFRUVeefOnTMLFiwoTH7HiY033njJDTfcMHXnnXcesPLPvPU69NBDF9x0001fDh8+fP2lS5fW/M7Gjx/fZfz48V0AiouLvVOnTplFixYVpn/vyys9uUFLmDFjRtGFF17YP9/1H3744bUefvjhnOHYc84551uFXZfVNq8EIiIiIu2QmRXGRzOzBttp6cArcCXwd2AaYNQNvA4ys44N7Oca4Kz4ciFhUODB7n5DEnSN6+mmjYiIyGog1QZZBxhKGOSZtAOeB35DqAg/kBBSvQp4Lr5fRhhYAnAIcJGZHQk1VVIsPs8k7R53H0SYGb2I0E+VBF6fMbPO7l5lLd0DKSIiIiKrTBI+NbMDzWwY8G/gReBZM3vAzG42s4Fmtk4j+/kYOBb4D6FtWU1thdc74qDkmnaoiIhIqg+kDyGEmu4DeZbQB7InsAtwMGGS0JcIk311oLaSwH6E+zGHmFlxrvsp7r4IOA+4JS5KB17vMrMtFHQVERFpkgnxMbmebwOsBXWu8Q0ys/OAj4F/AJtTN+h6DXCpgq4iIiJty5VXXvntcccdt8JhugEDBiydOHHix0ceeeSsdDXOhLuzcOHCwhh2y7kPM2PzzTdvFeGlxoZcLFmypGDu3LlFuYKuZsYxxxwza9y4cZNz/S7SunfvXv3CCy989vOf/3xWrmOWl5cX1Bd0PfDAA+e89tprn/Tp06fNToY+aNCghddee+2U0tLSVdrHc8IJJ8y9/fbbv+jcufMyf5yZTIb58+fXCboWFxf7ddddN+Wkk06a01znMHTo0NnZxy8tLa0eNmzY9811jJa03377LRo1atSXuf5bVlVV2dy5c4uyg67bbbfdoueff/7Tbt26tZ30+0o0dOjQ2U888cQn6623XkWu9ysrK23u3LlF9QVdCwsLG/w+9vnnn9epSPyTn/yk2f6eZdVQ2FVERERkFclxkyUJgHj2oIZcIY9mDLz+FTgRGASc5+7P1ndMERERaXuack1PtUF+BexFaFMYYTDm/u7+R3ef4O5vufur7v5r4CjgJGAuIViQ2B0YZmYHxH2nq5o0FHhdBPwQeCNW39IAEhEREZF2JGmfmlmRmW1qZiOBh4AbCROq7ALsCPwMOBV4FPi3mR2Uaz8JBV5FRGQ5+0AuAH6U7AL4m7vvB1zl7m+4+3vu/oK7Xw2cAPwCmEWo8poMXtsF+CWwe30Bmxh4PZe6gdfFwHbAI2a2hu7LiIiINCx1rbwBeBVIvt/tTLhOkz3Woj7ufi3wRGrREuAb4CR3v8DdP0mOqfsUIiIibUNhYSF33XXX1AkTJnx4xhlnTP/hD3+4oGfPnpVlZWXVTf3K3aVLl+r777//q0mTJr1/7LHHzuzVq1ejFeQ7dOjgAwcOXHDRRRd9/dFHH7336KOPfrncH6YZHXfccXNffvnlj84999xvdthhh4X5hDE7depUfeihh85+4YUXPrrnnnu+Kikpyas9VFZW5g888MBXL7744kf77LPP3IaO1aFDB999993njx079pOxY8d+0bVr1zY/Edgvf/nL7z/55JP3Lr300v/uvffe8/r167e0c+fOmcaCws3t+OOPn/v+++9/cPjhh39fVlaW8/daUFDA3nvvPe/VV1/9cPjw4c0aQu3atWv1TjvttDC9bPDgwXN69uzZZoKgJ5988pxXXnnlo/32229uQ9WG+/fvX3HllVdOfeONNz7u169fmw1rrwz77LPPosmTJ7//l7/8ZcrWW2+9qLEqzj169Kj82c9+9v1TTz318aBBgxbWt97EiRNLZ8+eXTNeraysrPqyyy6b3oynLquA6Xu4iIiIyKplZnsRZgo9lFARrYgwKO9FYJy7z43rFSbVLrK2L4jB1w7ARcDJwLrUhlM+BC4Dxrp7q5gtTERERFqemW3s7p/F53kPxjCzzYGngb6EtsSt7n5afK8gGSiS3TYxs70JbY6BhAGfiYeB37r7hzmOVbMPMxtLCDckznT3kXl/YBERERFp9ZJ2qZmVAgcBZ1EbMMpQO1A5/Tq9/ErgrhhszdnONbPNgHuAbYEqwoQqBcBdwJB4/Jz9bCIi0jaZ2ebu/lF83pQ+kE2AcUA/wrXiNnc/Nb6X7gOpeR5fbwzcQZisy+IPhMm8hrr71OxtUtt2Av5MmNAhcYq7396UzywiIrK6So2P+CXwR8K4iBLgLeBId5+Sxz7S9yZeJlzTrwMedvfXW+zkRUTaqYkTJz5RVFQ0oLS0tNumm246eVWfj0hLee+990omTpxYNmvWrKLvv/++qKCggC5dumR69+5dtcUWW5RvtdVW5WVlZa0+nFNRUWHvvvtuySeffFI6bdq04qRCbefOnat79OhRtc022yzZfvvty0tLS1f4syxZssSeeeaZzlOmTOAwUBgAACAASURBVOkwc+bMourqanr27FnVv3//yn333Xdhly5d2nzAtbVbsGBBwdixYzt/9dVXHWbNmlXUsWPH6g033HDpPvvss7ClKunOnDmzsH///luXl5fXpBlfeOGFj/baa682OX75u+++Kxw3blyXKVOmdJg/f35haWlpdb9+/SoHDhy4eLvttitf1efXVs2cObPw+eef7/TNN98Uz5o1qyiTyViXLl0y6667buU222yzZMstt6xoLBAL8Mc//rHnRRdd1D95PXTo0O9GjRr13xY9eVnGJ598slF5efncqqqqD3fYYYeDGt+iYQq7ioiIiKxEqQF9hUAvQjj1BKBrPZs8CTzu7jfF7YvcfZkvmAq8ioiISJqZ3Q/0Bi5w9zcaWTd7wOYg4PH48iVgP3evbGDijZpBpGa2I/A7YB/C4JLE5e7+u3qOnx5U8hwh7DDE3e/M3r+IiIiItH2x/+oYYDihml3Sf/U9MAeYTJgQbi1gy7hZNSGEBCFcdEtDA5AVeBURWX2Y2cNAZ+D37v5KI+tm94EcSG1Ft5eBA9y9vKFrRPKema0P3EzoA3FqJ2a42d2HxXVz9mnEwOsNwBDgZHe/o6H1RURE2pvGJvrOcx8bAG8Aa8ZFlcBh7j42n2tq1r2JjYBp7l4RX+uaLCLSBAq7iohI2uWXX97rsssuWzd5PWDAgMUffPDBR6vynKT9+slPfrLBE0880R1CVdfJkye/17dvX1XZXcmaO+zaeMxZRERERJpFKuhaAgwC/kGoXtGVMOgurTI+HghcaWb3Abh7lZkt04aLQdcCd19KqHDxd2AaYaCgAwOA3wODzKxj8386ERERaS3M7EHg54QKq5fFgf71rVuYqlKyQVy8fnysIgz0zMR2Rs5BnukBH+7+FqHNMTEuWhofLzWzwfVsn4kTgeDuPwb2V9BVREREpH0yMwP2AoYRgq4Q+q8eIrRht3P3g9x9b2A3QgjoTWrblcRl55rZAfUdJ1Z+PRb4D1BECMtWA8cDt8V2poKuIiJtXOwDORT4MfArM9uygXXTfSBbxMXrpVZ5GahoqA8EavoxCmLVuKGEPpBCIKniMNTMTorr5uzTcPdFhEkfdlPQVUREVjdZIdNrzexMMxsAYdxDnvsocPcvCJVdM4T7GcWEexE98rmmZt2bmJwEXeNrXZNFRERERJZDJpPh73//e6/0slNPPXXGqjofaf8mTJjQJXl+4oknzlDQtX1Q2FVERERkJYlB1zJC5YpLgX1TbxswC5gETAUWxuVVhEoWR5rZM2bWNQZbLcf+8w28HqjAq4iISPtkZv8CfkoY3FFKGGxZVs+66QElfwaeMLNtCW0SCP1Gz7p7db4DTADc/U1CRfklQIf4CHCcmXWppx2TMbOi+PyZeE4FGlAiIiIi0j6kJm8rA84hTMyStPVGuvvP3P0Fd18UK78CLIqToAwHXiL0kyUTxB0B7NrQMesJvFYQwrL3N8fnEhGRVSfVB1JFuA/SlfD/+1zrpvtA/gL808x2B+bFVRx4OvZD5BOOSe7HTAFOAGYT+mEqCX0ye5tZUa4+kNQ+FiZVytUHIiIiq4v0xENmdi3h++ENhGvzDWa2jpl1SdZNP6al7lm8BcwltAEyQH9g67hdYfZ2OfajSZBERERERJrRyJEj1/rqq69KktfdunWrOu2002avynOS9uvtt98u/f7774sAOnbsWH3ppZd+t6rPSZqHwq4iIiIiK4mZFRNmGB8B7EjtgIlnCTdxtidUrNiNMGBvArUDM6oIM5OPMbPeMTi7vIHXq4BD8rm5IyIiIm2Hmd0CHE645hcCzxEGibyba/3UgJIbgV8CGwJ/AX4U91FAGBzSZO6etG+gNmy7B1DvjOruXpX1Ou+ArYiIiIi0bqm23SXAgfG5Abe6+5lQOxDZ3ZfGAdDJNoVAR0I/WdIf9pK7X5bHcbMDr8kAi7Er9olERGRVMrO/UdsHUkToA7kWeC/X+qk+kJsI92i2BC4A9kt2SZiwK+9KbvF+TKG7fwKcTajsWky4bh0DbNOUfeWznoiISFuXXBvNbCThHkIVYWKirYAzgaeB28xsJ8JEEtQ3NiK+9wLwQHxZAPQBTovvKcgqIiIiIrISvfvuuyW//e1v10kvO+20077r2LGjJnmTFvHMM8/Uqerap08fVXVtJ3LOaikiIiIizScOznNCmPUsYJvkLeAO4iCIpKKZu38NfG1mhwPPAJsTbvBkgN2Bf5nZz9z9u9S+a6QDr2Z2ZVx8MtAvHnOD5Hgt+blFRERk5TGzEcDRyUvgRcIgz6djG2OZNkPc7gjgjNSigUBfQrujEkhmUC/Mt+2QOtZThFnVdyAMWOkDHAJcX9/5iIiIiEj7ZWbbAD8jBJOMMIj59PheuuKepQYz7wOcS+gTqwk0ufu+cd2i7ElTsrn7x2Z2LPAQsBkwJFaMFRGRNsjMziaESaFpfSCHAsNS2x0IfAYsjcuK43oF+YZPU30lE4FPCZXkKgiTK+wKTFQfiIiISF1mtiZhkog5hO94XQjX4yLCd7bNgMHAaDN7wd1vT21bc51OPb8POBhYmxB43c/M9nX3Z1bixxIRERERWa1MmTKl+IEHHugGsGDBgoIPP/ywbMyYMWsuXbq0ZqKaHj16VF588cUzVt1ZSnt3wQUXzLzgggtmrurzkOansKuIiIhIC8oaFHEeYXBDMqDvRncfnl4/GZxnZn0IN3DWSHYVH6sIlV+bGnitJoRqewAnufu/m/3DioiIyCphZqXAvoRqVwAfECq6NjjIM5oI3EiYkKOQUIV1Q8KAkCJgEPBEUybJSI7l7l+Z2VuEivZJRfn10uuIiIiIyGplE8IkbA4sAe5J9WHlCrruTQi6pivBNinomoiB158DG7r7o+ljNecHFBGRlhX7QH5MbR/IJ+TfB/IJIRR7BqH/IwnUJPdfjjKzJ5enyqq7f2pmYwhh1w5x8cD4nq41IiIiKe4+GzjHzO4g3D84j/BdsSCuUkGo6voL4Pg4YcVLZnZH3DbbW8BkYB3CRJ7dCeMyFHYVEREREWkh77//fumFF17Yv6F1rr/++q+6du3a5L42EZGCxlcRERERkeWVmlX0d4TKFRAGTvw9CbqaWWF6GzPrAfwcuJRQWS3ZJmm7pQOvvVMDAJc5dhJ4Bf4E3Aoc5e7/iMdRW1BERKR92AX4CbWDM98CHs0e5Jnr2u/uU4CrCIHXRIYwUYYDPzSzDeP2y7Q36pNq34yL+6mIr3tblO++RERERKRtS7X9fkro3yoAFgBPQp3+s+yg66+oDbpCPUHXfPu43P2DVNC1QOEjEZE2aWfgUGr7QN5094fy7AP5GLgZ+Cu11VwzhH4LgAFAr/q2r0+qD+S9+FgZH8vy3YeIiMjqJPmO6O6T3P02wj2Oc4B/xVWK42NyTT2EcB9jgpmdYWY7xe2r4+MS4PfAPGon3jzXzLZt6c8iIiIiIiLLKiws5PLLL5927LHHzlvV5yIibZMCDiIiIiItzMz2Bo5NLRrj7v8T3ytMV0qLQddjgfOBfqltzgIeIcw0Xs3yBV4vdvfR8TjpirMiIiLStiUzJS4lDNB81d2r0gP4Y5sjCRH80MxqBly6+3+Bq6kNvBYTBnsaYVb1A+N6eYcBUu2bRXE/SVWTIo+a/jFFREREpC2K/VYF1E7qBjDZ3WeYWTEsf9A17j9p5/7CzDbN85zULyYi0jatHR8rCX0gb0PNtSFXH8iOZtY12djdJxMCrzcQ+lGKCPdbIPSBnB3Xq27CRF3JNWU6oT8lGYdTnHt1ERGR1Vv6/kC8bs9z95HufiShmustwGKgJNmEcO3fkHAvY5yZ/d7M9krtdjLwYXy+NG67T3KMlvw8IiIiIiICHTp08HXXXbfiyCOPnPXSSy99+Nvf/nbGqj4nEWm7FHYVERERaXm7ARvE5+8DV0JN4DQddO0OHMOyQdcz3P2vwNHAG4SwiNOEwGt89OxlIiIi0nbluO4n1/fNs9armVzDzEYCo4Gjzaw0Wcfdp7Fs4LU8Pv8/M9t/OU9zzazXi1TVVURERGS1VEztJG4ASwDcvXJFgq5J29LMfgicC5xtZhsgIiLtSqovoWN8dMLkWj8AiJN+WVYfyM3A08AhjQRei4GK+PY5ZnZ8XC/nPZdsqXsvvQnV5JJxOOW5txAREZFE6rqdVHu9lzD5xG7AHcC71J1QsxDoCvwWuNPMHjazgcAM4I9xnQ6EsOsQM+uYHpMhIiIiIiLNY/DgwQvcfWLyU1FR8fbUqVPfv//++7/addddl6zq8xORtk1hVxEREZEWZGb9gJOpbXe9CLwHdQOnsbraTwiD+dJB16HuPioO5KsghGEnEwZfGGGW8EYDryIiItL+pAZTvhcfSwntg1PMbGCsQlKaGixyHTAUWAe4ANg/VthK9pcdeC0lDMw04C9mtluybmPtDTMrjFW6do2LqggDR8eqqquIiIjI6if2a1US+siqgbXMrNjMipc36Br3m7Qttwe2I0wWd4aZdWvZTyQiIitT6v/3LwGzqA28nG1mh8XnhVl9IKcC3YA/ALunq7rlCLyWEPouSoERZjY4OW6efSBFwO5xUdIH8vjyf2IREZHVS9Z9g2p3nwScBfyYcN/i9fheB8IYCQf6AocC/waeAfoQqr5XE67HWwCnr4zzFxEREREREZHmo7CriIiISMtaQhjQMC/+XOPuC5M3U4MrdgYuA9ZNbXuWu98Sn1fHARXfAPcQbtAkM5cr8CoiIrKaitf894F7CW2CSsKs5k+Y2ZbuXh7Xux4YTm0lLae2akmNegKvGWAT4M9mtntcr97AaqqKSi/goLi4JB5z2nJ/WBERERFps+IkKwviywJgW2DHWNm1gDCAuUlB19S+tyFU9QFYkzCgeXHzfwoREWkFZgIvEPoYksqpt5jZ4OQ6YWb/R+gDSfoukom86vRl5Ai8FsX1tgHON7OD43qeDsqmxetTBugBDIqLO8T9TF7RDysiIrI6SiYNd/fF7j7b3S8EjgNOACYBc6i9tjuhuvoewCjCREjJJEsAe5tZR0RERERERESkzVDYVURERKSFmJm5+2zgcuDvwNXu/lUyKMLMCtw9Y2adgOuADVObX+Duf02tV+1BBTCGcPOmiNCeSwde70sCryvrc4qIiMiqE9sHSwntg/mE6u/lhEH+z5pZXzP7A3B23KSAMLP55cDL6UrzqX1mB14LCe2NHYDbzOyA9PpmVpRMtJEEXWPV+tHABqlVr3D38c3xuUVERESkbYntzkcJYaIKQvvyODPrQRiUfB7LF3TtTKjk0zUu+h64yt2XajI4EZH2x93nAbdSW4W1AlgLuNnMdjezKwlV4CBca94hTIjwfD19INmBVwj9ILsCl5vZSXG9pGJsTeg13rupin0g/6LuPZ4r3f215vnUIiIiq684ORLuPsXd7yZ8/zuSUMl1NuF6b4S2QVLxtYLaKvCPursmQxIRERERERFpQ4pW9QmIiIiItFdJhVV3n2lmVxBm9q4ZFOHu1XFgxChgq9Smf4k/SWC2ZgBGXP8d4F3C7OLJ4MBCQhXZvQiV3HZLKrmJiIhI+xXbCu7u95rZpsClhMGeS4CewGdAWWqT/xCCrI+6+5L69uvu08zs6vjyLEJItgrYGBhrZucDz7j7pKzgQZGZ9QXuJ1SuT4wGHkyf8/J/ahERERFpoyYTJmdJQqiDgOmEQFF6QpVGg66p5VsAJwFJpZ7X43FQm1NEpH1y96fN7AzgFqCEEFLtA4wFOqVW/Q9wFY33gUw2s5vjy7MJ4ZgCYGtC1djN47E+T+7vRB3MbG3gPmBgavm/gAdAfSAiIiIrKhkrkboXMhWYamYvA/vFn6GE75pFhHsjyT2RIe5+5yo4bRERERERERFZAQq7ioiIiLSgVOB1NmFmUaDOAIdtgZ2AasLgieeBf6QCsZ61v2T28IVx0SRgAbAPtTdtblXQVUREZPUQ2xpJFfjfmdkawAhCu6CKMOgz8SZwPfBYQ4M8U/vODrwWEarGlhICs5+a2XjgZUI7pxuwO7A3sH5qV+MI7ZOPk3Ne3s8rIiIiIm2Xu79gZn8jDER2QpvxV0CX1Gr5BF0LYyW9TsDfgPVSb//N3ae11GcQEZFVKxV0uc3M1gT+RAinZqid+ADgLeDPwJg8+0ByBV4rCcGZXwEHAZ+Z2b/j8lJCH8iPqNsH8jShD+SjuF/1gYiIiOTBzDq4+9L63k9fU+N3wgzwJPCkmT1KmHjibGCduNrJSdA1uYfScmcvIiIiIiIiIs1JYVcRERGR5ZS+KWJmRYR7LJnsmbpzDWZILdsf2IQwwA/gWXd/t4FjJjduCuKiBcDBwGOEwOuQ1E0bzRguIiKyGkiqxbt7xt3PMbOlwPmEyu9GaGdkgAfc/R7Iv52QI/BaSqgsX0Ko8roJcBy1bZNkIGjibuAOd3+uKccVERERkfYl1Q78N7AnsDmhnZquwPd8Kuha7O6VOfZTFIOuHQkDm7dKvf0bdx/TYh9CRERWuaRPIfaDXG1mFcB1hH6JpA+kinCv5b7Uupn69pnad67Aa9IHsjkwgHA/JukDqU49B7iL0AfyfDyu+kBERETyYGYbAEeY2Yvu/kZj66cmCE8mAn0ReNHM7gROBt5398fS67Tk+YuIiIiIiIhI81LYVURERGQ5pYKuBwPbAfPN7DZ3X9DYIAYzM8JAiV3jokpCRbT/S96vJySbMbNNgS3jorXcvdzMBgN7uPszDW0vIiIiq4X0QEuPP0XAr83s3+7+eVyn0YGekDPwWkJouyRh2mpgMdCZEHRdDEwBbgTud/c5oPaJiIiISHuRDBbOo/+rZlBxar1xwLPUhl3T7ck/JtvmCrrG5UlF18eA3VJv/QO4Ix5X7U4RkXYsq/L3Rqm3kv/3FwNDzOxZd38m1ySl9ckReC0hhGcL47IKwr2dgvizCJgMjALudff58Rx1LRIREcmDma0PnABcCsw0syPc/ZV8tk2HWOPkFt+Z2VXZYdgWOG0RERERERERaUEKu4qIiIgsJzPrAFwBnASsCXwJFJrZze6+sKFt3d1D3pXecVExYXBfqZmVpwZqpI+XzD6+I7UhlgozK3H3CiAJuuqmjYiIyGomNXjjesJgTAhti+RxCbAW8LqZ7eXuH+Vb2STuPzvwWkwIvFYDnwCjgefiMT4DZrv79Kx9aJCniIiISDuQ6nfqbWb9gH5Ad2AqYTK3z919YXb/VCokex6wPjCYECAqIEyc8mczGwU85u5Tk6BQ6rE7sAnwN+pWdB0D3Jq0P9XuFBFp35L7J2b2Z0IfBdT2gUDor+gN3Glmp7j72PT1JI/956rwmgRePyZM2jAG6Ap8Dsxy95lZ+9C1SEREpBEx6HoKMDwu6gncZ2YDkgkk8pXc60jf89CYCREREREREZG2SWFXERERkTylBtZ1IAROfwUcRgh5APwAOBF4z8yeyePmSUHW655Af3eflT3oIpmp3My6ARcBnQgDNv7t7hXp9XXTRkREZPVkZv+PMAizmtDOmAjMBA4EygiB1x7Ai80YeAXYENgXeDSZcd3MCuKjKpmIiIiItAOpfrECwqRv5wL7A1sSQkAA5YR26Otm9iZwIzDD3ctTQddCd680s58RJkvZlRAgcmAL4HfAL2KAaYqZvQesZ2ZbAEcRqrn2S53aU8Bf3f3VFv0FiIhIq2JmvwN+SbhPUgz8B/gIOCa+XgqsDdzWjIFXCJMtzCD0gYyJ51IYH9UHIiIikqdU0HUEYfIjCN8N/6epQVcRERERERERaV+yAxYiIiIikkNqQF8pcARwFSHoCqFN9SXwGHAm8EpjgdO4vyVAMhCvIu7nEjPrH4+VDJAojEHXMuBRYEDcphh4AzRLuIiIiADwAjCd0KZ4B/ijux8E/CW+nx143dzdM0mbIx/uPg24mhBcSJQCuwA3mtmucb1qDfIUERERaR+y+sUOBv4J/BrYjhD+qQQyhEl2OwB7ECaJ+zfwWzPrmwq6ZuKkbkuBHwNj43ZJm3RNYGfgAWA8oc/tHeBB4EjqBl3vBf7g7k8m59lSvwMREWl17gSmEe6TvAX8CRgKnB/f70DdwOsgCPdS8r1euPtk4GbghrgvCNesfYHfp/aZUR+IiIhI/uoJugIc6O5PJpNpioiIiIiIiMjqSR0DIiIiInlIDeg7ljBYYldCxQmApwkziB/v7i+7++J89hefvh0fS+PjnsBvzGyDVJW1UjPbkFDtYvfUbv7X3Z9f7g8lIiIi7UYcVPksoa3yDHANoY2Cu59HGJgJLRd4LQB2Aq4ys53jehrkKSIiItIOxH6xEkK1vEuB/eJbVfGxmBBWLUotd2BbwuDlR8xs49juLIiTuiWB18OAvwKfxW2NEChK+sW6EwJLybESfwB+5+4vg6rpiYisTuLkCV8AewFPEq4jj7r7QuA64KK4aksFXgsJ93LOM7MDmrpPERGR1VkDQdd93f25+J2xwYnFRURERERERKR9K2p8FRERERExs2JgMHAWYaAehMF3dwKnu3t5XK9JA+vc/S4z2wP4n7hoTeBE4GAze5AweGIAsAWwbmrTh4B7lueYIiIi0v4kgyrd/QUzex9Y6O7lMURQ5e4j4pjLs1k28LqXu3+UVNrK83jTzOzq+PIsQruoiBB4vcbMfuXu45v7c4qIiIjIypXqd9odGEao5uqE9t83wFzgo7gs6b/qntpFB2AH4BUzO9Dd30kFXgvdvdLMhgP7A4cQBj07tZVeS1L7+g54FfiHuz+W4xxFRGQ1kEza5e5TzOyIsMjL4/UgY2ZXxVWvZNnA6ynuPjbVj9Lo9cPdJ5vZzfHl2XGfhYSwLWaGuz/VlH2KiIi0Zcn1LpnoId9rXwy6nkz9QVdT0FVEREREREREFHYVERERaUBq5tDNCIMYtqV2QN8N7j4irmceNWHfyaCHm4B+wKDkLaAPITiSyzjgFnf/GFQ1TURERIKkTeDus1LLkhBBJgZeqwkDSRR4FREREZFGpfqdzgB2pLZf7F5CddUv3H0JgJl1A3oBlwHbA5sS2oflQE/gGTPbx93/k7Q7U31vTwJPmtldwDrA3kAXQoXX74GvgYeBWe6+IB6vyf1xIiLSPiR9F8k1KD5P+kVcgVcREZHmk6PaqhG/G2aHU+urzGpm6wCnEe4lqKKriIiIiIiIiNRLYVcRERGRBqRuqPwK2IPaAX03p4Ku9YZC0rOaJoMbcgx0eBe4CqgkVLDoQBjIlxyrGiiO644GbnX3cfXsS0RERKSOVMWTjLufEydbV+BVRERERPJiZqcDP01eAiPd/czU+0XuXgUscPe5ZnYaIax6BnAgUEoIvHYHxprZnu7+WXowcyq4+nrc7eh6zsWS5+oTExGR+ijwKiIi0nxS39u2BdYDDjCzHkCJmX0BfEuYsPsTd19cz242JXyvTIKuDuynoKuIiIiIiIiIZFPYVURERKQRZnYycHzyEvi3uw+L7+UMgyQ3ZFKDGfqaWQZY4u7zoGawRVLF4iXgv8BnhIGARdQGXMuBCkK1jAfc/Yt4DA2WEBERkbzkCLwWEAZmrozA63nuPqH5P5WIiIiItKRU39M2qcUPJEHXVPuyCmranObui8zsCeADQn/WUdQGXnsDt5vZz93922SnjfVxqYqriIg01SoKvFa7+zhdr0REpK1LTepdAKxFmBz8GGCdejY5G5hmZhcCH7j77PR+gAnAw8BQwkRICrqKiIiIiIiISE4Ku4qIiIg0bntqK61OB66DZYOu6cEQ7l5tZmsDhwH7xH0UA4vN7B7geXd/OR08AT4HzjezB4E+wNaEsMhrwAx3/0+uY4mIiIjkIyvwOiIWxWrpwOu2hAGkQ9z9rWb/UCIiIiLSrLLagAVmVgIMiq//C1yTY70a6b4x4EszO5vQNjySEHjNAFsCJ5vZ1e6+NJ/zUj+YiIgsj5UceN0V+IOZZdz9ueb/NCIiIitHKuhaAvwYGAHsH9/OAJVASXysJnzX6w30A0YD95nZP939zbifIndfaGZXxu2fdPdX43EUdBURERERERGROhR2FREREWmAmfUgDMYrjIvmA+9CCIyk1quZcdTMNgB2JlSu6Muyba6LgKPM7HJ3vz+pegFYrAY7Pq73cI7zURULERERWW6rIPDaEegFzGr2DyMiIiIizSrd9jOz04DXgY8I7UTi48dQt1+sIe4+y8wuIVbuIfSxdQUOAW4GZmlSNxERaUkrMfBaCqxPmNhURESkzYrXxFLgaGAYsFPq7UJqx050SC0vIIRfewGnATua2WXu/qy7V8XA64K4rFrfA0VERERERESkPgWr+gREREREWrkSQlg1GcD3pbvPTd6MIdWkWgVm9lPgWmAU0J8wk6kTbux4fN0B2By42swGx+09n1lLdcNHREREloeZJYNPagKv8fkI4Ib4VnbgdfP0uvlw92nA1cD1cdEi4EfuPmXFP4WIiIiINEUcnJzvugWpoOv1hL6tPwFbUHs/8ctYjaepk+l+AfwN+JLQP+aEwdLDQP1dIiLSvHL1Y8RrzVWEyUhh2cDroGS95L5PY9x9MmHihuvioiWEPpCvVuwTiIiIrFrxWrovYVLLnQjf4QBeIkwcsTuwD6Ha63XAG4TvjcVxvVLgh8Co1HiIqnQlV30PFBEREREREZH6qLKriIiISMPKCdVcOxNu4mxmZju6+1tQM/ChEFgHGAL8Nm6XDAIsJlQ1m0qo8loWl1cBfYATzex1YLZu6IiIiEhzitXm13f359IVXSFnhddqYAR1A68vmdmey1nh9TqgArjb3T9smU8oIiIiIvUxs+eAjJn91N0XNrZ+aiK3awkV6gAOJNxLrCD0i1XFdauaci6xas+TwAnADwjhomJgu6a0M0VEROpjZusBW7v7Y9l9IIk8Krye5O5PNeVeTazwenvcz73u/lHzfCIREZGVL06CVE0Y13AOsD3hu6ABtxPCrxXpvfS+ygAAIABJREFUSbzN7FlCpddLgJ8CW6V2uSFwrZktjvcpNB5CRERERERERBqlyq4iIiIiDVsIzCYM7HPCDZnjzWxHMys1s27ApcBtwGWE9lXSxqoEfgcc4u4bAwcRZg4n7q8QGASsoxs7IiIi0pziIM+TgWfM7AoIAdf0OlkVXs+hthprEnhdC3jTzLZsagAhVjG5xN3fX7FPIiIiIiJNZWajgR8RKu3camad89yuC2Ew81JisJVQzWdzwuDmrc2sv5k16f5iHDC9iNBPtoDayeF+RAi/iohIO5K+TlhQkDxvoeOtD5wC3GNmt8CyfSCJBiq89gLuM7ODm3p8d/8E+H8KuoqISFuXCrH+Gtg7PjfgZnc/xd2XANlV0M3dq9z9d8DFwENxeSFQDWwAXGZm27f4BxARERERERGRdkGVXUVERETqYWbm7hVm9jvgTqBrfOtsQnB1PtCNZQflTQfeAK509wnJQnd/0cy+BPoBvyBUje0I7AhMasGPIiIiIquR1CDPM+Kii8ws4+6XZq+bVeH1nDhGZQQhgAChrbIl0OTQalMrfomIiIjIiosV644gVGMtAo4Mi+2Uhiq8xn6wBWZ2DHADMJjayd+SgczdgD7uPjWun9fkbbGyayGhz2w+0AXIxP2WLs/nFBGR1itd7Q3oTJgYtDy5bqSqxq2w2AdyMqEvoxNwSuwDOb2B88tV4RVgDUI/SJO5e+XybCciItLamNk+hLEMiXHuPiy+l6tyenVybXf3MWb2HbAYOI7aScJ3AH5uZpPdff5K+BgiIiIiIiIi0oapsquIiIhIPVID9t4E7iDclIHaGUi3IwRdPS4DeBv4FXCmu09IZjVNZi5396nAu3HdkvioQX0iIiLtXFOrX63AcdYnBF1HEMIIidfq2yZHhde/UDtB2gnufl+LnKyIiIiItIQbgAmEfqdqQr/Vz4HbGqrwGoM/Be4+nTDR21hCYNbiTxUhsPQHM+ueb9A1tf+Mu38LfBoXGSFU1Lsp+xERkdbNzHY3s0vM7DUzex/4HJhkZrea2Xlm1ovlDJTmONb6hD6QXxImUkiMbmzbVIXXC1KLh7j7/c1xbiIiIqvaClRU34zaCYoywFNJpfYGKqdXJ8dz9zeBm4BHUqt0BE4ENlrBcxMRERERERGR1YAqu4qIiIg0wt2/NbPbCBXOjiPc3FlK7WzfBkwGXgLOSVfJSAb+JTd44uvp8e2lhIGHs1fKBxEREZGVzswOAqa7+9vNWbmknmOtT23QNR1k2Mfdn2/o+FkVXs8zs47Au+5+d9x3i567iIiIiKy42J6bZmZHAA8DOxGq6RURAq80VOE1VZFnupmdAfwVGETovyokBGc3BY4wszvdfWkTzi1pTyaDmpMg7uL6txIRkbbCzDYnVBO/jNqq4JWE+yo9gI3jqsOBZ+J15MXU9nlXDI/rr8+yfSAO7Ofuz+XTjxEnergWKAO+dfc7477VByIiIm2WmQ109zfidS7v62ucsLOAMB7C4vPFhMquTrjO1it9vDgp+J3A5oQ2QCWwNnClmR3q7uX/n737Do+i2t8A/n6zG1JIBUJvQuhgoWOhKEURBAHLBSkWuoDCRb3C9apXf/cqWJCqIjYQEUGQKiiIXKWLWJAqTUIJJY303fP748wks8tushsSScL7eZ48yczOzM5uNplyznu+BX+FRERERERUVFq3bt1gx44dOf2NVqxYcaBHjx7JV3OfqHjp27dv7aVLl5Y3p6dNm3Z07Nix56/mPhUHBw4cKLN79+6QY8eOlUlISLAFBASo6OhoR7Vq1bLat29/qWrVqtlXex9LGoZdiYiI6Jrm3mnBWycGpdQvIvIfAN8C+Cd05YlIAMcAfAbga6XUtny2oYwKGp2NWUEAzgH4X+G+KiIiIioOROQBAAsBHDc6cOwpqg6TeQRdOxtBV/Ghk6c18DrSsm128iQiIiIqASznc3Eici8KP/CqAFQF8AiAvSKyxdeO08Z2awJobMyyAzgJPYAcERGVYCLSGcAwAP2MWdnQIVebMZ1l/JwNoAZ0ZbchIvI8gGVKqV8sFcbzvf+Qxz0Qn4OuJuM49m/LtnkPhIiISiwRWQ6gp4j0Vkp96U/g1bhmA3IrsAt02NXnju1ugdcvRKQNdBV1O3SV2JrQodejfr0wIiIiIiIiomLk5MmT9oULF0Zt2LAhYsuWLeEJCQl5ZjNjY2PTH3744bOjR48+HxkZyfvPPmDYlYiIiK4p7h0V3DstmNNmI4y18Ucp9SeAxSLyJXRV1zIAMqydA711hBARu1IqG0BtAB0sD+0EcIkdKIiIiEoXS9AV0B05F4pIf6XUT4V93BeRWvAedPW3k6fDwzyeoxARERGVEH9B4BUA2gJ4DsBTIvJrfueLlvti9aDvp2Ua338FkMH7YkREJZeItAfwJPRxwpQBIAk6yFIDOuhaHjoAC+jjQDCAFwC0EJGFSqlFxvHH5unehOX58rsHku9gX3nh8YiIiEoqEVmF3OPxXBEZqpRa7meF10Doiq5Zxnc79ADgPldhdxvA4t8AugK40Xi4AYA7ALznz2sjIqJrjKDF1d6FUk9h19XehaLw8ccfR+3evdscuAP9+vW7ePPNN6ddzX2ia8cPP/wQ8vnnn0eb0zfddFPqwIEDE67mPhFR4YuLi7P369evzvbt28MdDq+3sS9z6NCh4EmTJtWcNm1alTlz5hy99957k4pwN0sFhl2JiIjommIJs14P3cGuO4AK0J0vUgDsA7AKwEEAme6jiRs/ZxjLQ0QCjO/mCKVeg64iEgLgA+gRS01zlVIXiubVEhER0dUgIn2RG3TNhO4g0hDAJ4UdeDU6eQ4FMAZXGHQlIiIiotLBLfDaGzrw2hqugVcRkUd8DLyOhA68docOqQK6w7IAeElEtiulPIZWLffFygKYCiDK8vB8pRQbc4mISigRiQHwMFyDrvsA/MP4fhRADIBwAKOgj0WtoIOuGdCDKNwDoKmINFFKPWc5hl3WU8io6PoIgLHgPRAiIqIcItIDucfjNOj+D++JCPwMvGYb380BKqKh+1Ts8TEsCyD3ehK6feRX6LCreewv7+t2iIiIiPyxbNmyqKVLl+aca9SuXTuDYVf6q+zcuTP0jTfeqGJO9+nT5zzDrkSlz5kzZ+xbtmwJz2uZ4OBgp91uVykpKTb3x86ePRvYt2/felOmTDk2YcKEc0W3pyVfwNXeASIiIqKiJiJifA8QkUgReRW6k99n0B0xegLoA2AIgP8C2AHgQxHpD7iO5O2tEqy3xh2jU4YZdP0SQHPLw68opZZa95GIiIhKNhFpCX0+AejOG2anEAdyA683Wjp7XMlzhQDoDR10td5IK5RqJkRERERUclnCQqcA3AtgO/S5aTYABaAfgHkiEpbHNszA6xnokNJq6M7Kpi4ApgB4TETKGcvn3IcztpFtPMdqADdY1n0HwOfGsrwvRkRUMvUGMNgyvR3AzUaoZj/0gKJ/KqV+V0qNgW6DmWwsG2RZrw6Ap0VkOpBzDHMZuF1EykAfu56C53sgDLoSEdE1Sym1ErrqOQCEQF+3lYO+5uttLKPyuvYyjqUO6HAqAKQb3+8TkSgvq+WzWyoLwApz2vhex3y+AmyTiIiIiIiIqFhp2bJlyrPPPntyw4YNvyckJOxOS0vbnZyc/FNiYuLuxYsXH+zQoUOidXmlFJ566qlaixYtirxa+1wS8KYBERERlWrmCKUiEgRdcWIRgL8DqG0sYnbwcxjfM6BHFb8PwHwRmSoi1a3b8+f5jU4Z5QFsBHCH5aElAD62LOfzSKhERERUPBnH/IEAqkGfYwRBV7sSADYUcuBVKZUG4AgAa5V4a9CV5xdERERE17AiCryuge44bZ5rtgbwLwCrRaQzgAaW9WJFpCeA7wHcZtnsGgAfKaUyjGV53kpEVMKISF0AkyyzjgHorZRKMIOq5v93s13FCL3+H4BeAH6Ebo8B9P0SO4DRIvK+sWy2iOSMfK+UygTwHQCzIoYTDLoSERHlUEpNB/CEMVkG+rotGrrCa76BV8ux9Cvje7Dx/RYA1QE90HcBds1cxxzoIsXt+YiIiIiIiKiEWLJkyVGl1C7za+zYseev9j5dDcHBwc5HH330zJ49e37dsWPH/pdffvl0p06dUiMjI3OudSMiIpz9+vVL+vbbbw+9+eabR2223Etqp9OJCRMm1ExNTeWAwF4w7EpERESlmtFgEwygP4AXoQOvQG7wRKA755k/m40s2cb38QDeEJG2RoeJPEc8tRKRiiLSA8Am6I5/pnUA5iil9l7BSyMiIqJiwtLBowV0YCAYupMmoCu77zJ+LorA65cAngZwCK6dPBkYICIiIiJ/Aq/heWzDW+AVxjaioe99LQOwXUS2i8gO6PPgjwA0s2xuBYAZSqkfCvN1EhHRX64CdMU4sy3lM6XUaeOYk21d0EPodQWA0dCDgiYi936JE8BgEfnEWM5h3nMxBvXaDqAvgJMA7mTQlYiIyJVS6i1cQeDVsAnAHujjchaAqgDmikiIcWz2qT3D0kYRaHzPMr6fB/wfZJyIiIiIiIjoaitTpowaOHBg/P79+3+ZO3fun9dff31G/msB48aNOz958uQ/rfNOnjxZZt68eeWKZk9LPoZdiYiIqFQzOkJ0he440RK5VSe+B/Am9AjidwEYYkz/Ct2pogyANGPZvtBB2W7ewiPujToi0gnAFABvA2hseWg1gLeUUt8Yy7ERh4iIqAQzzg0cRjWs1wBUge4EAgBLoYOoM6ErlgCFGHi1dBL9DMAtloqu7ORJRERERDl8DLy+52OF19PIDbxmQA8eF2BsKxhAGIDm0APBhAOIRO758asAnlNKrQF4X4yIqIS7Hfp/vtlesh3QxxxvK1jDNUqpbQBegG5DuQA9aJjD+HpQRN42t2ccw5Rxz+N7AE2UUl8z6EpERHS5Kw28KqWOANgMfZ0XAB1SbQ1glhF49ak9Q0QCjEHJOxqz7NCDXKww96Fgr5CIiIiIiIjo6mjSpEnGRx99dLxmzZrZ+S/tavLkyWeqV6/uEo5dsWJFVOHtXeliz38RIiIiopLH6PzgAFALwFjoTnZmBdf3AIwBkO02wvgnItIYQDsA0wGEQHfUswPoDN0x7zyMThtWZocKEXkUujPfcOO5rD4AMNesXGF0zGAjDhERUQlmdOwIAvAWgCbQHUfsAM4CWK2U2i8iB43FH4c+J3EPvPZXSv3kbydNS0dPpZSKN+cV3qsjIiIiotLCGngVkXsBfAHdYTkL+vy1HwCIyCNKqRQv28gJvIrISACzAHQHEAR9jquM7W0BUBbAJejO0esAbDEHfzOeh/fFiIhKNnOABJvx3WvI1cr6v18pdVBEZkMfL8ZAV4vNgm5bGSoiyUqpv5tV5Cz3TJKN9Rl0JSIi8kAp9ZaRZX0TlwdeoZRaZm1fMNezHG+fBHADgNugj8sKQB8Al0RkolIqzdIf4zIiYldKZYtIFQCdjNkBAI4BSCqSF01ERERERERUjNntdnTr1i3hvffeq2TO+/3330Ou5j4VZwy7EhERUalkaVgZDz3COKAbYt5VSg0HXKuxmo0xSqm9APaKyE8APoSuyuqEbnzpCiBJREYrpeLdAyki0gLAOGMdsawHAJMAfGBU0GCHPiIiotLlTgA9oTt2mqOdr1JKzQNyQgHzjWULPfBaiK+DiIiIiEqxQg68nhGRUXANvAK6YmwSgFHGfTZv+8LzWCKiEshy38IMuWZCV/YOMR73q+1DKXVMROZCVwufCKA89P0SBeAxEflTKfWm9V4JjyFERET5K0jg1XK95xCRlwG8AaAR9HE5HMBAAJEiMlwplWo+l6VyuzKuObNFJATApwBqW3brNaXU8aJ+7URERERFIS0tTTZs2FD22LFjZeLj4+2ZmZkBMTExWTVr1szq0qVLSnh4eKEPyuV0OrFly5aQHTt2hJ45cybQbrermJiY7JYtW6a2bds2LSAgIP+N5OHkyZP27du3hx46dKhMYmKiLTMzMyA0NNQZGRnpqFOnTkaTJk3SY2Njs67kOdLS0uSbb74JO3r0aJn4+Hi70+lETExMdo0aNbI6d+5cJO8bAJw7d862YcOGsocOHQpKTEy0BQYGqnr16mUMHjw4wZ/tZGdnY/PmzaE///xzyNmzZwOzs7NRvnx5x0MPPXSxatWqfld2vBpSUlJk7dq14UePHi1z7tw5e2hoqLNu3boZt99++6UqVaqUiNfgi/j4eNv69evDDh48GJSamhoQHR3tqFGjRma3bt1SKlSo4NNAfXmJi4uz7969O/jAgQPBCQkJtvT0dImMjHRER0c7mjdvntayZcs0m82W/4YKICkpKeDrr78O27dvX1BiYqItNDTUWb9+/Yxu3bollytXLt+/obi4OPuGDRvCDh8+XCYtLS2gfPny2Y0bN07v1q1bit1+9SKFycnJARs3bix74sSJwHPnztlTU1MDwsPDndWqVcu64YYb0m688cb0K/0/V9zUrVvXpbLruXPnAq/WvhR3DLsSERFRqSUi3QAMscxaZwm6uow0av3ZaMDZJSIPAJgLoA10p79A6E5/hwA86x5EMdZ5GsDzAFpBj0a+E8A0pdSXbsuyMwYREVHpcQK6+nt5Y/p/AEYDOYNrKKNzR5EEXomIiIiIfPUXBF4VgB4AyojIkwAOeKv2Q0REJY/lfsVB47vZ2+g+EVmmlEorwDZPicgn0CGaUdBBHCeACAAPiMgv1urgRERE5JuCBl6N1b8H8DqAZwFcB32tFwZgAICGxrXgUaVUvHvfBxGJAbAEus+EaQ6Az4zHOTA4ERERFYq+ffvWXrp0aXlPj40bN672uHHjantbt0+fPueXLFlyNL/nWLNmTdiUKVMqb9myJTw9Pd1j6qpMmTLqlltuSXrhhRfibrvttlRPy3hSrVq1ZnFxcWXM6X379v3SoEGDTIfDgSlTpsRMnz69svVxq4oVK2Y9+eSTpyZMmBAfGOh7VsrpdGLWrFnl586dG7Nnz56y+S0fExOT1aZNm+QHH3zwwoABAxJ9fZ7NmzeHvvjii1X+97//ReT1vrVp0yZ50qRJp7p16+axPcKTt956q7z1d2v9XX733Xehzz//fNXvvvsu0uFwbZqoWrVqpnvY1Shwk0MptQsAzp8/b/vnP/9ZeeHChRUSEhIuy1w1btw4/fPPPy/j7TO2dOnS8iLi8bNp7svJkyd/ye+1Xonjx4/bx48fX3316tXRaWlpl/0ObDYbOnTokPDf//73ZKtWrdJ93e769evLdu3ataE5HRoa6vzzzz/3REdH+93P6bvvvgvt0KFDI3M6ODjYefz48Z9jYmJcfnl5/c5//vnnoGeeeabaunXrohwOh7g/h81mw+23354wZcqUP2+44YYM98e9yc7OxqpVq8IXL14c/f3334cfPXo0OK/lw8LCHD179rwwadKkM02aNPH5efbv31+mYcOGzcxp62fj+PHj9qeeeqrasmXLymdkZFz22oKDg539+/c/N3Xq1JOe3v8ffvghZPLkydU8/T0AQFRUVPbf//73U08//fRZX0Ov7v93p02bdnTs2LHnfXu1gMPhwLx586Lffffdij/99FPZrKysy16Xdf/at2+f9Mgjj5zr2bNncmkIvmZmZrq8XuOanTwo+b9tIiIiIu/qQI8mbo4utQzICbN67WRn6bD3G4ChAA5AB13NThoTRaSvdR3LaKVrAPwXwJcAhgMYbgZdhWelREREpdUv0AHW/dBVrF5RSqWboVVLZ5FsAPMBzADwo7Gue+D1RvNc5Cq8DiIiIiK6BlgDrwDuBbAd+t5XNnQH5n4A5olIWB7byAm8QgeTVkNX5YOxja4ApgKoX3SvhIiIrqI447vZ4bI+gBhADzbq78aUUn8CmAd93+QScvuytAEwQETCjW2znYWIiMgPSqm3ADxhTLoHXnsbyyj3Y6xS6hL04EizAfwBQKCv9TIBtACwHMDHIvKwiHQUkWYicjeA/4MOyt5q2dxyAPOUUhnm8xXJiyUiIiIqRHFxcfaOHTvGdu/evcHGjRsjvQU2AR1e2rhxY2SHDh0aDRo0qGZ2dsGLZZ4+fdrWtm3bBv/4xz9qegu6AsDZs2cD//GPf9Ts0qVLbEpKik/3S06dOmVv2bJlwzFjxtT2JegKAPHx8YErV64sN2LEiOt8WT49PV3uv//+Wh06dGj09ddfR+X3vm3evDnizjvvbHDXXXfVSUpKuqJ+MhMnTqzSqVOnRhs3bvQY7PPVxo0bQxs1atRk9uzZlT0FXUuCBQsWRDZt2rTpkiVLynsKugI6dLhhw4aom2++ufG0adO8BnPddenS5VKjRo1yQt2pqakB7777rs/rW82YMSPGOt2jR4+L7kHXvMycObNc69atm6xZsybaU9AV0K9z/fr1UW3btm382WefRfi67RYtWjTs3bt3/QULFsTkF3QFgJSUFNvChQtjbrjhhiYvv/xyRV+fx5s1a9aEXX/99U0XLVpUwVPQFQDS09MD5s2bV7FNmzYNT5w44fJZ/fe//12xffv2ef49JCQk2CdPnlyjZ8+edbKyrqiIs082b94c2rBhwybDhg2rs2PHjrC8gq7m/n355ZflevfuXX/NmjVe2yxLkkOHDrl8lipUqFD0b3wJxY6TREREVOqIFgrgfuhGF4FudFkHuIxG6pWlw96vAAZBd9azBmfvMJ4rwFheWQKvXwC4Tyn1qVLqkLlPbLQhIiIqnZRSWQA2QXfyfwXADmO+07IMA69ERERE9JfJLwxUhIHXTPNhAHcBmCoijbxtg4iISqy1ADYbPysAjQFMBHKOMX6HUpVSRwDMBfA/6PskZi+sIQDuMZZhOwsREZGfriDwegHAewBeBvAbdF9TG3SficrQgxy9B31e8D8AKwD8HUCsZTOrAbytlNpZJC+OiIiIqAjs2bMnqE2bNg03bdoU6enxkJAQZ3h4+GXpMaUUPv7445iuXbvGFiQ4lpCQYOvUqVODnTt3utyXDw4OdoaFhXlMq23atClywIABtfPbdlpamnTo0KH+7t27PYZcg4ODnVFRUdkhISF+V+c0Xbx4MaBjx471Fi9eXMHTLZzg4GBnaGiox+2vXbs2+uabb25w6tSpAoVLJ0yYUGXq1KlVnc7czYsIIiIiHDab7+Oybd++PeSee+6pHx8f71IuNyQkxHkl781facGCBZFDhgypm5ycfNkLt9lsiIiIcFhP/bOzs+XJJ5+s/f7770f7+hxDhw6Nt07Pmzcvxtuy3pw/f962YsWKctZ5jz/++Flf158+fXr5MWPGXGcNggYEBCAiIsJht9sv+wCmp6cHPPTQQ7E7d+7MN7gKAElJSR4/OAEBAQgPD3eEh4c7PFUadTgcMnny5BoTJ06s4utrcbdp06bQPn361EtMTMzZh4CAAERGRjpsNttlr+3gwYMhvXr1ijVDrc8//3yl5557roY1AGy325X77960du3a6DFjxlQv6P764p133onu2rVrA/ewp3X/oqKisj397gBAKVXiB0HMzs7GV199FWWd16xZM5+rgV9rSuRIA0RERER5MRpiMgGYF/126AabLKMTn08j/1g67G0XkacAvA7d6Q8A+ovI62aY1fK8orQst22xAwYREVEpppTKEpHNALYopdK9LJMTeBWR+cbsxwE0x+WB1/5KqZ/M6rB/yYsgIiIiohLHfYA1EbErpbLd70V5GojNGngVkXuhq/a0hu64bIcOvEJEHlFKpXh6fmvgVURGA5gJoDt0B2oz8AoR+btS6vfCet1ERHT1GEEYG4CDAG6Dbn8pA6CviGxSSn1e0DYRpdQvIvIKgKYAqgFIgx6I9B8islsptbdQXgQREdE1Rin1ltGp+U1cHniFUmqZtb+DZb2LIrIIwGEAzwPoCD3YOKAHDC8DHYINgb4GdCC3T+oH0EHXbQAHCCciIqLCN2TIkPNt2rS5BACffPJJeWu10nvvvfd827ZtL3lbt1GjRh77dZw+fdp255131j99+nROVVWbzaZ69OhxcfDgwec7duyYEh0d7QSA1NRUWbduXdiMGTMqfvPNNzkBpo0bN0aOGzeu2qxZs07683pGjBhRa9++fSEA0LRp09SxY8eevueee5IqVarkAID4+HjbggULov7v//6vmjWM+eWXX5Zbvnz5uV69eiV72/aLL75Y6eDBgyHWeV26dEl49NFHz3Xs2DHFfA4AyMjIkF9++SVox44doWvXro3cuHFjpC+ncYMGDaq1bdu2cOu8ihUrZo0fP/7Ugw8+mFCrVq0sQL/Hn332WdRrr71W5fjx40Hmsr/99lvo/ffff92mTZsOegoRevPTTz+VXbZsWXkAKFOmjBo4cODZgQMHXrjllltS7XY7srOz8dtvvwWtXLnSY3jZasCAAXVSUlJsANCqVauUxx9//EyPHj2SypUr5wSAM2fO2D777LOoGjVqZNaoUSPzlVdeOQ4AW7duLfvFF1/kVDe94YYbLvXv3/+8t+fxFJYuDHv37i3z2GOP1cnOznYJgD7wwAPxI0aMOHfzzTen2u12ZGRkyLp168KmT59ecf369VFKKYwdO7aWr1Umhw4dev7555+vbgZC9+/fH/L111+X7dy5s9e/OXezZ88ub63827hx49QOHTr4FPzbt29fyMqVK8sppRAcHOwcPHhw/EMPPXShXbt2qTabDU6nE99//33olClTKlkDtVlZWTJ8+PBau3bt2u/rfjZp0iS1S5cuibfeemtKixYt0mrWrJllfj6zsrLw448/hixdujTy/fffr2j9u3z99derduzYMfnuu+/22L7mTXp6ekD//v3rpqenB9hsNvXAAw+ce+yxx87ddtttOZ/nb775Juxf//pXVevf2+7du8tOmzatQv369TNeeuml6gAQERHhGDVq1On+/ftfbNasWQYAJCcnByxevDjyueeeq37y5Mm3jlytAAAgAElEQVSc/3Nz586tOGzYsHPNmzf3+L/xSixfvjx81KhRddwrzLZp0yZ5yJAh57p3755Us2bNnJLYx48ft//www9lV69eHbl27doo9/B5SfXJJ59c9lruvvvuhKu1P8Wd8P4BERERlTZGR4tyAH4AUA+6g14qgAZKKZ9H/nHbZgsASwDUhG60CQQwSCn1CRtliIiIyB/muYOI2AE8hNzAK6A7gtgA7APAwCsREREReWS9H2XcCxsGXT2nIXR11gMANgH4XimVaCzncRA4c76IVMHlgVcB8DkAr4FXYxsBRvC1EoBZyA28wtjGGgAMvBIRlSIich2A76Eruyno//cLAfzLOlBoAbc9GMD7xqQTwCUAY5VSH/I+CRERUcGJyFjowCuQO2DFRQCPKqWWGct47f8gIv8F0A56wAtPUozt/QfAAqVUcn7bJCKikm/Xrl2r7XZ74+Dg4KgGDRpc0fUgBC0KabfIG4VdV3sXikLfvn1rL126NCdsOG3atKNjx471Gjb0plOnTrHffvttTiiyatWqmQsXLjzcvn37PEN4M2fOLDdu3LjaZiVFEcE333zze6dOnbyuV61atWZxcXFl3Oc/8cQTp9544404b+sdOnQo8NZbb2105syZnNBU586dE9avX3/Y2zp16tRpcuTIkZyKis8999yfL7zwwpm8XpMpOTk5YP78+VEjR4684G2Zd955J3r48OF1rPPatm2bvGrVqkNmUNRdSkqK9O3bt866detcKh2+9NJLJyZNmuS1n+9bb71Vfty4cbXd58fExGStWrXqQKtWrXwO6xn9gi/jz/vjaZ/69OlzfsmSJUd9Xb+wtGvXrv7WrVtzApDBwcHOhQsXHurdu7fXIPQbb7xRYcKECbU8na6vWLHiQI8ePTyuO2zYsOrvvvtuJXO6d+/e57/44oujvu5rbGxsk8OHD+d8Jl977bVj48ePP+dpWW+/85o1a2asXLnyoBnk9GT8+PFV33jjDZcqqz/88MPedu3apeW1f88880zlfv36JbRs2dKnz9OFCxcC+vXrV2fjxo05/z9atWqVsn379jyDtfv37y/TsGHDZu7zw8PDHYsXLz7UrVs3j21zWVlZ6NKlS6y1AvV1112X7nQ65dixY0ENGzZM++qrrw5YQ6RWx48ft7du3bqx9f/Iww8/fHbevHkn8tpff//XHjt2LPDGG29snJCQkFOoMzg42Dlr1qyjDz/88MW8ngvQ4ft33nmn3M0333ypRYsWhR7E/aukpqZK48aNmxw7diwn4B8dHZ19/Pjxn8PCwkrFtfL+/ftj09PTE7Kzs/e2aNGi+5Vuz/chD4iIiIhKCKORJBGAdWSsSADdAN35rgDb3AVgnTFpjk56o+X5iIiIiHxirfAKYD6AGQB+NB52r/B6o1ktK69tmo+LiK0Id52IiIiIigHL4CnBInIngGUAZgOYAOBuAL0ATASwEsD7IjIMyK3k6r49a4VXAPcC2A490Fs2dHipH4B5IhLmbZ+sFV4BjAKwGrrjNJBb4XWqiDQqhLeAiIiKkDGIQn7LBCiljgCYA1191fQ3AA8ZA3wV+LmVUh8CmGt5KBzAo8bxikFXIiKiAlJKvQXgCWPSvcJrb2MZ5X4+YF5LKqWeAdAHwAMAXgPwLYCNAFYAWATgQQB3KaXmmEFXc5tF+LKIiIiICsWyZcvCrUHXqKio7HXr1h3IL+gKAKNHj74wefLknP6qSim88sorlf3dh4ceeig+r6ArAMTGxmb95z//cQmkbdy4MTI1NdXjPZ2UlBSxBl1jYmKynnvuOZ+DnOHh4c68gq4A8Oqrr1a1TteuXTv9q6++8hp0BYCwsDC1fPnyP5o1a+ZSDXTatGmVMzIy8r0/ZWWz2dSyZcsO+hN09WbYsGFn/Am6Fhfr168vaw26AsAbb7xxLK+gKwA8+eST58aPH5/nZ86TcePGxVsr8K5Zs6bcmTNnfOqztGbNmjBr0DUsLMzx2GOP5fkZcxcWFuZYvXp1nkFXAJgyZUpc/fr1XYKtCxcujM5v+//9739P+xp0BYBy5co5V69efbh27do56+zYsSNs586dwXmt583cuXP/8BZ0BYDAwEC88847x62/gyNHjgQfO3YsKCoqKnvt2rUHvQVdAaBmzZrZ1v9ZALBq1ap83xd/Pf/885WtQVebzYbPP//8oC9BVwAICgpSY8aMOV+Sg64A8Pjjj1e3Bl0B4KmnnoorLUHXosCwKxEREZVKRnjEvPgxL6DaGI85femsYbJ0ythrfM8yvgd6WJyIiIgoXx4Cr9OBnBFU/Qq8ikhlAENFpK63AAMRERERlR5m0BU6UPQSgJ7GQxnQHZUVcoNHvaFDprONdR2e7ov9hYHX/4rIZSNUExHR1SciNYz/45cFXNxZAqdfATgKXdXV7HD0HICBlu363B7jFoT5Fro9RkEfj2oAuM7XbREREZFnBQm8Wq8llVLnlVKLlVITlVK3A+islOqllPqbUmq1Umov4N85ABEREVFxMGXKFJdw6rPPPnuySZMmeQbprCZNmnSmevXqOcuvX78+Oi4uzucBwSIjIx0zZ87805dlBw4ceLFcuXI5QTaHwyFbt24N9bTsuXPnXPahWrVqmTZb4XUrWb58ebg1uAgAb7755vGIiIh8BywLDg5Ws2fPPmY9dYyPjw/84IMP/ArdDRgwIP7mm2/Os1KnL6Kjo7Nfe+21k/kvWfzMnj07xjrdqlWrlBEjRvgUIH3ppZdOWz+7vmjSpEnGbbfdlmhOZ2RkyKxZsyr4su6sWbNc9rVv377nffm8WD3++OOnffn7tNlsGDRokEvF2J9++qmsP8/lq+DgYDVixAiXqsTr1q0L97a8N7fffnvC/fffn5TfcvXr189s3rz5ZYHY8ePHn6pVq1aWp3WsBg0adDEoKCjnfuzZs2cDT5w4UaBBDD05ffq07dNPP3X5TIwcOfL03Xff7TXEWxp9+OGHUe+//35F67ybbrrp0sSJE+Ov1j6VBAy7EhERUaljaTT5Erpjn3lRP1xEegB+jxxqXkSZFyHmlT5HVCEiIqICcwu8LoCu8Jpv4NXaQUREKkKPoP4mgF0i0lAp5fhrXwkRERERXQW3AxgNoDly71EFQQdUBUCIMS8bQCj0fbFFIhLq7b5YEQReR8M18JoJHcz9p4iUKeDrJiKiIiAiAwB8AeABM/Dqy3pKqW0A/m1MBiN3sIX3ROQ+y/b9DrsopT6BPhbZANgB1ALQ1t/tEBERlXbWATDd2xC8KWDg1eX8wBJ+VdZpb8sTERERFWenTp2yb9myJcKcDgsLc4wePfq8P9sIDAxEz549c6oVOp1OfP31117vp7vr06ePz4E/u92OG264waUi6m+//eaxgmS5cuVc+pAcPnw4OCkpqdByRCtXroy0TsfGxqb36tUrz2qiVrfccktay5YtXcJva9asifS2vCejR48+l/9S+evbt+/5klhp0el0YsOGDVHWee6hy7wEBwergQMH+v0ejho1yuU5PvzwwxinM++PcFxcnP2rr75yCTOPGTPGr9BfQEAAxo0b5/M6HTp0cPl8uYezC9Ott97q8lzbtm3z+X+A6dFHH/X5d3HTTTe5/B+w2WwYNWqUT/+7IiIinHXr1nUJie/ZsyfE2/L+WrJkSWR6enrO/5rg4GDn5MmTTxfW9kuCLVu2hIwaNcplAMewsDDH/Pnz/yjMQQdKo0JLXRMREREVF5ZGk53QnfFCoEf/DgAwSEQOKqX2+7E98+rLvJlhbj8J0I02bKghIiK6Nl3peYA18CoiC6CDCY9DhxbcA6/9lVI/GRVelRF0HQBgInSwIQjAThGpCiCZ5ydEREREpYt57mkERUdCnzMC+hxyNYAVAH6HrnrXEUB3ADHQlfbKALgPQBkRGaKUSoQH1sCriNwLHXxqDX1vzQ4deHWIyDCllMfOKpbA62kRGQ1gJoAuAMIAJAD4t1Iq09O6RET01xORBwB8bEw+CeAS9GCi+a0nSvtURK4D8DJ0e0ya8X2RiKQppVb6G3YVkUClVBZ0O88t0NXLg5A7mAMREdE1y7jeyulBbh0A0zo/P0qpt4xD9Ju4PPAKpdQySxvGZe0N7vPYJkFEREQl2bp168KspzNt2rRJDg0N9fv8pnnz5qnW6R9++CFs0KBBCb6s27FjR58DogBQu3Ztl6qWCQkJHpNTERERztjY2PRDhw4FA0BycrKtV69edebPn3+0WrVq2Z7W8ceOHTtcwnx33333RW/LetO7d+8L1u3s2rXL58qbUVFR2a1bt77iqq4AcPvtt/v1Oygufv3116DExMSc37/NZsN9993nsR3Im/vuuy/hP//5TzV/1unXr19SjRo1Mk6cOBEEAMeOHQv68ssvw3v37u31fZwxY0aFrKysnHuFLVu2TGnRokW6P88bGxubVrlyZZ8LATRs2NDlbyU5OblAKcPz58/bfvzxx+AzZ84EJiYmBqSmpgYopcR9Get0XFycX4O/igi6du3qc+XTmjVrurS31a9fP7V8+fI+vzdVq1bN3Lt3b05V6IsXLxZaAnPTpk0uVW3bt2+fVKlSpWumgMP+/fvL9OrVq15qampO4Ndms+Hdd9890rhxY7aT5oNhVyIiIiqVjAaXvSLyAoBXoatQALqT368i8rZRYcKXbQVAj0je0ZhlB3ARwHKAjTZERETXKiME4DB+rmIEAvwOv7oFXucbs/MLvFYB8DcAEwBUtmxuglIq6UpfGxEREREVP5bzzCcA3G15aJZS6nHL9Hci8gWAOQAWAKgDHVYFgF4APriCwKsC8ACAcBHprZTy2BHGLfA6CsB8AE0B3KGU2luAl09EREVARB4E8IllVgPo//FBSqkML6sBcLmfoQDMBlAVuqq3NfD6pYj0UUot83PXzOPLPuO72cmqvJ/bISIiKnXMQKuINII+dt8DIAq6LSETwLcAfldK/c9cxz0ga9nWFQVeiYiIiEqLLVu2uAQ2U1NTA1599dUYf7fz+++/u1SMPH36dKC3Zd3VrVs3z3sx7sLDw11CY0lJSV5Dag8//PDZSZMm1TSnv/3228i6dete36VLl4s9e/ZMuOuuu5Jr1KhRoODr/v37XQYna9Wq1SVvy3rTpk0bl5Dwn3/+GZSUlBTgS6Xb+vXrF0rQFQBatGhRaNv6K+3cuTPUOn3dddelh4eH+zwQDgBcf/316SEhIc60tDSfq/4GBATgkUceiX/hhReqm/Nmz55d0VvY1el04qOPPnL5uxo6dKjPFWhN1atX9+tvJSoqyuVv5dKlSz4HOn/++eegt99+u8LKlSujjx8/HuTP8wJ5/116UrZsWUeFChV8DoSWLVvW5fdcrVo1v0KU7usXZtXnX375xSW03rZtW59DvCXdyZMn7d26dasfHx/vcgyYOnXq0QcffNCvIPq1imFXIiIiKnF8aUixPP4NgI0AbofujBcKHQq5JCILlFKn89qmiNiN4ElFAG0sD/0BIP7KXw0RERGVRG5B1xnQnUjGFbSzhx+B1wUiMhY6sPB3uAZdH1FKfWDsEzueEBEREZUyRlU8O3TwVEFXdP3QDLqKiA361NIJIFkptU1EboEesM0MqwJXFng1rfQWdLVswwy8nhGRAQCClFInCvr6iYiocHkIup6BDrpsyC/oajLvPSilEkTkDegq3oPhGnhdKiIDlFILfd03yz0N98oH10yHKCIiIivznr8xUHcEgH8AuB9ALQ+LP2is8gGA9Uqphcb1WU67hhUDr0RERETA2bNnXXI1W7ZsidiyZUvElW7XW7VVT/ypxgjoCoFWDodDvCyKp556Kn7dunWRmzZtijTnZWRkyMqVK8utXLmyHADUqFEjo3nz5pfat2+f3L1796SGDRvmG5pLS0uT9PR0l3BcvXr1/K5YWL9+/cvuRZ09e9bmS9g1Ojr6iqvTmipVqlRo2/LH7Nmzy/labTQ8PNwxcuTIC9Z5586dc/n8VqtWza8wKKA/T1WqVMn8448/gvNfOtfo0aPPvfLKK1XNz8E333wTefTo0cDatWtnuS+7dOnSiJMnT+bc7ytXrly2r5WPrSIjI/36W7HbXWNzTmf+OeD09HR5/PHHq33wwQcV8/rbyo8/wVrg8hB7fmw2m8s12pWufyWv1d2FCxdc3vjY2Fi/P5cl0fnz522dO3euf+zYMZdw9D//+c8/n3jiifNXa79KGoZdiYiIqNhzb3Tx1oDiqXFGKbVHRBYCaAagInSnvnAAzwGIEJFFSqm9ZsOQdTRTY3vZIhICYCFcG4qmK6X+LLQXSURERCWKJej6OoBRAFJE5D2l1M9XsE33wKuCDry2gA68ZgNoBF2dKwBABcvqDLoSERERlXLG+WJlALdBB123AHgS8Hz/zJh3RkR6QodVb0bBA6+9AawFcD2AIUqpj4znzfPc0xJ49XtkbiIiKjoegq7xAN4A8JE5SKi/lFJ/iMibAMoC6AfXwOsCEYkBsEApdd7YB6/HEGMAB0AfdwB9H+QigO8Ksm9EREQlmSXoGgSgI/R1YFfoNgQF3XZgHjudxlcZAEMA3Cki3QAMU0p5DR0w8EpERETXuoSEhCLJ1fhTJdM4HysSdrsdX3311eEJEyZUnTt3bqWMjIzLnuzEiRNBJ06cCFq+fHm5CRMmoFmzZpeGDh0aP3LkyPPuYUFTfHz8ZUE+9yqavvAU9I2Pj7fHxsZeFph0516Z8kpERkYW2rb88dJLL1WLi4tzH/TNo6pVq2a6h13dQ9X+Bh6vZL2YmBhHr169LixatKgCoMOSM2bMqDB16tRT7svOnj3bparrgw8+eC44ONjv64ui/FsBdNC1W7dudb/77rvI/JfOm7+XT1f62or6vfFHYmKiyz+O6OjoAn0uS5Lk5OSArl27xu7bt8+l4vWYMWNOvfjii2eu1n6VRIVWYpiIiIioqFjCJDeJSA8R+ZeITBWRCSIyRESuNzrNuZwIG9UuoJSaB91JwwkgELqxJxy6wuv/iUgfYzmn23oOEakE4Gu4VnV9B8B867JERER07RGRVwE8gdzAQHtjvl+j8llZA6/QodaZAH40HrZDn89UhO5kYrIGXQPY0YSIiIioVLO27f0OINU4f/RUnccMq8YDuBfAD9D3xhzQ55Vm4NVrY71lG6cBdAfQ09egq2UbV6VzCBEReeYl6PoariDoalJK7TG2ZVZxNQOvgA7P/FNEWhvLKk/3UETEbhzXKgHoZMwOgK4863GABiIiotLMOGYGQ1dsfRE66AroQZDM/grZ0MdLO3RYNRs6CFsRwCAA34iIpyqw1ud5C7rNA7g88Nrbsi/sI0FERESlTmZmZpGc4yilis25U1BQkJoxY8bJAwcO/Pzss8+ebNas2SX36rBWv/zyS9mxY8fWbtKkSeM9e/YEeV2Qrnnjxo1zGfB0/vz5MdnZrkVyDx8+HLhp06YoczogIABjx46N/4t20S+TJ0+u7B50jYqKyh40aNDZd95554/Nmzf/fvz48T2JiYm7s7Kydimlcr727dv3y9Xab7q60tPT5a677qr7448/hlnnDx48+Oxbb70Vd7X2q6RiZVciIiIqliyjk9oB1AYwDkBf6MYY9wE7zgD4Q0ReA/CTUuoPy3YClFJOpdQrIhIG4GnkBkVCAfQAcI+IzAPwM4AVAEKNkOutAAYAqGd5ri8BzDU76TFMQkREdE07bny3AQgDMFxEPlBKpVzJRj1UeM0E8BR0NZMA6HBtoLG4e9CVQQIiIiKiUsas2ioiAQDKAYiEDqyuyqsyD+AaeBWRe3FlFV7jAMQZ+8RzTyKiEqgog65mu45SapuIvAQgBcBQuFZ4HQvgJhFZrpR63TLYaYCl3SVbREIBLAFQx/IU05RSx65kH4mIiEoiY3CILgDGAGgOHWIVAJsB7AawGvoasRaA6tDH3yjoauvZxmO3APhMRIYrpX7y9lx5VHidY1wXLmEfCSIiIiqNoqOjXZJ5I0aMOD179uyTV2t/ilLNmjWzX3755dMvv/zy6YsXLwZs2LAh7Lvvvgvbtm1b2O7du8Pcg78HDhwI6dy5c4OtW7f+XrduXZdKqzExMZcNxOleZdQX58+fv2ydmJiYbE/L0uXcq+kmJycXaJD+gq7Xrl27tObNm6eYIb8zZ84Efvrpp1EPPfRQgrnMjBkzYhyO3N287bbbEhs0aJBnG9fVkJiYGDBz5szK1nk9evS48MknnxwLDw/Pt10sKSmJBSkNkZGR2WfPnjX7t+HixYsFLh5R3GVnZ+Oee+6p8/3330dY5/fp0+f8vHnzTlyt/SrJ+IdERERExY4l6BoMXXXiHQCjoUfxFujOeE7kdsorB6AdgHcBvC0iXQAdFFFKOc2RwZVS/wQwCcApuI5wCgCPQDfY/ArgF+hqrs/DNei6CsAcpdTOwn7NREREVCKtBrDN+DkTQBMAw8RwJRs2zoUCjAqvmwDshT73yQSDrkRERESlmhFqzWEGgYzzvYMAjkLf27qsE4knhVXh1W2a555ERCVMUQZdAdfBQZVSv0NXnnvNmBWC3Dad2wBMFZEVIjLAWmVORGqISFvoeyFtLJv/CMAiY5liUxGFiIioKFkqoNeGHhzcGnR9D8CdACYqpdYppb5RSs1TSr0IoBuAyQAOQV/7Keh+Ea2gQ6vV3bbvwkOF10vQg5J/IiI1eSwmIiKi0qh8+fIuwcoLFy5cE0XloqOjnX379k2aNm1a3NatWw/Ex8f/9N577/1x0003XbIud+7cucDx48dXd18/JCREhYSEuLQXHDp0qIy/+3HgwIHLKsdWrFjRpzaQ0uDkyZO/WKuD5vV18uTJyyqHVqhQIdtte35X4nU4HDh9+rTfvzvT8OHDXaq7vv322zHmz1lZWViwYEEF6+PDhg0rllVdly5dGpmenp7TTlerVq2MxYsXH/Ul6ArooG/R7V3JUq5cOZfP5cGDB0tlhWin04l+/fpdt379+ijr/DvvvPPiokWLjgYEMLZZEHzXiIiIqNgxwh1lANwP4FkAHS0PC3SDTABygx4B0J3zogHcAeArERli2Z7DEnidAuAZAGugO/OVQW54NtvYltPYnnUUqnkAXlZKrQXYmYKIiIgAo5r8DujzB7Oho50x4MYVj2xuDNpRGUAf6POhQOhzF4BBVyIiIqJSx7zfZJ7biUhvERkrIh+IyIsiMhq6So+CPgetZyyXb3tfYQReiYio5CrsoKsvbSRKqZNKqYkARkFXeTXvnWRDH3vuBjAHwI8ANovIKuiQ65cAWlg2tQ7AB0qpBGO7rCZHRETXBMugQ08CuN34WQC8o5QaqpRKQ+7g3tZryr0AZgPoB+An6HYFsz9Ea+jQqt24TvR4PekWeC1rfB+hlDrOYzERERGVRjfeeGOqdfrXX38NvVr7cjVFREQ4H3nkkYs//vjjvoEDB7qEEdetWxeVmpp62T2h+vXrp1mnd+zYUdZ9mfxs27bN5f2uXr16RkREBPvB+Khly5Yun98jR44EJycn+5UV+/nnn4NTU1MLnC8bPHhwQoUKFXL6XH///fcRe/fuLQMAn3zySVR8fHxOCLRKlSqZDzzwQGJBn6so7dmzJ8Q63atXrwvBwcE+XwO5f5avZddff71LaH7r1q1hV2tfitKgQYNqLl++vJx1Xvv27RO/+OKLI3b7NTFuQpFg2JWIiIiKFUtjyk0ARgK4AboDHwD8DN3J4RkATwP4AMB2ADbjCwDSje/zRGSCiAQCOR36AoyfPwbwdwCPAzgDIBW5IZUg42cbdOW0U9AdMZ5WSm019lHYgENERHRts5yzvARgP3LvsfQVkf6F9BwVAfwNwD8AVLY8xKArERERUSlj3m8SkWARuUNEFgNYCuBNAIOgq/JMB/AZALPBtB7ge5VVBl6JiK5NVxp09VT1zZ82EqXUHOj7G6sBJEK3xWRDt/0EQg9k2ha6Cl1tANbj0CoAbymlvvX1+YiIiEoTEekC4GHLrLVKqRHGYza3yurWnzOVUj9Dh2R3IjfwmgXgVgAzjeW8Xk8agde/G5NDlVLvG8/LgcGJiIio2LHb7S73KhwOh1/nLD169EiyTu/bty/06NGj13SFxmnTpv1pfV/T09MDfv3112D35Vq1apVinV61alWU+zL5Wb58ebR1ukWLFpe8LVscXenn70o1bdo0IzIyMqcSrsPhwOLFi/1q61m8eLHfvzeroKAg9dBDD50zp5VSmD59egzgWuUVAAYOHBhvs112y7FYOHv2rEs6sUaNGpn+rL9mzZoreh9Lkw4dOiRbpzdv3hxx+vTp4vmLL6CRI0dWW7Bggcvnu1WrVimrVq067E9Imi7HsCsREREVK5bGlDEA2kB3dhAAH0J3dLhfKfWqUmqKUuoRpVRbAKMBfGGsFwwdXgWAKdCB1pzNW0Yz3Wd0sLgVQH8AbwNYDGALdKD2I+iRTu9USs1RSp237CNPQImIiK5xRtVVAXAJevANQA+6oQB0EZGyvlTY8sYIug6A7kjCoCsRERFRKWcGXaHvU/0XQF/joWwAGcgNBTUFYDaaPiQid/r5PL4EXheKCBvjiYhKAQ9B13MApiKfoKs1xGIcO4JEpJFRdbyviNwjInVFpIK39azTSqlV0G05AwDshQ7aCHKrvTqhj0WAPi4BesCHF5RSqz1tm4iI6BpRD0AIciu4rgBy2gccXtdCThg2AcCdyK3wCuhry64i0stYzusxVin1OoAmSqn3zGXZX4KIiIiKo7CwMJe+E4mJiX4FqmJjY7OaNWuWE7B0Op144YUXKue1TmkXHR3tjIqKyrbO81QttGfPni4VOg8ePBiyatUqnys4btu2LWTHjh3h1nndu3dP8Hd/ryb3KrRJSUl/aaAvICAAnTp1cnnP3AOmeUlPT5f58+dXyH/JvI0bNy7eZrPlXC8sWrSows6dO4O3bt0aYc6z2+1q9OjR5zxv4eorU6aMy/VOQt8wLmgAACAASURBVEKCz7/LDRs2lN21a1eprF5aEH379k0MCQnJ+dtIT08PePnll0vN/9Vnnnmm8pw5c1xeT9OmTVO/+uqrg2FhYbxuvkIMuxIREVGxIyL3QnfsM4Ouc5RSDyulzgLIMoMjImIHAKXUbADjAbxgbCIUQJrx82siMshYTlkbXoyGmMNKqTVKqZFKqQcAdFZK9YYOknyllPrFXLaoXzcRERGVLMapxSUAs6E7mgRDn7v0BlCnoEFUESkHYCCApwBUsTxkDboKg65EREREpYdxv+tu6AHgWkDfFwN0CCjQ+G7en3IYX0EABohIfX+eK4/Aa7qxyJ0Amhf81RARUXEgIvcgN+hqDtD1LYAlZtDVW9uH2ZYiIu1E5GkAP0MfL5ZCDxy6DMAuAN+KyGgRiTXXsw7+ZUybgdfjRnD1Zug2oBnQwZsU6DadBABHoAcn7a2UGq+U2mnuJ4M1RER0LRERm4iEQB8zTZcArAHyrshqslz7XQAwDMAf0Nd+AqAWgDuM5fI8xiqlfjf2KYDHYyIiIiquKleunGWd3rdv32UVSPPz7LPPnrJOf/zxxxU//fRTv6pjWjmdxaNLR1ZWVv4LeXDq1Cn7xYsXXarbVq9e/bKN3XPPPcmxsbHp1nlPPPFErZSUlHz73GZkZMjw4cNrWU8zK1asmDV48OASFXatWrWqy/ty+PBhvz9/V2rkyJHx1unt27eHz5kzp5wv606ePLnyiRMngq50H2rXrp3VtWvXnN/dxYsX7ffff39d6++3S5cuCTVr1sz2uIFioHr16i6VXNeuXevT4LBJSUkBjz32WO0i2akSqlKlSo7+/fu7fC5nz55dec2aNYUeCG7dunUDEWlhflWrVq1ZYT+H1X/+85+YV155pZp1Xr169dK+/vrrA9HR0cXjn38Jx7ArERERFUdmBz0B8KVSahSQM/KoMhtulFLZlk4Sx5RSL0CPDA7o0U3NCq/visjt7k9i6axhvajONB5zelqWiIiIyMo4j9gO4H3oKiSZACIBPCsiZQu42ZrQoYNKlnnuFV15bkJERERUClgCQeHQnY9vQO4AcF9DV3l9AMAbAL4ylrVBt/HZoM8bB4hIVX+e10Pg9TvoAeQA4GGl1IYCvygiIiouagC4CH2vwhyg6y4ANxvhGa9tHyJSVkSGAVgF4HnoqnLB0McoJ3TV8QgAjQFMBzBTREYY23SKSE7FA7dBSG1KqSSl1Aql1FgAnQA0A9AaQBsANxqDk35p3R/eByEiomuNUsqhlEqD7vcA6AGQsgBkm4OC+7od48ffoNsx0o3tAMBjInKTH9tih10iIiIqtlq0aJFqnV67dm300aNHA70t78mDDz6YeMsttySZ0w6HA0OGDKn76quv+lwhEwDi4uLsTz/9dOX27dvX82e9orJo0aKoFi1aNPjoo4+ifA2+ZmdnY/jw4TUcDkfOvGrVqmXWq1cv09PyEydOjLNOHzp0KLh79+6xSUlJXvNKqamp0rt37+v27Nnj0rdm3Lhxp4KCgkrUvaBWrVql2Wy5BUCPHz8etGTJkog8Vil0Xbt2vdS6detk67wnn3yy1vLly8O9rQMAb775ZvnXX3/drzamvIwZM+asdfrIkSMuwV/3UG5xc8cdd7i8h7t27QqbOnVqnlVvT506Ze/QoUN999dKwHPPPXc6Ojo6J9zscDjQp0+feh9++KFPIeKsrCzMmDGj/K5du4rNeztr1qxykyZNqmmdV6tWrYxvvvnmQKVKlRze1iP/+Hzjg4iIiKgoGB0bHMbPYUqpFABdjYeTAHzgvpyVewcHpdRsI3QyA7qDXgZ0lYtxInJAKfVnXtvw9BxERERE3hjnEUpEtgAYCqCM8VAj6NDrJSOc6nMnEKXUTyLyBYBq0KOruwdd2aGEiIiIqJSwnNs9DaCL8bMAmK2UGm1WshORL4zw0L+gzzurGMuGAngSQIaIfKCUculQks9z5wReReR+AGsBzFRKfQjw3JOIqKRTSs0UkUwAzwGoCh1SLQtgFoBAEfnUCNG4VE41KoaPAjDW2JTZidGsBCfI7WuSDh2C7QKgqYhUUUr9yzjGXHYcsbQHmY+lKKVcOpCxiisREVHOQJuh0O0MgB5wIghAoFLK7ypISqk0EVkFYDyAaADZ0AMo1QSwu1B2moiIiOgq6tq1a3J4eLgjOTnZBgCJiYm2G264oUm3bt0uNmjQID0sLMxprYnSqFGj9J49eya7b2fJkiV/tG7dutHx48eDAF159Omnn645d+7cmCFDhsR36dIl+aabbkq323NjOHFxcfadO3eG7NixI3Tt2rVRu3fvDnM4HHCvdnq1KKXw448/hg0ePDhs7Nixjs6dOyfcfvvtSa1bt05t2rRpRnBwcM59mKNHjwauWbMmfObMmZV+++23UOt2hg0bdiYgwHN2ddiwYRdXrFhxYeXKlTmVRDdv3hzRsGHDJuPHjz/1t7/9LaFatWrZAHDmzBnb4sWLo6ZOnVrl2LFjLtVEb7311qRnnnmmWIchPQkPD3e2a9cu6X//+19OwPXBBx+M7dSpU+JNN910KSoqymENw4aHhztGjhx5obD347333jvWqlWrxunp6QEAkJ6eHtCnT5/6DzzwQPyoUaPOtWvXLtVmsyEjI0PWr18fNn369Irr1q2LMvepfPnyWUePHr2iUOFdd92VUq9evbSDBw+GuD923XXXefy7K046dOiQ2rhx49S9e/fmfP4nTpxYa9u2bWFjx449265du1S73Q6n04k9e/YEf/rpp1Fz5sypnJSUZAOAVq1apezYsaPQK5eWVDVr1sx+//33/+jbt299Mzyfnp4eMGTIkLpz5sxJHjJkyLnu3bsn1ahRI+c698SJE/Yffvih7OrVqyPWrFkTHR8fH7hixYoD0Peir6r169eXHTt2bG3r7WsRQc+ePS8uXLgwuiDbvP/++xNq165dsBLcpRjDrkRERHTVuAVdnwNwVkTeA2BezDgA/AD4F0JVSs0SkSoAJkE3+ABAO+jQyZ/sqEdERESFTSn1gYjcC6AndKeT6wE8AeApf847zPMUpdRrRpWvQ0qpL4zHhOcwRERERKWPiEQA6AB9L8wGYJ5SanTuw7kdcJRSL4jIEQDjANwIHTgKA/AM9CAsHxYw8HpWRNoppTLMJ+W5JxFRyWW5v/CucX9hMnTg1QF93JgGfdxYpJRKswRdb4IOwQywbM4c2OtX6A5FZQCUgw7HmNVeAT0QwzPGc//TGKTBY3DVPMZ4eYxBVyIiIsBMEZiVxTKhrxfrAzjibbDwvBgDbX4MPaCFgh7IogOA5exDQURERCVdWFiYGjFixJkpU6bkVKhMSkqyLV682GNFxj59+pz3FLqrVKmSY82aNQd69+4daw3rHTx4MGTSpEk1J02aBBFB2bJlHSKC1NRUm7X6aXGXmJhoW7JkSfklS5aUN+eFhIQ4g4KCnGlpabaMjAzxtN5tt92WNGnSpLOeHjN99NFHx+68887A7du351QSPXXqVJmJEyfWmjhxYq3g4GBnQEAAUlNTPSZmmzRpkvrZZ58d8RaoLe6effbZUz169IhwOvVpdXZ2tqxfvz5q/fr1l1WwrFq1amZRhF2bNm2a8fbbbx955JFH6jgcDgEAp9OJhQsXxixcuDDGZrOhbNmyjuTkZJt7WG/atGnHZs+eXfHo0aNXvB9Dhw49+9RTT9Vynz9kyJBiH2QOCAjAm2++efzuu+9ukJWVlfP38Pnnn5f//PPPy9vtdhUWFuZITk62me+xqV69emnTp08/3rZt28Z//Z4XX7169UqeOXPmkbFjx9bOzMzMec+2bt0avnXr1nAACAwMVGXLlnVcunTJZn3fC8ratlqYfv/992D337tSCjNmzKhc0G02btw4nWHXy5XMIwERERGVeEYHBzPo+iaA56E75fWE7hwBAJcAJIlIQQbo+Ai6GgWgRyWtAGAiG2mIiIjIExGxeZjn030Ty3JroTt9ZkJ3FLlDRBr4sx9GR9AA4+cplqBrADt7EhEREZUOHs4zrwPQFrrj8rcAxhjL2YygknI7T/wIwCsAdiI3YBQG4B8AhohIVfjB0kE603heVtQjIirh3I4bbwN4CUAcdB8RM/D6FoAHRKQsABjHj8fhGnQ9AWAGgDsAtAdwG/QxqzOAYQAOQx8/xNhuIPD/7N13eFb1+cfx950nCUnY2wVSFwIqKiqOCqiAC617gVtcFVGrrdZZ66h171mp+lMrjqpVQUERqVpFxK0oWsAyA7IiCVn374/vOeQQEpJAYkjyeV0XV57nORui5zzn3J/vzRlmdm60bZ1PREREKlHRc4mYu5e4+8/AJ9FHGYQBJ06Jp9dwW3Exbjw4UrztzGh9qqEQERGRBu/GG2+cO2zYsPUO0/Xs2bNwypQp3xxzzDELk904Y+5OXl5eKgq7VbgOM6NHjx4r1ndfakNVoa/8/Py0JUuWpFcUdDUzjj/++IXjxo2bXtHfRVLbtm1L33777e+OPvrohRVts6CgIK2yoOsBBxyw+L333pu28cYbF1c0vSE48MAD82699dYZWVlZ9XptfdJJJy0ZNWrUDy1atFjjl7OkpIRly5atFnTNyMjwO+64Y8app566uLb24ayzzvqp/PazsrJKzznnnEW1tY26NGjQoJ8feOCB/1b0b1lcXGxLlixJLx943GmnnX6eMGHCt23atGk46fdf0FlnnfXTa6+9Nm3zzTdfWdH0oqIiW7JkSXplQddUKrXW+8zff//9ah2JDz744Fr7fZb6oc6uIiIiUi8So4RfSRg5FMIo4DcTOrsWAwXuXrCO6//OzN4CDqCsyOJXwKaE4gwRERERYI1u84cRCjW/rG5xR2K+54DfAVtE73cCdgGm1WR/KtquCk1EREREGody15793X0iobg4fng7EShMDhQXi4NLUQB2tJk5cAnQh9U7vGJmf69Jh9do/Z78KSIiDVu588aDUZFh+Q6vdxHOIaOAE4FTE6v4ihBo/cLdl5UbDGE6MN3MvgTOAX4DtCQMwtAZOMbMJrn753V+oCIiIg1Que+GNwAfuvuLienxd8Svop/x98N+Znawu79a000SztMLop/xOX2d6jFERETqjDOlvndBGq5UKsUTTzwxa8SIEbmPPfZYuylTpjT/4YcfsvLy8lIFBQVpNbn13bJly9Jnnnlm5pdffjnvhhtu6Dx+/Pg2CxYsyFjbMpmZmb7jjjvm7bfffstOPvnkn7p371643gdVC4YNG7akW7duX//zn/9sPXHixFZffvllTkFBwVoHf2/evHnpwIEDl1x00UXz+/XrV+3QbnZ2to8ePXrmpEmTcv/0pz9t/O6777aqbFuZmZm+2267Lb/88svnHnDAAXk1Pa4N0QUXXLDoiCOOWPq3v/2t/aRJk1p+++232UuXLk3l5+f/oh2ATzzxxCX9+vX78qKLLtp0zJgxbfPz89f4N0hLS6N///5Lb7rppv/tuuuutfq9oFWrVqW77rpr3oQJE1rHnw0ZMmRxx44dG0wQ9LTTTlvcu3fv/Msuu2zTN998s03csbe8rl27rjznnHPmX3zxxbnp6elMmzYt8xfe1QZjv/32+3n69Olf3HPPPe1HjRrV8Ysvvmhe2d8rQIcOHYoGDBiwbPjw4bmDBw/+ubL5pkyZkvXTTz+tykZmZ2eXXn311fNqefflF2Z6Xi0iIiL1ycyuBk4CusUfAaWUdaA/wN3fqOE6zd3dzDKAKcB2icmHu/tL67fXIiIi0liUKyi5BzgX+Br4nNB5PtfdFyXmr7DLVVw8amanEwpFMwiDjE0jXM/MrPODEREREZENWrlrz7uB44ErgS+AfwHNgN3d/dMq1pMWD4ZiZkezeuAVIA/4C1DjwKuIiDQ+5c4bZ1EWeC0ldHVbBjxO6Ooa+wwY6O4LK1nnqvsjZtaDMNjC0UByBP1L3P3WWj4cERGRBq/cefR2YCRwlbtfl/zeGE3vAHxAGNjbKRuk4lJ3r3HXMjM7G7gPKCI8x/izu1+dvF4QERGpqSlTpryWnp7eMysrq0337t2n1/f+iNSVzz//vNmUKVOyFy5cmL5o0aL0tLQ0WrZsWdK5c+fiXr16FWy//fYF2dnZG3w4Z+XKlfbZZ581mzZtWtaPP/6YEXeobdGiRWmHDh2Ke/funb/zzjsXZGVlrfex5Ofn2/jx41vMmDEjMzc3N720tJSOHTsWd+3atWjgwIF5LVu21DVoHVu+fHnamDFjWsycOTNz4cKF6Tk5OaVbbrll4X777ZdXV510c3NzU127dt0hGXR+++23v+7fv/8G0e24pubPn58aN25cyxkzZmQuW7YslZWVVbrpppsW7bbbbit22mknDSC0jnJzc1MTJkxoPmfOnIyFCxeml5SUWMuWLUu6dOlS1Lt37/zttttuZVraWnP5APzlL3/peNlll3WN35911lnzH3jggf/V6c7LGqZNm7ZVQUHBkuLi4q/69Olz0PquT2FXERERqRflHuBcSAiWbBlNLiU8pDHg9+5+yzqsP93di83sVeBAwsOaFHCSuz9VG8cgIiIijYeZPQgMj94WErpr/Qh8AjwATIg7zq+t6MPMdgVeAToSOtUvJVx/jClfpCIiIiIiTZOZPUDolAcwNfpzGqFwuS/wcVVFxgq8iohITawl8FpCGKwr+Vzma0LQdW5172WYWV/gEaAXoUNcFjAX2MPdZ9XBIYmIiDR4ZnYnMCJ6OxPo6+4LEtPTCDUOfwQuBrIpGzT8Sne/vgbbMiCHEJQ9Kvp4GdC/qgGXREREqqKwq4iIJF177bWdrr766i7x+549e6748ssvv67PfZLG6+CDD97itddeawuhq+v06dM/32STTeokyC2Vq+2wa9UxZxEREZE6EHVeTYte3w7cD3wfTU4jhEMALjezXdZhE3FBYHwDLS36027d9lhEREQaKzPbHjgDWB59lEYo9uwCHAK8Cvyfmf3OzFKJ5da4r+LukwnhWAjFou2BC6NpCrqKiIiINHFmticwLHpbDOwEDCQM1GZA8+p003H30sS9tWeBm4EphMAsQAtCl71TzGyTWj0IERFpcMqdNx4ErgPmEAI0UNYp7kfgnCjomlbdexnu/gHhXAQh6FoKtETPZERERCpkZhsBu0VvVxCeRxwdTYvP2aXuXgS8RAjDpgH50TJ/NrOLqrmt9Ggg8o5AsvbiB2BBxUuJiIiIiIjUXElJCY8++min5GfDhw/X9w6pMx988EHL+PXJJ5+8QEHXxkFhVxEREak35YorbmP1wGsGocgvBzjbzDar6bqjl8lCDYCV67XTIiIi0ui4++dAD0J3rX9HH8fXEAXRz8MJRZtvAZeaWbdkCMHM0hLh11cJ1zQlhADDbmZ2WDRf3GlLRERERJqmb4CLCNeL6YR7Vl2i1wC/hlCMXNWKFHgVEZGaWEvg1Qn3QfKBJ4BP4vmrs97EvY7xwDRC0LWYcB7avdw8IiIiArj7PGBs9Dbu2Lp/NK203LyfAJcn5o0Dr7eY2ZVmtnE8b3LAzvi9uxebWTbwNNAtMflWd59bO0ckIiIiIiIC999/f/uZM2c2i9+3adOm+Mwzz/ypPvdJGq+PP/44a9GiRekAOTk5pVddddX8+t4nqR0Ku4qIiEi9qkbgNQMYAhxlZm2ru14LOhAVUhAKBhcD79fWvouIiEjj4e7fuvsz7t4PGA48HE3KiH4WEYo/9wb+DHxkZpeZ2X7R8qWJApTJwOeEQtE0oBXQL5ovDh6IiIiISBPk7j8BownB1BmELnqllAVUjzazzKgYucrneNUMvP4OGF7TweRERKRhKx92gUoDrz9Gk/OA5919WU22k7jXMQ9YSLgXEg/a4OXmERERafIS3/UeAD4lfC8EGGJmx5Sb1wDc/SXg1OjjbEI3WIA/ATeZ2VHRfCXJbbh7iZl1AsYBfROrfhD4R3IbIiIiIiIi6+Ozzz5rduWVV672LOrMM8+cn5OTo3uDUifGjx+/WlfXjTfeWF1dGwnTMwURERHZEJhZWhwQMbOLgHOALQmFEEYotrgWeMHdF1exrvSoIHAHwmionQjFFd8ABwKzVFghIiIi5UUjnJck3h9AGEn9WGCjxKwFQBYhALsSeBx4CXjb3YuiZXcidHiNlysC9nf3t+v4MERERESkAYgGdTua0Hm1G1BCCL1mAPcB58eBpOp01it3b+1o4BKgD6GzXjyAy47u/lltH4uIiPwyzMzc3aPwiiXvYVQwbyoRdtkbmObuCxLTk+eNswnPX/7q7res5z6+AQyk7NnOGe7+6PqsU0REpLEysyzCwJtDgUIgk9Bt9ZL4vB/Nl3x9HnBXtIp8QvAVYAnwNvA88EX0WTtgH8Izjq0Tm34Z+LO7T6mjQxMRkSZmypQpr6Wnp/fMyspq07179+n1vT8iIlL3ZsyYkTF69Og2AMuXL0/76quvsl955ZV2hYWFqwbT6dChQ9H333//RatWrap8ziUiDdu0adO2KigoWFJcXPxVnz59Dlrf9aVXPYuIiIjI+kmMNurJBzFJyeI9d78tWiQZeO0CXAW0MbNn3X1WJdtKRUHXHOBvrB5MudvdZ9bu0YmIiEhjUb5I1N3Hmtk44FbgYkJYYC9C0DXWAjgXOAr4xsyuA6YDnxG6u25ECLoC9AfeLh+qFREREZGmx90Xm9mz0ds48Bo7DJhhZrdWN/Ba7t7as9G9tQuB3aNZhivoKiLScCWCrunAKcDmZvYXd/+5gnmTQdcHgTOAkWb2D3dfCGucNx4ws/nAzOS2arp/hHBrOmHwhvheyNfruk4REZHGLDo3FpjZLYTvgM2jSeeY2WPuHgdWV+uQ7u73mNlS4DFC0DWe1jJaz28I5+FiIKeCTb8K3K+gq4iIiIiIrI8vvvgi6w9/+EPXtc1z5513zlTQVUTWRVp974CIiIg0PnG4NRlyjR/ArK2YIS6uiF7fBtwPfE8okIgDr78Hrjez3ZPLJrZVEnXGGEsIpMQeB55LzisiIiJSHe7+P8I1yCGEIMJEyrpulRKuU9oB/YBnCNccBxGKRgBS0bynmVlHBV1FREREBELgFXgW+Aswg3Dd6MAmwGnAeVEB9Kp7ZlWsL3lv7VngbkLI6FR3/xvovpiISEOVCLoeC5wJXA48Eg38uUq5oOudwHDCM5brgf3MLDOxzuR545/u/nG8rXXZP8Izmd0JdSjNgPlEneUUdBUREVldPFA48F/grejjAsJgm4dA6MReybJPAIcCU4A8wrm+hPB9spAw+ER29FlRYtFRwPXu/nq0fn0/FBERERGRWpdKpbj22mt/POGEE5bW976ISMOkzq4iIiJSq8qNzt3CzLYGehO6mv0MLAI+ABa7+6Lyy1Wjw2tH4HjgaDO7CfgKeA1oZma/AnYBRgDbJnbrdWCUu+eCiipERESk+uICUXcvJBSJ/NXMniBc3/yR0IFrM0IhZynQBtgZeAmYHK3GgBWEgTvOM7NrFXgVEREREai0w6sT7m2dA2Bm99Sww2t8n+1pM3vf3WdE66lyeRER2aANJgzGtX30/lig1MyGu/sKM8tw9yJYFXQdkVh2HrCSEHpZpTbOC1FQJg3YjzBwQyHhXsjf3X25zj8iIiIVi+oWlpnZy4SAa1Y06Qgzu9ndi8svk/i+94qZzSBcHwwHukezNEvMHp+XFwF/Ap6LazTUdV1ERERERGpTZmamd+7cuXCPPfZYPnLkyAV77rlnfn3vk4g0XAq7ioiISK1IPFTxaITR3wMHAntXMPtPwDQzewgY4+4L4uWikOvaAq8AxUAmcGX0fkH0vg1lo53GXgAecveJtXzIIiIi0sQkrk/mAnPNbAqwFTCScM2zcTRrIeHaZJfE+7jTyhQFXUVEREQkKQq8jo7e1kbgNXmfbUa0vCloJCLS4E0hhEohBFczCYODYmbnuvvS6HX5oOsnhC7ib9T2PQkzS3f3YjPbDDgVyEjs3wSonUCtiIhIY5QInD4LDAP6E2oh+gBnAA+UXybuCBuVZnwBfBHVXRxFGBCjF2EA8TnAMuBxYHY072rrqbsjExERERGRxm7IkCHL3X1Kfe+HiDROCruKiIjIeosfpphZJrAHcCFwKKEoDyCfcN2RAoqAdtF8ewDPmdmL7v5UVLCXcveSKgKvmYSHPGnRn7aUFVBkRdsoBm4E/uHu05P7Wbd/GyIiItJYlS/OjLrG5wLvm9neQD/gAsqCrSWE66F4JPXT3P3lX2h3RURERKQBcfcltd3htdx73RMTEWnAov/3zzezg4DnCQNsFRGevRwPlAInmtntrBl0vQn4l7vXajeFRNA1G3gO2Dox+RINQioiIrJ2ie9pywnn7P6JybtRQdi13HJE9RV5wN/LfbbGABeqlxARERERERGRhkBhVxEREVlvUdA1CzgS+C2wezwJMCA7MXscSs2PPj8K2MPMerr7Fe5eUs3AazohQFICvA/8j9AxtjkwDvjW3T+ON6oHNyIiIlITlRWDVDafu08CJpnZa8CehGuirSm793KKuz8eLVNlOEFEREREmp6ow2utBV5FRKTxSAwW+qOZHQn8E9iZssDrUDPbFdgmsVgcdH25DoKuaVHQNQd4mdCBLvYo8FQ0n57NiIhIk1D+mUJ1v7MlBha/GTgC6BJNOsXMnnT3N9e2fLzNxHpSyX0Is4Rzsc7JIiIiIiIiItIQKOwqIiIi683MMoAhwMVAb8pCrl8As4E3CR1XtwU2BfahLADrwCbA782svbufU4PAa/ygZhPgHnd/roJ9M4/UzdGLiIhIY2NmmwPbmNm37j5zbfOWD8S6+1Rgqpk9BpwE7A+8mgi6mkIJIiIiIhsuMzsPGO/u39TH9hV4FRGRyiSenfxoZocDLwI7AYWEgUa3TMw+FbiZOujoGu1LqZltGu1DMuj6EvCQu/8UzadnMyIi0uglg65mtrO7fxx/V6vqe1sUUDVgCfAOMBQoADKBr1YrxwAAIABJREFU/YA3qzM4ZyLQWpL4TN8XRURERERERKTBSavvHRAREZGGKxoJFGAHYAQh6Aoh6Pp/wKHA0e5+m7vf4O4nAQcDxwITgeXRvCWE65KzzOxeWFW0kRa9Lk28vg24H/g+2pYDWwG3mtnJZtYuuY8qpBAREZGaiIKu5wBPA781sy2rWKSidaTcPc/d7yNcCz0UfZ6maxMRERGRDZeZvQzcBVxsZlv9Attrlnht8Wt3Xww8C/wFmEG4f5YMvJ4XD6KSuD8nIiJNQDLwChwITCaEYYwwQKgDi4E7gefdfUXyHLMuyp9rzKyLmR0HjGf1oOs44EF3/3B9ticiItKQlAu63gF8ZGaPmdkRZtYqGTit7Jwcjd29glBjAWEg8TRC5/aOVQVdRUREREREREQaEz0AFxERkXWWeDBzPrA3oYgC4D53P8ndZ8WFFImwaoG7Pwv8FrgVWEDoNl8ClAKnm9m18frjBz5rCbzGxX5dgKuBIWbWqq6PXURERDYsZpaqeq4q19ENOAM4E2hH6Fp/hpll1WQ95UZOL0y81ijqIiIiIhsoM3sVGBK9PRz4Y10GXqNrz6PMrD+s1s2H6P1iYDQKvIqISCXcfQHwZfw2MaktYeDR0mi+9Rp4K9GZLtPMDgYeIoRpuydmexm4zd3HRvOuV8BWRESkoUgEXe8m1E0AnAiMAt43s9PMrE80r0fzVvY8YyLhnAqhc3sX4LSo3kLnVhERERERERFpEvTwW0RERNaLmZ1EeFgDoejuBXc/L5qWglUjkcbFEHF49SvgPuCPwDwgg1CMkQkMM7Oj4mXjbVUj8NoN+BNwmAKvIiIiDVt8zWBmaVUFWcuNnL63mXVch+11A04HRgJtEpPecPeCmq5PRERERBoOM+sBJO8ltaUOA69mtjlhgJWHgN+b2WBYM4zk7kuovMPrcODCOPBa2/soIiIbrsQ9kPuAU6KP4wBMCeFccTTwhJk1r41tmtmlwPvAv4D9geS9l4eB69z99WheW9+ArYiISENiZqcSBvsGKCKci5sBPYB7gLFmdkPiu198Ll8twBo9i/ggepse/dwrqrfQuVVEREREREREmgSFXUVERGSdJB689Il+FgNLgL9F01eFTpLKhVcXAs8BVwK5QIqy0OpvzKxFBctXFXjdHAVeRUREGrS4KNLM0oHTgCsrui6I5k0GXR8E3gSONbMONdheN8qCrsnt7OfuEzRiuoiIiEjj5u5fA5cBLyU+bk0dBF6ja88zCN1Zs4EDCV1a21ayb4tZM/BaCGxHuH7dtrb2TUREGg4z6w6cnfjoS+C/hGBMMeF5yXHAQ2aWUwub/ADoHL0uSnz+B+Byd/8o2i8FXUVEpCl6GdgXeIWy720Z0bQU0B64FHjazMab2eFmtkXynGlm8fx3A1Mpq+scYmZD6/4QREREREREREQ2DAq7ioiIyDqJAiidgOOjj9KBxcB70fQ1gq6VrGcZ4eHPw0AeZaOPDwUOrmQZBV5FREQasUTQ9VhCx6urgPvKdyMpF3S9g9DdKh24FtjPzDKr2tZagq4D46CrijRFREREGq94YBN3/zdwG+E+VaxWA6/lrj1bJybdGYVaK1Qu8DodiK9zr4mCuiIi0sS4+zRCh9Wfga+A3xMGUJhCCNfEgdfjgYfXN/Dq7hMI4dll0frfAQ5395ujgU3j+XQPRUREmhx3X+TubxNqHA4EbgU+jCbHIdYSoCUhFPso8JaZnW9me0XrKErM9370eiXhfL4XQFwjISIiIiIiIiLSmOkGiIiIiKyvFKGbBMB/3X1pYtTRanH3XOAZ4Jvoo/zo5wlm1ryibmoKvIqIiDR6g4GLgV2i98MIgdcWAGaWngi63gmcn1g2FyggFIVUysw2p/Kg61tmlqYiTREREZHGLRpoJQ68TiIUJdd64LWKQVberKpoOQq8jgbuABYCZ7r7qGjda9w7ExGRxitx3hoHDASuAP7t7t8CR1Jx4PWR8oOI1VQ0MMT+hA7lZ7n7S8n9ERERaercfbm7/+DulxDOyUcA44DZhLqKVDRrDtCV8P3uOTN7zMz2M7N27p4PPACsAJoR6h9OMrMe7l76Cx+SiIiIiIiIiMgvTmFXERERWR+dgbaUPZRpa2YZiVFHq83dPwfujt5mRz93A1pVFjKpZuD1CuA4M2tZ030SERGRevUJZSOer4x+ngjca2Zt3L0YVgVdRySWmwpcCYxbW6d5M/sVoWvseVQcdDUVjoiIiIg0DXUdeK0i6Frta093XwL8A/i1uz8Srds0QIuISNNS7rz1AfCSuy+Pns/MIpyzygdej6OGHV7NLMvMsspt+wNgVNRZVuchERGRchLn6Dnu/iLhHNwfeAj4TzRbsttrJ8Kzj6eACWY2jBByHRVNLyKEY4eZWUqDTIiIiIiIiIhIY6ewq4iIiFRb8sFJ9DouYEhFr1tQ9mBmXdY7lhBQKSWEWjoBvcpvO6mKwGshsBXwW3TdIyIi0mBEHVXnAIcQijObEQo6IBR93B7NdwerB10/Af4K/MvdV6xl/ZnAHsAfCMGFmDq6ioiIiDRRFQReb6HywOvW1V2vmW3O2oOuNbr2dPefos59ChiJiDRhyf//x6/dvcjMUu7+P9Yz8GpmnYGTgePNrENV2xYREZGg/LnR3RdH3V7PJpyfzwReB5ZSNqg4QBtge+Bh4EnC85FSID2avh+QnvzuKiIiIiIiIiLSGCn0ISIiIhWKH5CYWYaZbQRrFP058A3wJeEhC8DWwEk13VaiECMXmE24RskgBFY7JOepZPmKAq/TgExgMTDM3ZfWdL9ERESkfkTn9pS7/xc4hjAYRgZlgdeTzewr4PzEYp8ANwEvu3t+FesvBH4gDLQRS4YN1NFVREREpAkqd+/r31QeeL2sOoHXqKPr2YSB2CoLuq7ztacCRiIijVfiGU2lYZb4uUiSu5dUEXg9nioCr2bWKZrvZuA2YKiZdVyPwxEREWnSEt8zF7j7I8AJwN7AE8DH0WxxqDUD2AboGr12Qj3GbsA50Xr0XVBEREREREREGi2FXUVERGQNcVcIM8smFDT8y8xOh9WL/ggPXBYRrimKo8/2NLOW67DNeNTSedHP+AFNta5XKgi8PkkIvfRz989ruj8iIiJSvxLFmf8FjiKc15OB120Ss0+lrKPrWoOuifX/J1rmZWD/KGxgCrqKiIiING0VBF5vA15JzFKtwGu0ji0JHV3bJCZpkBUREVmrZNfv6Lz0KzPb1cwGm9luZvaraFppPH9y+QoCrx9TceC1RWKbcbi2MzAUuIQwUENr4HqgfZ0etIiISCMWn9cTdRZL3P0LQpfXwcClwGtACWX1ESWUDToe27Xu91ZEREREREREpH4p7CoiIiJriIonmhE6qV0A9CEUPpyamG7uXkDocPEzoVACYBgwBNY+4ngF2yyJXuYTii3i8Ozi6q6rXOD1OkLx4JfV3QcRERHZsJQLvB4CTKbsmsMI1ww/AXcDL7j7iupcMyTCC+8AJ7n7uGQhqYiIiIg0XfF1YeIe0zvAdcDjidmqDLxG15afA3clPt5PQVcREalM4n5FHGIdaWbPAtOAd4GxwH+AT8xsjJldYGabVXROKRd4PYyKO7yOioK0GdG5b0vgdELQdePE6i5092/q6rhFRESaiuRgFtHPle6+2N3/ShhsYh/gKeAbIEWo7UwOPH68me37i++4iIiIiIiIiMgvKL2+d0BEREQ2LIliu77AOcCOhA5qGcAfzWyyu3+RCIP8EP3ZnhBUzQb+ZmZz3f3tGm67M9CPEF5pBswnhFqobvgkDry6e6m7/1ST7YuIiMiGy91nm9lXhJHLnXC9ANAOGETo6l6ta4bEwB3u7suizxQ2EBEREZHkdWEPM+sCbAVkAguAGcDmhOvROPCKmd3o7t9VsK4FZnYnoSPPBHefEF2H6tpTRERWE9+nMLNMwvOZkcARhI5uacDK6HU64TnM/sC+wAVmdibwobsvSa4zGXg1s8OBfxIGNy2K1nMk0AmYaGbfE0I2O7F6F9dT3f2x5D7Wzd+AiIhI05Q4vy5393+b2ceEWomLCOflgwjfSQuALOAIM3sHKNV3SxERERERERFpjBR2FRERkdUkHoiMAHaLXmcAo4AbgXnl5v/KzG6LpmcTCi6ygEfM7JTogcxaCyDMLN3diwnFgp0JBYApwkjly2ra7UIPdURERBqPuPu7md0LnMzqQdf4muF4oMTMznX3vGquV8WZIiIiIgKsFjBKB7oAvyN0wdskmiW+Bi2MFyEEjqoTeJ1rZte4e5E6uoqISGWi81AWIYD6W2D3aFJa9DODcP6xxGcOdAWeBf5qZk+7+w9Qdm6rIPD6HOHZT3w+2hv4NWX3WpIUdBUREalj5bu9AvnuvgK40syaAUcDjxNqMCCEX69x94W/+M6KiIiIiIiIiPwC0qqeRURERJoaMzubUFARu9fdT3f36e6eZ2YWzWcAUbHD7dG8zYBiYAvgMTPbJ1kAES+TeJ/u7sVmlg3cD2xECK0APO7uhSoCFBERadrMrAeh4zyE4suvCF21UoRuJADDgHvNrMUvvoMiIiIi0qBFAaNs4CjCgG7nEu5RxeJ7U5mUBY1KCYOvxIHXy8xs60rWXxT91D0uERGpkJllAIcSBlzYnRBkBZgMPAmcApwAXEkItzohAAvQEvgjMNLMtoPVB/lKBl4J3WJfB/IJ5zMnnM+Ko9lLgIXACYmga5qCriIiIr+M6PtpXIexknAd8M9ochHQDTgT1qy9EBERERERERFpDNTZVURERCqyA2Wd0ka7+wiAqBiipILRRQHuBdoDJxGuMYqBXwGvm9kZwGvuvjBeJu5kEQVdWwAvAzsl1nebu79ct4cpIiIiDYG7f21mQ4B/EEKufwBmAo8BfQgFHhnAiQBm9tvqdngVERERETGzTELQ9SKgNyH4kwa8A7wHvALkAM2BQcB+QPfEKqrs8CoiIlKRRNfvnQkdXXeMJxG6uF0MLI/CLsnlhgGnA/0I561s4DRgYzO7NO7wGksEXueY2cmEUO1gwnkvrhtZAkwkDIA6PtqOabAGERGRX1a5QSvczCYTvnPGjU12KD+fiIiIiIiIiEhjobCriIhIExcHWBPvOwGHEIKu3wF/rWi+8tz9BzO7lzCC+OGE64wCIAv4O/CCmb1HGHm0ACgwsy2B3QjFGj0Tq3s+WkZERESauKio0t39NTM7EOgI/Nvdl5vZccBowoAZCryKiIiISI0kAka9gbMoC7oa8CgwAiiMAkIWFRn/i3D/63pgf2DLaHUKvIqISI2UC5KOBPam7Dx0j7ufX8Eyme5e6O7/Z2YbAdsS7pUUEgZlaFk+6BqLzmdp7r7AzK4BHgaGAZ0Jz3JGAd+7++zE/ilEIyIiUk8S5+K7CYOObxtNOtTMdnb3j+tv70RERERERERE6obCriIiIk1YMsBqZr8FJgFfU3aNMBf4FkIRRFXrc/fJZnYjsAw4mVAcEQdej4j+nE8IoywGtgYyCSOOx14HHnT3L9b3+ERERKThiwIFceD13TiQYGbp7v69mR0FPMd6Bl7NLCvaXkEdHYqIiIiIbGASAaMLgD0pCxg96O7nQCgujuaNwz7m7kvNbAQwFDgF2DeapsCriIhUW3xuMbNzgOOijw14Kg66lnuOY+5eaGYpQjB2ACGoWkJ41jLe3Q+M5k3zCjqyRvdUzN3zgenANVXtn4iIiNSP6PlIClhJqOPYlvAcpBnQqj73TURERERERESkrqTV9w6IiIhI/YiKGeICiTsJo4HeDvQHZkazjXf3PDOr8pohUfj3EaE44qZoUlb0s5BQMLgZoeNFH0IBYHLwjaeAG919fHKdIiIi0rQliyvjQk13L44KPv8LHAVMJQRdi6JZTwTuNbMWVa3fzDoTRkU/3sw61Pb+i4iIiMiGy8wOB46P3wLjEkHXVPmgT6Irnrv7/wE3Aq8mZokDr5eZ2dZ1fwQiItJQWZBOeC4Tn2+mAFdE08sHXT16btIf+D1wULRMCnjL3QdH86ZXFHSNJUK2q57B6HmMiIjIhsvdiwkDlwOUEr67bll/eyQiIiIiIiIiUncUdhUREWmiEsUMDwAjoo93JQRVe0bv29R0fdHrme5+GaG7xftAHmFUcYv+ABRHP40QhL0UuMLd34n2yzRquIiISNMQF1SurbCyosE3oqDBegVezawTIdxwS/RnqJl1XNdjEREREZEGp3v0M76GnGBmaVGgtaSiBeKueNHrN4G7gLcTsyjwKiIiVYqegWwB/IayZydTgfnR9IqCrvsAFwMHJFb1lrsPjOZNjwIxVQZYyz3X0fMYERGRDVDie+nm0c/M6KfqPkVEREREpFbttttu3c2sT/znlVdeaVnf+yQbliOPPLJb8nfkrrvual/f+ySNk256iIiINGFm1h5IhjlaADsCzaL3m0FZB7UarDcu9nuaEHg9CHiRsuDrSuBH4GPgj8Agd/+ru8+I16HCChERkaYh7ooF4fxvZt3MbBczGxz97BZNK43nTy6f6KxVVeC1VWKbcbi2M+Fa5RLCdVBb4FpAN+JEREREGjkzS0XXhYdEH6WAFcDr7l5a1f2wROgIdx8HPEG43+VACQq8iohI9XQh3MdYSbiX8YS758cT1yfomhj0tEX82S9xQCIiIlK7zGwvQmf32A+sPuCSiIiIiIiIiGxgHnzwwXbJcHD856KLLtqkvvdtQ5de3zsgIiIi9cfdF5nZJcBPwOnRx80IA2I40MfMdnT3T2q4Xo8LKaIA6wwz+4+7F5vZxoTiwflASbJwUN1cRUREmp5EiHUksBehmwmEQk+A5Wb2DvAm8A93n1fROuLAq5kdBTwH7EQoEs0gBF4zzOwK4Ed3LzKzLYFjgfOAjRKru9jdv6n1AxURERGRDUqiW158L8oIQaOVNVhH8h7YqKgA+TTCfbVSygKvmNmN7v5dbR6DiIg0ClsQnslkAIWEgReAdQ+6QtmAomZ2LtDFzP7q7ov1HEZERKRhMbOehEE7dyB81zTgMyC3PvdLREREZEPzxBNPtJk6dWpO/P6oo45avOeee+avbRmR2vLee+9lP/fcc23j9zvttNOKE088cUl97pOI1K/c3NzU5Zdf3qW+96OhUthVRESkiXP3H8zsRkIxxamEIGox4TphS2AP4JOaFkAk540KMUqit/PKTUuLQy4qsBAREWkaEsWamcBuwAXAEYRAQBohYFBIuB7JAQ4mFHOOMLOzgCnuvji5zijwmlpL4PU4Qqj1HTObTgjA7szqXVxPdffHkvtYN38DIiIiIrIBKUi8bglsCnxV3YWj69r4/tYfgQGE4FJFgdcb3H16Le23iIg0DqnE63QgE9Yv6Bozs3RCB/MeQIGZ3eHuS+voOERERKSWmVkX4Fzg7MTHc4BL3F2F8yIi0iiNO+aLPvW9D43doNHbTanvfagLL774YpsXXnhhVf1Ht27dVirsKr+Ujz76KOf222/fOH5/xBFHLFLYVaRpGzFixGaLFi1SZnMdpdX3DoiIiEj9c/cfgOuBUdFH6ZR1sbjbzPZMFFWsy/o9DouUD40kO7uKiIhI0xBdV2QBRwM3EYKuUHafIoNQ3JlGKPqMgwK/Ap4FzjWzLeL1xdco7l4SB16Bo4CPonXF1xsDgCuBx4FBKOgqIiIi0mSZWRwuijvolRDuiW1W03VFA6+kAcuAj+NNUHZ92xoYAlxjZt3XeadFRKQx+l/0cyXh3NEByrqHs45B18gBwP5AV0JIZo/a330RERGpQzlAsgvMImCQu39fT/sjIiIiIiIiIlUYO3Zsi9GjR3eo7/1oyBR2FREREaDCwGszIJ9wvXCfme24PoFXERERkZiZZRA6i/yOUGgZB0s/Ap4ETgOGEoKpL0TT45HOWgOXAiPNbDtYfTCNKPCaFgVejwbeIFzTQAi9lhC62BO9XgSckAi6pinoKiIiItIkxAOivELZ4CoAI6LuOTXi7qXuXgCMiT76mbIOsaWE8NJx0U8REZHYouhnNmHArwvMLDv6bF/WMehqZpsDFyY+KgLer80dFxERkbrl7tOAe4CJwFKgv7t/Xb97JSIiIiIiIk3V888/P8Pdp8R/zj///EVVL9W0FBQU2G9/+9vN4/LDXr16rdhoo40K63m3GhyFXUVERGSVROD179FH2YQQSC/gVjPbXoFXERERWVdRtyuAPsB5wI7xJEK31YOA0939cXd/2t2vd/ejgNMJxRxxCKE5cCpwlZn9qvx24s5a7j4zmu9+4HPCfZD06M8S4FXgeHf/R7R/pq7zIiIiIk1DYoCTbwnXo5mEa83NgP6Ja9dqSdwvi68nmxGucR+n7HnccHd/d332W0REGp3vCV3BnfA8ZkvgEDMbDFxEDYOuifPRAGD76PXPwN3uvrSm5zcRERGpH/E53d3HAdcAO7j7V2tdSERERERERETq1eWXX77RDz/8kAWQlpbGfffdNzMtTbflayq96llERESkKXH3H8zsOkJhxamEkcQd2Au43cwudPfPozCIup6JiIhItZQLkp4P7E24xjDgXncfUW5eN7NMdy9098fMrBPQA+gIFAItgOZRB9c1JAKvc83sGuBBQsfY9kAWoZv9dHefndxmHRy6iIiIiGzA3P1tMxtFuA9mhM6rFxAGW/nRzFLuXlKN9ZS/lnRgOvAOsAnwjLuPAl17iohIGXdfYGbvAjsTBkfoClxKCKjulZi1OkHXdHcvNrNuwB8p6yY+FxgfbU+DfImIiDQA8SDkHkys7/0RERERERERkbX79NNPm91zzz0bx++HDh2a269fvxX1uU8NlcKuIiIijVAU7CitrHCuqoK6KPB6PaHA75ToZwbwaxR4FRERkXUQXzOY2bnAcdHHBjwVB13jIEGiiKPQzFKEa5D+QGdCl5NMYLy7Hxwtl1ZRsWb8mbuvIHRKubyq/RMRERGRpiNxb+tVYD+gC+F6c2fg72Y20N1LqhN4jbruZAH7Rh9lEC4z/2NmJ7n7vGi+Cq9dRUSk6UmcE+4nDAq2YzRpx3Kzvunug6Jlqgq6ZgPPAVsnJl/n7lNr/whERESkLum5hYiIiIiIiEjDMXz48G6FhYUG0KFDh6Lbb799dn3vU0OlsKuIiEgjlCiYa2dmnYF2QFsgD/iMMDp4bjx/RUV2iQ6voMCriIiIrKeo+D+dEFqNO7pOAa6Ipq8KECQ6u1o0/8XAAdGqUoRuJoOjeSss8qxo+4nAra5fRERERBq5cteXFYZVE9eE/wIOJnR3LSFcr+4DjDWzg6oRdI0DRhsRwkoAi4Fp0XbioKsp6Coi0jQkn7tUNUgXMBMYA/QgPIexeDXAh8D+0Xoy3b2wkm3FQddXCIM2xG5298ej+XQ/RERERERERERkHeTn59tbb73VfObMmZm5ubnphYWFaR07dizq2rVr0aBBg/JatmxZ6/f+S0tLef/997MnT56cM3/+/Iz09HTv2LFj8S677LJi9913z09LS1uv9c+ePTv9ww8/zJk+fXrm0qVLU4WFhWk5OTmlrVu3Ltliiy1W9urVq2CrrbYqWp9t5Ofn25tvvtlixowZmbm5uemlpaV07NixuEuXLkUDBw6sk783gIULF6beeuut5tOnT2+2dOnSVEZGhm+99dYrTz755CU1WU9xcTGTJk3K+eyzz7IXLFiQUVxcTPv27UuGDRu2eJNNNqmyVmlDkJeXZ2PHjm05Y8aMzIULF6bn5OSUbrnlliv33XffnzfeeOMGcQzVkZubmxo3blyL7777rtmKFSvS2rZtW9KlS5fC/fffP69Dhw5rfc5XHXPmzEmfOnVq1rfffpu1ZMmSVEFBgbVu3bqkbdu2JTvvvHP+Lrvskp9KpWrjUNawbNmytPHjx7f45ptvmi1dujSVk5NTus0226zcf//9l7dr167K/4bmzJmT/tZbb7X4/vvvM/Pz89Pat29f3LNnz4L9998/Lz29/iKFy5cvT5swYULzH3/8MWPhwoXpK1asSGvZsmXppptuWtS7d+/8HXfcsWB9/z/3S7rjjjvaT548uUX8/rrrrvtf+/bt1/t3r6lS2FVERKSRSIRC0gjB1hHAQcBOhHBrXBwxG/jJzO4Bprj7x1EX2DWK/hKBVycU+ynwKiIiIuskuk7ZAjiEsuuSKcD8aHpFQdd9WD3oCiHoOjCad1XQtRqd672i1yIiIiLSOFQQJEoDSqJ7ZSlCiDWeNzkQSpq7F5nZucAOQB+gECgGBgHjzOwMYFYUJFp1Dy66p5YMGD0NdIs2MxtYrWhC16EiIo1XBeehDGAllIVaK3oOE51X8qNnNgOAPQjnoLgyagmwnZnNcPdl8TqS57LofNQJeAnom1j9c8Df4zc6D4mIiIiIiIhIY3LkkUd2e+GFF9pXNG3kyJHdRo4c2a2yZY844ohFzz///IyqtjFmzJgWN99880bvv/9+y4KCggpTV5mZmb7XXnst+9Of/jRn7733XlHd/d900023nzNnTmb8/ptvvvm8e/fuhSUlJdx8880d77777o2S05M6depUdOGFF8793e9+l5uRkVHdTVJaWsp9993X/pFHHun46aefNq9q/o4dOxb17dt3+XHHHffT0KFDl1Z3O5MmTcq59tprN/73v//dam1/b3379l1++eWXz91///3zqrvuu+66q33y3zb5b/nOO+/kXHPNNZu88847rUtKVs+YbbLJJoXlw65m1if53t2nACxatCh15ZVXbvT00093WLJkyRqZq549exY899xzmZX9jr3wwgvtzazC3814X2bPnv15Vce6PmbNmpV+0UUXbfbaa6+1zc/PX+PfIJVK0b9//yV/+ctfZu+6664F1V3vuHHjmg8ePHjb+H1OTk7p//73v0/btm1b4+DyO++8k9O/f/8e8fusrKzSWbNmfdaxY8fV/vHW9m/+2WefNbv00ks3feONN9qUlJQY5aRSKfbdd98lN98gvx9iAAAgAElEQVR88/969+69srr7VlxczKuvvtry2Wefbfvuu++2nDFjRtba5m/RokXJIYcc8tPll18+v1evXtXezrRp0zK33Xbb7eP3yd+NWbNmpf/+97/f9MUXX2y/cuXKNY4tKyur9IQTTlh4yy23zK7o7/+9997LvuKKKzat6L8HgDZt2hRffPHFc//whz8sqG7otfz/d++8884Z559//qLqHS2UlJTw6KOPtn344Yc7ffLJJ82LiorWOK7k/vXr12/ZaaedtvCQQw5ZviEHX+fMmZN+zTXXdInf77HHHsvPOuusn+pznxq6DfdfW0RERKotUWSXRQi4PgVcBexCKIhYCZQSCiQ2BbYHHgQeNbM/QVnApDx3/wG4HhgVb47VA6/bJwIpIiIiImvTBcgkXJsUAf/n7vnxxNoIuppZ8/izX+KARERERGTDkAgSHWhmFwLvmdmnwBfAf8zsr2Z2WjS7RfNaFBBKd/eVhIFZPidcs8b30gYQwkKnm9kWyWBRtK40M+sMvA7sltil+9x9Th0esoiIbADi+w+J89CZZnYHMNXMJpvZc2Z2mZl1ST6HSSwXD6AwFzgBmEEYtDzuqjAYeAQ4z8zax+tI3AfZ2syGAm+zetD1deB+d/+6ro5dRERERERERKSxmjNnTvqAAQO2Ouigg7pPmDChdWWBTYDCwkKbMGFC6/79+/c46aSTuhYXr3uzzHnz5qV233337pdddlnXyoKuAAsWLMi47LLLug4aNGirvLy8atXHzJ07N32XXXbZdsSIEd2qE3QFyM3NzXjllVfanX322b+qzvwFBQV2zDHHbN6/f/8e48ePb1PV39ukSZNaHXDAAd0PPPDALZYtW7Ze2aZLLrlk43322afHhAkTKgz2VdeECRNyevTo0ev+++/fqKKga0Pw5JNPtt5uu+22e/7559tXFHSFEDp866232uy5554977zzzkqDueUNGjTo5x49eqwKda9YsSLt4YcfrvbySffcc0/H5PshQ4YsLh90XZt777233W677dZrzJgxbSsKukI4znHjxrXZfffde44ePbpVddfdp0+fbQ877LBtnnzyyY5VBV0B8vLyUk8//XTH3r1797r++us7VXc7lRkzZkyLHXbYYbtnnnmmQ0VBV4CCgoK0Rx99tFPfvn23/fHHH1f7Xf3zn//cqV+/fmv972HJkiXpV1xxRZdDDjlki6Ki9WriXC2TJk3K2XbbbXudeeaZW0yePLnF2oKu8f69/PLL7Q477LBtxowZ02Jt89a3s88+u8vSpUtTABkZGf7AAw/MrO99augUdhUREWkEomKIZsDxwJ8IXSegrBgii3Dej0cCj0eN2R640syeN7MtKwuFJAKvf48+UuBVRERE1sWWhGuSDEJnrVU3P9c16AqrFXieC1xhZq11bSIiIiLS+MXXe2aWbmbbmtlDhK52txI6tG4HbAvsSLi+fMTM3iQEV9tH14ypqDNrmrvPA45h9cBrSbT8X4DXzewSMzvBzPYzsyOBO4B/E+6TxZ4Anknuo4iIND6JexnNzGwfM3sBeAAYQTj/7AwcQXi+MtnMzjOzrWHVc51VQdnofDST8HznR8K9k/jexy6EAU7fN7NbzWykmf3RzG4ExgL3RNuLvQzc5e4T4v2s078IEREREREREZFG5NNPP23Wt2/fbSdOnNi6ounZ2dmlLVu2XCM95u488cQTHQcPHrzVugTHlixZktpnn326f/TRR6uFurKyskpbtGhRYVpt4sSJrYcOHdqtqnXn5+db//79t5k6dWqFIdesrKzSNm3aFGdnZ9e4O2ds8eLFaQMGDNj62Wef7RCV8ayxjZycnArXP3bs2LZ77rln97lz565TuPR3v/vdxrfccssmpaVlqzczWrVqVZJKpday5Oo+/PDD7EMPPXSb3Nzc1drlZmdnl67P380v6cknn2x9yimnbLl8+fI1DjyVStGqVauS5O3C4uJiu/DCC7uNGjWqbXW3MXz48Nzk+0cffbRjZfNWZtGiRal//etf7ZKfnXfeeQuqu/zdd9/dfsSIEb9KBkHT0tJo1apVSXp6+hq/gAUFBWnDhg3b6qOPPqoyuAqwbNmyCn9x0tLSaNmyZUnLli1LKuo0WlJSYldccUWXSy65ZOPqHkt5EydOzDniiCO2jsOT8XZbt25dkkql1ji27777Lvs3v/nNVnGo9Zprrul81VVXdUkGgNPT0738v31s7NixbUeMGLHZuu5vdTz00ENtBw8e3H369OkV/v2np6d7mzZtiiv6twNw9w32HvcLL7zQKvm7fO65587bYYcdqt3dVyrWIEcaEBERkTKJTmb9gHOBnQAnBFLnAwuAr4E20Z89CUUSEDqqZQCHA62Aq83sw2R4JObuP5jZddHbU1gz8HqBu3+R7KwmIiIiUk6q3OsMWL+ga8zMMgiduLYFCszsNndfXkfHISIiIiL1LHENmQUcCIwk3B+DEFBNEXVwjRQRnovtA/QEDjWz37r7rChgFHfKm2ZmA4FXCeGiWHOgNXBT9D4fyK5g194AHnP3xdH6dJ9MRKSRis5D2cCxwNmUdfguJpyHnDDo10qgE+Ec0s/MHnT3N+N7IR6UROej782sP/APwmALROsB2Aq4sIJdSRY7/g14yN0nw2rPkEREREREREREGpVTTjllUd++fX8GeOqpp9onu5Uefvjhi3bfffefK1u2R48eBRV9Pm/evNQBBxywzbx581Z1VU2lUj5kyJDFJ5988qIBAwbktW3bthRgxYoV9sYbb7S45557Or355ptt4vknTJjQeuTIkZved999s2tyPGefffbm33zzTTbAdtttt+L888+fd+ihhy7r3LlzCUBubm7qySefbHPDDTdsmgxjvvzyy+1eeumlhb/5zW8qrZG59tprO3/33XerPdMYNGjQktNPP33hgAED8uJtAKxcudI+//zzZpMnT84ZO3Zs6wkTJrSuzu2lk046afMPPvigZfKzTp06FV100UVzjzvuuCWbb755EYS/49GjR7e59dZbN541a1azeN4vv/wy55hjjvnVxIkTv6soRFiZTz75pPmLL77YHiAzM9NPPPHEBSeeeOJPe+2114r09HSKi4v58ssvm73yyisVhpeThg4dukVeXl4KYNddd80777zz5g8ZMmRZu3btSgHmz5+fGj16dJsuXboUdunSpfCmm26aBfCf//yn+T//+c9V3U179+798wknnLCosu1UFJauDV999VXmGWecsUVxcfFqAdBjjz029+yzz1645557rkhPT2flypX2xhtvtLj77rs7jRs3ro27c/7552/eoUOHaqW0hw8fvuiaa67ZLA6ETps2LXv8+PHNBw4cWOl/c+Xdf//97ZOdf3v27Lmif//+K9a2TOybb77JfuWVV9q5O1lZWaUnn3xy7rBhw37aY489VqRSKUpLS3n33Xdzbr755s7JEGJRUZGdddZZm0+ZMmVadfezV69eKwYNGrT017/+dV6fPn3yu3btWhT/fhYVFfHxxx9nv/DCC61HjRrVKfnf5W233bbJgAEDlh988MF51d0WhFDuCSecsGVBQUFaKpXyY489duEZZ5yxcO+99171+/zmm2+2uPrqqzdJ/vc2derU5nfeeWeHbbbZZuV11123GUCrVq1Kzj333HknnHDC4u23334lwPLly9OeffbZ1lddddVms2fPXvX/uUceeaTTmWeeuXDnnXeu8P+N6+Oll15qee65525RvsNs3759l59yyikLDzrooGVdu3ZdVQs4a9as9Pfee6/5a6+91nrs2LFtyofPNyR5eXk2cuTIrvH7Ll26rLzhhhvm1uc+NRam5xoiIiINV7JIwcz+CfwmMfkZ4GbgK3cvSCxzIHAQcBzQnlBkkUko/nsXuMTd/7OWbW4BXA6cGn3khK5snwAj3P2T2jk6ERERaWzMbAihu0g+0YAb7v5qNG2dg67RtEMIXbwA5gGnuvvrdXIgIiIiIrJBMLNMQsDoQkIgKB4AbjawlHC/KgPoDbQDOkSLlhLCR18Ah0WDvKUnOryWmlkz4HZgICFcBCG85ITQbGm0rRLKBpZ7Fvibu79Rd0ctIiIbCjNLAUcClxHONfF5CKCQcK6JByCPpxUDk4Gb3P3laD3JZz2pKPi6MeH8NpDVz3H50TrTCQM5ZEbbygeuAP7h7ovKr1dEROT/2bvv8K7K84/j7zuDBElYsgQFVAQVRxVBcdaBimKl4K7bnyAioFixitVqte4iBQStddeNdSAouG0VVFTcLFnKHiFhJGTcvz/OOclJyCRBQvi8ritXcs73OeMbkpzDc57Pc4uIiIhsLdOnT5+YlJS0b2pqauNOnTrNqc6+ppz1bZeaOi8pXY8X9pu+rc9ha+jbt2/7l19+uTBsOHLkyPmDBw8uM2xYlmOPPbbD+++/XxiKbN269aZnn3127tFHH11uCG/MmDFNhwwZ0j6qpGhmvPPOOz8ce+yxZW7Xpk2b/RcvXlyv5Pqrr756yYgRIxaXtd2cOXOSjzzyyH2WLVtWGAA74YQTMqZMmTK3rG322GOPzvPmzSusqHjzzTf/fOutty4r7z1FsrKyEp5++unGAwYMWF1Wm4cffrhJ//7994ivO+yww7LeeOONOVFQtKR169ZZ375995g8eXLj+Prbb7990fDhw8us8PmPf/xj5yFDhrQvub558+a5b7zxxqyuXbtWOqxnZqX+zanK96e0c+rTp8+q8ePHz6/s9jWle/fuHadOnVoYgExNTS149tln5/Tu3bvMIPSIESOaXXvtte1K60Z8/fXXZ/Xq1avUbfv167frP//5z5bRcu/evVf95z//mV/Zc+3QoUPnuXPnFv5M3n///QuGDh26srS2Zf2bt23bNmfChAmzoyBnaYYOHdp6xIgRxaqsfvzxx9937959Y3nn96c//anVGWeckXHIIYdU6udp9erVCWecccYe7733XuHfj65du6779NNPyw3Wzpw5s97ee++9f8n16enp+S+++OKck046qdSwbG5uLj169OgQr0C9++67ZxcUFNiCBQtS9t57741vvfXWrHiING7hwoVJ3bp12zf+d+SSSy5Z/uijjy4q73yr+rd2wYIFyb/5zW/2zcjIKCzUmZqaWvDggw/Ov+SSS9aUdywIwvcPP/xw08MPP3x9ly5dajyIW11XXnllm7Fjx7aKll966aXZffv2zSzZruTf+2uuuWbJ3//+9zL/zm+PZs6c2SE7OzsjLy/v+y5dupxS3f1VfsoDERERqXVigx8GUjzoOsbdz3X3L9w9O6x0Fm0zCbgR6AMsAlIoGqh3BHCbmbUP9xuvvhZt/xNwB/B4tIqgssURQMuS7UVERERiok6q+gSDMq8OQwQAx7HlQdd2FK9skgeUOXmHiIiIiGz/wslSjgQGUFT5zoDxwB+AY9z9fHc/GzgcuBJ4OWyXQHDPuB/wvpntHd1rhkHXJHfPAQaHHw8C2eH+k8PPieF+oong/gIMj4Ku4fmJiEgdZGbROItmQH+KB10nAdcR9HOcQTBxwuzY5knAocDfzKwPFFaItfDr/HDihSXALcCZwEjgo3D7FIquRRnA1wT9Kae4+5go6Brtt4bfuoiIiIiIiIhInfXKK6+kx4OujRs3zps8efKsioKuAAMHDlx90003FVZydXfuvvvuVuVtU5rzzz9/RXlBV4AOHTrk3nnnncUCae+9916jDRs2lPpcYt26dRYPujZv3jz35ptvrnSQMz09vaC8oCvAPffc0zq+3L59++y33nqrzKArQFpamr/66qs/7b///sWqgY4cObJVTk5OlZ6xJCYm+iuvvDK7KkHXsvTr129ZVYKutcWUKVMaxIOuACNGjFhQXtAV4Jprrlk5dOjQKofuhgwZsiJegXfSpElNly1bttmY89JMmjQpLR50TUtLy/+///u/cn/GSkpLS8ufOHFiuUFXgHvvvXdxx44diwVbn3322SYV7f+uu+5aWtmgK0DTpk0LJk6cOLd9+/aF23z22Wdpn3/+eWp525XlkUce+amsoCtAcnIyDz/88ML4v8G8efNSFyxYkNK4ceO8N998c3ZZQVeAtm3b5sX/ZgG88cYbFX5fquovf/lLq3jQNTExkZdeeml2ZYKuACkpKT5o0KBVtTHo+umnn9Z/+OGHC3MTPXv2XFNa0FW2jMKuIiIi27HYoLnfxFa/4O6DwtcTAdw9N76du2e5+0fAYRRVuMglGIxxAnB32C6/tIF5YeD1duARiu4nLlX1NBEREanAbOALgnuOfGAv4HQzOxEYShWDrrH7lN8SBBUA1gH/cPe1scGnIiIiIlJHxO7xGhDcQx5GcH8JMNrdz3T3D919lQUS3H21u79EEIKdGLZNIAiw7grcFj9GrMJrnru/6e5XEdxznkswAdxLwAvhx6UEwdrb3H1OeI6qpCciUoe5ezRI7zrgWIqCrmPd/VR3v9/dP3b319z9WuAKYBxBVfDI3gSTj/4+3Gc88FoQXks2uvtcd78GOBXYHzgEOCk87sHAoe4+2t0/AU22ICIiIiIiIiKype69995i4dQbb7zxl86dO5cbpIsbPnz4sl133bWw/ZQpU5osXrw4qbxt4ho1apQ/ZsyYnyvT9oILLljTtGnTwnE0+fn5NnXq1J1Ka7ty5cpi59CmTZtNiYmVyiRWyquvvpoeDy4CPPDAAwsbNmxYZtA1kpqa6mPHjl0Q79JasWJF8uOPP16l0N0f/vCHFYcffni5lToro0mTJnn333//LxW3rH3Gjh3bPL7ctWvXdVdccUWlAqS333770vjPbmV07tw556ijjlobLefk5NiDDz7YrDLbPvjgg8XOtW/fvqsq8/MSd9VVVy2tzO9nYmIiF154YbGKsV999VWDqhyrslJTU/2KK64oVpV48uTJ6WW1L8txxx2XcdZZZ1UYmuzYseOmgw8+eLNA7NChQ5e0a9cut7Rt4i688MI1KSkphc8zly9fnrxo0aJK/82qyNKlSxOfe+65Yj8TAwYMWHrqqaeWGeLdXuTn53P55Ze3i6p5N2jQoGDMmDHlVsWVqtGgTxERke1MvNpqOPihEcEM4QDzgfuidu6eX85+ksKZwU8lmPm7HrCJYFDGmWZ2Q3SM0rYPA693A88B/dz98XC/GkghIiIipXL35cA0ggGgCUBbYBjwZ6BnrGllgq5J4b1Qe4Kq9VHn2BLgnfB4VeoIFREREZHaL3aPNww4JfzagEfdfTAUmwDOCYOw4bpDKQrGFgCpwGR3P6us40ThWnf/1N1fcvdL3f0sdz8n/HjG3aeHbaOQkoKuIiJ1nJm1IQidFlB0HRoYvpYYfo6uIe8BdxFUai2gaJzG3sBfywi8Rtev6JnLBnf/zt2/cvcp7v6Buy9295z4ZF+6BomIiIiIiIiIVN2SJUuSPvnkk4bRclpaWv7AgQNXVWUfycnJnHbaaYXVCgsKCnj77bfTKrt9nz59Kh34S0pK4sADDyxWEfW7774rtYJk06ZNi40jnjt3bmpmZmaN5YgmTJjQKL7coUOH7NNPP73caqJxRxxxxMZDDjmkWPht0qRJjcpqX5qBAweurLhVxfr27bsqLS1tu+tfKygo4N13320cX1cydFme1NRUv+CCC6r8PbzyyiuLHeOJJ55oXlBQ/o/w4sWLk956661iYeZBgwatqMpxExISGDJkSKW3OeaYY4r9fJUMZ9ekI488stixpk2bVum/AZHLLrus0v8WBx10ULG/A4mJiVx55ZWV+tvVsGHDgj333LNYSHzGjBn1K3vsiowfP75RdnZ24d+a1NTUgptuumlpTe1/W7r77rubf/3114Wh6WHDhv2y++67VxgwlsqrsdS1iIiIbH3xAKuZXQzMJQiMbAqbrA/XUV7QNXw9L9zfEjM7BZhKUMliE0Gl19+Z2Xh3n1XOPuaaWT93XxeeU4JCJSIiIlKa2H3CP4AjgAPClw4u0fQd4MRwm/KCrnlmVh8YT1AhNnK7u39Z429ARERERGoNM+sEnB1bNQW4Mnwt3n9mseDQMQQV+E4Kt0kimGTl5LBtqfeeJfu64v1fYbjIo2CRAkYiInVXKc8/2gOdw6/fAQqDrtF1KN7e3ReZ2TggD7iDIPBaQFHg1dz95ei6VfLaUt41Rs9lRERERERERESqZ/LkyWnx7pdDDz00a6eddqpyn//BBx+8Ib788ccfp1144YUZldn2t7/9baUDogDt27cvVtUyIyOj1HKtDRs2LOjQoUP2nDlzUgGysrISTz/99D2efvrp+W3atNnsuUhVffbZZ8XCfKeeeuqastqWpXfv3qvj+5k+fXqlK282btw4r1u3btWu6gpw3HHHVenfoLb49ttvU9auXVv475+YmMiZZ565trxtSjrzzDMz7rzzzjZV2eaMM87I3G233XIWLVqUArBgwYKU1157Lb13795lfh9Hjx7dLDc3t7Co0iGHHLKuS5cu2VU5bocOHTa2atWq3DHycXvvvXex35WsrKwtKm28atWqxC+++CJ12bJlyWvXrk3YsGFDgrtbyTbx5cWLF9eryjHMjBNPPLHSlU/btm27Kb7csWPHDTvvvHOlvzetW7fe9P333xdWhV6zZk2NlX3+4IMPilW1PfroozNbtmxZ6XOrrebNm5cc/13Ze++9N954442VDpdL5SjsKiIisp0IBzdEA/VGEQyceBl4hqKKFF+5+5r4QIjyuHt+OPBisZldSlCltWn48qFAF6DMsGu4j3WxrzWgQkREZAdUcsB/afcEsXWLgDcIAqopBNVPCD9/BpwUDuys5+6bSu4n3H8UdJ0AHBR7+V53fypsV6n7IRERERHZLnUguJ8sIJi4bTyQW6L/LB50PRb4I0VBVwiCrieEbUsNupamRHBJfWEiIjuAEhMptHf3+cAu4csOTAby4teh0rj7KjN7JFwsGXi9zcwoLfAqIiIiIiIiIiJb1yeffFIssLlhw4aEe+65p3lV9/PDDz8Uqxi5dOnS5Mpuu+eee+ZU3KpIenp6sX6ozMzMMkNql1xyyfLhw4e3jZbff//9RnvuuecBPXr0WHPaaadl9OzZM2u33XbbouDrzJkzi1WC7Nq16/qy2pbl0EMPLRYS/vnnn1MyMzMTKlPptmPHjjUSdAXo0qVLje3r1/T555/vFF/efffds9PT06v0DOuAAw7Irl+/fsHGjRsrXfU3ISGBSy+9dMWtt966a7Ru7NixLcoKuxYUFPDkk08W+726/PLLqxwS3HXXXav0u9K4ceNivyvr16+vdKDz66+/TnnooYeaTZgwocnChQtTqnJcKP/3sjQNGjTIb9asWaUDoQ0aNCj279ymTZvNxtpVZfuarPr8zTffFAutH3bYYZUO8dZm/fv3b7tu3bpECMLJY8aMWZCUpGhmTdN3VEREZDsRDWows/sIZwgHfgfkA9F/kKPPRlEAtqL9RjfFXxIETy4AssN99TOz14ENGrwnIiIikVICrclADhQN+I8PBI1z9w1mNpYgcHAYQUWTqGNvJbC/mf3k7lnRPkpUNCkws+bAawSTc0ReAh6PHUcDQkVERETqmNg9Zp9wVQKwFpgYv/8rI+h6cmxXpQZdS97DKmgkIiIlgq5jgb3N7BqgcdhkPfByeSHXOAVeRURERERERERqn+XLlxfL1XzyyScNP/nkk4bV3W9Z1VZLU5VqjBBU74zLz8+3MpoybNiwFZMnT270wQcfNIrW5eTk2IQJE5pOmDChKcBuu+2Wc/DBB68/+uijs0455ZTMvffeu8LQ3MaNGy07O7tYOG6vvfaqUtgOoGPHjpuFF5cvX55YmbBrkyZNql2dNtKyZcsa21dVjB07tmllq42mp6fnDxgwYHV83cqVK4v9/LZp06ZKYVAIfp522WWXTT/99FNqxa2LDBw4cOXdd9/dOvo5eOeddxrNnz8/uX379rkl27788ssNf/nll8JKp02bNs2rbOXjuEaNGlXpd6VkELGgoOLh8NnZ2XbVVVe1efzxx1uU97tVkaoEa2HzEHtFEhMTi/UfV3f76rzXklavXl3sG9+hQ4cq/1zWNk8//XTjKVOmRM8GOOecc1Ycd9xxVQ74S8UUdhUREdmOmFkbYA+CMEkKwbX8DCD6T8GBZtbU3VeXsYsyhQMsXiUIu0b/WdkNyFPQVURERKBosH8s0Ho50BnoYWbrgXnAV8Dj7r6k5Hbh1wnu/rOZXQhMAdoR3MskAz2BZsCrZvagu2dAsUk/OgDdgJsIBoFG3gTGuvsPW/Hti4iIiMg2FgsStYytngksjSZk2dKga3z/ZnYR8GS4n5ITvYiIyA4kdm0YBfQPVw8EFodfbwI2VbFKuAKvIiIiIiIiIiK1SEZGxlbJ1VSlSmbwWGPrSEpK4q233pp77bXXtn7kkUda5uTkbHawRYsWpSxatCjl1VdfbXrttdey//77r7/88stXDBgwYFVZVQtXrFixWZCvZBXNyigt6LtixYqkDh06bBaYLKlkZcrqaNSo0TZ5HnT77be3Wbx4cb2KW0Lr1q03lQy7lgxVVzXwWJ3tmjdvnn/66aevfv7555tBEJYcPXp0s/vuu29JybZjx44tVtX1nHPOWZmamlrlvs+t+bsCQdD1pJNO2vPDDz9sVHHr8lW1a7e6721rf2+qYu3atcX+cDRp0mSLfi5rizVr1iT88Y9/LKyQ3aRJk7yRI0f+si3PqS6rsRLDIiIisvW5+y/AbcC/gY3h6gKCcEge0BA4AILZxrfgEFOA78N95gJtgT2rd9YiIiJSF8RCAylmdqyZvQw8BAwC9gG6AGcSDNL83MyuMrO9IAirhmGDqDJrgrvPIQi3/kLRvQxAV+AW4BMzuy/cz5/M7A5gEjCG4kHX14BR7v5edJ5b9RshIiIiIrVBWuzrnDBc5LF71ioHXaP7SDM7ABgHPBnur0D3mCIiO7Zwwq6BsVWXAecTPMo0Aa4AACAASURBVEupB6RWNugacfdVwCPA8HA/0diNKPDaJ2znug6JiIiIiIiIiGxdmzZt2ir9L+5ea/p1UlJSfPTo0b/MmjXr6xtvvPGX/ffff33J6rBx33zzTYPBgwe379y5874zZsxI+RVPVbYzQ4YMWR5ffvrpp5vn5RXvLp07d27yBx98UFgRMyEhgcGDB6/4lU6xSm666aZWJYOujRs3zrvwwguXP/zwwz999NFHPyxcuHDG2rVrv8zNzZ3u7oUfP/744zfb6rxl63rggQeaL1u2LDlavu22235u3rz5dh3grc1U2VVERGQ7Eauk9lU4g3gCcDZQH8gHEoEWwEXA++6eX9UZv909y8yywn1HAyvSa/SNiIiIyHYpHFxZn+D+4wqCCqsQhFQTASe4f9gE7AL8DTg6rND6frwaSRgYSHT3H83sWOBp4ECCfgoPPzqFHyXFZ1F8FHjY3T+F4hVkRURERKTuMbPofjE+u/WeZrZzGBpiS4KuENzvhl92A1KAPxDce16ke0wRkR3e58BzBNeVaEBW+/BzEsHEobPDvo5KD26pRIXXAnd/RdchEREREREREZGtq0mTJsWeGVxxxRVLx44dWycr9rVt2zbvjjvuWHrHHXcsXbNmTcK7776b9uGHH6ZNmzYt7csvv0wrGfydNWtW/RNOOKHT1KlTf9hzzz2LVVotLehVsspoZaxatWqzbZo3b16lyeV2ZCWr6WZlZW1JsaQt3q579+4bDz744HVffPFFGsCyZcuSn3vuucbnn39+RtRm9OjRzfPzi07zqKOOWtupU6dNW3K8rWnt2rUJY8aMaRVf16tXr9XPPPPMgvT09Aor/2ZmZqogZahRo0Z5y5cvLwyHrlmzZot+vmqLkr8fgwYNaj9o0KD2W7KvESNG7DJixIhd4ut+/PHHb2rj78S2ol8kERGRWqi0qqzxwQzuPgMYCTxPUOE1kSBo4sCFZnZFtE1lZ/yOHXNd+DmHIKySUfoWIiIisiMJ7xV+BwwhCABE9yZRVdYCwAiCB05Qbet04A4zOxU2q/CaHw4CnUNQEXY08HW4j6ijayNBtXknuC8hPFYmMBi4XkFXERERkR2Hu+eFIaJp4apNQEPgYAAzS2YLgq4RMzsQ+Ets1f5hwFZERHZg7v49wfVhEpAVrQ4/UgmrvkaTkFZx32VVeN0TuM/Mzqru+YuIiIiIiIiISPl23nnnYs8NVq9evUM8G2jSpElB3759M0eOHLl46tSps1asWPHVv/71r58OOuig9fF2K1euTB46dOiuJbevX7++169fv1gAcM6cOfVKtqvIrFmzNqsc26JFix2mYuIvv/zyTbw6aHkfv/zyy2aVQ5s1a5ZXYn9VrsSbn5/P0qVLq/xvF+nfv3+x6q4PPfRQ8+jr3Nxc/v3vfzeLv96vX79aWdX15ZdfbpSdnV2Ys2vXrl3Oiy++OL8yQVcIgr5b7+y2L02bNi32czl79mxViJZKU9hVRESklonP/G1mF5vZAaW1KyXwmkxQ4RWCwOvJYbtKBV7DQRjtgH3CVSnAKmBxdd6PiIiIbN/MLOo7aA70I6jA6gSh1EnAMKAHQcXX0cCc8DUI7k+6AXeb2e+g1MBrgrsvAm4Bzgj38VG4fUq4DwPWEoRhrwNOcffRUfWuaL81/+5FRERE5NdUMlhaTp/WwvBzMtAMiIJAhxHcL25J0HUn4BSgUbhqDXCDu+fF7olFRGQH5e6zgFuBCQSB1wSC/pECoLuZXbSlE3GVEXhNAfagaPIvERERERERERHZSn7zm99siC9/++23O22rc9mWGjZsWHDppZeu+eKLL3684IILioURJ0+e3HjDhg2bPbfp2LHjxvjyZ5991qCqx502bVqx7/euu+6a07Bhw0qFCwUOOeSQYj+/8+bNS83KyqrSs62vv/46dcOGDVv8POyiiy7KaNasWWHl3//9738Nv//++3oAzzzzTOMVK1YUhkB32WWXTWefffbaLT3W1jRjxoz68eXTTz99dWpqaqX7fEv+LO/IDjjggGKh+alTp6Ztq3OR7c8OMeOEiIjI9iIMe0RB11EEs4H/H/B1PAQbcfcZZjYyXDwbiG6yDwWuMLON7v5BFCopa5BFbKDffgRV2HIJBgvOAPJLO7aIiIjsGNw96jy+jqBKVhR0HevuA0s0f8XMjicIrfYP1xmwN3CnmeHur8XvTaL9u/sGgqDsYDNrQDCgM4kgvJALzAZWuXt2dDBVcxURERGpO8L+p7zw6+uBV939xzKaPwVcCuwbLl9mZvlAG+CkWLsKg66x9Z2By4FoEMbnwA9Q7J5YRER2YO4+y8xuDRd7AekE/SQtgfOBnyiawKuq+15lZo8QhF3vDldf4u6vVO+sRURERERERETqvqSkpGJjR/Lz8yssEBPXq1evzGuuuaZw+ccff9xp/vz5ye3bt88tZ7M6beTIkT8/++yzzfLy8gwgOzs74dtvv03t1q1bsXBr165d182YMaMw4PrGG280HjFiRJWK7Lz66qtN4stdunRZX1bb2qi6P3/Vtd9+++U0atQof+3atYnh8XnxxRcbXXrppWsqu48XX3yxcXXOISUlxc8///yVDzzwwC4A7s6oUaOajx079pd4lVeACy64YEViYmJ1DrfVLF++vFjGbrfddqvSZISTJk2q1vexLjnmmGOyXnjhhcKKvh999FHDpUuXJrZq1Wq7zCP07t07o1WrVlt0Tfjb3/7WJvr9BPjtb3+7tmfPnsUC3y1atCh1wuYdlcKuIiIitUg0cM7MHiAIugLcbmbvuPuC0gIdZQReDTgt2JU1cPeJYahks9BqNKAvrF7xN6Bh7OXH3X27+k+jiIiI1DwzawOcSFF1kX9FQdfo/iKctKPA3d8xs5nAEuAvYfsCoBNlBF5jx4kCsOuBb8o4l4RYQFZBVxEREZE6IN5nZWYjgCHAH8zs9+4+t5Q+sY3AdwQB1RyC6ncXUDQRHMB7lQi6Job9YmnAP4H2sZfHuPvCktuIiEjdE+9riK0rdRLQMgKvAMcDa80sx90/3ZLzCAOvjxJczxa4+xPhuWiyLxERERERERGRcqSlpRXr24mHiiqjQ4cOufvvv//6b775pgFAQUEBt956a6vHHntsUU2e5/akSZMmBY0bN85buXJlYUXO0qqFnnbaaWsfeeSRltHy7Nmz67/xxhtpp5566rrKHGfatGn1P/vss/T4ulNOOSWjOuf+aytZhTYzM/NXTXImJCRw7LHHZrzyyis7R+seeuih5pUNu2ZnZ9vTTz/drOKW5RsyZMiKUaNGtYrCvs8//3yzyy67bNXUqVMLx6UnJSX5wIEDV1b3WFtLvXr1ivXDZmRkVPrf8t13320wffp0VS8N9e3bd+0f//jHgo0bNyZAEJi/4447Wo0aNeqXbX1uW+Loo4/ecPTRR2+ouOXmRo4c2Sp+XTrooIM2DBs2bEV52+zotrjMtIiIiGwdZrYbcEi4uB5oBfzZzBqWNZjB3WcAI4HnCQb7QRB47QXcamaDwnbRoMGE2LZR0PUNYP/Ybh8GXgnb/6qzDImIiMi2Fb9XCO1OECRIAN4BrgrbFQ78jA8KdfefgdHATeGqaH9R4PV3YTuP32dUZuCmqmqJiIiI1C0lgq4jCYKu+cB+wBtm1q6UCVLWA38G1hAEXfMpHnSd4u7Hh+3Lq+iab2b1gUnAAbGXb3L316Lj1eDbFRGRWiYedDWzLmZ2rpmlhNeIUicPd/dZwK3ABCAr9lIfYJiZddvS83H3VcBdsaBrgoKuIiIiIiIiIiLlK1lt78cff0yt6j5uvPHGJfHlp556qsVzzz3XaEvPqaCgdgxvyc3dsuK0S5YsSVqzZk1yfN2uu+662c5+97vfZXXo0CE7vu7qq69ut27dugqfr+Tk5Fj//v3bxbu/WrRokXvRRRdtV2HX1q1bF/u+zJ07t8o/f9U1YMCAYsG5Tz/9NH3cuHFNK7PtTTfd1GrRokUp1T2H9u3b55544omF/3Zr1qxJOuuss/aM//v26NEjo23btrW2guWuu+5arJLrm2++WalKrZmZmQn/93//136rnNR2qmXLlvnnnXdesZ/LsWPHtpo0aVKNB4K7devWKezf72JmXdq0abN/xVtJbaawq4iISC3j7ouAp8PFBuHnI4EDIRgAWMZ2ZQVeDwZGmtmzZtbbzFpF25jZXmbWC/gEOCa2u0nAY+6+Kdy3BlKIiIjsIMKwQTTIc/dwdevwswNvAnlhyGCzCicRd18NjKWKgVcRERER2XGUEnQdFL5UAGwCOgLnha8bFN4/Jrj7bGAYsA5IJAi8QlDp9fXYYQpHk5SYaCXPzBoQ9IMdEWv/FPB41F79YiIidVusD2Q48ATwb+DNMPCaV1afxVYOvG6KfV07RkWKiIiIiIiIiNRiXbp0KVZt780332wyf/785LLal+acc85Ze8QRR2RGy/n5+Vx88cV73nPPPc2rsp/FixcnXX/99a2OPvrovaqy3dby/PPPN+7SpUunJ598snFlg695eXn0799/t/z8omFBbdq02bTXXnttKq39ddddtzi+PGfOnNRTTjmlQ2ZmZpl5pQ0bNljv3r13nzFjRoP4+iFDhixJSUnZrp7NdO3adWNiYtHQ7oULF6aMHz++YTmb1LgTTzxxfbdu3eL9lFxzzTXtXn311fSytgF44IEHdv773//eurw2VTFo0KDl8eV58+YVC/6WDOXWNscff3yx7+H06dPT7rvvvnKr3i5ZsiTpmGOO6VjyvQrcfPPNS5s0aVIYbs7Pz6dPnz57PfHEE5UKEefm5jJ69Oidp0+fru/tDqbUmUhFRERk24gG0Ln7ODM7AvhD+FJHgqoWH4WziZc60M7dZ4QDAwHOJqhokU8w4O9soCdBEHahmWUCvyEInjSJ7eZ1YJy7T9sKb1FERERqsRJhgweBTmZ2LRB1wK4D/lNeyDXO3deY2bhw8XaC+44CigKvuPtrUeBVQQIRERGRHUc5Qdd8IJmikOpOUHwytljw501gT4J+s6gfrB5wq5m1cfcbCCaDI74PM2sG7AuMAuIz+74BPOzui0seU0RE6o6oDyKs3Lo3cCNwDsEkXwUEk4O+aGZ9SqsOHnH3WWZ2a7jYC4gGjvUJj3OPu3+6td6HiIiIiIiIiIgETjzxxKz09PT8rKysRIC1a9cmHnjggZ1POumkNZ06dcpOS0sriM9pts8++2SfdtppWSX3M378+J+6deu2z8KFC1MgqDx6/fXXt33kkUeaX3zxxSt69OiRddBBB2UnJRXFcBYvXpz0+eef1//ss892evPNNxt/+eWXafn5+ZSsdrqtuDtffPFF2kUXXZQ2ePDg/BNOOCHjuOOOy+zWrduG/fbbLyc1NbXwWcj8+fOTJ02alD5mzJiW33333U7x/fTr129ZQkLp2dV+/fqtef3111dPmDChsJLoRx991HDvvffuPHTo0CXnnntuRps2bfIAli1blvjiiy82vu+++3ZZsGBBsWqiRx55ZOaf/vSnWh2GLE16enpB9+7dM//73/8WBlzPOeecDscee+zagw46aH3jxo3z42HY9PT0/AEDBqyu6fP417/+taBr1677ZmdnJwBkZ2cn9OnTp+PZZ5+94sorr1zZvXv3DYmJieTk5NiUKVPSRo0a1WLy5MmNo3Paeeedc+fPn1+tUGHPnj3X7bXXXhtnz55dv+Rru+++e6m/d7XJMcccs2Hffffd8P333xf+/F933XXtpk2bljZ48ODl3bt335CUlERBQQEzZsxIfe655xqPGzeuVWZmZiJA165d13322Wc1Xrl0e9W2bdu8xx577Ke+fft2jMLz2dnZCRdffPGe48aNy7r44otXnnLKKZm77bZbYT/8okWLkj7++OMGEydObDhp0qQmK1asSH799ddnAbXib6r8OhR2FRERqUVilSkKgIeAgwgG3jnQx8yGuPvI8gbalRF4zSW47u9EEFZpWWKzAoLwyb3Ac+7+Jah6hYiIyI4mFjYYBVwRrh4ARLPu5QK5ZpZU3mDPEvtcrcCriIiIiMSVE3QFWEEwMZsRBFeblNwm4u6/mNlTQDOCSeOiwGsT4HozOwD4xMxeI3gAmg7sDpwLdAPaxHb3JvCgu/+vht+uiIjUIrGgaypwCsE16JjoZSAD+Bl4DWgBLC51RyEFXkVEREREREREtr20tDS/4oorlt17772FFSozMzMTX3zxxVIrMvbp02dVaaG7li1b5k+aNGlW7969O8TDerNnz64/fPjwtsOHD8fMaNCgQb6ZsWHDhsR49dPabu3atYnjx4/fefz48TtH6+rXr1+QkpJSsHHjxsScnBwrbbujjjoqc/jw4ctLey3y5JNPLjj55JOTP/3008JKokuWLKl33XXXtbvuuuvapaamFiQkJLBhw4ZSE7OdO3fe8MILL8wrK1Bb2914441LevXq1bCgIJivNS8vz6ZMmdJ4ypQpm1WwbN269aatEXbdb7/9ch566KF5l1566R75+fkGUFBQwLPPPtv82WefbZ6YmEiDBg3ys7KyEuPDs8yMkSNHLhg7dmyL+fPnV/s8Lr/88uXDhg1rV3L9xRdfXOuDzAkJCTzwwAMLTz311E65ubmFvw8vvfTSzi+99NLOSUlJnpaWlp+VlZUYfY8je+2118ZRo0YtPOyww/b99c+89jr99NOzxowZM2/w4MHtN23aVPg9mzp1avrUqVPTAZKTk71Bgwb569evT4x/37dUfHID2T5tn1cCERGROixWmeJLIBpctyn83MvM9qnEPmYAI4HnCSq5RtUwEgkqsn0D/Dfc/4fAbcBJ7n69gq4iIiI7NjO7EBgYW3U5QRiggOCeol5lg64Rd18NjANuCldF/RFR4PV3YTs39TaJiIiI1GkVBF0/Ax4A8giCrhAEjSBWoTXO3X8g6AcbTdDvlUjRzL49Cfq9/gt8DLwNvAD8nuJB12eAO919UnheuicVEamDYkHX+gSTJNxIEHSNnoV8BNwA9HD3R6JK3xVx91nArcAEID5Isg8wzMy61dR7EBERERERERGR0t15551Lzj///GqH6fbdd99N06dP//Gss85aGa/GGXF31q1blxiG3Urdh5mxzz77bKjuudSEih55bNy4MSEjIyOptKCrmXHuueeunDJlypzSvhdxTZo0KXj//fdnn3nmmStLO2Z2dnZCWUHXk08+ec3HH388c5dddqnSeKTapGfPnuvuv//++ampqQUVt956LrzwwozHHnvsp7S0tM1+OPPz88nMzCwWdE1OTvYHHnhg/iWXXLKmps6hf//+q0sePzU1tWDAgAGrauoYW1OPHj3Wjxs3bl5p/5Z5eXmWkZGRVDLoetBBB61/7733ZjVu3Hj7Sb//ivr377964sSJM9u1a5dT2uu5ubmWkZGRVFbQNTExsdw8w9y5c4tVJD711FNr7OdZtg2FXUVERH5l8cFyZQ2cCwdcrCcYHPELkBK+dHz4UeGgu1ICr4kEAzYaADOA2939KHf/rbvf5u5TSmyvoKuIiMiO6UvgWYJKJpHdCcIFyUB7CEIKVdlpJQKvvcJ2ugcRERERqaMqCLrOAEYAzwGLCCZbgfC+sbwJV9z9O2AUcC2wCogeaBYAuQQVXxsTVNvLLbH5rcBt7v5ReF6aAE5EpI4Kg671CEKog4CDCZ6bGMH15w/Ao+6+3MyqNJZCgVcRERERERERkW0rMTGRp556auG0adO+v/LKK5ceeuihWc2bN8+tX79+QVXnuExPTy94/vnnF8yYMePb8847b0WLFi1KPlvYTL169bxbt25ZN9xwwy8//PDDN6+99tq8LX4zNej888/P+Oijj34YOnTo4i5duqyrTBizQYMGBaeffvrq999//4dnnnlmQUpKSqWem9SvX99feOGFBR988MEPxx9/fEZ5x6pXr54feeSRmZMmTZo5adKknxo2bLhNQ6I14eqrr141c+bMb26++eafjz322LVt2rTZlJaWll9RULimXXDBBRnffvvtd3369FlVv379Ur+vCQkJHHvssWv/97//fT948OAaDaE2bNiwoGvXruvi63r16rWmefPm200Q9NJLL13z3//+94cePXpklFdtuG3btjl33nnnwk8//fTHNm3abLdh7V/D8ccfv37OnDnfjhgxYv4BBxywvqIqzs2aNcs944wzVr311ls/9uzZc11Z7aZPn566evXqpGi5fv36BbfccsvSGjx12QZMz+tFRER+PfEBfbF1pQ6gi9qa2XnAg0DD8KWNwG/d/bNKHvNAYAhwNsHAPggGb7wK3O/u/yvvPERERGTHY2Z7A38GehEEAuJBg/HufmbYrsr3D2bWBLgCuCNcFQUQFgPD3H189d+BiIiIiNQ2FQRdvwLuAV5x92wz+45gUpQEYLK7n1zZe08z2wv4K7AvsF8ZzZYD7wFPu/sbW/ymRERkuxGr6noUwTXn0NjLY919YA0dpyNwC0V9KpGXgXvc/dP4+dTEMUVERERERES2penTp09MSkraNzU1tXGnTp3mbOvzEdlavvnmm5Tp06fXX7lyZdKqVauSEhISSE9Pz2/ZsmVe586ds/fff//s+vXr1/r+npycHPv6669TZs6cmbpo0aLkqEJtWlpaQbNmzfIOPPDAjQcffHB2ampqtd/Lxo0b7e23306bP39+vRUrViQVFBTQvHnzvLZt2+aecMIJ69LT07f7gGttl5WVlTBp0qS0BQsW1Fu5cmXSTjvtVLDnnntuOv7449dtrUq6K1asSGzbtu0B2dnZhWnG999//4djjjmmVlQ7rqply5YlTpkyJX3+/Pn1MjMzE1NTUwvatGmT261btw0HHXRQ9rY+v+3VihUrEt97770GixcvTl65cmVSfn6+paen5++22265Bx544Mb99tsvp6JALMBdd93V/IYbbmgbLffv33/ZuHHjft6qJy+bmTlzZofs7OyMvLy877t06XJKdfensKuIiMivpMSAvr8RhFevAfLCARZlhV47AKOBE4EcgiqvTwF/dPcVlTx2WYHXl4B/KPAqIiIiJZnZPgRVWKPBmfkElU5WEoRSnwzb1UTgNdLH3V+p7rmLiIiISO1SiaDr3cBr7r7RzBoA04GO4evfAAcRPNMqd8ZnM0tw9wIz2wlIBM4CWgGdCfrVFhNUjX0FyHT3DeF26hMTEanD4n/nzexloDdFFV3HuPug8LXNJiwtbR+VOF5ZgdcXgAfcfeoWvxkRERERERGRWkZhVxERibvtttta3HLLLbtFy/vuu++G77777odteU5Sd5166ql7TJw4sQkEVV3nzJnzTevWrVVl91dW02HXpIqbiIiISHWVM6CvM/C0mb3u7stLGyzh7nPM7FGCsGtKuPoYYB9gRXmDL2L7mBEeF4oCrwacEZ4T7v6/8kK3IiIismNx9x/M7PZwMRqc6UAL4Hwzm+fuH23J/YO7rzGzcQQB2rvC1Zco6CoiIiKyfanMfWAVg64JwAZgVXwf7l6pmb2jdlGIFfhXOedVOBWw+sJEROq2WND1BoKgKwTPSJ6rKOgaTaRQxX6PWWZ2a7gYn0TsLCDdzC5y95Vb/o5EREREREREREREap/8/HweffTRFvF1l19++fJtdT5S902bNq1wwsmLLrpouYKudYPCriIiIr+C2IC+McAAoIBgYMMxwL7ARWY2lKBqBWHbhGBTd3d/wcwOBwaHL7cF7jCzY9w9vzIDCxV4FRERkaoqI/AKcAKQYWab3H1aNQKvjxDckyxw9ydAVbVEREREajsz+wvwmbu/UdF9YFWCrlAUVjWz1RT1nyVQTWaWCBSE5xuFlioVoBURke2fmRnQHDiJooquM4Dh4etlTioaVgxvBOwPnAa0Dvf1P+B9d/+ojO3igdeTgKbh1y8r6CoiIiIiIiIiIiJ10dixY3desGBBVNiJxo0b5/Xr12/1tjwnqbu++OKL1FWrViUB7LTTTgU333zzsm19TlIzFHYVERH5lZhZT4KgK0AekEwwqKJ5+PE+8ICZvRVWSYsG9yWEX78E/BY4INz+COAG4I7KBkIUeBUREZGqKifwGt0/3F+NwOtqM7vT3TeF+0pQ6EBERESk9jKzV4DfAVPMLNvd3ynvPjAWdH2ACoKuYbtoP4kEIdcEoIWZNXX3LX4QHg8w6X5TRGTHE16r2gLdCZ6JAHwLLAxfL7xOxPsmzKwpQcj1LqAd0IpgMoYEoEfQxAYDj7v7ulKOOyucJKIe0Be4zN0fC/etZzAiIiIiIiIiIiJSZ3z99dcpf/7zn3eNr+vXr9+ynXbaSf2gslW8/fbbxaq67rLLLqrqWkco7CoiIvLr+Qp4i2AG7+RwXSbQgOCavBNwHXCumT0E/APIiQ3A+xj4gCDsGulhZuPd/cfKhkMUeBUREdmxhdVMLDZwM7GiSvFbOfC6Kfa1ggciIiIitZSZvUQQdHXgGCDfzJLc/a3y7v/MbCgwmKJwUKlB16h5uP/M2Lok9DxLRESqb1eCZzObCMKnn4f9Icnunhs1ivWXHA+cCZxL0A+SR3CNivoucoEUgmc5DQiubZtx99lm9mdglLt/GO5bk32JiIiIiIiIiIjIdmv+/PnJL7zwQmOArKyshO+//77+hAkTmm7atCmabJBmzZrlDh8+fPm2O0up64YNG7Zi2LBhK7b1eUjN0+AAERGRX4m7LzGzN4HjCQbuJQDfAU8BIwkGVyQDuxPMEn448KqZPefuG929wMyGAUcBvwl3ezRwFnBbVQZGVBB4jQZ3vK+gq4iISN0QH0QZBlLTzGwD0Chssjq67pdTlWurBV5FREREpHYzs9bAWooCQonAyUC6mc1w96XlbP48QVjoUOAL4F5KD7rGJz9ZEn7OIQgXJZdsW8Z5NgXy3X1tZdqLiMgOpUn4ORojsTuAu+eaWb1oMi4zSwYGAtcDTSm6BkXb5QGpBEHX7PDrO81sNcVUwwAAIABJREFUlrv/p7QDu/uPwI/h/k1BVxEREREREREREdmeffvtt6nXX3992/LajBw5ckHDhg3VFyoiVZawrU9ARERkRxBWUMPdRwLvEwwINOAwYCFwMPA2EB8Y+DvgTuA/ZraHmaW5ew5wD7Aq1u5mM+tZ1XNy9xkEIdvngWhwoQPnABeZWf2q7lNERERqp1hVkrPM7FbgS2AOMAuYYWbPmtlfzawFwSDNsvbzA3A7MAHIir10BnCtmR0atvPo/kdEREREtn/uvphgcrbRwAaCvi2AceUFXc0s0d1/AX4PPAn8nTKCrmH76B4yqrCXRDDJStOKzjG8l70SeNnM9qrwTYmIyI7mE4omUwC42MzOBnD3TRa4GHia4HrVkuKTLTwPXAucD/w5XJdK0fOVq81s54r6QzQ5mIiIiIiIiIiIiNRliYmJ3HbbbYvOO+88TU4rIltElV1FRER+BWHgI9Hd84E/AS8Ae4QvX0IwOOJC4FiCQXlHhK+1AE4E3gMeM7PxwCvAxeH6TQSDC881sy/cfVkVzyte4bUP0JAguHJvWYMORUREZPsQVVcNK5J0BoYAF8Wa5BHcRzQlqPQOQcX4Z8zsRXf/vrQKrarwKiIiIrJjcvfZZjaOoJLdQOASd/83FN17lrJNftgnttTM+ofrcso5TAKQD6yPrUsiqCZbpjDo+gegH7Ar8JqZne7usyr/DkVEpI7LIJh8dBeCZyvpwMNmdkK43BXYF9ipxDazgeHAh1H1VwAzm0cQjI0mDm0PJKofRERERERERERERHY09erV85YtW27q3r171pAhQ5YffvjhGoMuIlvM9KxFRETk12VmjYC/Av0JZgXPAs5399djM37fBZwEHBDbdCOwnCCokg+8HnttDXCuu0+OhWqrck4HADcBRwI93P27qr8zERERqW3CSu29gEEE13kI7iMSSzTNJ6g6nwCsA+YCQ9z9w1iF+mIdCGa2D8H9QzzwCvAScL+7T6vZdyMiIiIitYGZdQLS3H16uGxAQsn+qOpMfGJmVwAPEoSPHDjZ3T8oo20UdP0jQYAp8nt3f3VLji8iInWTmR1BMLloEsE1JppMwQn6ReL9I98DjwP/cfe5sUnFktw9L9zfROBkoCDcz5HuPvXXej8iIiIiIiIitcH06dMnJiUl7Zuamtq4U6dOc7b1+YiIiIjIr2vmzJkdsrOzM/Ly8r7v0qXLKdXdX0JNnJSIiMiOzsxKBkaIBVeLcfe1wKMUVahIB/5uZs29yPXAVcA9sU3rA+0IKrv2JgihOEFVtibAA2bWJKyYUeqxy+LuXwO3AYco6CoiIlI3mFk9gsrtNxIEXaOgwXzgE4L7jFHA2wSVTaI+glTgQOBVMzuprICCu/8A3A5MIJi8I3IGcK2ZHRo7lyrdm4iIiIhI7eXuM8sKuprZlWbWK2zn1bgPjGZ7TiCoJNssdrxC5QRdL1bQVURE4swswd3/B5xHEGqtRxBSzaMorJpI0MfxGkGIdZS7z4WiScDcPS92PVoXfnaCSUnX/ApvRUREREREREREREREpM5S2FVERKSa4pVUzewUM2sYm+G71BCsu38FDI2t3h24xsxSoxXu/l93/xNwKjAZWB1rfxlB8NUIBl/kAXsCQ82sXlWqZsSqtX3r7osru52IiIjUet2BKwmCq1GFkueBs4Ge7v4ndx9CUE3+YuDecLskIBdoBEwysz5bGHi92sy6h+22qKKXiIiIiNR+sX6xfwCjgSFmdkL4WpUCr7G2UVgoCh8lRPuLtS0r6Hqpuz8ZttFzMBGRHYSZJUbXkdL+/rt7Qfj5JeAE4CtgFUX9IJuAfwJXuXtvd//Z3XNKO1Z4fWsFdA5XJQIrgSU1+65ERERERERERERERER2LEnb+gRERES2ZyWCrqMJAiVvAG+Y2SPunldym9igvPcIZgf/HcGAvR7AE8BMM0uKtnX3SWb2I3Ao8Gdgn3D7JILZxxMIAizJ4b7GAEsr+x4UPhEREak7wiolBWaWBFxDEHiNgq6j3X1wrK0BFg72/Aj4yMzSgAEE9xcbCSrLDwJeLuuY7v6Dmd0eLvYiqFpfQBCqTTOzS9x9ZQ2/VRERERGpBaJ+JTP7O3BVuPrIcJ25+5Qo8FqZPqhYm+j+MVpOi7erIOj6eNgmIQo2iYhI3VPy73z0rCb8uqBEW4tds8zdPzCzU4BWQBdgDpDl7l/EtkmM7zO2Pnp+0xloQfCcxoGX3D1T1x8REREREREREREREZEtp7CriIhINcSCrg8CV4SrTwWOBvqa2dXAAndfF7YrHFDh7gvM7A2CgKoTDKi4Fujn7nkl2s4D5oXt7wKOAA4gmC08G4gqwo5290oHXUVERKRuiQ2mvJ7gHgOCoOsTUdA1GqwZhg4I1yUAvwVaR7siCLpOdveTK3HceOD1JKBp+PUrCrqKiIiI1G1m1pxgwpM8gudOKcAx4WtUNfAaisJFyeHn6D41HnS9jiCkFFHQVURkBxL9nTezzsBewMlAY2A9sBaYAsxz9x9LBF2ja9JSgolDvypj/6UFXRPD5zdpwN+BnWMvvx8/LxEREREREREREREREak6hV1FRESqyczaA30IBk80IqhkVh84nqDK6/Nm9oK7T48NqIhCJv80s6MJBugBXGRmH7j7v0sO/gu3yTKza4BDgPMJArZR0PVid38ybFuVwYMiIiJSh5jZLsDvKaro+h5BddaSVekLB3gSBF2vIwiqQtBf8G4UdI1XnS9LGHj9K1AP6Atc5u6PxY9Vs+9URERERGoDd19hZvcAGcBggoBqEtULvGYQBF4LgASC+1rMrCVwHkFFVwVdRUR2MLG+jESCibauB84Cdi2l+QBgjZmNAV529x/CbbfoOhH1jZjZTsBrwP6xl29w93eq/o5EREREREREREREREQkLmFbn4CIiMj2zt3nA92B4cAMgutrAsFgvLYEg/wmmtklYeUJ3D3fzFLCXdwPfBN+nQT0MrP4YD1i25i7b3L3j939SuASggDLRbGga4LCJCIiIju0jsDB4dcFwFvARihWlT4edD2WICxwUmwf77r7CWHbCoOuEXf/EfgL8NtY0FX3JiIiIiJ1RHj/GF9OAHD32cDDwGggN3w5CrwOM7MeYTsvuY8yrALWEdzPAuSH4aKooususbbxoKsp6CoiUjfF+jJSCaq4PgMMBdoQTJDg4Ude+DmBYGKEvwKjzWwQBJVXw7BslYRB1wbAmwSThkWeAf4dneOWvTsREREREREREREREREBVXYVERGptnCAxTwzG0cwoOHvwAnAbrFmzYF/AS+Z2Zvu/qi754SvzSUIrO5PUKXiLOBl4MWS1S5ilWHNA0+Y2QR3XxWuV+UKERGR7ZyZ7RNWSa1SNdTYfUAUWnUgE/hPFHIN25UWdD05tqtSg64l7zPKOj93/65EG92biIiIiNRSJe/pyutbMrPE2OQpae6+LgwMJbh7gbvPDvvHAK6iehVek4B6QDRZ3OEEIdqhqKKriMgOKbx+pADnAgMpmujLgJzwY3m4rhPFx0IcC+xjZq3d/YZwctFyJ/eKX6vMLA3oTDCxQ7yi6yTgIXf/OTrH6r5PERERERERERERERGRHZkqu4qIiFRTbPCCu/tad78MGAQ8Eq5PoagKxRkEM4g/b2YdzSzd3bMIqrv+HLYxYEQYdCl1YES8CkYs6KowiYiIyHbOzF4DZpjZEVWoehWJ7ht2DT8nAMuAFbH9b1HQFYLKJ+H6a8LBoRWenwZ5ioiIiNResXvDJDPra2a7lVXtrkTQdSxB31VLKKyQF/VTzQbGUY0Kr+Hxs4ENFN3j7gNcQ9lBV/WLiYjUceH14XhgAEHQNbpGTCQIvx4CdAW6E0xI+jCwKGxTQHANudrMRkNQqbWM40RVy6Og68HAMOA5igdd3wLGuPtHNfMORURERERERERERERERGFXERGRGhIO0osGQbzm7v2AC4AZBIPzAPIIqlKcCbwI3Ghme7n7IuBaYF3YrilwYThbeJnHK29ZREREti9m9jrQiyAM8G8zO7IqgdfYvUBy+Dmf4B5kQ7j/hC0NukbnYGZtgRuA/5hZqy0I5IqIiIhILREFXQn6qf5GMOnKXmG1u8LAa4mg6wigP3AZcJOZNY32FdtvtQKv7p7v7hkEk7YUEISZ9qD8iq7qFxMRqaNi16TWwNUEoVYnmDh0nLv3cvcn3H1eWHU8w93fJej3uJxgotEEgmtKInClmV1d1vFik331MLMhQLSvdrFmzwP3uPvEsK36RkRERERERERERERERGqAwq4iIiI1qGQFCXf/N3AhcAvBDOJJ0UsEM4APBd42s9PD118nGASYCvQG2kCxwRwiIiJSB5nZecCp4WI20BZ4piqB19j9QnS/kQjsBewJxSpuVSnoGm4bhQeOBpoRVEr5j5k1ULBAREREZPsUTtp2CUHF1L2AxsD78cBreG8YBV1HAkMIJnODoGpe29L2XZ3AqwVSwuMkEkzisokg1ASbB11V0VVEpA6LrkMEE4aeEH5twMPufiUUf4YSfe3u6wmuQQsJnsnkE1yL3nH3B8o7ppn1AZ4CRgANgZTYy3cBf3b398K2pr4RERERERERERERERGRmqGwq4iISDmiSq2VDJhsNjAPwN2/cfcRwOHAfwhmEY/aFgC7EcwCfilQH8gJ13cC7gn3ka+ZwUVEROq054Dbw69TCQbz70rVAq/RIP+p4edsgnuObgBmVo8tCLpGzGxf4M+xVY0oCjqIiIiIyHYmDIk2IaiQB7Ae2AX4MAq8RveGYdB1UNguCZgO/BWYVc7+tzjw6u45BP1lmeE29cKXFHQVEdkBmdnxBBM0RF5z9yvC1+IVyC16nmJmxwHXETybAUgmCLr2CNsmUbavgIcI+mcA1gE/An9w9xvdfU7seAq6ioiIiIiIiIiIiIiI1JDyHuCIiIjs8GID5lqaWTuCaqytw3XfAyuBz9x9fTgwr3CQXXyAQzjY4hczuwDoCZwNnEEwG7gTDNi7GFhFEHiFYJbx48zscnf/pwZMiIiI1F1h1dVbwsWbCO4N4oHXP7j7R+UNooytnxN+Tg0/Xwo8ARxMMMjzpNhmlQ26poTbtQxXrQVudvcchQxEREREtl/ufo+ZtQeuABoAGwnu+T40s0PdfaGZjQIGxjb7CriPIGi0sYL9zzazceHiVQRBoyjwipnh7lOiwKuHwvZPEkyucith35m7Pxlup3tQEZEdSycgnWCir+XAWCi8HsSDrtEECiUn+zKCPpDCoGtZfSAA7v6Tmf0TSAN+DzwMTHb3L0q003MbERERERERERERERGRGqSwq4iISAnxEImZJQPDgNMIq6KV4m0z+xK4xd2zS2sQziSe4O4bgPHAeDMbClwI7EMw0M+AFuFnJ6jAXh/oZWbj3X11jb1JERERqXXCAZllBV7/XZnAa2gi8C5wHEE44Cgze52gD6BKQdfY+k4E4YSG4UvfEoQcUMhAREREZPsUVcJz9/9n777DoyjXNoDfz246qUBooZfQRTooUpSiCIJgQQVBDh0Bxa4cQD89x4IiBxBU7GBDoggCgsJBjqBUUVGq0ksSSCXZlN33+2NmktnNbrJLEiDJ/bsuruzMTtuSzPDOe7/PJBFRACZCa4syAq/bROQ7ACNMq/0C4CV4EXQ1XErgVV/vhIgsgxbC3a+U+lhfnkFXIqIKQkQsAEKQX9XVAi3suh3Ib5MoIugKeGgDMVeFNW9H3/ZJEXkZwAsAkkz3jVjNlYiIiIiIiIiIiIiIqJQw7EpERGRi6hARAOAGAFOhBV0NGdCqpNmhhUeCAfTW/10vIq8D2KSUOu/a4cG104VS6jUR+R+0IMo/kV/RVen/sqFVfh0IoA4Ahl2JiIjKuRIKvOYC2AntGkNBq3rSF1qoQEEbWGOTF0FXq1IqV0QqQasM28D09Fyl1GHXdYiIiIio7NAHZzMCr5O1fJBT4LUmnIOuewG8DB+CrqZ9XWrg9aSI/NvYH4OuREQVi1LKISIZ0AY+MNo0NiilkoxzwqUGXfXtG1VhOymltrs5D51zc0wMuhIREREREREREREREZUSy5U+ACIioquJ3pEhCMDdAP4PzkFXQBtB3AKtQ54RTs2BFn69DsArAB4XkdqmzhXu9mHRH29XSr0I4HoA3wI4Da2zRg60oCsAjFVK7S3Bl0lERERXMb3T5CwAz+uzXAOvN3i6zjB1yJwNYA/yA67GYFcCrZPnTfryhVV0tYtICLRKsW1MT89WSsUZ+yv2CyYiIiKiK8YIvOqPJwNYoD9lHpQNAP4E8BSANb4GXU37OgRgsb6PHH22EXh9XET66Ms5Xeua98egKxFRxaKfD6KhVRw3zknGOUQVJ+hqnGtEZAiAjSJyF8AwKxERERERERERERER0ZXEsCsREZGJiPgD6A/gYQBdkN95Yi+AzwGMAfAYgGcB/AwgEfkhEgWgHoAHALwgIvULCbzmdczTRx//BcBIAI8A2IT8oOtopdQ7xnIl+2qJiIjochOR4SJSv6jlLjXwqs+zKqVsAJ4AcBSAFVp1VwWt6uuvplXyKs+7BApyRSQMwDpo1e4NH0Or8moO1hIRERFRGaYHXoP0x1MB/AZtYDejgh6gVXk9rZRK1dvPLnVfRQVeb9KX43UmEREB+YOPBiK/b0Nt48lLDboa6+oPm0Mb6PRjERlaKq+CiIiIiIiIiIiIiIiIvMLQDBEREZyCpE0BTAVwrfEUgKUABgC4Xyn1rlLqVaXUswAGQQvG/g9acMTo/FcVwGAAs0QkpqjOeUophx4WiVdKfaZXWpsD4B6l1Pv68QkrVxAREZVtIrIawIcAxohInaKWL0bg1a4/3A7tmuIMtMCrUeF1soisEJEq0DqMQun046wpIv0AbAXQzbTpNQDeVEodMx0fEREREZUD+mApEJE5AFpDu340ZAOIBLBORGKVUjlGNdhL3JenwOv10NrTbrnUbRMRUdliqq7qJyJRrvOVUnal1EkA+6AN2OUAUE9EIo0Bv3AJQVfTfroCmKFPWgDc7W4AUyIiIiIiIiIiIiIiIro8/K70ARAREV0NTEHSRwB0R37lijeUUg8ay+mhWCMPEg8gXg+DzABwB4Am+qJh0IKwZ0RkjlLqQhH7N8IlFqWUQyn1uGmfrJpGRERUxonIKmjXBgDwDwBKRN5WSh0vbD294+YsfXIGCgZe71NKbXF3vaBX3YoDEA1gPIAa0Cp0WQDcDu26ZZsewk2Cdv0SA+A+aAOA1DBtbi2AhUqpLZf2DhARERHR1U5EHgYwHdqgbn4AzkMb1C0AQCa068PNItJdKXVIRKymgVZ8oq+/WJ98ENogLEHQBlu5pG0SEVHZYrRliEgwtMFFbxaRFUqpVeY2DhHxA3AB+QN53wCtIvhKAD2h3de5lKBrFIC7TdtNAPA878cQERERERERERERERFdOQy7EhER6UTkHgAjjUkAK42gq9F5z7W6qj4/U0SeA3AKWpCktf50NIC7oFV+XWMEWQs7BnfPs2MFERFR2SYiXQA00CcVgOoApgEIFpGZSqmMwtYvZuD1rIi8Ba1T6HQA9ZBfPauV/m8MABu0NgJ/N4ewFMBipdRW/fVwIA4iIiKi8mkxgDsBdAGwE8DzAG4FMBZAMLTAa3UAP5Rw4NUOrSIfAIxWSq0v5usgIqIyQG/vCARwD4CHoLVRtBMRu1JqDZDXBpErIm9CC7laAQQCeF5EagG4BT4GXU3nrg4AhkBrC8mFNtBXoYOSERERERERERERERERUemyFL0IERFR2SEiUox12gJwQAuAJAP4QH/eY6c9pZRdD7FmAVgC4G0AR/SnHQAaAnhc34bjUo6PiIiIyjal1E8A/gngv9AG1ACAUAA/FxV0NW1DAZgFLXAAFAy83qB3Ei1wraGUOgPgQwATAPwCrROnVX86C1q4wB9aG0G2Pt8BLZj7DICZDLoSERERlW96ICgTwE3Qrh3fBLBaKTUeWggWKBh4baK3jVndbrTw/QmgBV4BvANgEYBRSqn3zc8TEVH5ZPo73x1ae0UrfboVgPEiEgs4DQb6F4AMaEFXO4Am0NpaBkBrvwC8C7r66eeuSACvQWtXAbR2kI+UUskl9yqJiIiIiIiIiIiIiIjIVwy7EhFRuSEi1T2FPAqjrxMFYDi0c6M/tI572/XnC61OYYRYlVLZ0MKuX0LrGGHX/3UH8KSxL99eFREREZVlpk78XwL4D/TrCwAjlVLLfdlWMQOvKUqpbwFcD+BlABv0pwKhVXT1gxaADYBWrX4JgJuVUv9WSh11OQYiIiIiKmf0qnlG4PUBAEuVUg79uUnQwqhAMQOvputjJSIW/fEBAE8qpT7Ul7HwupOIqPxyGUhrMrQKq4bl0AbeOmleRyn1K4DZ+qQV2n2cGsYmAaz3MuiaKyLBANYBaGl6+gml1PfFemFERERERERERERERERUbH5X+gCIiIhKgoh8BqC2iIxQSv11CVXHAqF1jsiFdn48CuCstysbHfSUUlkiMhNawLWTvj0AaOPDsRAREVE5YYRPleYrEfEHkKyU2gDkdfa3FDW4hsv2ZumTM1Aw8HqfUmqLu2shvdJ8pog8pW+nD4Ba0Kqm2AAkQbsG2gQgxQg3sJorERERUcVgBIP0a78sIO8a0q6UmqznVCeiYOC1u1LqkLGsp+2LSHUAzURkn1IqUR9AzqKUciil0kzH4Si9V0lERFea0cYgIo8BuM301AKl1FTX5U3tEp8B6AZgGLSAqx1a8DUe+oCjertLgaCrvl8j6Loa2v0bw9sA3nPZFxEREREREREREVGF0qlTp6Y7duwINaZXrVp1cMCAAWmFrUMVy9ChQ+vHxcVVMabnzZt3dOrUqeev5DFdLWw2m2zfvj34119/DU5KSrKmp6dbQkNDHVFRUfY2bdpkdurUKTMwMJD3H7zEsCsREZV5IvIVtA4RGQBeE5HplxB4DYPWUc8O7fwYDCBYRDK83YbeQc+qlLKJyJMA4gBE6E/fISJtlVJ7fHltREREVPa5BF7zqrm6Bl1FZACA382VVAvZns+BV73iVt48I3DrjrkyFzt5EhEREZV/ntrRjKqtxQ28ikg1ACOgVev7SEReUEqdY7CViKji0dtD/AF0AeAAYAHwsRF0dT2XmNoxzovIUmjtH92gBV0VgFAAz4nIXKXUJpd9WfR7NyEAGgL4EMC1pkW+BrBEKZVq3hcREREREREREREREVFR1q9fX2n+/PnVNmzYEJWVlSWelgsMDFR9+/ZNmjZtWvxNN9108XIeY1nEsCsREZVpppG/FbTqrH0BvC4iD/kYeLVB61zhr0/XA1BTKXXYl+MxdcA4AuAMgEh920HQOlwQERFRBeThekRMQdeF0EIDL4rIIqXUiaK2d4mB1wLHYXT81B8boVyvKs0SERERUdlgvubTpwMBQCmVpf/02H7mJvCqAEyCc+B1s4j0cBd41YOu9wGYCm1guAcBWEXkEaWUreRfLRERXW3M5wa9TaMOgJugBV1/AfBP1+Vc1jfaK9aISFVo915aQavwGgLgVgA3icjTALYD2Kk/FygibaDdR7oDQH3TZtcDWKSU2lEar5mIiIiIiIiIiC6fjz76KHLPnj0hxvQdd9yRdN1112VeyWOiimPr1q3BX3zxRZQx3bZt24wRI0YkX8ljIqLSlZSUZBk3blzdL774okrRSwNZWVmyatWqyqtXr658zz33JCxevPhkWFgYB4b2gGFXIiIq69YB6ADgTmijeFsB9IYPgVd9FPELAI4BaAQgB1ow9RYA8z11riiMUuqEiGwA0BxahwoAaAJgi0+vjoiIiMotU8B0AbSgKwCMAqBEZHFpBV49HYexzUt+QURERER01TGFg4xrz3HQ2qu66U/vBXAUwAIAF5VS2a7BWKBA4PVBvT3NXOG1BoAtInKTUmqfaf+1AQwD8DCAmqZN7mHQlYioYjDfYxGRWwHshlbR1fA3gHOA04CiTvQ2EOOc9qGI+AN4AMB1+iLZ0M5Jc6Hd7zkOwA6tP8Q1yL9PY/gcwFtKqY36cXk7cCoRERERERERlaKF8nv7K30M5d1k1WrXlT6G0vDVV19FxsXF5QWO6tevn8WwK10uO3fuDJk7d27efbAhQ4acZ9iVqPxKTU219O7du8nu3bvdFkLz9/dXlSpVsqenp1tzc3Od7k8opfDxxx9H//3330HffffdoZCQEN6bcMNypQ+AiIioOJRSvwGYBeAL0+wg5AdeGxqdIArZhlJKXQTwA7QOD0aF19v05+0i4vU507Qvo1NGgP6To28QERGRExG5BkAPfdIOLSQwBsAEvcpJofSOmLMAPK/Pcg283lDUtRARERERlU9GcEdEAkTkJhFZAWAxgCkA2gNoB2AkgGehVbd7WkRqKaUc7trCjMCr/ngygEX6U0bgtRqA/4rInSJSX0SuBfAUgEfhHHQdpZRaUiovmoiIrir6AApG0HUhgFXIPw9lQ7tvskoplVFU24V+TrPoj98B8CKA5frTgdAGMrVDq/p6rb6P1sbqpk29BuAFBl2JiIiIiIiIiIiIiMhX48ePr+MadA0PD7c/8cQTp/bu3ft7dnb27qSkpL05OTm7d+/evW/69OmnQ0NDnQb73LZtW9ikSZNqX94jLztY2ZWIiMo8pdR+EZmpT96h/zQHXgut8GqqVrEBwN3Qgq5+AG4SkX8rpZ4yOvm5VrUowkX9Z5Z+PPGX8PKIiIioHFNK/apXZ50MoJc+Oxpa4BWXs8IrEREREZUv+nViMIC7AEwA0Fl/Khda+5dC/mBt7QE0BtBDRMYppQ6ZK/GZtmmu8DpZzyUZFV6zAFQB8AGAMwCq6vPN96JGK6U+BJza5IiIqJwyVRZfAO18AQD3QBsgIQja4NwB7td2vz1ThdfVIrIDwGYA/wQQDu28Y2YM3pAM4ACAuUqpz40n2VZCREREREREREREROTOi0rUAAAgAElEQVSdFStWHAVw9AofxhW1c+fOoM8//7yqeV5MTEz2pk2bDjRp0iTbdfm2bdva2rZte2b06NEXevfuHXv27Nm8eyJLly6tNn369Phrrrkm63Ice1nCyq5ERFQuKKX2A5iJS6jwaupUtxbAYWgdK3Khdfi7R0RGG8t5U+FV308VAN1NxxEPYOclvTgiIiIql4zrEqVUHIAF0KrMG4zAKyu8EhEREdElERE/ALcBeBha0NUI8xjhUyP0arR3hQHoAWCNiDQ3V3I1c1PhdZ7+VCC0Cn2BABro2zP2lQ1ghFLqff3YGHQlIqogROQaaOcXQBtkoR6AYdDunQBALJDXtlEkc/uGUuqcUuoNaPeCbgfwObRq5YcB/AHgSwBvQhtg7C5z0NWXfRIRERERERERERERES1durSyw+F8m/uDDz74y13Q1axly5ZZ77///t/meXa7HcuWLYsqhcMs8xh2JSKicqM4gVe9g10qtJHFzyF/JPG60EIm9+j7KDTwqnciBID6AJogvxPhDgCZ3oRliYiIqGJw6Zz5JbSQAAOvRERERFQspvanKgDGAbgGWhuVAPgWwBMABgC4A8BHAPboy1ugVWdtBOAHEWnpZeD1YWgV9Y7p+xAAOfqiF6G1i92plFqmH58w6EpEVHEopX6F1l7xXwDGOSVIf+wA0FhE/H1przBCqqZ2lX1KqfUA7lFK3QygDYD2SqmhACYppfYqpU6Y1yEiIiIiIiIiIiIiIvLF9u3bQ83TrVq1yrjpppsuerNuv3790lu2bJlhnvfjjz+GleTxlRcM3BARUblyqYFXUwe7PwAsAZAGrWMeAHQA8IiIjDWWddfJT0SsSqlcEQkG8BaAmqZtvKeUSmNHPiIiIjK7zIHXD0SkB6uWEBEREZVvpvanx6FVsjOCrouVUrcopV5VSq1VSq0GMBbAaABL9XUCAWRCC8r+14fA6wsAJgB4EUAigLMA9gF4EsBYpdQqIC/oyutRIqIKwtTmEQdgAfLbPCzQgq4WaFXI+1zK+cG8jr4v455MNrQK5jDNK7AOERERERERERERERGRtxISEvzN023btvUq6Opp+fj4eH9Py1ZkfkUvQkREVLYopfaLyExoHfnu1Gcbgdd5IvKQUuqIu851SqlUEVkGLRByF4Bg/al2AGaJSFOl1KPIr9hqXtcuIuEAVgJoa3pqrt6Rgx36iIiIqAAj8Ko0X5rG5Oiu/zQCrxCRxUYlkiK2N0ufnAEt8HoRWuX5L0WkGYAEXpMQERERlV8iUgtAP+QHXd9RSk3Sn7Pq7ViilMoGsBfA/SKSBGAKtPYwc+C1p1Jqn7GeeT/6dixKKYdS6lsA34rIXGgBo0ylVJbpmNguRkRUwbi0ecS5tHlYoVUUDwTwvIgcV0r9Xpx9Qb93Yz5fcRBSIiIiIiIiIiIqrszMTNm4cWOlY8eOBSQkJPhlZ2dboqOjc+rWrZvTp0+f9LCwsBJvg3I4HNi2bVvwjh07Qs6dO+fv5+enoqOjczt06JDRpUuXTIuleHXvTp065bd9+/aQw4cPB6SkpFizs7MtISEhjoiICHvDhg2zWrZsaWvcuHFOcfaRmZkp33//fejRo0cDEhIS/BwOB6Kjo3Pr1KmT07t371J53wAgMTHRunHjxkqHDx8OTElJsfr7+6smTZpkjRw5MtmX7eTm5mLLli0hv/76a3B8fLx/bm4uqlSpYh8+fHhSrVq1covewpWXnp4u69atCzt69GhAYmKiX0hIiKNRo0ZZN95448WaNWuWidfgjYSEBOuGDRtCDx06FJiRkWGJioqy16lTJ7tfv37pVatWtRe9hcKdPn3ab8+ePUEHDx4MSk5OttpsNomIiLBHRUXZ27Vrl9mhQ4dMq7XA2MElIjU11fLdd9+F7t+/PzAlJcUaEhLiiI2NzerXr19a5cqVi/wdOn36tN/GjRtDjxw5EpCZmWmpUqVKbosWLWz9+vVL9/O7cpHCtLQ0y6ZNmyqdOHHCPzEx0S8jI8MSFhbmiImJyWnTpk3mtddeayvu37nSYLc7f50iIiJ8+n5FRkY6LZ+bmyuelq3IGHYlIqJySQ+8GiEPc+D1JmgVXgsLvO4XkQUAIgH0hdbBT0Gr1DpdRDoA2CAiXwM4ByAFQCtoFWCnAmhu2twKAB+ats0OfURERFTAZQi8VtIfP6qUii/hwyciIiKiK8wInJpmNQDQQn+8EcBkfbm8wKrRTmW6Dp0mInYAD8G3wGvefvVtJbo7LraLERFVTEUEXgOhVXhtAuBBEXlRKXX0Ch0qERERERERERGVIUOHDq0fFxdXxd1z06ZNqz9t2rT6ntYdMmTI+RUrVhwtah9r164NfeWVV2ps27YtzGazuU1dBQQEqOuvvz712WefPX3DDTdkeHv8MTExrU+fPh1gTO/fv/+3pk2bZtvtdrzyyivR8+fPr2F+3qxatWo5Dz/88JlHHnkkwd/f+6KADocDb7zxRpUlS5ZE7927t1JRy0dHR+d07tw5bdiwYRfuu+++FG/3s2XLlpDnnnuu5v/+97/wwt63zp07pz3zzDNn+vXrl+7ttv/zn/9UMX+25s/yhx9+CJk9e3atH374IcI1kFarVq1s17CriLQ3TyuldgHA+fPnrf/85z9rfPLJJ1WTk5MLZK5atGhh++KLLwI8fcfi4uKqiIjb76ZxLKdOnfqtqNdaHMePH/ebPn167TVr1kRlZmYW+AysVit69OiR/OKLL57q2LGjzdvtbtiwoVLfvn2bGdMhISGOkydP7o2KivI5uPzDDz+E9OjRI6/PfVBQkOP48eO/RkdHO314hX3mv/76a+CTTz4Zs379+ki73V4gNGi1WnHjjTcmv/LKKyfbtGmT5fq8J7m5ufjmm2/Cli9fHvXjjz+GHT16NKiw5UNDQ+0DBw688Mwzz5xr2bKl1/s5cOBAQLNmzVob0+bvxvHjx/0ef/zxmK+++qpKVlZWgdcWFBTkuPfeexPnzJlzyt37v3Xr1uAZM2bEuPt9AIDIyMjcRx999MwTTzwR723o1fXv7rx5845OnTr1vHevVguKvvvuu1Fvv/12tV9++aVSTk6Ox6BnZGRkbvfu3VNHjx6dOHDgwLSrJfhas2bN7L///jvv+3DhwgWfUs7nz593Wr569erFGlSgvLo6Pm0iIqJSoJTaD2AWgOWm2ebAayOjk4WbdXcB+D8AnwJIhVYBIwdap4vuAJ4DsA3ATgC7AfwI4DU4B13XAXhLKbW3hF8aERERlUHmaw4P1x951yVKqS8BzAPwg2kRI/A6QUTqFLU/PUwwC8BL+qwxSql3Pe2fiIiIiMomPYDq0B830WdX039mA1gNIEcPGhW4k6lfh1r0x9MBvK4/5Rp4balXcvV4w87NoHKspkdERK5tHnEA/oP8Ng8LtEG6hgIYJyK1r8xREhERERERERERaU6fPu3Xs2fPxv3792+6adOmCE+BTQDIzs6WTZs2RfTo0aP5/fffXzc399KLZZ49e9bapUuXpk899VRdT0FXAIiPj/d/6qmn6vbp06dxenq6V32Azpw549ehQ4dmU6ZMqe9N0BUAEhIS/FevXl15woQJDbxZ3mazyV133VWvR48ezb/77rvIot63LVu2hN98881Nb7nlloapqanFyjY99thjNXv16tV806ZNboN93tq0aVNI8+bNWy5atKiGu6BrWbBs2bKIVq1atVqxYkUVd0FXQAsdbty4MfK6665rMW/ePI/BXFd9+vS52Lx587xQd0ZGhuXtt9/2en2zBQsWRJunBwwYkOQadC3MwoULK3fq1Knl2rVro9wFXQHtdW7YsCGyS5cuLT7//PNwb7fdvn37ZoMHD45dtmxZdFFBVwBIT0+3fvLJJ9Ft2rRp+cILL1QravmirF27NvSaa65p9dlnn1V1F3QFAJvNZnn33Xerde7cudmJEyecvqv/93//V6179+6F/j4kJyf7zZgxo87AgQMb5uSUft5yy5YtIc2aNWs5bty4hjt27AgtLOhqHN/XX39defDgwbFr164NLfUD9FK3bt3SzNM7d+706dhcl+/UqZPXYf+KhGFXIiIq14oZeN0NLRwyB1oF1wAAxhVfDoAQALWhjTgeAOeK6csA/EsptQFgoISIiKgicT3vi0gVEQkHECMiAXp1K7dVrUop8Po0gPbmoCurahERERGVD+ZKqyLyGoCPRKQztLYrQGvLWq1X0/N4DaiUchgh1uIGXomIiNwpIvAKaOea0QAmetPmQUREREREREREVBr27t0b2Llz52abN2+OcPd8cHCwIywszN3govjoo4+i+/bt2/hSgmPJycnWXr16NXUNQgUFBTlCQ0PdptU2b94ccd9999UvatuZmZnSo0eP2D179rgNuQYFBTkiIyNzg4ODL3kQ06SkJEvPnj2bLF++vKq7W1JBQUGOkJAQt9tft25d1HXXXdf0zJkzlxQufeSRR2rOmTOnlsORv3kRQXh4uN1q9f6W1vbt24Nvu+222ISEBKdyucHBwY7ivDeX07JlyyJGjRrVKC0trcALt1qtCA8Pt5u7tuXm5srDDz9c/7333ovydh9jx45NME+/++670Z6W9eT8+fPWVatWVTbPe/DBB+O9XX/+/PlVpkyZ0sAcBLVYLAgPD7f7+fkV+ALabDbL8OHDG+/cubPI4CoApKamuv3iWCwWhIWF2cPCwuzuKo3a7XaZMWNGnccee6ymt6/F1ebNm0OGDBnSJCUlJe8YLBYLIiIi7FartcBrO3ToUPCgQYMaG6HW2bNnV585c2YdcwDYz89PuX72hnXr1kVNmTKlVAehfOutt6L69u3b9PDhw27ffz8/PxUZGZnr7rMDAKXUVZPDmDhx4vmAgIC84zx48GDwypUrw7xZ94svvgg/dOhQsDFttVoxbtw4ryvjViRlcqQBIiIiXyil9ovILH3yTv2nOfD6kFLqiLvgh1LqoIi8CmAVgMUAGkILmRjnUPN/XhSAi9Cqvn6slDoFMFBCRERUHnhzPjeWMZYTkXEAWgK4GdpgU0EAjgJIEpFPAPxhrgBvXt/0+EtTI1N3/acReIWILFZKnSjsuPTj2aMvb2F1LSIiIqLywxR0XQhgIoBcAI8DOKUvkgsg0xyKLWxbxnJKqen6dehDKBh47amU2ufNNomIiMxc2jzi3LR5VAPwD8C7Ng8iIiIiIiIiIqq4Ro0adb5z584XAeDjjz+uYq5Wevvtt5/v0qXLRU/rNm/e3OZu/tmzZ60333xz7NmzZ/OqqlqtVjVgwICkkSNHnu/Zs2d6VFSUAwAyMjJk/fr1oQsWLKj2/fffRxrLb9q0KWLatGkxb7zxxil3+/BkwoQJ9fbv3x8MAK1atcqYOnXq2dtuuy21evXqdgBISEiwLlu2LPJf//pXjDmM+fXXX1deuXJl4qBBg9I8bfu5556rbg5YAUCfPn2S//GPfyT27Nkz3dgHAGRlZclvv/0WuGPHjpB169ZFbNq0KcKbLtD3339/vZ9//tkp8FWtWrWc6dOnnxk2bFhyvXr1cgDtPf78888jX3311ZrHjx8PNJbdt29fyF133dVg8+bNh9yFCD355ZdfKn311VdVACAgIECNGDEifsSIEReuv/76DD8/P+Tm5mLfvn2Bq1evdhteNrvvvvsapqenWwGgY8eO6Q8++OC5AQMGpFauXNkBAOfOnbN+/vnnkXXq1MmuU6dO9ksvvXQcAH766adKX375ZV510zZt2ly89957PQbY3IWlS8Iff/wRMGbMmIa5ublOAdC77747YcKECYnXXXddhp+fH7KysmT9+vWh8+fPr7Zhw4ZIpRSmTp1ar2rVql6ltMeOHXt+9uzZtY1A6IEDB4K/++67Sr179/b4O+dq0aJFVcyVf1u0aJHRo0ePjMLWMezfvz949erVlZVSCAoKcowcOTJh+PDhF7p27ZphtVrhcDjw448/hrzyyivVzYHanJwcGT9+fL1du3Yd8PY4W7ZsmdGnT5+Ubt26pbdv3z6zbt26Ocb3MycnB7t37w6Oi4uLeO+996qZfy9fe+21Wj179ky79dZbfaraabPZLPfee28jm81msVqt6u67704cM2ZM4g033JD3ff7+++9DZ82aVcv8+7Znz55K8+bNqxobG5v1/PPP1waA8PBw+6RJk87ee++9Sa1bt84CgLS0NMvy5csjZs6cWfvUqVN5f+eWLFlSbdy4cYnt2rVz+7exOFauXBk2adKkhq4VZjt37pw2atSoxP79+6fWrVs3ryT28ePH/bZu3VppzZo1EevWrYt0DZ9fafXr1895/PHHTxnvMwCMGTOmQUxMzMEOHTp4fP+2bt0aPHbsWKcq2WPGjDnXsmXLrNI83rJKmL0hIqKKQkSaAXgW+YFXALAB+B6Ax8CrMU9EQgF0AXArgPYAmkLrMJgEIA3AxwB2KqW2lf6rISIiostBRNorpXaZKo+4/U+06XohAEA3AJMADIE2GIa7kcUuQquy9TyAb5RSf+rbyQujmq9LROR2ANOQ3/kTABIALAHAzp9EREREFZiI3AHgc9OsLACHATQDcAFAc6XUBR+251ot9iH9qUxowdfzABh4JSKiS+bS5jEEwFQ4t3nEA3gHbPMgIiIiIiIiuurt2rVrjZ+fX4ugoKDIpk2bHi7OthbK7+1L6rjIvcmq1a4rfQylYejQofXj4uLywobz5s07OnXqVJ+r5fXq1avxf//737xQZK1atbI/+eSTI927dy80hLdw4cLK06ZNq29UUhQRfP/993/26tXL43oxMTGtT58+HeA6/6GHHjozd+7c057WO3z4sH+3bt2anzt3Li8A1rt37+QNGzYc8bROw4YNW/799995FRVnzpx58tlnnz1X2GsypKWlWZYuXRo5ceJEj/ea3nrrrajx48c3NM/r0qVL2jfffHPYCIq6Sk9Pl6FDhzZcv359pHn+888/f+KZZ57xWOHzP//5T5Vp06bVd50fHR2d88033xzs2LGj12E9EXH7N8eX98fdMQ0ZMuT8ihUrjnq7fknp2rVr7E8//ZQXgAwKCnJ88sknhwcPHuwxCD137tyqjzzySD13XeJWrVp1cMCAAW7XHTduXO233367ujE9ePDg819++eVRb4+1cePGLY8cOZL3nXz11VePTZ8+PdHdsp4+87p162atXr36kBHkdGf69Om15s6d61RldevWrX907do1s7Dje/LJJ2vccccdyYWFF80uXLhgueOOOxpu2rQp7+9Hx44d07dv315osPbAgQMBzZo1a+06PywszL58+fLD/fr1cxuWzcnJQZ8+fRqbK1A3aNDA5nA45NixY4HNmjXL/Pbbbw+aQ6Rmx48f9+vUqVML89+RBx54IP7dd98ttD3e17+1x44d87/22mtbJCcn5xXqDAoKcrzxxhtHH3jggaTC9gVo4fu33nqr8nXXXXexffv2JR7ELY6xY8fWXrJkSd7vQFBQkOOee+5JvPvuu5PatWuXGRkZaU9OTrbu3Lkz+JNPPqn82WefVc3Ozs7rR9qvX7+kVatW/eXvf1VleS/ZgQMHGttstuTc3Nw/2rdv37+42/N+yAMiIqIyTim1H8AsAMtNs80VXhsZo4q7rKf04Em6Uuo7pdTDAHoAaAGgHYCOAK5XSs03gq6u2yAiIqKyR0TWAdghIreYOmC6Pcfr1wvBAO4B8AK0oCsAZCO/EnwOtICrA0AAgHAALwOYIyKj9e04RMRq2qYRsv0SwDwAP5h2a1R4nSAidUrmVRMRERFRGXQQwBvQrjcBIBBau5UV2jVjX0AbWMWbjRkVXvXH0wG8rj/lWuG1hXlZIiIq+y7XvQ2XNo84AP+Bc5uHUeGVbR5ERERERERERHRZfPXVV2HmoGtkZGTu+vXrDxYVdAWAyZMnX5gxY0ZeJVelFF566aUavh7D8OHDEwoLugJA48aNc/797387BdI2bdoUkZGR4bZtLz09XcxB1+jo6JyZM2d6HeQMCwtzFBZ0BYCXX365lnm6fv36tm+//dZj0BUAQkND1cqVK/9q3bq1UzXQefPm1cjKyvKpndJqtaqvvvrqkC9BV0/GjRt3zpeg69Viw4YNlcxBVwCYO3fuscKCrgDw8MMPJ06fPr3Q75w706ZNSzBX4F27dm3lc+fOeXXPcO3ataHmoGtoaKh9zJgxXg/ca6yzZs2aQoOuAPDKK6+cjo2NdQq2fvLJJ1FFbf/FF188623QFQAqV67sWLNmzZH69evnrbNjx47QnTt3BhW2nidLliz5y1PQFQD8/f3x1ltvHTd/Bn///XfQsWPHAiMjI3PXrVt3yFPQFQDq1q2ba/6bBQDffPNNke+Lr2bPnl3DHHS1Wq344osvDnkTdAWAwMBANWXKlPNXW9AVAN5+++2TS5cuPdywYUMboFXlfe+996rdfPPNTatVq3ZtQEBA+2rVql3bv3//ph999FG0EXQNDw+3z549+8SaNWvKTdC1NDDsSkREFUoxAq9GhTWLad55pdQ5pVSmHkwxP8fS6URERGWYiKyGHgoA8I2I3FpY4FXv4N8fWtWrztAqugLa/7ttAFKhVdWy6vP8oVXcAoBbAMwUkWeAAuECXwKvtUvgpRMRERFRGaOU+hXAQgBvI/861G56fJ2+nMPbEJOXgdcdItKalV2JiMo2EXlaRG4BnNshShsDr0REREREREREdDV55ZVXnMKpTz/99KmWLVsWGqQze+aZZ87Vrl07b/kNGzZEnT592q+wdcwiIiLsCxcuPOnNsiNGjEiqXLlyXpDNbrfLTz/9FOJu2cTERKdjiImJybZaS24c05UrV4aZg4sA8Prrrx8PDw/3GHQ1BAUFqUWLFh0zN0kmJCT4v//++z6F7u67776E6667rtBKnd6IiorKffXVV08VveTVZ9GiRdHm6Y4dO6ZPmDDBqwDp888/f9b83fVGy5Yts2644YYUYzorK0veeOONqt6s+8Ybbzgd69ChQ897830xe/DBB8968/tptVpx//33O1WM/eWXXyr5si9vBQUFqQkTJjhVJV6/fn2Yp+U9ufHGG5Pvuuuu1KKWi42NzW7Xrl2BQOz06dPP1KtXL8fdOmb3339/UmBgYF7eIT4+3v/EiRNe/80qytmzZ62ffvqp03di4sSJZ2+99VaPId6y5r777kvZuHHjwSFDhnhVSfzOO+9MPHz48G+zZs2KNweVqSC+O0REVOFcauBVX9eh/ywQZjWeIyIiorJNRG6GFlwFAGN0u1XuAq+mwS6iAIwH0AZaqEAAfAPgAQDNADTW/90LYA608IExNJcCUBfAEyLybyAvXGDRH3sTeB0JYJqI1Cuht4GIiIiIyhCl1J/QAq+LoF1f+iG/0uuDInKPvpzXIaZCAq/GdWwwgFYl8wqIiOhKEJGVAJ4HME5EegGlG3gVkRARyessw8ArERERERERERFdDc6cOeO3bdu2cGM6NDTUPnnyZK/CSwZ/f38MHDgwr1qhw+HAd999F+rt+kOGDPE68Ofn54c2bdo4VUTdt2+f2wqSlStXdhq09MiRI0GpqaklliNavXp1hHm6cePGtkGDBhVaTdTs+uuvz+zQoYNT+G3t2rURnpZ3Z/LkyYlFL1W0oUOHng8NDS1zxY4cDgc2btwYaZ7nGrosTFBQkBoxYoTP7+GkSZOc9vHBBx9EOxyFf4VPnz7t9+233zqFmadMmZLgy34tFgumTZvm9To9evRw+n65hrNLUrdu3Zz29fPPP3v9N8Dwj3/8w+vPom3btk5/B6xWKyZNmuTV367w8HBHo0aNnELie/fuDfZ230VZsWJFhM1my/tbExQU5JgxY8bZktr+lXb+/Hnr8OHD6zZp0qR1XFxcFW/WWb58edWWLVu2fO6556rl5nosvEvQOjsQERFVOEqp/SIyS5+8U/9pDrw+pJQ6IiLCKq1EREQVi1JqnYhMAvAGgDAAGQBCoAVeByqlvhGdabCLRwH0Rn7Q9U2l1ERjmyJi1StefQrgUxHZAGASgF4AwqGFXysBmCgiKUqpF43KW0pnevylqc9pdwC5AGoBmAzgEwDHSvHtISIiIqKrlFLqTxFZqE9OBBAAIFv/OV1EzimlNpqvLb3Ypt24llVKTRcRO4BH9KfvV0p9UiovhoiISp2IfAJgoD55GwCLfn7w6Vzhw/4aQBtc7LSIfKuUygDyA696m0ecS5sHkB94hYgsUkp5Vd2CiIiIiIiIiIjIW+vXrw81N4V17tw5LSQkxOe2sXbt2mWYp7du3Rp6//33J3uzbs+ePb0OiAJA/fr1napaJicnuy3XGh4e7mjcuLHt8OHDQQCQlpZmHTRoUMOlS5cejYmJKXbaaseOHU5hvltvvTXJ07KeDB48+IJ5O7t27fK68mZkZGRup06dil3VFQBuvPFGnz6Dq8Xvv/8emJKSkvf5W61W3HnnnSmFrePqzjvvTP73v/8d48s6d9xxR2qdOnWyTpw4EQgAx44dC/z666/DBg8e7PF9XLBgQdWcnJy8RuAOHTqkt2/f3ubLfhs3bpxZo0YNe9FLapo1a+b0u5KWlnZJpY3Pnz9v3b17d9C5c+f8U1JSLBkZGRallLguY54+ffp0gC/7EBH07dvX68qndevWzTZPx8bGZlSpUsXr96ZWrVrZf/zxR15V6KSkpBIr+7x582anqrbdu3dPrV69utfHdjX7/fffA/v16xfr+vlWrVo1p1u3bqmxsbG28PBwR2pqquXAgQPBP/74Y1hiYqI/oFWvnjVrVp2vvvqq8po1aw758l2uSBh2JSKiCouBVyIiInIlIhallEMptVivLLIQWtDVU+DVCqAKgL7GJgC8ZwRdTcEAuz5tdN7cICLHAdwHYAKAqtACr+EAxorISaXUUvM1iIfAay6AG/VFpiildpfqG0REREREVzUPgVcAuAbAIyKSq5T6oRiB18dEpBKA35RSS4H8a+hSeRDpwHoAACAASURBVEFERFQqRKQ2tAG70qAN9CXQg68igpIOvIpIPQAPAJgB4E8AQSKy0sfA60gA/iKyQCl1vLjHREREREREREREZNi2bZtTYDMjI8Py8ssvR/u6nT///NOpYuTZs2f9vV23UaNGWUUvlS8sLMwpIJWamuoxpPbAAw/EP/PMM3WN6f/+978RjRo1uqZPnz5JAwcOTL7lllvS6tSpc0nB1wMHDjhVguzYseNFT8t60rlzZ6eQ8MmTJwNTU1Mt3lS6jY2NLZGgKwC0b9++xLZ1Oe3cuTPEPN2gQQNbWFiYT/furrnmGltwcLAjMzPT66q/FosFo0ePTnj22WdrG/MWLVpUzVPY1eFw4MMPP3T6vRo7dqzXFWgNtWvX9ul3JTIy0ul35eLFi14HOn/99dfAN998s+rq1aujjh8/HujLfoHCfy/dqVSpkr1q1apehx8rVark9DnHxMRke1rWm/VLsurzb7/95hRa79Kli9ch3qtZQkKCtW/fvrFnzpzJC7oGBQU5Zs6cefLhhx9ODAoKKnBPxWazyWuvvVb1ueeeq5OVlSUAsGfPnkq9e/eO3bFjx/7g4GDmVFww7EpERBUaA69ERERkpldTNQKvi/TOlR4DrwDsIhID4Fp9EzugV7oyVXM1b98cXj0gIosBpAN4DFpoVgFoAGCIiPyolPrbfB3iJvDqBy0gu1gp9a6+X163EBEREVVgbgKvAsAfWnuXEWIqTuB1kjGfQVciorJJKXVSRP4PwAVoIVKj00mJB15FpD60yqxT9FnNATwJ4DtobS3GMRUWeM0FUAvAZACfAmDYlYiIiIiIiIiISkx8fLxTrmbbtm3h27ZtCy/udj1VW3XHl2qMgFa908xut4uHRfH4448nrF+/PmLz5s0RxrysrCxZvXp15dWrV1cGgDp16mS1a9fuYvfu3dP69++f2qxZsyJDc5mZmWKz2ZzCcU2aNPEpbAcAsbGxBcKL8fHxVm/CrlFRUcWuTmuoXr16iW3LF4sWLarsbbXRsLAw+8SJEy+Y5yUmJjp9f2NiYnwKgwLa96lmzZrZf/31V1DRS+ebPHly4ksvvVTL+B58//33EUePHvWvX79+juuycXFx4adOncoLCFauXDnX28rHZhERET79rvj5OcfmHI6ib23abDZ58MEHY95///1qhf1uFcWXYC1QMMReFKvV6tR2X9z1i/NaXV24cMHpjW/cuLHP38ur0ZQpU2qbg67+/v4qLi7u0C233OIxzBsUFKSefvrphLZt22YOGjQo1qhuvG/fvpDHHnus1oIFC05djmMvSxh2JSKick9EqkPrqHFcKVXgPyIMvBIREZGZD4HX25RSqwGYR3c8BCBDv24osvFIKXVaRJYCiITWYTNMf2owgE0A5rtef7h0/lwuIj8bFU0YNiAiIiIiwGPgNQDFDLy6mcdrTyKiMko/V7wBwAJgBEoh8GoKuk5DfvuJAvCYUirBzTG5C7zaAfTSF5mqlNrt63EQEREREREREREVJjk5uVRyNb5UyTQN/lbi/Pz88O233x555JFHai1ZsqS6UVnQ7MSJE4EnTpwIXLlyZeVHHnkErVu3vjh27NiEiRMnnncNCxoSEhIKBPlcq2h6w13QNyEhwa9x48YFApOuXCtTFkdERMQVue/1/PPPx5w+fTqg6CWBWrVqZbuGXV1D1b4GHouzXnR0tH3QoEEXPvvss6qAFpZcsGBB1Tlz5pxxXXbRokVOVV2HDRvmtgpmUUrzdwXQgq79+vVr9MMPP0QUvXThfG1WL+5rK+33xhcpKSlOfziioqIu6Xt5NTlx4oRfXFxcFfO8CRMmnC0s6Gp2yy23pI8fP/7cggULahjz3nvvvWqzZ88+60tF34qgxEoMExERXY30jhSPQAuo3KhXPytAKbUfwCwAy02zjcDrHBFpzKArERFRxWEEXvXHi6AFUYH8wCsAfC0i/QGYO2duVkr5NEKhUuo0gKUAtuqzbPrPp0SkmYd1lOitU6agqzBsQERERFQ+GNd6Uow7kkqpP6G1iS2CFiwCtMBrbwBPiEh3fTlVnP0QEVHZpZT6A8ACAB8BuGh6aiCAaSJyo76cz+cKD0FXAOijlFpvtLu4OSZzm0ccgMUAdgEYo5R6R982z1tERERERERERFRisrOzS6W9SSl11bRjBQYGqgULFpw6ePDgr08//fSp1q1bX3StDmv222+/VZo6dWr9li1btti7d2/gZTxUKmOmTZsWb55eunRpdG6uc22qI0eO+G/evDnSmLZYLJg6dWqBARGvBjNmzKjhGnSNjIzMvf/+++Pfeuutv7Zs2fLn8ePH96akpOzJycnZpZTK+7d///7frtRxU+n7+uuvw42qrIAWLn700UfjC1vHlevyGRkZlq+//rrYlcTLG1Z2JSKickvvSDEawARoHSkqQ+vYt8Hd8h4qvFoBDAIQJiKDlVJejbxBREREZZ+XFV5XA5gN4G8ADaBVG4Gvg2Qopf4QkfkA+kEbcCNX3359APvdVVApapqIiIiIyibjGlSfDBSRRgAi9X8ZALYDcCilMl2WLcBDhVd/aIHXS6rwSkRE5YveJrFAnyyRCq+FBF17K6U2enH+Mld4XS4iP5sG+yp0XSIiIiIiIiIiIl9FRUU5JfMmTJhwdtGiRaeu1PGUprp16+a+8MILZ1944YWzSUlJlo0bN4b+8MMPoT///HPonj17Ql2DvwcPHgzu3bt3059++unPRo0aOVVajY6OLlCJ0LXKqDfOnz9fYJ3o6Ohcd8tSQa7VdNPS0nz+DIqzXteuXTPbtWuXvnv37lAAOHfunP+nn34aOXz48GRjmQULFkTb7fmHecMNN6Q0bdrUp4ISl0NKSopl4cKFNczzBgwYcOHjjz8+FhYWVmS7dGpqKgtS6iIiInLj4+P9jemkpKRL+n5dTX777bcQ83Tt2rWz6tat69Pfqnr16uXUrl076+TJk3mDCOzevTtk9OjRSSV1nOUBf5GIiKhcMnWkeAj5HSk6Ajhf2HpuKrwaF1kfMOhKRERU8XhZ4XU2gDr64yYA4KmavDumaiVrALxpzAYQDmAYQwdEREREFYsR4BGRRwF8DuA3AFsArALwvf74PRFp6U3Yx0OFVyPwygqvRERUohVeRaQetIFIPQVdxcvzl7nCqxF09WpdIiIiIiIiIiIiX1SpUsUprHThwoUKUVQuKirKMXTo0NR58+ad/umnnw4mJCT88s477/zVtm1bcxshEhMT/adPn17bdf3g4GAVHBzs1F53+PDhAF+P4+DBgwUqx1arVq1AkLa8OnXq1G/m6qCF/Tt16lSByqFVq1bNddmez5V47XY7zp496/NnZxg/frxTtco333wz2nick5ODZcuWVTU/P27cuKuyqmtcXFyEzWbLy9nVq1cva/ny5Ue9CboCWtC39I6ubKlcubLT9/LQoUNlvkK0a5jf9dzhLdff2YpyzvEFw65ERFTueBgx3AGgj1Jqd1EdMfTA60wAX+uzRiulPtK3zQ5/REREFUwRgVdjhDmjIaO1vpzXDRkuQdbfXZ6uzKArERERUflntDmJiL+IXC8inwJ4GcCt+iIZAOzQ2riuBXAXgP+JyDQRiXXdjqtCAq83gYFXIiJCXuB1PoAPAZgH/zQCrzfpy3k8V4hIbWjtJlPguaKr1+0crsuyjYSIiIiIiIiIiErDtddem2Ge/v3330M8LVuehYeHO0aPHp20e/fu/SNGjHAKI65fvz4yIyOjQLtgbGxspnl6x44dlXzd788//1ygWmJ4eDgHvfNShw4dnL6/f//9d1BaWppPWbFff/01KCMj45LzZSNHjkyuWrVqXuXfH3/8MfyPP/4IAICPP/44MiEhIS8EWrNmzey777475VL3VZr27t0bbJ4eNGjQhaCgIK/bpV2/yxXZNddc4xSa/+mnn0I9LVtWVKpUyenvkjkY7YvMzEyn9VwHDSCGXYmI6CoiIlbT41DTY6/PVx6CrgDQVyn1vbcdKZRSBwA8DaCXUup94zjYkYKIiKhiKiTwGgAgB1pgQAHoJSJ3+rp9UyfRr6B1KDXCsg1FJMJ8nURERERE5YtepU6JSDCAIQBeghZmBfKDqSHQBlgx2skcACIA/AvA4yLSCSg8gOQh8BoAVnglIqrwTBVU/wSwGMAyFKzwOrWwwKs+XR3aQA0R+mwF56ArO2wQEREREREREVGJ8/Pzc+rba7fbfbrPMWDAgFTz9P79+0OOHj1aoSs0zps376T5fbXZbJbff/89yHW5jh07mgfOwzfffBPp675WrlwZZZ5u3779RU/LXo2K+/0rrlatWmVFRETkVcK12+1Yvnx5RGHruFq+fLnPn5tZYGCgGj58eKIxrZTC/PnzowHnKq8AMGLEiASr9ersChcfH+9UYbNOnTrZnpZ1Z+3atcV6H8uTHj16pJmnt2zZEn727Nmr84P3UnR0dI55+uTJkwG5ub4Vd83JycHJkyedqtyag+KkYdiViIiuGkopOwCIyN0AForIHH2+w5sOdoUEXS+pI4VS6g+l1GZ92+yEQUREVMEVEnj1h1ZlSwAEA+grIpV93LbR6BkIIEjfJqB1LE0zrpOIiIiIqPzRA0OBAO4G8CSA65AfRj0IYA2A0QAmAXgdwJ+m1YMBDAfwtIj0Mm3P1wqvvQE8KiI9jW2U1OsjIqKrmzHQpynw+hu0wRQWATB38is08KqfO45Aqw57Xp/dh0FXIiIiIiIiIiIqbaGhoU5tTykpKT4Fqho3bpzTunXrvIClw+HAs88+W6Okjq8sioqKckRGRjqluNxVCx04cKBThc5Dhw4Ff/PNN15XcPz555+Dd+zYEWae179//2Rfj/dKcq1Cm5qaelkDfRaLBb169XJ6z1wDpoWx2WyydOnSqsU9jmnTpiVYrda8e4yfffZZ1Z07dwb99NNP4cY8Pz8/NXny5ET3W7jyAgICnO6RJicne/1Zbty4sdKuXbvKfPXSkjJ06NAUc8VSm81meeGFF8r031XXKsrp6enWVatWhXta3p2VK1eGX7x40elvadu2bTM9LV9RMexKRERXlLkjhIhEisjrAN4DMALAdBGZBxTdwU5EGgB4AMBUlEDQ1RU7YRARERFQZOA1S3/8D+RX4vJVLQDmEeLSwf+7ExEREZVr+vVlb2jXlm2ghVAFwBcA7gUwTCn1vlJqsVJqOrQ2sKXQqrs6oFVn7Q/gyWIEXi0ABgCYJSLVS+WFEhHRVcl0/6OriAwXkbkARgGoCeAotHOF0amtqMBrMoDPATwD4Ab9/ozwHgsREREREREREZWmGjVqOFXF279/f4EKpEV5+umnz5inP/roo2qffvqpT9UxzRyOq6NJLCfn0goGnjlzxi8pKcmpum3t2rULbOy2225La9y4sc0876GHHqqXnp5eZJGjrKwsGT9+fD1zF/Fq1arljBw5skyFXWvVquX0vhw5csTn719xTZw4McE8vX379rDFixd7VaxhxowZNU6cOBFY9JKFq1+/fk7fvn3zPrukpCS/u+66q5H58+3Tp09y3bp1fSuFeRnVrl3bqZLrunXrvKrUmpqaahkzZkz9UjmoMqp69er2e++91+l7uWjRohpr164t8UBwp06dmopIe+NfTExM65LeBwDcfPPNaYGBgU6ZlpkzZ8ZkZWV5Vc05MzNTZs6cGWOe5+/vr/r375/maZ2Kih1miYjoitE7OCgRCdCrRnwALawaBK2jHgBMEZEBRWwnHMA9AP4JwDy6T4kEXYmIiIjMCgm8BgIwRtl6Q0SGeLtNETFGgesC7TooW/+5VimV602VeyIiIiIqW0zXgDUBTAHQHvlB10VKqbuUUr8opdJFxGJa/iCAUwAyoN3nsUMbMKUngCcuIfCaDcDY9ntKqXMl+0qJiOhqY5wfRMRfRFqIyBIA6wB8CGAagGcB3AegGbTzkgWA0WGrqMDrBQDvKKV+NO4DXa7XRUREREREREREFVP79u2dqu2tW7cu6ujRo/6elndn2LBhKddff32qMW232zFq1KhGL7/8stcVMgHg9OnTfk888USN7t27N/FlvdLy2WefRbZv377phx9+GOlt8DU3Nxfjx4+vY7fb8+bFxMRkN2nSJNvd8o899thp8/Thw4eD+vfv3zg1NdVjXikjI0MGDx7cYO/evZXM86dNm3bGNUx2tevYsWOm1ZpfAPT48eOBK1as8KnaY3H17dv3YqdOnZwCcw8//HC9lStXhnlaBwBef/31Kq+99lqtkjqOKVOmxJun//77b6fgr2so92pz0003Ob2Hu3btCp0zZ06hVW/PnDnj16NHj1jX10rAzJkzz0ZFReWFm+12O4YMGdLkgw8+8CpEnJOTgwULFlTZtWvXVfHehoaGqmHDhjl9h3///feQ22+/vYG7ytdmSUlJlgEDBjT8888/Q8zz77rrrkTX6tDkXC2GiIjosjEFXYMB3A6tQ19n0yKHAewA8DK0znuFcQCwQat8Fgqtg18/Bl2JiIiotBiBV6WUQym1SO/TuRBAMLTQQQiAL0TkTqXUCmM9d508RcRPD7RWgVYV1gJt8A8A+EXfX5lqxCUiIiKiwunXhUYPgX8C6AvnoOtkfTmrUsputG+JSDUAdwMYAa0dDMgPqvoDuFFfDkqpTUYAyd31pFLqTxFZCK0y7BgAY5RSH5qOj9egRETllOn+zFAA4wFcj/xq37n6Y39o914CoLVVWABkQRvsayCQd7753vV8Y5zjeC4hIiIiIiIiIqLLoW/fvmlhYWH2tLQ0KwCkpKRY27Rp07Jfv35JTZs2tYWGhjrM44M2b97cNnDgwAKV9FasWPFXp06dmh8/fjwQ0CqPPvHEE3WXLFkSPWrUqIQ+ffqktW3b1ubnlx/DOX36tN/OnTuDd+zYEbJu3brIPXv2hNrtdrhWO71SlFLYvXt36MiRI0OnTp1q7927d/KNN96Y2qlTp4xWrVplBQUF5bXhHT161H/t2rVhCxcurL5v3z6nQNa4cePOWSzus1zjxo1LWrVq1YXVq1fnVRLdsmVLeLNmzVpOnz79zD333JMcExOTCwDnzp2zLl++PHLOnDk1jx075lRNtFu3bqlPPvnkVR2GdCcsLMzRtWvX1P/97395Addhw4Y17tWrV0rbtm0vRkZG2s1h2LCwMPvEiRMvlPRxvPPOO8c6duzYwmazWQDAZrNZhgwZEnv33XcnTJo0KbFr164ZVqsVWVlZsmHDhtD58+dXW79+faRxTFWqVMk5evRosUKFt9xyS3qTJk0yDx06FOz6XIMGDdz+3l1NevTokdGiRYuMP/74I+/7/9hjj9X7+eefQ6dOnRrftWvXDD8/PzgcDuzduzfo008/jVy8eHGN1NRUKwB07NgxfceOHSVeubSsqlu3bu57773319ChQ2ON8LzNZrOMGjWq0eLFi9NGjRqV2L9//9Q6derkBWJPnDjht3Xr1kpr1qwJX7t2bVRCQoL/qlWrDkK7X3HFvfDCC2e+/vrryklJSXkngrVr10a1aNEiZNKkSeduv/32lGbNmuUNDLBv377AuLi4iEWLFlU/c+ZMgHlbkZGRuf/617+cBgsgDcOuRER0RegdH4IA3AvgQQBtkN+h7//Zu+8wLarz/+Pv+3m2s0uRFkAQK00ldqxIFNGIJcSoMbYYRWLBWKMSS0zR/DSJaBSjBvONUSJiJ6ICIoLGhgUsKCYCKipFF1i2sOX+/XFm2GF9FhZY2u7ndV17PWVmzswsyBxnzufcE4BbgDfdfWlcOW0NbZWY2b8IA/wuAn4cBV1NQVcRERFZV3Uny6hv8ow1BF4LqA28Pmxmw4GH3f2rqA+UBdQktq8yswLgcaBHYhc3uvukjXiqIiIiIrKZxOEfMzsLGBp9bcCYukHXeBszawecDFwOdEk09zzQnxB6zQIGROs3NPB6G6EC36vRdpo8TkSkiTOzbMJEpJcBu1P7fGYi8DQwiTDRaDUhELsHcAIh6Bqvu8bAq4iIiIiIiIiIyKZSWFjow4YN++rmm29eVaFy2bJl6YcffjhjRcYhQ4YsyRS669ixY/WECRM+Ov7443dKhvXmzJmTP2LEiG4jRozAzGjRokW1mVFaWppOVj/d0i1dujT9yCOPtH3kkUfaxt/l5+fX5Obm1pSVlaUrKios03YHH3zwshEjRizMtCz2j3/8Y96RRx6Z/dprr62qJPrFF1/kXH755dtdfvnl2+Xl5dWkUilKS0szjgnv06dP6dixYz+pL1C7pbv66qu/GDx4cMuamvCIraqqyiZOnNh64sSJ36pg2blz55UbI+y66667Vvz1r3/95KyzztqhurraAGpqahgzZkz7MWPGtE+n07Ro0aJ6+fLl6eRtXDNj5MiR80aNGtVh7ty5G3wc55xzzsIrrrhiu7rfn3nmmVt8kDmVSnHrrbfOP/roo3tUVlau+u9h3LhxbceNG9c2KyvLCwsLq5cvX56Of8exnXfeuez222+f369fv96b/si3XMcdd9zyO+6445Phw4d3X7ly5arf2SuvvFL0yiuvFAFkZ2d7ixYtqlesWJFO/t7XV3Jyg8bWpUuXqkceeWTO0Ucf3aOsrGzVP1ifffZZ7tVXX93t6quvbtD55OXl1Tz88MMfd+vWrSrT8uZu67wSiIjIVi8KeRwN/JwQdIUwOOI+4LhoIN7ShgZW3X0BcC+wp7s/Fw3K04AKERERWasME2tkmVmumRVFVVdr6ls/DqxG70cB50eL4sArwG3AH83sjGi9qkSbLc2sJzCFUEUl9jjwUCOcnoiIiIhsgSzoAHyf2kp60whB1kxB17aESePqBl3PIVR6/TshlAS1FV5/aWYDYNXEcxkfpLn7u4mgqyaPExFpwswsLh/Qm1DRNRl0vQc40t1Huvt77v6Bu3/k7je6+4nA6cD7QGWiyWOA4WZ2GKz5eiMiIiIiIiIiIrIx3XjjjV+ceuqpGxym692798oZM2bMPvHEExcnq3HG3J2SkpJ0FHbL2IaZ0atXr9KMCzextd2uKysrSxUXF2dlCrqaGT/+8Y8XT5w48eNMv4ukNm3a1LzwwgtzfvSjHy3OtM/y8vJUfUHXI4888puXX375w06dOm21oa+jjjqq5I9//OPcvLy8zfqc7fTTTy++7777/ldYWPitv5zV1dUsW7ZstaBrdna233rrrXN/+tOfftNYx3Duued+XXf/eXl5NT//+c+XNNY+NqaBAweuuOuuuz7J9GdZVVVlxcXFWXWDrnvssceKKVOmfNS6deutJ/2+CZ177rlfP/300x9ut912FZmWV1ZWWnFxcVZ9wdB0Or3GTMh///vf1SoSH3300Y329zmTAQMGlE6dOvWDHj16lGVavrbz2XnnncteeOGF2YcffviKjXmcWzOFXUVEZJNKhEO6E8Ige1I7oO92d/9ZVN3MoLbKRUO4+wJ3nxe916A8ERERaZC432Bmg8zsF8B04E3gdeBtM/u3mZ1tZt+N108O3FxL4DW+oXEKcJ+ZTTWzv5vZNWb2W0KodSKwT+KQngX+6u4zN9Y5i4iIiMjmFd3z2gcYQggYLSJMArcwWp4MuhZF613G6kHXYe7+N3dfAowmTKDiQBWhwuv3gCvN7HvxPtcWQNLkcSIiTVvi+jIcODh6b4QK3+dG14pVYwjq3P/4JzAMeAxIDsBQ4FVERERERERERDa7dDrN/fffP//VV199/7zzzvtyv/32W96+ffvK/Pz8mnW9XVVUVFTz0EMPzXvnnXfePeWUUxZ16NChcm3b5OTk+L777rv8qquu+vyDDz6Y9eSTT36y3ifTiE499dTiadOmfXDJJZcs2GuvvUoaEsZs0aJFzXHHHff1Cy+88MGDDz44Lzc3t0HPj/Lz833s2LHzpk6d+sFhhx1WvKZ95eTk+EEHHbRswoQJH06YMOF/LVu23OrHff/iF79Y8uGHH8669tprPxswYMDSLl26rCwsLKxeW1C4sZ122mnF77777ntDhgxZkp+fn/H3mkqlGDBgwNKXXnrp/eHDhzdqCLVly5Y1++yzT0nyu8GDB3/Tvn37rSYIetZZZ30zffr0DwYOHFi8pmrD3bp1q7jxxhvnv/baa7O7dOmy1Ya1N4XDDjtsxccff/zun//857m77777irVVcW7Xrl3lCSecsOTZZ5+dfdRRR5XUt96MGTPyvv7666z4c35+fs111133ZSMeekb77LNP+TvvvPPBXXfd9cnee+9dsrb/ztPpNHvuuWfJnXfe+cnMmTM/2G+//TIGZSUwjVsQEZHNwcxGA2eSmDHc3c+Nlq1WuaLOdqk4YJIcfBd/vwkOXURERJqAuC8RVZvvAvwSOA3Ip3ZiqEpCVazY/4BJwKVAWaaKr4ng7M+BO6JFFUBOvFqdQ6lh9Ymo7gX+4e7Tk8e53icqIiIiIlssM7sQGBl9/A9wvLsvqrNOGjgeuJkweVxsmLvfXWfdc4C/Rh/jwGsVIQT7B3d/PlpPfUwRkWbMzA4HngRyCfcpXgIGunt5fc9nktcOM9sNuJAwsVdBYrWngNvcfXLdbURERERERESk6ZoxY8bTWVlZvfPy8lr36NHj4819PCIby6xZs3JnzJiRv3jx4qwlS5ZkpVIpioqKqjt27FjVp0+f8t122608Pz9/i78fVlFRYTNnzsz98MMP8z799NPsuEJtYWFhTbt27ar69u1btueee5bn5eVt8LmUlZXZpEmTCufOnZuzaNGirJqaGtq3b1/VrVu3ysMPP7ykqKhI4743suXLl6cmTJhQOG/evJzFixdnFRQU1Oy4444rDzvssJKNVUl30aJF6W7duu1eXl6+akzcCy+88EH//v23iGrH6+qrr75KT5w4sWju3Lk5y5YtS+fl5dV06dKlct999y3dY489yjf38W2tFi1alJ4yZUqLBQsWZC9evDirurraioqKqrt27VrZt2/fsl133bVibYFYURh9swAAIABJREFUgJtuuqn9VVdd1S3+fO6553511113fbZRDz6D5cuXp6ZPn17w0Ucf5RYXF6dXrFiRbtGiRXXr1q2rd9lll4oDDzywtCmE+uvz4Ycf7lReXl5cVVX1/l577fX9DW1PYVcREdnkzGwI8DC1YY/x7n5stKy+gRRxyDV+3Z4wiGIhsMzdM5a1FxEREakrEXTNA44AfgEcGi2OQwHJ9xWEAaBxMHU6Icg6wd2X1RnwWV/gtTLR7krgfWCP6PtiYCbwf8BYd1+ZPM7G/w2IiIiIyJbCzK4CfkcIuj6Z6Kum3b3azHYExgM9Epv9wt1vi7ZPEYroxf3Rx4DjCBPM1QBpagOvN7n7lE12ciIiskUys58SJtuqJtyruBW4nHA9adBACzPbHfgVcGzURjziRIFXERERERERkWZGYVcREUm64YYbOlx33XVd48+9e/cufe+99z7YnMckTdfRRx+9w9NPP90GQlXXjz/+eFbnzp1VZXcTa+ywa9baVxEREWkciUENexCCrtXAcsKgijgcUp1hfaKAaxfgbDPbHziYUHltHvC5mV0MzHJ3zZAiIiIiaxSFB3KBk4ELgD0Ti2uAFUAJob/SgRB0hdpKrwdF33c1s7+7++K435KcnMPdR5kZhMBrdmL7XOAe4BGgLbCEUCm2pO5xboTTFxEREZEtiLvfaGZzgP9Gn+N7YdVRVde/s3rQ9YZE0NUSE63Ek67MIoRdjdrgURahD3udmWW7+3Mb/8xERGRLk3jmcii1k5HWAJMzTUK6Ju4+08zuINxT2YHaicKOifaFu0+O7sEo8CoiIiIiIiIiIiLSDFRXVzN69OgOye/OOeechZvreKTpe/XVV4vi92ecccZCBV2bhrXX9BUREWk8ZmaFwJDoc5pQyWwqhEBrYsVUoiJFTzM7B3gVuI5QgS0OnXQGDgCeAE43s9ab4kRERERk62UhgToAGEYYlBkPuHwWuBjYF9iLMLnGCcDfgC+pre7qwC7AcOBiM2uXHLQZB16j96OA86NF2YSqrgB3Avu7+2x3XwSUJo5NRERERJoRdx/n7u9lWHQ+sD9hwjiAfxD6kfF2yeBQ/H5StP4KYDqhqiuESeMOSawnIiLNTOK6URC9pqidmHR92psK/D76mEvtNecYYLiZHRbvV/c7RERERERERERERJq+UaNGtZ03b148xp/WrVtXDR069OvNeUzSdL355pt5S5YsyQIoKCioufbaa7/a3MckjUNhVxER2WSiCmcl1IZEABYD5WaWAyHkGq8bfT4RuA34EyHYWhVtG1/D0oTQyHeAXxOCK0SVL0RERERWifsZQBvgIkKo1QkDO+9y96PcfZS7f+DuC9x9jrs/Sqj+egBhgo6qaH0HtgVOBU4zs5bJfa0h8JoDLI3eP25m2yYrcqnSiYiIiEjTsKH3pqJQUH9qg0gLgUfcPePMx4l+ZEvC/bIWwETgpsRqZ7n7xA05LhERaRIWE+5rxM9busC6XbsS4dUxwDPR+xTfDrwOAN3vEBEREREREREREWnqZs6cmXvNNddsm/xu6NChXxUUFOj+sGwUkyZNWq2qa6dOnVTVtYnI2twHICIizUc0+CGfUNUsHgjRF9jV3WeYWZa7V0XBkB7AacCV1IZQIFy7vgbmEcIifaL2qoGOwM1m9oK7f7OJTktERES2Eokq8pcDg6L3Btzn7udBGNjp7tXRe4sGY1a6+1wzOx74DaHa63cIfZSuwFDgE0J4NZUIrtbEn919VDQO9A6gVbTvc939s4182iIiIiKyidXpUw4G3nf3/61jM/sDx0XvU8Dr7v5UA7Zrk3j/X2Aa0AH4j7v/X3RMptCRiEiz9jXhfkj8rGY/4G/xtash4uuIu5eZ2bvAkYTrVfL6chSQa2bZ7v5cYx28iIiIiIiIiIiIiGxec+fOzR47dmxrgOXLl6fef//9/PHjx2+zcuXKeLw/7dq1qxwxYkTGiXxFGsMVV1yx6Iorrli0uY9DGp/CriIiskm5e6mZPQFcSpjhOwf4l5mdAsyLQiBXEKqn9Ys2izu+5cAI4DXgP4SBE9cTKrPlAxXADoQAyj0auCciIiJ1mdnuwEmJr14GfhEtSycHdiYGbtZEy5aa2dVACfBTwkQbTpik4yIzGx9P3LGGwGsWMBI4x93/Fu131foiIiIisnWL+nZx0PVOYBhwk5nd5e7z16GpQqAGqARygReiNnPcfWWG/Vq0zaDE12l3/8zMrnT34sTxqe8pItIMJZ6ZvEJ4ngLhGc3hZtbP3V9Zx/bia8pjwHDCdetNwiSlrQhjEY4Abm6kUxARERERERERERGRLcC7776b98tf/rLbmtYZOXLkvJYtW+q5pIiss9TmPgAREWk+EsHTaUApYRDFSmBHQtDkbeA94BJC0DVe/3PgQeBgd/+zu78UBUaq3P1XwBjCNS07Wn/HOvsTERERiXUDuhMGYEIY4FkaDfist4KJu1dHgzhLgN8TBnJWEibvqAH6A7dE69bU2bYmqlyPu98O9EoEXU1hAxEREZGmI+7bmdnthKArhIlShpnZduvQVDtCSCietHSHqP1MQdes6D7YtsDB0dfLCffaiIOuyeMTEZHmJ/HM5BVgCWEyBYDtgAGwavKEhrYXX1OM8LwnjzBZ6T3UPt/5mbtP3rAjFxEREREREREREZGtRTqd5oYbbvj0lFNOWbq5j0VEtk4Ku4qIyCbn7uOB30Uf48BrilAdrWW8GmGAxGvAhcCl7j4jOdDCzOJw62PACmpDK/H3IiIiIsBqgzUPi17jkMC/1xRyTUpUaS0BrgZmEPodceD1EDPbfk3bRh8/io4ppck5RERERJoeM9udMBkKhH5iR+Ac4Nx1CLzWffjbw8w6JfZh0WuWu1eZWQHwD6BrtMocYNF6noKIiGxlEvcc1vqduy8CbiNUd42fxfzOzAa5u69L4DXSNvF+VtT2/wGnuft99R2LiIiIiIiIiIiIiDQNOTk53rVr14oTTzxx8Ysvvvj+Nddcs3BzH5OIbL2y1r6KiIhI44kGUtS4+x+iwQ3XEa5H8eCJOKj6DqEC7KXuXhVvnwyEuHtl9LZF9BMHVUqS+9poJyMiIiJbjUQfomP0GlcvyauzfG3t1JhZ2t2Lzews4AWgQ7T4u8C+wCf1bZvcl/opIiIiIk2Tu880s+uA84HvRV+3JQReMbO/uvu8tTQzlRAY2i36/D3gYjO7xt0rEn3KKjMrAp4A9kpsP8rdv2qcMxIRkS1Z8lmIme0D7AxMc/dP6z4nSbyfBnwG7AiUAfnAWDM7yt1fNjNb270SM0sTwrIHEiYCywK2cffPzOwyd/+67vGJiIiIiIiIiIiIyNZv8ODBy919xuY+DhFpmhR2FRGRTSoREKl29xvNbDZwMHA4Iaz6BTABmOTuH0AYMJGp4lo0u3gucGj0VZpQ9eKJeF8b+3xERERk6xFNtJGOPq4k9CNS0bK1DuKMuXt11NYCYDowhFANJRcYADy0Lu2JiIiISNORmOjtMTNzQv8zrvLaoMBr1NesAB4HticEkNLAZUAbM3uaMOnKDkAv4JdAn0QTfwMeiNpSv1REpIlLBF2vAX5MCLu+YmY/cff59WzzHzO7BRhFuM6UA0WEexonrS3wmqgs3olwXyQrauPVaJVv6h6fiIiIiIiIiIiIiIiIyNoo7CoiIhskHuxQ36CHTMvjgEg88A94zMwKgUog5e5lie1T9QRd44EUXYAjE4tmEYInIiIiIquJJt34b52vjzezZ6mtEN/gtoBlZvYUYVBnXCm2pwIFIiIiIs1X1Oc0Dx4Pc7UB6xB4jfqaNWY2BhgE7Eu4b5YN/Aw4jRAi6kAIFuUnNn8W+Ie7l0dtqV8qItIEJZ69ZAG9gSuBkxOrHAjcZWanxhVW627r7n81s+2BK4A8wsRgXYBno8Dr04ltsoCaxISmVWaWDzwC7BSttoQwoamuPyIiIiIiIiIiIiIiIrJeFHYVEZH1FgdWo4/bmNmOQHegEzAH+Ax4lzCuwZMVWpMzeUcDK0riNhPfeaYZvxNB13zgQUIVi9hd7v5lo5+siIiINBWLo9c4nNoXyHf35XX6NmuUCLTOJgQM0oT/x7botbJxD1tEREREthbJid/WN/AabT/bzC4kVGmNg0RO6HO2i14tsdnTwJ3uPq3RT0pERLYYiaBrHnA0cCFwSGKVr4HPgb+z+oQIwOrXKeB3QCvgXCCHcI+jBTDezH4LvODuz7t7VaKJXDNrD4wB+iW+/5O7151kTERERERERERERERERKTBFHYVEZH1FodBzGwEcDhwAKHCBEAVoULaQ2Y2zd3/lqlCa9SOJ97X1P0uKQqhVJlZAfAEsE9i8Z/c/cFoPVVUExERkUzGAz8HticEA/YGRgBXJqtwrUN7xYRgaxx0XeHuCrqKiIiINHMbGnhNbP+6mf0YuIkwUUs7avueECrxAYwCHnD3l6M2dW9MRKQJSgRd84EfA+cDe1A7GcI04B/AeHf/qr524mtENPnXb4Aawv2SPKCMEJIdAfzczCYTJjb9FCgCDiZUHd8u0eRDwL+Sx9hoJy0iIiIiIiIiIiIiIiLNhsKuIiKyThIDKXKA/YHhwA+oHUhRTpj9u4owKOJU4HQz2xe4dk2DKxoiCqF0AJ5i9aDrY8D9ifU0kEJEREQy+ZwwOHNHYCVhoo6Tzewtd3+oTnWTeiWWdycM9Iw/rwAN7BQRERGRRg28zjCzswn3wn4GdANaA8uAGcCT7j423k59URGRpivxfGYIoaJrX2qfz4wBrgC+iiYNTcUTjK6lzQVmdjmwFLiSEHT16Gcb4MTopz7PAX9z9y/iY1zf8xMREREREREREREREZHmTWFXERFpsDozhh9PmDH8gHhx9BpXk8iJXquBFGHgXiczuwF4q74qr5n2l/jcOdrfb4AeiVUnAqPc/Z31OzMRERFpDqK+xYpoAOcEQlUsJ4QFzjKzRe7+fEMCr2aWJlQ9OYDQ33GgAvgnaGCniIiIiASNEXiNXucB84BxZtaOcA9uKVDu7pWZthERkaYlca9iX8LzmWTQ9S53Py+5fkOCrol1S4Grzexj4CJgJ0LoNZ4orJLwrMeifcbjDMYAo919cp1jFBEREREREREREREREVlnCruKiEiDRYPzcoGTCIMdkgMp3o1+xhEGQBQAlxGqncUGAy2Am8zshboD8ZIyBF2PAIYRAiUdEquOB+5090mZthMREZGma03X/UzLEp/fB+4k9FUKou8GAqXRdpOjfk860wQdZpYVVUhpB5wMpKNFC4H/bfiZiYiIiMiWpr6+YUNsaOA1cQwpd69x98WJ7yzTuiIi0rTUuc9xMdCP2uczd7j7hdF69V6vkpVe61Z9TVynRpvZO4Rq4pcRKru2pnaCU4ASoBS4GRgXX7f0fEZEREREREREREREREQ2lMKuIiLSYGaWAgYA57F60HUscC0wz90rEuuPBW4DfkAIksTbZ4fFNqW+wGs8IMLMridUcT0pw2r3EmYMfyVaVwMpREREmpE6E2O0AMzdS+ouy7BdmZk9DuwFHEHomwAcBxSa2Xfc/YF4cGidwaAWBV3zgUeBnRNN/97dZzXiKYqIiIjIFiAZHDKzvwCz3f0v69JGPYFXAw6JVllr4DVThT7dCxMRaR4Sz0x+SXjmAuE68tDagq6JyRLWVOnVzIzoOjUDmBE949kFOIjwjKeIUOl1IrDI3d/LdIwiIiIiIiIiIiIiIiIi60thVxERWavEAIn2wHBgbzLMGF5nXYAK4MPofQqoJlQ+Owj4VbR+vYFXM2sL7EBt0DXeHuAK4D53XxKtq6CriIhIMxBf86MKVrmEaia7AXsAbmZvA/8FbgeWuXt53WolAO7+tpndAnSMto37GIcBu5rZ3sDvozYqEpvmm1ln4EFCnyj2f9F36peIiIiINDGJoOsfCZPAYWYr3P2+dWynbuC1gFAxb1egigZWeBURkeYnug+yDXAktc9nZlL7rKXeiq7uXmNmrYHdgcHAdkBnM3sWeNvdx9e9bxLdS/kaeCX6qfe4dA9EREREREREREREREREGovCriIiskbRQIV4gMS1hIEUEAZS3F13xvDE4L/2wE+Ac4HCaJt0bctrD7y6+xIzuwIoB84GSoAXgbvcfUKddTWYQkREpIlLBF3zgKOAocAgoIYwsQaEiiMp4GhggpmNcvfPMlRndXefambXAtcRAq85UVsdgIsIFek/MrMnCH2f7Oi7gwkDQ2NPE/pFxaB+iYiIiEhTZGY3EyZaWUnoN/4t6mP+bV3aqRN4fdDMdiKEXQ0FXkVEpB7R9WNb4EDCNQPgPWB+tHxV0LXOPZC2hEnCbga2JUz6FdufMHHYb9z9huS29VWBrRtu1T0QERERERERERERERERaUwKu4qIyBrFAxXM7FSigXaRh9x9WLQsXWcgRTvgx8ClQJfENs8TBu91iD43JPD6pZldDywBpgMz3f3TaBvNGC4iItKMRAM7c4GTgQsJAVWASkKV1xpCQCAL+C6wI3Comf3M3WcnJudIBgyeMbNS4BJCVdcWhOr0OYSKJ7sDJ6zhsB4nBF3/0+gnLCIiIiJbkg+AMiCf0F/MBe6J+pX3rktDUX80DhPdYGbfAw4hVOqrZvXA613uPr8xT0RERLZaHQn3POLr0TR3rzSz7OTzlUTQ9XDgR8BJQEvCPRMn3D8hep8FXG9mee5+dVQFtt5nL3omIyIiIiIiIiIiIiIiIhtTau2riIhIc2dmRYTqaPF14yXg6mhZ3aBrW+AU4HJWD7qe4e6HA+OBFYSBe1AbeB1gZtmZ9u/uC9z9Knf/dxx0jb7XoAoREZFmwsziqiUHAecRgq5xX6CKEDgoI4RU4z5LAaFKyXNmtqu7V5tZGmorakXvXyT0R34LLCIEF2Jxu06o4pWsbDIK+L27P1PnGEVERESkiXH30cDPgFJCf7EiWnS3mZ29Hu3VmFk8Iemz0asB6eh9W+BM4EIz675+Ry0iIk1M6+g1L3rdByAKvMbfYWa5ZnYx8E/gp4SgK4RrjBGez6QIQdfSaNmVZnZO1J6evYiIiIiIiIiIiIiIiMhmobCriIg0xB6Emb9TwNfAg8CnAHWCrkXA8cBlrB50Hebu90fvrwfeJgyqiAcFrjXwKiIiIs1bYqDl+cDehPCpAY8CpwIHAAcDtxAm5oDQ3ygHtgWmm9luawi8vgv8Efge8AQwK2ojl1AtxQhB2mXADOA04CJ3fwNUcV5ERESkKUv0Gf9FqLjaWIHXqujtdKAyavfd6Ltq4DvABcA2633wIiLSlMwEFlBboXWgmf0UwN3LAaLP9xPucXQgBFpj/wSGAycCl0TtFFA7ydcPzKy1JvMSERERERERERERERGRzSVr7auIiEhzFg1q6ECoctaeEHJ9JDEYL1nF7HBgBCFQEvu5u98drZft7p+Z2TDCIL5WhIF7aWoDr5jZFHev3KgnJiIiIlsdMzuXMLEGhPDpne5+QZ113gW6A1cCZxGqnZQSqphMM7OD3X1WXJ2+TkC12t3fM7MfR+sPIlRN2Z4Qml0MPA2UuPtnyf0q6CoiIiLSdMWTpHgwJroVdg8hIFRBCL7ebWa4+70NbTdxTy0LyCYEjcYR7r8dFS27wN3fbKRTERGRrdtnwHygM+HZyrbAjWY2CPiGUOm1N7WVXwGKgQ8Jz19eqDOB6SzgGcIkXwD7A23dvXgjn4eIiIiIiIiIiIiIiIhIRgq7iojIGkWD+SYSQqyXA7e6+0IzS7l7TRwUMbPtgN8SwiWxi9z9rwDR+pVRJbWPgCcJVdjg24FXN7MXFHgVERERWK1q6ncTX/8zDrqaWZa7V0XrVQEfA2ebWTGhUkkBawi8xg0mQgzlhHDr/WQQhxJUzVVERESk6ajbN6xrYwRe476kmbWMvqoAxgNvEyadG+Xu90XrqO8pItKExc9covd5QFV0ryN+FpNy95JoIrAJ1AZe2xMqtTphYrBqoAZIAe8Bfwcec/f/Je5npKJ1pwCTgCOprfLaAfjvJjptERERERERERERERERkdWkNvcBiIjIls/dlwIPAxcTKrISD7qIgq5p4P+AXonNfuvut8OqwXir1o9CrC8TBlOkgWSo9SBCaHZgorqFiIiING8WBQAGRZ/fAa6KFqTjivOJsIBFny8Dbom2qRt43S3Rj1klU4Cgbp8kXkdhAxEREZGmIRl0NbOTzey7mdaLA6/R+zHAOYQ+Zi4hqAoh8Hp2A/drZpZP6Oc6YYLSSnd/EvhRIuiaUt9TRKRpSwRdfwj8BviDmRUmgq410bOWWcD5wALC85U43BpP2JAGlgGPE0Kst7v7/6J9xPczaqJnNQ4sSRzGCqBkY5+riIiIiIiIiIiIiIiISH0UdhURkQaJAq+T3H3VjN6J4MfZwL7UDqYYA9yR2NYT28TXnneBsuj9W8BnhEF9APtEm2kQn4iIiMQDPsuo7WvMBxZGy75VfSsKIaSj91ewjoHXTO01yomIiIiIyBYnChDFQde/AA8C55tZn0zrN1bg1cyyon5mZ0LY1QgBoyVR2/Oi9VZNIiciIk2XmbUwsz8D9wGXAmcCvzOzFonJROP7E08BxwFvAsWEZ/4rCfdO7gLOd/ch7v65u69cwz47AXtEH7MI16D5jX1uIiIiIiIiIiIiIiIiIg2VtbkPQEREth51B0UkBlYcAuQRZg9fDDzh7l/V10zifQqoIgzMaAsMA1oAZ7n7hEY8dBEREdkKJSqXZBH6CAXRoinuXpmswFVXHGKNKpVcEeURLuPbgdeD3X3WmtoSERERkaYrUUnvFuC86OufAW5mI939vQzbeBRCdXcfE/U17yH0NSsIwde7zSwb+Ft8Ty0KuFYlXvMJk8ZtHzX9JvBN3Ha8r4117iIisvnE/9abWQ7QD7gEOJbaZyhtCIHW6Wb2SHLig+j9DDM7FNgZ6Al8ApS7+9uJfWS81xFfh4BeQHvC5GIOjHP3pfH9mMY/axEREREREREREREREZE1U9hVREQ2SFTl4oToYwp4x93H1rd+YoDetoSBfwALCJVgWwLPu/tDUdsaUCEiItKMJAf1R1KEyTRS7l5sZguATtH3Gau6JinwKiIiIiINYWY7AAcQquLlRF+fHS3bkMDrHUAXM3vU3d+MgkVEQdeWwBPA3olmx7h72cY5SxER2VIkgq75wA+A84H948XAHOAd4CZgdqbnJNHzkxLgrejnW+oJuqaj61AL4M+EsGtscrSdnsuIiIiIiIiIiIiIiIjIZqGwq4iIrJrd26JReetYMaIIyAYqo9c3ozYzBlXNLEWoAnskoaprFpDv7svN7BfxgD4FXUVERJqPREjAo88/JVQm2d3MlgILzeyfwKJoky7RetnuXrmmthV4FREREZG66t53cvf/mdlQ4HrgCKAwWrQ+gde/RtvH98quBgaZ2YvAVEKIqS9wMqESX2w0ocprpklgRESkCYmuH3nAj4ELCdcFJ1wjngFuBV5x92Xxc5sMbazz85NEZfEC4Elgt8TiEe4+aV3bFBEREREREREREREREWlMCruKiDRDGQbM5RLCHqlkuKOBgdP4WlJFGMDXNvocV2JL7jceSNER6B9tWwq8Gq1SHq+roKuIiEjzkKhmkgccBgwFjsmw6lBgWfT+sDjo2pAgwDoEXg9y93cVeBURERFp2uL7TmbWF9ge6AEsBJYC84BehPtaWax74LUa+BPQKbHansBewDAgH6gG0onlzwL3xxO5KOgqItK0mVkWcDShomvf+Gvg78DQuBJ4Y09+ED2fKQSeBg5KLHoQ+OfG2KeIiIiIiIiIiIiIiIjIulDYVUSkGclQNW0o0Afob2bFQIWZjQVmuvvrDQyclkSv+dHrEWbWyd2/iMOt0b7S0UCKfEKViu7R+p8DX4MG8omIiDRHiaDrTwiDPL8bLVoZvcYV5PMJ1eGrgV2AoWY2qqETZDQw8DrDzPZz97cb6fREREREZAuRmGQlG+hG6AsOAdrXWbWSMIlb/D6bdQu8jjWzUuCXwB6E/uZKICdqC8KkcXHY9Qngbnef2kinKiIiW6jEBKM7ARcQrhNxRdfb3f2iaL3VnuVswP5WBVfNrAjYlVCBfNfEas8QrkOfgp7TiIiIiIiIiIiIiDRX++67b4/XX3+9MP781FNPfTR48ODlm/OYZMvywx/+sPujjz4aF0Zj5MiRc4cPH75kcx6TQGlpqb344ost3n///byvv/46XVlZaS1atKjp3LlzZa9evcr33nvv8tzc3K3q+Y/CriIizURiQF8ucAAhTDIkw6qHAiVmdhPwV3dfltw+w/ofAM8BAwkDALcFxprZ8e6+qvMSBUxaA48C+ya2/5O7z9/wMxQREZGtkYXU6UDgPELQNR7kmUMIARirhwKyCcGA44FXgBkN3dcaAq+50SrZQG9AYVcRERGRJia6L5YP/AA4FziY0PeE0M9MRT9xwDX+XE6YdGVdAq/jzexz4FhCNdeO0WpxwDXu3/4JeMDd34raVjU9EZEmLDFh1xVAf2rvgdyTCLqm3b060/ZxWLZOiDXldSYCi79LrLMn4fp3GmHCh9izwF/c/cXGO0sREREREREREREREZHm4auvvkpPnz69xauvvtrijTfeaDFr1qyCxYsXZyfX2Vih4AkTJhTeeuutHadOndqqoqLC6lsvNzfX+/btWzJo0KCl11133VfpdLq+VbcYCruKiDQTiQF9PyIEXfeJFq0kDKbIojZQ0gb4A7Crmd3t7i8lB+zVabfCzKYCR0RtVAIHAlPN7CpC5dY0sDdwIdAzsfk/gIdAg/lERESam8S1P4cQANgjXgT8O/qZQQjA7koIw2YT+itZwGHAJWZ2jbv/r6H7zRB4rSZU3QI43d0fbITTExEREZEtTFTRdQhwObA7tQGjF4ApwOTouxzCxCp7AIcQgq5xZdZ1Cby+BbxlZqOBswj3xDoS+rTTDR3PAAAgAElEQVQTgVfd/dnE8enemIhIM2BmpwBnxh+Bp9z93GhZxqBrIrwah1q3N7MUsBioAMqi9eJrUE30+UjCpF7XEib6yk00+y9CRdcXkts26smKiIiIiIiIiIhsIvfff3/rt956qyD+fMIJJ3xzwAEHlG3OY5Lm4+WXX84fN25cm/jzHnvsUXraaacVb85jEpGN56677trm3//+d6t33nmnxaeffpq79i0a14IFC7LOPPPM7SZOnNi6IetXVFTYa6+9VvTaa68VXXnllQsLCgq2+OdBCruKiDQTZpYmVJO4GOjL6lXTKlm9aloFYdDDaUA7Mxvl7uPrBl4TAyduNLPvEoK08fa9gYejz1nR/pLTQDwL3OfuxRAGA26M8xYREZEtU+LafylwVGLRne5+QeLz6wBm9ghwH9Cd2n7Mj4EqM7ve3T9Zh30nA69XmVkBMNvd/xnt61tVUURERERk65QIDu1BmGQlGXS9lzApXFWde1NTzaw98EPg/wEtEsvWGnhN7Dvl7p8Cv85wPPVuJyIiTdoeQE30swQYBauuGauuD8lnMVE11y7AyYSJGPYnTMawBHjBzP7l7s9Gz3Di6q8/An4P7Bg1mbzO3Eh4PvNx3X2JiIiIiIiIiGxOv7Zf77W5j6Gpu86vm7G5j2FjePzxx1s/+uijbePP3bt3r1DYVTaVN954o+DPf/5zp/jzkCFDlijsKtJ0jR49uv3rr79euDn2/cYbb+QdffTRuyxcuDA70/Ls7GwvKCioKSkpSVdXf2tYwlZDYVcRkSYuEdboCAxl9aDrBOAZ4GVgF0J45EogefE9Cigws2x3f6xOhQpPDNA7mxCQPZYQmq2mtmKsEwK1cdj134Qgy9SNeOoiIiKyhTOzHGBfQr8hDfxfHHSNJuqoSQzUfNHMjgduJwzqzCL0NU4D3Mx+vQGB14sSx6Sgq4iIiEgTkggOnQ8cGL034J5EJb0UUQgo0UdcBNxlZnOBa4C9CJPGwVoCr4l9x5X1koGlaoWKRESaHzMzwrOXk4FU9FMKzIDaa0a0bipxDdkFOAD4HfAdwjUMwnWrkHBf5CQzG+bu/0i08w6heuvPgW2AFcB84HfuPiZ5XLomiYiIiIiIiIiIiIiIbNnefffd3IEDB/YoLi5eLQt6xBFHFJ900klfH3XUUcs7duxYlUqlAJg9e3bO9OnTW4wfP7715MmTW5WUlKQzNrwFUthVRKSJSwxsuBgYEL03YJS7n59YdQaAmT0HXAEcRhgAAdCfaCxGhsBrPEBveTRT+L3AiYTgazqxv7zo/W3Ag+7+WrQ/DaQQERFpJjJUseoEHEzoM/wHuCTTelFFEnP3WWb2c0J/4mDCBBsGnB5tt86B1wzfKegqIiIi0sSY2bGEMFDsBeC8aFndvmd19H187+sZM1sGXAscSm0ftEGB16hNX9NnERFp+qLnKhCuIVWE5/SfRJMrxGFYomtPHHQ9ATgLOIgQbK2kdoLROPRaRXj+8nczK3X3cVE7H5nZvdF2hwP3AxPd/a26x7XRTlpERERERERERERERJqMRx55ZC4wdzMfxhYllUrRvXv38r59+67Ye++9V/Tr16/0sMMO69nY+6moqLAhQ4bsmAy6duzYsfKee+755JhjjlmeaZuePXuu7Nmz58qzzz77m6VLl6Zuu+22dun01pF3VdhVRKSJiwZIdCNUaI0HQIyOg651qqaZu88ws6sIs32fBnSImjokWj9T4DWuuFYJnGFm4wnVLn5AGGixEngFmODuTyaPTQMpREREmodkiMDMjgbeIgzSjL1HqGhSXwg17nt8YGbDCRVeD6a2wut6BV5FREREpFnoBtQA1YSw6hSgJrqf9a2+J6zW/3R3f9nMfgO0BvYl3OvKYR0CryIiIkA58A3QOfq8p5kd6e7PxM9Komc2OxKez4xg9WBrFuGZyxzCNakz4XpUBuQDvzSzGfF9EXefZ2Y3A78Glib2oWczIiIiIiIiIiIiIiIi62HAgAFLjzjiiOJ+/fqVHnjggSvatGmz0QusXHPNNd+ZM2dOfvy5Xbt2lRMnTvxwt912q2jI9q1ataq55pprFm68I2xcCruKiDRB0UC9Glg1MO87wM6EARGTCUHWTJUrPHr9n5ndRgignEXDAq81cXvu/jDwsJn9DlgRtfmti7gGU4iIiDQPyRCBmd1B6IvcBLxI6CsUAk+5+xr/x7tO4PVCMld4NTO7XoFXEREREYmr5AGHASlCYKgGmBLdl1rjvak6975eMrMbgEcJwaIKIBcFXkVEpAGia5IB84E+hOcvLYGfmZkDLwEFwKVAP8L9DqgNuq4ErgHedPfJZtYT+D5wCyHo6kBvYDvgk8T1a0HdY9GzGRERERERERERERERkfXzhz/84ctNub/3338/Z+TIkZ2S340aNWpuQ4OuWyOFXUVEmpg6VdNauftSQvWKNGEw32RC5Qqrr3IFgLt/amZ3Rh8bGnit215pHHJNBnBFRESkeUn0B/5CNOkGcArQBigihFVT0TprrC6SocJr3cDraVE7CryKiIiINHNR3zEFtIi+ShH6jJXr2EZ87+tpM7sCuJUQdK0iPGdR4FVERNYoutexMpok9FBCQBXgB4RJGb4khF/jqq9xRdcFhCDsLe7+eqLJjwgVXjsDlxDCsPmEeyQvbMRTERERERERERERERERkU3k1ltv7bBy5cp4clQOOeSQpSeccMKyzXlMG5vCriIiTUidoOtoYH8zO4wwwCEFLCdUTas35Jrk7p+ta+C1zvbJqrEKuoqIiDRjZrY70D/6WE2YjOPHQF703c7QsOoiCryKiIiISEO5e42ZFRNCQyuj11aw+r20tbSRvPc1HjgT6Eu436bAq4iIrItXgOuAXxOe3VQDraOfGsJ1ygnXmDeA/we85O5fJJ/DJCYWmx21mxO9VkfLVb1VRERERERERESkkZSVldnzzz/fYt68eTmLFi3KWrlyZap9+/aV3bp1qxw4cGBJUVFRo4+Rrqmp4T//+U/+66+/XvDVV19lZ2Vlefv27av23nvv0n79+pWlUqkNav/zzz/Peu211wo+/vjjnKVLl6ZXrlyZKigoqGnVqlX1DjvsUNGnT5/ynXbaqcETyGZSVlZmkydPLpw7d27OokWLsmpqamjfvn1V165dKw8//PCN8nsDWLx4cfr5559v8fHHH+cuXbo0nZ2d7TvvvHPFGWecUbwu7VRVVTFt2rSCmTNn5i9cuDC7qqqKtm3bVp966qnfdO7cuWpjHHtjKykpsWeeeaZo7ty5OYsXL84qKCio2XHHHSu+973vrejUqdNWcQ4NsWjRovTEiRML58yZk1taWppq06ZNddeuXVcOGjSopF27dg3KTazJggULst566628jz76KK+4uDhdXl5urVq1qm7Tpk31nnvuWbb33nuXpdPpxjiVb1m2bFlq0qRJhbNnz85dunRpuqCgoGaXXXapGDRo0PJtttlmrf8NLViwIOv5558v/O9//5tTVlaWatu2bVXv3r3LBw0aVJKVtfkihcuXL09NmTKlxaeffpq9ePHirNLS0lRRUVFNly5dKvv27Vv23e9+t3xD/51rCsrLy23cuHFtk98NHTp00eY6nk1FYVcRkSYkEXT9M2HQHcC9wFhgGVAKlKxjmxsUeBUREREBcPeZZnYdcAGhgglAISGc6sD2sPbKron2FHgVERERkYZaSOgj5kSvA4HnGjohHNSGhtz9f2b2FvBdavuyMQVeRURkjaJJGO4m3L+4hjAJWFzFNR618T4wDbjU3csS26665iTunyyJvqokXOeW11kuIiIiIiIiIiLSJP3whz/s/uijj7bNtOyiiy7qftFFF3Wvb9shQ4YseeSRR+aubR8TJkwovPnmm7/zn//8p6i8vDxj6ionJ8cPPPDAZb/+9a8XHHzwwaUNPf4uXbrstmDBgngSO2bPnj2rR48eK6urq7n55pvb33777d9JLk/q0KFD5cUXX/zFpZdeuig7O7uhu6SmpoY777yz7b333tv+nXfeabG29du3b1+53377LT/55JO//slPfrK0ofuZNm1awQ033NBp+vTpLdf0e9tvv/2Wjxgx4otBgwY1eGz7bbfd1jb5Z5v8s3zxxRcLrr/++s4vvvhiq+rq1R8Ddu7ceWXdsKuZ7ZX87O4zAJYsWZK+5pprvjNmzJh2xcXF38pc9e7du3zcuHE59f0de/TRR9uaWca/m/GxfP7557PWdq4bYv78+VmXXHLJtk8//XSbsrKyb/0ZpNNp+vfvX3zTTTd9vs8++5Q3tN2JEye2OOKII3rGnwsKCmo+++yzd9q0abPOweUXX3yxoH///r3iz3l5eTXz58+f2b59+9X+8Nb0Zz5z5szcK6+8sstzzz3Xurq62qgjnU7zve99r/jmm2/+rG/fvhUNPbaqqir+/e9/Fz388MNtXnrppaK5c+fmrWn9wsLC6mOOOebrESNGfNWnT58G7+fDDz/M6dmz527x5+Tfjfnz52ddccUVXR5//PG2FRUV3zq3vLy8mlNOOWXxLbfc8nmm3//LL7+c/6tf/apLpv8eAFq3bl112WWXffHLX/5yYUNDr3X/3R05cuTc4cOHL1nTNknV1dWMHj26zT333NPh7bffblFZWfmt80oe3yGHHLLsrLPOWnzMMccsb67B13HjxrX65ptvVv0BFRYWVg8ZMqRJV3WF2gdmIiLSRJjZOcBFhNm7K4AjgT8BBUAu0HJd23T3z4A7gdGEwYGxQ4CLzOwH0XpuZvV2OkRERKR5ivsH7v4o8BfgxWhRitBnMWComR24LgMxk4FXYDhhIGgltYGD04Dfm9mOjXMmIiIiIrI1SdynioOncWXXA82s+3q0Fz9EepbQj10JvA2sSKx2NuF+WZ/1OGQREWkG3H0ZcDNwBDAZeBdYAEwHLgdOcffz3L3MzDI+z4/uiRQAg6KvcoBiwjVKlV1FREREREREREQ2wIIFC7IOPfTQnb7//e/3mDJlSqv6ApsAK1eutClTprTq379/r9NPP71bVdX6F8v88ssv0/369etx1VVXdasv6AqwcOHC7KuuuqrbwIEDdyopKWnQuO0vvvgia++99+554YUXdm9I0BVg0aJF2ePHj99m2LBh2zdk/fLycjvxxBO369+/f69Jkya1Xtvvbdq0aS2PPPLIHkcdddQOy5Yt26Bs0+WXX95pwIABvaZMmZIx2NdQU6ZMKejVq1efUaNGfSdT0HVr8MADD7Taddddd33kkUfaZgq6QggdPv/8860POOCA3iNHjqw3mFvXwIEDV/Tq1WtVqLu0tDR1zz33NHj7pL/85S/tk58HDx78Td2g65rccccd2+y77759JkyY0CZT0BXCeU6cOLF1v379eo8dO7bBGYq99tqr5/HHH7/LAw880H5tQVeAkpKS9JgxY9r37du3z+9+97sOa1t/bSZMmFC4++677/rQQw+1yxR0BSgvL0+NHj26w3777dfz008/Xe3v6m9+85sOhxxyyBr/eyguLs761a9+1fWYY47ZobJyg4o4N8i0adMKevbs2Wfo0KE7vP7664VrCrrGx/fkk09uc/zxx+8yYcKEwo1+gFuoadOmrXbuu++++4r8/Pwm/wxIYVcRkabnfmA8kCZU8HagdfS+FdBlfRptQOD1uGi9Jn/xFBERkXWTnBAjCrzeRm3gNYswQUcauMLMdl6ftjMEXldGq5wEdNrwsxARERGRrU3iPtV4YDFhIjgD+gGHwWqB2Ia0F49OKCX0Xw2YCEwi9GljCryKiMgauXuVu08HjiFUC+8BDHT3P7r7LAAzS7n7t2ZjT0y+0I0QmI3NAoo1KamIiIiIiIiIiMj6e+edd3L322+/nlOnTm2VaXl+fn5NUVHRt9Jj7s7999/f/ogjjthpfYJjxcXF6QEDBvR44403Vgs25eXl1RQWFmZMq02dOrXVT37yk+5ra7usrMz69++/y1tvvZUx5JqXl1fTunXrqvz8/HWuzhn75ptvUoceeujODz/8cLtMQ8nz8vJqCgoKMrb/zDPPtDnggAN6fPHFF+sVLr300ks73XLLLZ1ramqbNzNatmxZnU6nG9zOa6+9ln/sscfusmjRotXK5ebn59dsyO9mU3rggQdanXnmmTsuX778WyeeTqdp2bJldfIWclVVlV188cXd77vvvjYN3cc555yzKPl59OjR7etbtz5LlixJP/XUU9skv7vgggsW1rd+XbfffnvbCy+8cPtkEDSVStGyZcvqrKysb/0FLC8vT5166qk7vfHGG2sNrgIsW7Ys41+cVCpFUVFRdVFRUXWmSqPV1dX2q1/9quvll1++3uMVp06dWjBkyJCdly5duuoYUqkUrVq1qk6n0986tzlz5uQfd9xxO8Wh1uuvv77jtdde2zUZAM7KyvK6f/axZ555ps2FF1647foeb0PcfffdbY444ogeH3/8ccbff1ZWlrdu3boq058dgLs32+cedf/d7tmz57cqMb///vs5jz32WMvbbrut7ejRo9uMHz++6Msvv2z4P35boK1ypgEREcnMzLLcvdzMfgQ8DAwG4s51NeHf/XPN7A13X7yu7bv7Z2Z2Z/TxLCCeeeQQINfMctz94Q07CxEREWmKEqFUd/dHEzdODiGEDgAOJvRVRrr7p+vR9gdmNhz4M7WDPX8WDR4VERERkWYoqoj3GfAvYBjhXlkOcKeZzXH3F9e0fT1aR6/ZwFTgAcJ9t8OA+AHd2dH+R7r7e99qQUREJKiIJmdYEVdxTdw/yRh0dfcqM8sH/gF0Tyy+w90bPBhIRERERERERERka3bmmWcu2W+//VYAPPjgg22T1Up/8IMfLOnXr9+K+rbt1avXt8JCECqrHnnkkbt8+eWXq6qqptNpHzx48DdnnHHGkkMPPbSkTZs2NQClpaX23HPPFf7lL3/pMHny5PjZEVOmTGl10UUXdbnzzjs/X5fzGTZs2HazZ8/OB9h1111Lhw8f/uWxxx67rGPHjtUAixYtSj/wwAOtf//733dJhjGffPLJbZ544onFxx133PL62r7hhhs6zpkzJz/53cCBA4t/9rOfLT700ENL4n0AVFRU2KxZs3Jff/31gmeeeabVlClTWjWkDtLpp5++3auvvlqU/K5Dhw6Vl1xyyRcnn3xy8XbbbVcJ4Xc8duzY1n/84x87zZ8/Px4zxnvvvVdw4oknbj916tQ5mUKE9Xn77bdbPP74420BcnJy/LTTTlt42mmnfX3ggQeWZmVlUVVVxXvvvZc7fvz4jOHlpJ/85Cc7lJSUpAH22WefkgsuuOCrwYMHL9tmm21qAL766qv02LFjW3ft2nVl165dV/7hD3+YD/DKK6+0eOyxx1ZVN+3bt++KU045ZUl9+8kUlm4M77//fs7ZZ5+9Q1VV1WoB0JNOOmnRsGHDFh9wwAGlWVlZVFRU2HPPPVd4++23d5g4cWJrd2f48OHbtWvXrkEp7XPOOWfJ9ddfv20cCP3www/zJ02a1OLwww+v97+5ukaNGtU2Wfm3d+/epf379y9d0zax2bNn548fP34bdycvL6/mjDPOWHTqqad+vf/++5em02lqamp46aWXCm6++eaOyUBtZWWlnXvuudvNmDHjw4YeZ58+fUoHDhy49KCDDirZa6+9yrp161YZ//2srKzkzTffzH/00Udb3XfffR2S/13+6U9/6nzooYcuP/roo0saui8IodxTTjllx/Ly8lQ6nfaTTjpp8dlnn7344IMPXvX3efLkyYXXXXdd5+R/b2+99VaLkSNHtttll10qfvvb324L0LJly+rzzjvvy1NOOeWb3XbbrQJg+fLlqYcffrjVtddeu+3nn3++6t+5e++9t8PQoUMX77nnnhn/bfz/7N13eBTl2gbw+9lNyIZUSugElAgIogICYgFRsCAIB+xHFFCpCopH9IBHj+fop8cGSLcXFBFBkQ6i2JCuFEGahCItIaRA+u7z/TGzyeyySXZJQtr9u65c2Zl5Z+adze7yMjv3PMWxYMGCiBEjRlzoXWG2U6dOaQMHDkzs2bNnamxsbF5J7IMHDwatWbMmbMmSJVHLli2L9g6fVyUulws7duyobp3XokWLTMCoWjxhwoTa77//fox3G8B471988cXpAwcOTBg9enRicHDFehqFBfiIiCoXEbGrqlNEQuAZeBXz5wCAEaq6tBj7aARgBDwDrwDQU1WXnXPniYiIqNJzX7BpPu4HoxprF0uTEwDeBTAjkMCrddtmBa23zW18ZC7zWQ2FiIiIiKoGEbkRwFcwwqiZ5u9tAB5S1Q1+bsMOo6LrJAAPwgi4DlDVT0TkSgDj4Rl4BYB3ADDwSkRExWb5/qc6gAUwq5SbXlfVJ812eedeiIiIiIiIiIhK26ZNm5YEBQW1cjgc0S1atNhbnG09L8+3L6l+kW/P6XObyroPpaF///5N58+fnxc2nDRpUvyoUaMKDBsWpFu3bnGrV6/OC0U2aNAge/bs2fu6dOlSaAhv6tSpNUePHt3UXUlRRLBq1aqd3bp1K3C9hg0btjly5Eg17/mPPfbY0QkTJhwpaL29e/cGX3PNNRcfP348L7nUvXv35JUrV+4raJ0LL7yw9f79+/O+v3r22WcPP//888cLOya3tLQ026xZs6KHDx+eVFCbt956q8bQoUMvtM678sor0xYvXrzXHRT1dvr0aenfv/+FK1asiLbOf+GFFw6NHz++wJv6vfnmm7VGjx7d1Ht+TExMzuLFi3d36NDB77CeiPj8zAnk+fHVp379+p2cN29evL/rl5TOnTs3X7t2bV4A0uFwuGbPnr23b9++BQahJ0yYUPuJJ55o4uuU8sKFC3f36tXL57pDhgxp9Pbbb9d1T/ft2/fkl19+Ge9vX+Pi4lrv27cv7zX5+uuvHxgzZozPQl4F/c1jY2OzFi1atMcd5PRlzJgxDSZMmOBRZXXNmjU7OnfunFFY/55++ul6t99+e/IVV1zh1+spKSnJdvvtt1/43Xff5X1+dOjQ4fT69esLDdbu2rWrWsuWLdt4z4+IiHDOnTt370033eQzLJuTk4MePXrEWStQX3DBBZkul0sOHDgQ0rJly4zly5fvtoZIrQ4ePBjUsWPHVtbPkUGDBp147733Cr1eM9DP2gMHDgRffvnlrZKTk/MKdTocDte0adPiBw0adKqwfQFG+P6tt96qedVVV51p3759iQdxS4v3Z8u5/puUkJBgr1OnzuXWeTNnzvyzW7duZ+69994LvCuBFyQ2Njbr888/39epU6dCX/fFsWvXrrjMzMzk3NzcHe3bt+9Z3O35f8sDIiKqEMwLHeyqmgXgDgALYXzeu2BUd20C4HkRubCQzRS1j8MApsG4WM89iB3MoCsREREVxV2F1Xw8H8CbAKzVtOrACA4ME5HG57JtM0hwC4OuREREROSmqisAPGNOOmCcJ2sFYKKIdACMcFBB65uV9JwA6gK4EUbQNQPA7+b21wL4L4BVMMK0bg8BGG3ekIWIiOicmd//xAD4Dp5B1/kwqry62zHoSkREREREREREFKCvvvoqwhp0jY6Ozl2xYsXuooKuADBy5MikZ555Jq+Sq6rif//7X71A+3DfffclFBZ0BYC4uLicl156ySOQ9t1330Wlp6f7/J7r9OnTYg26xsTE5Dz77LN+BzkjIiJchQVdAeCVV15pYJ1u2rRp5vLlywsMugJAeHi4Lliw4M82bdp4VAOdNGlSvaysrAK/s/PFbrfrV199tSeQoGtBhgwZcjyQoGt5sXLlyjBr0BUAJkyYcKCwoCsAPP7444ljxowp9DXny+jRoxOsFXiXLl1a8/jx43Z/1l26dGm4NegaHh7ufOihhwp9jXkLDw93LlmypNCgKwC8+uqrR5o3b+4R8Js9e3aNorb/8ssvH/M36AoANWvWdC1ZsmRf06ZN89bZsGFD+MaNGx2FrVeQd95558+Cgq4AEBwcjLfeeuug9W+wf/9+x4EDB0Kio6Nzly1btqegoCsAxMbG5lo/swBg8eLFRT4vgfr3v/9dzxp0tdvt+OKLL/b4E3QFgJCQEH300UdPVqSga0k6efLkWe+prKwsW/fu3Zv7G3QFgIMHD4Zcf/31Lb/++uuIoluXDwy7EhFVQl6B1zsBLIJRdQIwLuS7AsCHItKgoG34sY/DAGbCqLx2j6p+ABhhkuL0nYiIiCq/0g68mr9TgLxqJgy6EhEREVVhlhDr2wDeMh/bYXxH0hHA+yJynTUcJCJB7vXM82y5IhIKYA6AC8xmhwEkus+Hqep6FBx4fURELiuVAyQiokrH+wYMIlJfRP4GYDWADpZFKwDMUNVt57F7RERERERERERElc6rr77qEU4dN27cX61bty40SGc1fvz4440aNcprv3LlyhpHjhwJKmwdq6ioKOfUqVMP+9N2wIABp2rWrJkXZHM6nbJ27drqvtomJiZ69KFhw4bZdrtfmUS/LFiwIMIaXASAiRMnHoyMjCzyei2Hw6HTp08/YD0dmpCQEPzBBx8EFLr7+9//nnDVVVcVu2JhjRo1cl9//fW/im5Z/kyfPj3GOt2hQ4fTw4YN8ytA+sILLxyzvnb90bp166xrr702xT2dlZUl06ZNq+3PutOmTfPoa//+/U/683qxeuSRR4758/602+24//77PSrG/vbbb2GB7MtfDodDhw0b5lGVeMWKFQGHC6+//vrkO++8M7Wods2bN89u167dWYHYMWPGHG3SpElOUevff//9p0JCQvK+Hz9x4kTwoUOH/P7MKsqxY8fsn332mcdrYvjw4cduvfXWAkO85CkpKemsD+tnn3220cGDB0MAwGazoV+/ficXLFiw+8iRI1syMjI279mzZ+vUqVP3t2rVyuNGDenp6bYHHnjgwj179pxVUbw8YiCJiKiS8lHh1Rp4zQVwNYA5xQy8HgLwjKrOAVg1jYiIiPxXmoFX71fH+ZIAACAASURBVP0Uq6NEREREVOFZboiSBmASjMAqALi/OW8FYKWIjHRXYFXVXMtY0i4iDWGEWK+0bPpNVT2sqi7L2NZX4FUBDAUwSEQqxJdHRERUdswbd1lvwNADwEQA0wBcbGm6CMBEVf3Gvd557SgREREREREREVElcfTo0aBffvkl0j0dHh7uHDly5MlAthEcHIzevXvnVSt0uVz45ptv/K68169fP78Df0FBQbjssss8KqL+/vvvPitI1qxZ02md3rdvnyM1NbXEckSLFi2Ksk7HxcVl9unTp9BqolZXX311xhVXXOERflu6dGlUQe19GTlyZGLRrYrWv3//k+Hh4RXuWjOXy4Vvv/022jrPO3RZGIfDoQMGDAj4ORwxYoTHPj788MMYl6vwl/CRI0eCli9f7hFmfvTRRxMC2a/NZsPo0aP9Xqdr164ery/vcHZJuuaaazz2tW7dOr8/A9wefPBBv/8Wbdu29fgcsNvtGDFihF+fXZGRka5mzZp5hMS3bNkS6u++izJv3ryozMzMvM8ah8PheuaZZ46V1PargrS0tLPCru5KudWrV3fNnz9/97x58+Jvu+22tPr16+c6HA6Ni4vLGTFiRNLWrVt3Dhky5Lj3ukOGDIk9X/0vjhJLXRMRUfljDbyKyB0A5gLoBSPsag283qWqR85xH+mWxwy6EhERVQLeF1WWFnfgVQ3zLddkdjF/uwOvEJEZ5o02iIiIiIjOmaruFJEJMAKod8O4OVwGgFAAkwHsFJGfAPwMIBFALRjn0Hogv6IrAHwK4DPg7PGzqq4Xkf+ak10ARAA4A+BtVc0uxcMjIqJKwP1vioiMBHAVgHt8NHsPwDuqutZse17O5RAREREREREREVVGK1asCLeeXuvUqVNa9erVAz7f1q5dO49KemvWrAm///77k/1Z97rrrvM7IAoATZs29ahqmZyc7LNca2RkpCsuLi5z7969DsAIT/Xp0+fCWbNmxTds2DDX1zqB2LBhg0eY79Zbbz1VUNuC9O3bN8m6nU2bNvldeTM6Ojq3Y8eOxa7qCgDXX399QH+D8mL79u0hKSkpeX9/u92OO+64I6WwdbzdcccdyS+99FLDQNa5/fbbUxs3bpx16NChEAA4cOBAyNdffx3Rt2/fAp/HKVOm1M7Jycm7SPCKK6443b59+8yC2vsSFxeXUa9ePWfRLQ0tW7b0eK/4ChD64+TJk/bNmzc7jh8/HpySkmJLT0+3qap4t7FOHzlyJKAbIYsIbrzxRr8rn8bGxnp899y8efP0WrVq+f3cNGjQIHvHjh15VaFPnTpVYmWfv//+e4+qtl26dEmtW7eu330jIyBc0LLp06fvL+zGAna7HTNnzjx8+PDhakuWLMkLmK9evTpq3bp1oZ06dSqRz83SwrArEVEldz4Cr0RERFTxicg4AL+q6lJrCLW098vAKxERERGdLyISZFZsXS8izwNIBjAMRtA1B0AwgJYwquY9XMimVgB4T1VPAvmhJCtzH/8B8DqAiwB0V9XfS/SAiIio0hKROgB6wrjZAgC4ALjvgD4WwIeqmmC2ZdCViIiIiIiIiIioGH755RePwGZ6errtlVdeiQl0Ozt37vSoGHns2LFgf9dt1qxZVtGt8kVERHiExlJTUwsMqQ0aNOjE+PHj86r5rV69OqpZs2aX9ujR41Tv3r2Tb7nllrTGjRufU/B1165dHpUgO3TocKagtgXp1KmTR0j48OHDIampqTZ/Kt02b968xAJb7du3L9fhr4Js3LixunX6ggsuyIyIiAiogNWll16aGRoa6srIyPC76q/NZsPgwYMTnn/++UbuedOnT69TUNjV5XLho48+8nhfPfzww35XoHVr1KhRQO+V6Ohoj/fKmTNn/A50bt26NWTmzJm1Fy1aVOPgwYMhgewXKPx96UtYWJizdu3afgdCw8LCPP7ODRs2DOjGy97rl2TV523btnmE1q+88kq/Q7xkKOh9fPXVV6f6eyOFadOmHYqLi4vOzc3NuzD3/fffr9WpU6fDJdXP0sCwKxFRFcDAKxERERVGRBYA6A1ggYhkqup3pRl4FZHqALJVNRdg4JWIiIiISo+IXAigqap+q6q5IhKsqjmquktEHgOwE8DzANxfArtDr1kwvkMRAE4A7rvuzgHwrqp+a26/wDGzqm4w95GoqgdL6xiJiKjyUdUTIjIcxk0T+gNIB/AjgKmqusSrLYOuRERERERERERExXDixAmPXM0vv/wS+csvv0QWd7sFVVv1JZBqjIBRtc/K6XRKAU0xduzYhBUrVkR9//33Ue55WVlZsmjRopqLFi2qCQCNGzfOateu3ZkuXbqk9ezZM7Vly5ZFhuYyMjIkMzPTIxx30UUXBRS2A4DmzZufFV48ceKE3Z+wa40aNYpdndatbt26JbatQEyfPr2mv9VGIyIinMOHD0+yzktMTPR4/TZs2DCgMChgvJ7q16+f/eeffzqKbp1v5MiRif/73/8auF8Hq1atioqPjw9u2rRpjnfb+fPnR/711195lU5r1qyZ629gzyoqKiqg90pQkGdszuUqOgecmZkpjzzySMMPPvigTmHvraIEEqwFzg6xF8Vut3t8P1Dc9YtzrN6SkpI8nvi4uLiAX5dVXUGv9YEDByb6u40mTZrkXHfddSnffPNNtHvemjVrwgtbpzxg2JWIqIpg4JWIiIh8EZHZMIKuAHAbAJt5wf63pRF4FZELYFQmOSIiy1U1HQg48DpdVcv1naWIiIiIqOyJSBMAgwGME5GXVHW8quZYxp3ZACaLyDYA18MYb8bACLhav8jNApAJ4GUA81R1j7n9AsfKln1sLr0jJCKiykxVD4rIWAAnYFQV/01VDwCs5kpERERERERERFSSkpOTSyVXE0iVTMu1UiUuKCgIy5cv3/fEE080eOedd+pmZWWdtbNDhw6FHDp0KGTBggU1n3jiCbRp0+bMww8/nDB8+PCT3mFBt4SEhLOCfN5VNP3hK+ibkJAQFBcXd1Zg0pt3ZcriiIqKKrFtBeKFF15oeOTIkWpFtwQaNGiQ7R129Q5VBxp4LM56MTExzj59+iTNmTOnNmCEJadMmVL7tddeO+rddvr06R5VXe++++5Eh8MR8Hnu0nyvAEbQ9aabbmr2ww8/RBXdunCBnsYv7rGV9nMTiJSUFI8Pjho1apzT67Iqi4mJ8fmc9ejRI6AquVdfffVpa9h1165d1QtrXx6UWIlhIiIqv0TEDngGXgHcAWAR8m98YA28NiibnhIREdH5JCKNACiANPcsGMHX0SJyPZAfQi2h/TUBMAjAZAAvAOhjVnmF975UdT6ANwH8YNlEHQAPABglIrEl0SciIiIiqpxEpCmAhwCMMGf9U0T+A+RXwLOMPVer6rMA2gG4C8B/AUwC8A6MseudAK5X1Zf9Cbpa90FERFQcqrofwCOqusAddDXn898ZIiIiIiIiIiKiEpKdnV0qCTFVLTfJs5CQEJ0yZcpfu3fv3jpu3Li/2rRpc8a7OqzVtm3bwkaNGtW0devWrbZs2RJyHrtKFczo0aNPWKdnzZoVk5vrWSR33759wd9//31e2M5ms2HUqFEJ56mLAXnmmWfqeQddo6Ojc++///4Tb7311p8//vjjzoMHD25JSUn5NScnZ5Oq5v388ccf28qq31T5REZGuurUqeMR+q9WrZo2adKkyBsBWF1wwQUeVXWzs7MlNTW1XOdJWdmViKiSEpELAbQxL4BwikiQquaywisRERG5qephEfkvgCQYIdIwc1FvwLjTV0lVeDXDBg8CeNScdTGApwF8AyDd0qfCKrzmAmgAYCSAzwAcPNf+EBEREdH5JyI2VS31OyJbxp6jAYRbFq2xtrOOb82+HQfwpflT0LbdY1WGjIiI6LzgvzlERERERERERESlq0aNGh7JvGHDhh2bPn36X2XVn9IUGxub++KLLx578cUXj506dcr27bffhv/www/h69atC//111/DvYO/u3fvDu3evXuLtWvX7mzWrJlHwMpX1UHvKqP+OHny5FnrxMTE5PpqS2fzrqablpYW8N+gOOt17tw5o127dqc3b94cDgDHjx8P/uyzz6Lvu+++ZHebKVOmxDid+d289tprU1q0aJF9LvsrTSkpKbapU6fWs87r1atX0qeffnogIiKiyO+5y3uA8HyKiorKPXHiRLB7+tSpU+f0+qrq4uLiMqzPY/Xq1QOukBsVFXXWOklJSfbIyMgyqWbtD76RiIgqIbNq2kAAX4rIewCgqnmDfj8rvH4iIg3Pa8eJiIjovFPVnQCmAfgYwBnLohKr8OoVNoh07xrAk6p61h3aCqjw+h3yxyujVHXzufSFiIiIiM4/EekpIu1U1SUipfq9RCFB1xtUdVlB+3eHcIsa8zJwREREREREREREREREVLnUqlXLI1iZlJRUJYrK1ahRw9W/f//USZMmHVm7du3uhISE3959990/27Zta72GDImJicFjxoxp5L1+aGiohoaGeoSl9u7dWy3QfuzevfusyrF16tQJONBVUf3111/brNVBC/v566+/zqocWrt27Vyv7QVcidfpdOLYsWMB/+3chg4d6lHddebMmTHuxzk5Ofjkk09qW5cPGTKkXFZ1nT9/flRmZmbe98lNmjTJmjt3brw/QVfACPqWXu8qlpo1a3q8Lvfs2cMK0eegZcuWmdbpjIyMgEPDvoLsNWrUKNefsQy7EhFVMuYFfQ8hv2raQBF527tdEYHXTABdASwUkdBS7zQRERGVKVXdAWAKSiHwWkjYoIeqrigkbOAdeJ0BYBOAh1T1XXPb5xS+JSIiIqLzR0TugnHeab6IXFaagddCxp7dVfU7syproV9EMsxKRERERERERERERERUtVx++eXp1unt27dXL6u+lKXIyEjX4MGDT23evPmPAQMGeIQRV6xYEZ2enn7WtVrNmzfPsE5v2LAhLND9rlu3zuP5btSoUVZ5rjhY3lxxxRUer9/9+/c70tLSAvo+duvWrY709PRz/g73gQceSK5du3Ze5d+ff/45cseOHdUA4NNPP41OSEjIC4HWr18/+6677ko5132Vpi1btnjkJvr06ZPkcDj8/v7Y+7VclV166aUeofm1a9eGF9SWCtajR49U63RWVpYcPXo0oBsyHDhwwCPIHhISolFRUeX6M5ZhVyKiSsTrgr4oy6L5vtp7BV5vB7AQRuDVYTZ5S1UzfK1LRERElUtpBF6LCBt8KyK2wsIGXoHXuQD6q+p75rZtDCIQERERlW9m0HW2OdkYwGwRubw0Aq8i0gRFjz05fiQiIiIiIiIiIiIiIqpkgoKCPL4DcjqdAd1Av1evXh5hoj/++KN6fHx8la7QOGnSpMPW5zUzM9O2fft2h3e7Dh06nLZOL168ODrQfS1YsKCGdbp9+/ZnCmpbHhX39Vdcl1xySVZUVFRelUan04m5c+dGFbaOt7lz5wb8d7MKCQnR++67L9E9raqYPHlyDOBZ5RUABgwYkGC3B1yc8rw4ceKER4iwcePG2YGsv3Tp0mI9j5VJ165d06zTP/74Y+SxY8fK5x++HOvTp09qWFiYxzW2q1atCig47B00btGiRXpBbcsLhl2JiCqJIsIkSwupmuYOvGbDqPC63Fw0UFVnmNtm1TQiIqIqoCQDr2bYYDAKDhsUWVXLe1+qetDctl/rEhEREVHZEZH+yA+6ur8EbAng05IOvJpjz4cBjMI53GSFiIiIiIiIiIiIiIiIKq7w8HCP74FSUlICClTFxcXltGnTJu9aKZfLheeff75eSfWvIqpRo4YrOjo61zrPV7XQ3r17e1To3LNnT+jixYv9DmKtW7cudMOGDRHWeT179kwOtL9lybsKbWpq6nkN9NlsNnTr1s3jOfMOmBYmMzNTZs2aVbu4/Rg9enSC3W7PC/7OmTOn9saNGx1r166NdM8LCgrSkSNHJvreQtmrVq2aR3A5OTnZ77/lt99+G7Zp0yZWLzX1798/JTQ0NO+9kZmZaXvxxRer9OfquQgNDVXv9/eHH35Yy9/1jx8/bl+1apVH+L1Lly5pBbUvLxh2JSKqBPyomlZoIMQr8NrXXO8jc9vCqhdERERVhxl4nQzgIwDWO++5A683mO0KDLyKSCMAIwE8ihKoquXdlmMTIiIiovJNRK4A8LI5mQXAfedrJ0o48CoioTDOZz0KwPpFeEA3WSEiIiIiIiIiIiIiIqKKqV69ejnW6T/++OOsCqRFGTdu3FHr9Mcff1zns88+C6g6ppXLVT6+nsrJySm6kQ9Hjx4NOnXqlEd120aNGp21sdtuuy0tLi4u0zrvsccea3L69OkiCy1lZWXJ0KFDm1gvBatTp07OAw88UKHCrg0aNPB4Xvbt2xfw66+4hg8fnmCdXr9+fcSMGTNq+rPuM888U+/QoUMhxe1D06ZNc2688ca8v92pU6eC7rzzzmbWv2+PHj2SY2Njc31uoBxo1KiRRyXXZcuW+VWpNTU11fbQQw81LZVOVVB169Z13nvvvR6vy+nTp9dbunRpiQeCO3bs2EJE2rt/GjZs2Kak91GWnnnmmWM2W/5lFatWrYpeuHBhRCGr5HnssccaZWZm5q1ss9kwaNCgk6XQzRLFsCsRUTkhIud0FxezckVhQVe/wiRm4DVIVbNU9Vtz2wEFUYiIiKhis1RQ3QlgBoBPcHaF11GFBV7N6boAbgXgPuGrYFUtIiIioipBRGoBGACgIYBcACEAxPyxo4QDr6qaAWA/gCTLbGvQlee2iIiIiIiIiIiIiIiIKrH27dunW6eXLVtWIz4+Prig9r7cfffdKVdffXWqe9rpdGLgwIHNXnnlFb8rZALAkSNHgp566ql6Xbp0uSiQ9UrLnDlzotu3b9/io48+ivY3+Jqbm4uhQ4c2djqdefMaNmyYfdFFF2X7av/kk08esU7v3bvX0bNnz7jU1NQCvwNMT0+Xvn37XrBly5Yw6/zRo0cfDQkJqVDf73Xo0CHDbs+PARw8eDBk3rx5kYWsUuJuvPHGMx07dvSo1vj44483WbBgQaGBuIkTJ9Z64403GpRUPx599NET1un9+/d7BH+9Q7nlzQ033ODxHG7atCn8tddeK7Tq7dGjR4O6du3a3PtYCXj22WeP1ahRIy/c7HQ60a9fv4s+/PBDv0LEOTk5mDJlSq1NmzZV6ee2U6dOGbfddlteQFVV8cADD1y4Zs2a0MLW+/e//133s88+83j99uzZM6ldu3aZBa1TXgSVdQeIiKoq76CHqjoLa1/ANpoAeBiFV03zO0yiqrle0wyiEBERVRHucYM7EKCq20Tk/wCkARgCwH0CrrfZHqq6yh14dYcIzOl9MKrD/hdALQA9GHQlIiIiqtxExG6e32oP4HYA1i+cvoYRfm2PswOv96rqb8UZK6rq1yLiAPACgGEcexIREREREREREREREVUdN954Y1pERIQzLS3NDgApKSn2yy67rPVNN910qkWLFpnh4eEu6/38L7744szevXuneW9n3rx5f3bs2PHigwcPhgBG5dGnnnoq9p133okZOHBgQo8ePdLatm2bGRSUH8M5cuRI0MaNG0M3bNhQfdmyZdG//vpruNPphHe107Kiqti8eXP4Aw88ED5q1Chn9+7dk6+//vrUjh07pl9yySVZDocjL1gaHx8fvHTp0oipU6fW/f3336tbtzNkyJDj1sqCXstOLVy4MGnRokV5lUR//PHHyJYtW7YeM2bM0XvuuSe5YcOGuQBw/Phx+9y5c6Nfe+21+gcOHPCoJnrNNdekPv300+U6DOlLRESEq3Pnzqk//fRTXsD17rvvjuvWrVtK27Ztz0RHRzutYdiIiAjn8OHDk3xurBjefffdAx06dGjlruKYmZlp69evX/O77rorYcSIEYmdO3dOt9vtyMrKkpUrV4ZPnjy5zooVK6LdfapVq1ZOfHx8sUKFt9xyy+mLLrooY8+ePWeF8C644AKf77vypGvXrumtWrVK37FjR97r/8knn2yybt268FGjRp3o3LlzelBQEFwuF7Zs2eL47LPPomfMmFEvNTXVDgAdOnQ4vWHDhhKvXFpRxcbG5r7//vt/9u/fv7k7PJ+ZmWkbOHBgsxkzZqQNHDgwsWfPnqmNGzfOy7AcOnQoaM2aNWFLliyJXLp0aY2EhITghQsX7gZQLj5TAeDUqVO2t99+u5a/7VevXh1hra5qdeWVV57p0qVLuq9lVhMmTPjrhx9+iEpKSgoy+xB0/fXXX/zggw8ef/DBB0+6A6yZmZmyfPny8DfeeKPuDz/84FGdvG7dujkzZsw45G+/yxLDrkRE55klQOIyp3sDuABABwAnASQDmAMgQVUTC6pAISIhMCqmPQLAetcVVk0jIiKigFnGDZ1F5EIYQYQkAPUBxANoAyOUEISiA6/JIvI5ABeA31X1Z3M5xyZERERElZB5HsopIuEAXocxhnQBsAGYD2A8gM4wzmO1QwkGXi3n2j4Xke9UNYFjTyIiIiIiIiIiIiIioqojPDxchw0bdvzVV1/Nq1CZmppqnzt3rs+KjP369TvpK3RXt25d59KlS3f37ds3zhrW27NnT+j48eNjx48fDxFBWFiYU0SQnp5ut1Y/Le9SUlLs8+bNqzVv3ry8kFZoaKgrJCTElZGRYc/KyhJf61177bWp48ePP+FrmdtHH3104Oabbw5ev3593jXtR48erfbkk082efLJJ5s4HA6XzWZDenq6z8BX69at0z///PP9BQVqy7tx48Yd7dWrV6TLZXxFmZubKytXroxeuXLlWRUsGzRokF0aYddLLrkka+bMmfsHDx58odPpFABwuVyYPXt2zOzZs2PsdjvCwsKcaWlpdms0QUQwadKkA9OnT68THx9f7H48/PDDJ8aOHdvEe/7AgQPLfZDZZrNh4sSJB2+99dYWOTk5ee+HL774otYXX3xRKygoSMPDw51paWl293PsdtFFF2VMnjz54JVXXtnq/Pe8/OrTp0/a1KlT948aNappdnZ23nO2du3aiLVr10YAQHBwsIaFhTnPnDljtz7v58p6c4PScOLEiaCnnnoq1t/2X375Za0vv/zSZzj28ccfP+pP2LVp06Y5c+bM2dunT5/m7s/RrKwsmTZtWr1p06bVCw4O1tDQUJf3+9stKirK+fnnn+9133igvKuY/xIQEVVQ7ovvRKSaiFwhIh8BWABgIoC/AxgF4FkAywF8IiJX+Qq6AoCqZgHYCuCwZbY76MoL+oiIiKhIYv6vXkSCRaSViLwDYBmAjwCMBvA8jDFKSwAC4/+QOebqvQGMEpEbgLyKrnlnCVQ1CcC7lqCrzzENEREREVV8quoyb8z2JoDWALLNRScALFHVXTDGmFMAbDaXeQdeLze3E9D3FtZxqKomuOcV95iIiIiIiIiIiIiIiIio4njppZeO3nfffcUO07Vq1Sp706ZNf9x5552J1mqcbqqK06dP282wm89tiAguvvjiIsNL50NRoa+MjAxbcnJykK+gq4jgnnvuSVy5cuVeX8+FVY0aNVyrV6/ec8cddyT62mdmZqatoKDrzTfffGrNmjW76tevXyFCWL7ccsstp19//fV4h8NRptfv33///cnvv//+n+Hh4We9OJ1OJ1JTUz2CcMHBwTpx4sT4QYMGnSqpPgwdOjTJe/8Oh8M1fPjwkyW1j9LUo0ePMzNmzNjv62+Zm5srycnJQd5B17Zt25757rvvdkdHR1ec9Pt5NHTo0KQlS5bsatKkSZav5Tk5OZKcnBxUUNDVbrcX+v3/vn37PCoS33rrrSX2ei5PunfvfmbFihV/NGrU6KznMScnR7zf327NmzfP+Pnnn3f6E6otLxh2JSI6j8yL70IB3AHj4r/7zEW5MEqrO83HjQD0APC9iDwsIjUL2N5PMAKyW+AZdOUFfURERFQky9jkLgAzAQwGEGYuzkV+sDXT/G0DEAzA/Z/logKvTvf80jwOIiIiIioXboYxPnTCGDfaACxW1fcAIxALYBZKKfBaModAREREREREREREREREFZHdbsfHH398cN26dTtGjBhxrFOnTmkxMTE5oaGhrkCr/EVERLjmzJlzYMuWLdvvvffehDp16uQUtU61atW0Y8eOaf/85z//2rlz57avv/56/zkfTAm67777kn/88cedY8aMOdK+ffvT/oQxw8LCXH369ElavXr1zk8//fRASEiIX9/FhYaG6ueff37g+++/33nDDTckF7avatWq6TXXXJO6dOnSXUuXLv0zMjKywhd5euyxx07u2rVr27PPPnu4W7duKQ0bNswODw93FhUULmkDBgxI3r59++/9+vU7GRoa6vN5tdls6NatW8rPP/+8Y9SoUSUaQo2MjHR16NDhtHVer169TsXExFSYIOjgwYNP/fTTTzt79OiRXFi14djY2KyXXnrp4Pr16/+oKBUzy8oNN9xwZu/evdsnTJgQf+mll54pqopz7dq1c26//faTy5cv/+OWW245XVC7TZs2OZKSkoLc06Ghoa7nnnvuWAl2vVy5+uqrM3bu3Pn7uHHj/qpfv352Qe1EBC1btsyYPHly/O+//76jdevWPoPG5ZXwGhAiovNHRIIB3A3gCQCXFtE8A0AoABeA/wD4UFUPWLaVF2oVkWhVTWbQlYiIiAJhjk3uADAWxthEYVRwXQlgCYBvYIxFnAD6A2gL4HZzdXdbAFgI4E1VXWVul2MSIiIioipGRNoB+BRAc3PWTwBuVNVMM7yq5s1RgmDcAO4RAO3Mtk4Ywdc/ANyrqr+JiM0MyBIRERERERERERERUTm1adOmJUFBQa0cDkd0ixYt9pZ1f4hKy7Zt20I2bdoUmpiYGHTy5Mkgm82GiIgIZ926dXNbt26d2aZNm8zQ0NByf71UVlaWbN26NWTXrl2OQ4cOBbsr1IaHh7tq166de9lll2W0a9cu0+FwFPtYMjIy5JtvvgmPj4+vMHC/vQAAIABJREFUlpCQEORyuRATE5MbGxub071799MRERH8LrCUpaWl2ZYuXRp+4MCBaomJiUHVq1d3NWvWLPuGG244XVqVdBMSEuyxsbGXZmZm5qUZV69evbNr164Vpqqk1fHjx+0rV66MiI+Pr5aammp3OByuhg0b5nTs2DG9bdu2mUVvgXxJSEiwf/fdd2FHjhwJTkxMDHI6nRIREeFs3LhxzmWXXZZxySWXZBUViAWAl19+Oeaf//xnrHt66NChx2fMmHG4VDtfjqxfvz5048aNoUeOHAnOycmRWrVqOevXr59z3XXXnW7cuPF5C2Dv2rUrLjMzMzk3N3dH+/btexZ3ewy7EhGdByJiV1WniLQCMAPANcgPiPwIYCuAtQA6AmgKowoGkH+hnwvARADTVXWfZbvirqDGQAkRERH5yzI2uQxGtflrkT82eRvAsILGFiJyH4CnAcQBqGZZxMArERERURVm3kilK4DJAOoD+LuqLraGVi3nshh4JSIiIiIiIiIiIiKqBBh2JSIiq//85z91nnvuucbu6VatWqX//vvvO8uyT1R53XrrrRcuWbKkBmBUdd27d++2Bg0asMrueVbSYdegopsQEVFxqarTfDgaRtAVyA+TjAKQY1649wkAiMgIAE8CaGS2tQF4zFyWF3h1B0gYJCEiIqJAWMYmo2AEXQFjbPKuqg4FAF+hBHPdWSISD2AkgF4Awsz1e5ttoaqreEMOIiIioqpFVXNE5HsAIwBcCWCDOd9laeMeI+aKyCxztjvwaocReG0J4FMRYeCViIiIiIiIiIiIiIiIiKiCcDqdeO+99+pY5z388MMnyqo/VPmtW7cuwv34gQceOMGga+XAsCsR0XkiIlcCuAP5VdNmqupwc5lYL9xT1WkichDAWBgXBwahgMArERER0bkQke4A7kH+2ORnAI+ay+yWQGzejTXc4VVV/UlEUgCkAbgXQHWzKQOvRERERFWYGXj9EcAvqppZQBsGXomIiIiIiIiIiIiIiIiIKpnp06fXOnDgQIh7Ojo6OnfIkCFJZdknqrw2b97sOHnyZBAAVK9e3fXss88eL+s+UcmwlXUHiIgqKxERr1kNAETCCJMssgRd7WZoxF05zQYAqroIwH8A/AjAfYcJd+B1uIg0K/2jICIiokqsMYAQGGECwKi8lWMGCZy+VrCGVlV1G4ApAJYAyAbgDh/0BjBKRG5wr+NjXERERERElZSq5hYUdLW0yQu8ApgFY1y52VzsHXi9XFVd7nNmRERERERERERERERERERUvmzdujXkX//6VyPrvCFDhhyvXr06C2VQqfjmm288qrrWr1+fVV0rCVZ2JSIqBd7V0ExXwgirpgKYbbY7K0xiXrznrpr2jYgogHEArgUrvBIREVExWSqtXgfjJhyAEVRdVVDItSCqulVEpsKownUhgCwYAVpWeCUiIiKiQpVGhVf38gLOzRERERERERERERERERERUTHFx8cHf/7559EAkJaWZtuxY0fookWLamZnZ+cVxahdu3bO+PHjT5RdL6myGzt2bMLYsWMTyrofVPIYdiUiKmHWi+lE5F0AOao6DPmfuacBfA8YwVZf27AGQlR1lVkMjYFXIiIiKjZL4LS6+dsGI/R6TmEAVf1eRP4PwDswgq65MMYrDLwSERERUaF8BF4VRuC1PQIMvIpIPQB9ROQbVd3HwCsRERERERERERERERERUcnbvn2746mnnootrM2kSZMOREZGFngjYyKigjDsSkRUwixB19cADDIfHwKwA0AOgD8BHC+qEgUDr0RERFTKEmGECdzh1IZAgRXqfbKEV2cDuB3AzTDGKN6BV5eqfsegKxERERF58wq8fmLOLjLwaq6qACAidQDcBeBlAFkicqWq/nH+j4aIiIiIiIiIiIiIiIiIqOqy2+147rnnDt17770pZd0XIqqYGHYlIioFIvI/AGMAZAKoBuC/AI4CCAYQBiAUQHpR22HglYiIiEpREoyKrsHm704A3g2k+pU7XKCqGSKyHflhV2uo9RYAISISrKorSqrzRERERFR+WG6Cck58BF4FRuC1HYoIvJpB178DeBJAiPmzUUQaAEjjDVeIiIiIiIiIiIiIiIiIiEpPtWrVtG7dutmdO3dOGz169Imrrroqo6z7REQVF8OuRESl4wsAQwFEwgi8OgDUN5fVAxCuqqf92RADr0RERFSSLEGEtQCyzNnVAHQ3K2CtDXB77mr1XwIYBcAFYDOA1gCiYIxXbgTwagkdAhERERGVIyJid98wRUTqq+rRcwm/egVeZ5mziwq81gdwD4AnYJxzc3tCVVOLe2xEREREREREREREREREROSpV69eaaq6qaz7QUSVk62sO0BEVNmYF/htANAVQAqMoGs2jApnThih1wEi4vcNB9wX+5mPVwH4PwA/Asg1m9hgXPw3WkQuKqljISIiosrHEjpYC+AkjMpXANAEQDfACMQGsD2X+VBghGYdANYDeBv5FV4fNMcwRERERFSJeAVdpwB4GvAYcwbEGngFMAvAFBg3UgE8A6+fiMgNAHoB+AfybzIHAINVdabZJ7/HtURERERERERERERERERERERUthh2JSIqYarqNCucbYERGEmBEfzIQf7nbjcA0YBRDc3P7RYWeM019/EIjApqREREVAX5GlcUNE9VEwC8CaO6q8IIq74oIjdZxx0BqGV5vM3c9ocABqjq+wX1hYiIiIgqLkvQ9Q0AIwAMEpFLi7lN78DrZADuuwLbYZwHuxjAJwBehGdF18Gq+oHZp4CryxIRERERERERERERERERERFR2eGFxkREpUBVXWaI5Dd4Bl6zzSY3A3je0tbu53Z9BV5XA3BXiX1IVTeW2IEQERFRhWGOPVzm4w4icq+INHaPS6xtLdVYfwRwGMb/DTPMeZ+LyFX+Bl5FxG5u/2rkV52vqaqHAfxDVT/x7h8RERERVR4i8gqAx2Dc6A0Aupjz/Trf5YtX4PUTAFORX+E1CIALQB0ANSyrWYOuNgZdiYiIiIiIiIiIiIiIiIiIiCoWhl2JiEqJV+D1OhiB1xDkB0mGmxcDuqvBnmvg9TUA6wEMVNX3AKNyRYkeDBEREZV7lqDrv2BUVP0QwKciEltQyFRVf4ExlgCAUACZACIAzPEn8CoiQWY1r7oA+sEIHmQCWGc2OeXdPyIiIiKqdA6av+0AwgEMFZFwd9XXc+WjwusbALaai20wwrXu82neQVeOPYmIiIiIiIiIiIiIiIiIiIgqGIZdiYhKkSXwugX5gddQ5Ade/yEi/zPbnmvgdQWAv6nqRwArVxAREVUl7vGAiASJyKUi8imM6vEtYVz4fzWAGSJSs6B1VXUmgFfM2Q4YlegbAlguIj2t4wpzPzbzsV1Vc0UkFMA8AHFms5MAjprb5piEiIiIqPJbgvybnWQDaA1giJiKs2HzHJjNDLx+D2AHjJBrNoBgsxmDrkRERERERERERERERERERESVAMOuRETnyBIuKfSiPT8Cr0+WQOD1qLsvvKCPiIioajD/3VcRcQDoA+BNAHdbmiQB2AbgAxhjDw9eVVtfBDDTfFwNRnXWMACLROQ/InK9uU6uZawRIiJNAKwCcKVl02+o6r6SOEYiIiIiKv9U9U8AG2B83xBkzu6sphLYvktE6gHoB+PcWjCMMSvAoCsRERERERERERERERERERFRpRFUdBMiIgJ8XjAXBKOShACwVjwT7wv5rIFXEbkOwGoAUTACr6EwAq9Q1afcgVdVdRbVJx/7YfU0IiKiKsASdA0FcA+AkQDawhiTCIAfAXwEYJGqHi9oO+6xg6qmich/AbgADIdR4dU9ThkPYLiIrAKwHcAhABEArgXQEUATyybnAPjM2scSO2giIiIiKncs58teANADQAtzUX8RuVdVPy2BfdSBMeZ9EkA9yyIGXYmIiIiIiIiIiIiIiIiIiIgqEYZdiYiK4A5quC+YE5H7ADQH0E5EsgEkiMhCANtU9YAZPDkrrOoVeO0G4DuUQOCViIiIqh5zvFENRnWrRwFchvyg62wAYwEcV9Vcfy/8V9UjIvIkjCr0T8MYn6j5UxPAneZPQVYAeNddcZ5BVyIiIqLKzzzfJQDOAFgPI+yaCSAEQA8RWQAg41yDqGbQ9e8A/gEGXYmIiIiIiIiIiIiIiIiIiIgqNYZdiYgKYamaVg3AlQBGwHfI42EAP4jIV6o6saCQqiXw+lshFV5FVccy8EpERES+WCqmdoRR0dUadJ2hqiOs7QO58F9V0wGME5G9AEYDiIMxRskGEAyjqr0N+ZXt3f+nnA3gPVVd5dVHIiIiIqrkzHHfGRGZDqMCq8Nc1BfAG6q67Vy2KyI1AQyAEXSta1lkDboKg65ERERERERERERERERERERElYOtrDtARFSemUHXUBgB1/8hP+iaDSDLfJxp/r4WwBsiMlNEIgvZZl6FVwDXwaieFgoj8AoA/xCRV8y2ThGxl+QxERERUcXlFSJ9HMbNONxB16nuoGth4wcRsfl67N4+AKjqewAGA3gCwJ8A0s19VIMRcLXDGAOdAPAkgHEMuhIRERFVXeY4cj2A9wG4YJw7i4JxI5Wwc9xsLIC/oeCgq43jTiIiIiIiIiIiIiIiIiIiIqLKg5VdiYgKISJBMC6q+weAS5EfJqlmaeauVpENIARGldcoEfmnqu73tV1r4LWACq//EBGwwisRERFZuS/mF5GnYIxRAGNsMkdVHzWX+Rw3mGMPVxGVr8Qcg6iqbgKwSUQ+B9AcwDUAqgOIgDHuWQkgQVV/99VHIiIiIqo6zDGgisgvMM6Nuc+dXQzjnNcZ93g0gG3+JiJfAmgIoAnODrqyoisRERERERERERERERERERFRJcKwKxGRD5YL5hrDuEDPGnRdBSOc+iuACwC0BXA7gEgYwY9qMCrAOkTkKVXd5WsffgZenar6TwZdiYiICMirmFUTwM3IH5tsBfCMubzAG2SYY49oGOOaXjACAw1EZDmA31R1kXdgwByrJAFYa/4U2C+GXImIiIhIVT8Qkb8B6A1jvHopgMcAjA0knGq5UcvrImIDsFdVvzSXCYOuRERERERERERERERERERERJUPw65ERD5YLph7HEBX87EAeEtVh1nbikgwgKkAZsGoVuECYANwm7FYxp5j4DUYwFMiEqaqo0ry+IiIiKhiUlUVkUYAroYxNgGA3wEcNJfnBV2t1a5EpBaANgBeBdAIQF3LZjvDqML1X1X9j3XdgkIE3uFWBl2JiIiIKgdfN0/xt4qqpd0yAD1gjFerAbhBRFoUdH7MF8s5M5eqvhpoX4iIiIiIiIiIiIiIiIiIiIio4rGVdQeIiMorEWkBI7Dq9rY76CoidrOqBAC4VPVXALcAWAogF0blCsCoYvGKuS2frIFXANcBSIFR2dV9Q4IdJXRIREREVDnUhTFOyDCnf1TVHPMGHHksQdfuAP4PwFcA2gOoBWOs4jR/XADsAP4tIv/nXtesIusTw61ERERElY816CoifUWkTSDhUku7LwAcARACI/DaFsAVgfbH134ZdCUiIiIiIiIiIiIiIiIiIiKqvBh2JSIyWcKrbg0AxJqPV6rqULOdXVWd7ovrVNVpXvh3EMAQAMsB5ODcA69dAWSbi+5X1RklcXxERERUaUSbvx3m7w4AYAZe3fMgIiEi8jiM6vODAESai+wwQgdOGP8nDAKQbi57WkQeNrfHQCsRERFRFeEVdJ0CYD6AzwB8KiItRaSWV3ufN0Yxz28lAHgJxs1Zcs1Fz4hIk1I7ACIiIiIiIiIiIiIiIiIiIiKq8Bh2JSJC3gV97upnYebsOPP3GQALzGU294V/Vpaw6l8ARqB4gdetAK4CcJ+qznLvt9gHSURERJXFVhiVstzV5HuIyCAAUNVMADCnPwbwOoA6yK8YDxjh11EA7gQwxtxOdRhhBAXwNxGJLqyyKxERERFVLpag60wY57YAoBmMMeNyAO+JyC3um6uoqvo6X2WpvLoVwGkY49BcALUBtDL3YS/FQyEiIiIiIiIiIiIiIiIiIiKiCiqo6CZERJWbiASpaq75eDKAziLSA/nVVV0AVgAeF+ydxRp4FZERAKYBuAlAMIzqab3NfYxV1V2FbMOuqpsBbDbb2wrbLxEREVU5hwEchFGF3gmgEYCXROQmAKdgVHpthfzKrwCQDGAXgGcArLbevENEtgFYBiDUnNUZQC1VTS7l4yAiIiKickRE2gB4CEAagAgYN8t0Amhs/vQGMF9EfgEwEeZN3nydu1LVDSIyA8C/YHwPUQvA4wCW+rqRHBERERERERERERERERERERERKwUSUZVnCbpOBDASQDsAH8G4CC8DQKL548+2SqLCq9NrmkFXIiKiKsJaHUtEHCISZJ1vjjNOAxgKo7qrHUYAIQZG1a0hMMYywTBu2AEAvwN4EcDfVXWVe76I2MyqWt8B+MZs667yWqcUD5OIiIiIyiFV3QbgYhhjyp/M2e4qrJnm778BeBXAtwCeFpGm1nNX5hjTPaZdDGAfjPFqLoCOItLXbCeleSxEREREREREREREREREREREVPEw7EpEBEBEhgEYBSOUmgXgZgBPAKgG42I8d7siL8QricArERERVU3uoICI9AfwXwD/E5Fwy/jCJSJiBhFGwjPw6jJ/w5yXCuArGOOayar6p7kPde9LVZ3m9ElLN84AOF3ax0pERERE5Y+q7lbVOaraBcDDAN42FwWbv93nuK6FMV7dKCL/FJEbzPVdlvDrBgDbYIxNbQAiAXQx27nPkxERERERERERERERERERERERAWDYlYjIbSGAZQAExsV7NgB1YVyMdxGAjoD/F+IFEHhtXpIHQURERBWbiISJyAQA78O48cZAAC+KSJg7NGAZjywE0AfAZgDJMMYv2TAq088AMFJV+6nqX6qaXcg+6wNoa04GwQi+HizpYyMiIiKiikFE7ACgqh+q6lAAPQFMAXAMxo3h3DeDywJQE8C/AXwpIlNEpIeIBJvrK4xA7DHkfxcxUkSuO0+HQkREREREREREREREREREREQVCMOuREQAzFDqYBiBVxuMUKrCqI7mBHCtGPz+3PQz8DpJRC4uuSMhIiKiisRdNV5EqolIFwCfABgNIMxsUgNGoLWn9zjErJq1CcB1AG4C8HcA3QFcraojVHW2uW17AfsOMh9eDCAGxpgnF8AXqpoSyLiHiIiIiCoPVXV6TS8D8A8YN4N7E8DP5iKHpVk4jPNfHwNYKSLdRaQpgK0wqrsCxnkxAOgKFDxOJSIiIiIiIiIiIiIiIiIiIqKqKajoJkREVYOqHhORwQDeA3AzAJf5EwSjqtoHqrpPROzeF/0Vss28wKuIjAAwDUYYBTAqYdwEoD6AnSV7NERERFTeiYioqopIKIC/ARgJoLN7MYA9ALYAeBnAH+7Krl7bsKnqaQC/mj9n8TVuMcczuSISBmACjLCr2ypzvbP2R0RERERVl6oeFpGxAKoDGALgFgDXAgiGcQ5NYFR67QJgDoD9AJ4HsBhADwB2GDeZGywi01Q14bwfBBERERERERERERERERERnaVjx44tNmzYEO6eXrhw4e5evXqllWWfqHzp379/0/nz59dyT0+aNCl+1KhRJ8uyT2UtIyNDtm/fHrJv376QQ4cOBaelpdkzMzNt4eHhzqioKGfLli2zOnfunB4ZGVli1+OePHnSvnnzZsfOnTsdSUlJQRkZGRIdHe2sVatWbvv27TPatm2babNV7Fo3DLsSEVn4CLwCQBaAhgDmikh3VU0qZuD1TRiBFgAYrKrflvRxEBERUflnBl0dAO4B8CiAy2BUgBcY1eYnAlirqqnuCrA+thHwf4BFJMgMulYH8DWANpbF41X1m0C3SURERESVm/s8mKpmA8gG8IqIfAxjDDsOQFMAjWCEWV0AogG0A7AAwAZzMwIgHUBjAI+IyH/8Pb9GREREREREREREREREREREVJYSExPtH330UY01a9aE//bbb2Hx8fEhTqfT5/W9bna7HR06dEgbNGhQwoMPPnjKbrcHtM+srCxZuHBhxOLFi6N+/vnniD179oQW1j4yMtLZu3fvpCeeeOJE27ZtMwPaWTnBsCsRVQlm2NSvMIiPwGswjIv4LgcwW0TuKWbgdTSACAAfq+rHgfaPiIiIKgcRCQJwK4yKrpe5ZwP4AMAQVc0124mqaknt1wy6hgNYAuAay6JPAcwqjX0SERERUeXhPo+lqkcBHBWRTQDiAIyGUem1vtk0G0A1AFdYpqubjzcx6EpEREREREREREREREQl4eOPP47+9ddf3d9D4fbbbz911VVXZZRln6jqWLNmTegXX3xRwz3dtm3b9AEDBiSXZZ+IqHT89NNP1Z944okmgazjdDqxdu3aiLVr10a8+eab6e+99158x44d/fo36vHHH2/w/vvv10lJSfE7IZuammr/5JNPYmbPnh0zbNiwY6+//voRh8NRoa4HZtiViKoEd5BURK4D0AlAkKq+WEh778BrEIBcAD0AfCYidxcj8HpYRPqoaobZJ2HQlYiIqOqw3OQiDsAjANoiv6LrZFUdbbYTNRVzf3nBVRGJAHAJgJnmb7dlAN5S1UOAUXW2OPskIiIiosrL+zyWqiYASADwi4hcC6ALgMeQH2x1whjvhpjTg1X16/PUXSIiIiIiIiIiIiIiqiB6yX/bl3UfKrtF+q9NZd2H0vDVV19Fz58/v5Z7umnTplkMu9L5snHjxuoTJkxw3xAY/fr1O8mwK1HV8//s3XdYU2f/BvD7SQIECFNwgKBV3KsOXB1OtHVUq61a637ds+rbqbXjbX99W7t862httbvW2aooONHauket1joraEUkIFMIkOT5/ZEETzBAEFDQ+3NdXnDOeZ5zniQnh2Ny7vNVqVTw8PAwqdVqZGZmqhxVfP3zzz89unXr1mDdunXnIiIibhS3zp07d3oXFXRVq9XQ6XQmR9szm81YvHhx9WPHjnnu2LHjnLu7e6W5LphhVyK6ZxUIdugAzAUwHNbqEkIIjZTyjcL6Owi8ApbAa3eUosKr9acy6Fpp/mgQERFR6SnCAS8A6ISbQdfPFUHXQs8vbGHZAuc6t1SJV1TcsrVpBeBJWM6HQhVNtwBYKKX8peweJRERERHdC5z93MvWTkq5B8AeIcRmAB0BTAFQDze/ixglpfzG2ueWc1giIiIiIiIiIiIiIiIiIiKiiszFxUW2bt06s0OHDpkPPfRQZtOmTQ1hYWG5arUll2o2m3Hy5Em3TZs2eS9durRqbGys1tY3MzNT/dRTT9U7derUyeDgYGNJtlutWrW83r17p3Tp0iWjU6dOmUFBQUa1Wg2z2YxDhw65f/vtt/5ffvll1aysLJWtz759+7yefvrpByIjI/8usyegnDHsSkT3JFv4QwjhBks1iekAelsXmwGoALwmhDgB4KfCAqdFBF4jcJuB1wLrZ9CViIjoPiSEGApglG0SwEYp5QTrMofnFYrwqi0Q8IAQQgUgCUAOALubaSgq2z8GoDGAebBU03JTrPZHWCq67lL2LdMHS0RERESVkhCiFoD6QoizUsq4otoWPH+VUh4DcEwI8TWAEQB6AtikCLoKBl2JiIiIiIiIiIiIiIiIiIgqh7Vr18YCiL3Lw7ir6tatm7tkyZKLgwYNSvX39y/0mgeVSoXmzZvnNG/eXD9z5sykMWPGhK5YsSLAtjw9PV09a9as4JUrVxZ5LYZNhw4d0qdOnZo4aNCgNI3m1iioSqVCu3btstu1a3dlwoQJSU888USYMmC7adMmv3Xr1nkPGDAgvYQP+a5QFd+EiKjysQZd3QE8A+Bt3Ay6AkAcgI0AugD4vbhAh5QyAcAYANGwHDdVsA+8+kspTUKIQsuDExERERXQEpYbcBgBXAOwBMgPtOYHBYQQwva7tZprsBBithBiPYD9AI4COAZgsRCip7WdtIZgIYR4GsAnAN4H4A3AVTGGdwDMY9CViIiIiAqyBl0nAVgBYIoQou5trEMtpcyUUi4G8LSUcql1vornnURERERERERERERERERERFSZNGvWLGfixInXiwq6FqTVauV3330XFx4enqmcv2nTJv+srCxRWD8AaNOmzY2NGzee3bt377mhQ4c6DLo6GmN0dPQ5nU5nd9Py9957r7qzY77bGHYlonuSEMIFQD8AMwC0AWC7gG4TgIkARkkpd0spnSrFzcArERERlQVh4QVgCCznExoAWQCOAJZAq6JtfghACFFfCDEKwEEA7wHoCyAAgCeAWgCGA/hJCDGiwHqOw1K99bp1+gaAUwCelVLOkVKet42LgQMiIiKiyq8sPpsSQtQGMBbAeAD+AP4NYKwQQltEt1sob+IipcxV/M6KrkRERERERERERERERERERHRfUKlUmDVrVoJy3o0bN1R79+71KKrfsmXLLvfp0yejpNtr0KBB7tixYxOV8w4fPqzT6/WVIu/EsCsR3VNsVcwAdAAwBUALWIKuAsAyAE9IKbdJKVOUldKcwcArERERlZYiUCpgOY8AgItSSj2QH4YV1rZm67ynAHwM4H8Aalj7SVgqw9oYAWgBfGVtb9veWQBfAPgWwJ8A3gIwXEq5opBxEREREVEFYjs3FEKoivvMyVpJ1WT9/REhROBtbK82gH/BcgM5X8WirVJKQ0nXR0RERERERERERERERERERHS/69y5c2bBef/8849LeW1vyJAhKcppk8kkjh496l5e2ytLxdevJSKqJKwVyWyhj+cAPISbQdfFUsqp1nYqKaX5dkIdUsoEIcQYAMsBPGadrQy8PiOlvK68uJCIiIioAAOAFABB1ulWQojHpJTRikquagB1YanYOgc3z2kAy//jjADOwRJACALgCiAbgDuAF4UQR6SUFwFAShknhJgP4A0AaYptsJorERERUQVmO18TQmgAjAJQUwjxvpTyli9ACgRdPwMwGsDEkhwxAAAgAElEQVQsIcSPUsokJ7dXGzeDrjrFom5SyhiePxIREREREREREREREdH9KDs7W+zcudMzLi7OVa/Xa3Jzc1WBgYF5oaGheREREZleXl7m4tdSMmazGfv27XM/dOiQx7Vr11w0Go0MDAw0tmnTJqt9+/bZKlXp6t5duXJFc/DgQY/z58+7pqWlqXNzc1UeHh5mHx8fU506dXKaNGliCAsLyyvNNrKzs8WOHTt0sbGxrnq9XmM2mxEYGGgMCQnJ6969e7k8bwCQlJSk3rlzp+f58+fd0tLS1C4uLrJevXo5I0eOTC3JeoxGI/bs2ePxxx9/uCcmJroYjUZUqVLFNGzYsJSgoCBj8Wu4+zIzM0V0dLRXbGysa1JSksbDw8Nct27dnK5du96oUaNGpXgMztDr9ept27bpzp0755aVlaXy8/MzhYSE5Pbs2TMzICCg1JmO+Ph4zbFjx7Rnz57Vpqamqg0Gg/Dx8TH5+fmZWrVqld2mTZtstbp86qWlp6ertm/frjt9+rRbWlqa2sPDw1y/fv2cnj17Zvj7+xf7HoqPj9fs3LlTd+HCBdfs7GxVlSpVjI0bNzb07NkzU6O5e5HCjIwMVUxMjOfly5ddkpKSNFlZWSovLy9zcHBwXosWLbIffPBBQ2mPcxWNr6/vLa+X2WwuUQG/kmjUqFFOwXnx8fHlFq4tSwy7EtE9QxHceAVAf+tsAWCFIuha6hBqMYHX74QQw6WUyaXZBhEREd2brJW5BIBLAJoAyAPgDeBfQggJ4DcAHgBmA2gP4BFbV+vPXACvAjgqpdwhhGgIoBeA92EJukoAjQHUAnDRFkiQUsYXHAuDCkREREQVmyLoOhjAeABtANQRQkySUt6wtSsQdP0YwDjrojcB6IUQP0kpc4vaVhFB1+4MuhIREREREREREREREVFFM3DgwNrr1q2r4mjZjBkzas+YMaN2YX0HDBiQvHbt2tjithEVFaWbP39+9X379nkZDAaHqStXV1f50EMPpb/xxhvxjzzySJaz4w8ODm4WHx/vaps+ffr0iQYNGuSaTCbMnz8/8JNPPqmuXK5UtWrVvJkzZ16dPXu23sXF+dyS2WzG4sWLq3zxxReBx48f9yyufWBgYF67du0yhgwZcv3ZZ59Nc3Y7e/bs8XjzzTdr/Prrr95FPW/t2rXLmDNnztWePXvecrPfwvzvf/+ronxtla/lL7/84vH6668H/fLLLz4mk31cICgoKLdg2FUI0Vo5LaU8AgDJycnqV199tfqKFSsCUlNTb8lcNW7c2LBmzRrXwvaxdevWVRFCONw3bWO5cuXKieIea2lcunRJM2vWrJqbN2/2y87OvuU1UKvV6NSpU+p///vfK+Hh4QZn17tt2zbPHj16NLRNe3h4mP/555/jfn5+JQ4u//LLLx6dOnVqZJvWarXmS5cu/REYGGj34hX1mv/xxx9uL730UvDWrVt9TSbTLaFBtVqNrl27ps6fP/+fFi1a3BL8K4zRaMSmTZu8Vq9e7ffbb795xcbGaotqr9PpTH379r0+Z86ca02aNHF6O2fOnHFt2LBhM9u0ct+4dOmS5oUXXgj++eefq+Tk5Nzy2LRarXno0KFJ77///hVHz//evXvd586dG+zo/QAAvr6+xn//+99XX3zxxURnQ68Fj7sLFiyInT59utO5GZPJhOXLl/t9/vnnVX///XfPvLy8QoOevr6+xkcffTR9zJgxSX379s24F4KvsbGxtxywa9WqVeS1HKXhaL+xXqdc4VX+V5uIyEpYhALoC0vQAwBOAHjdurzMqq1KKRMAjAEQDcuxVAVLlbbHAKwXQjj8zwURERHd36zB01wAb8NSidUFlvOIJwGsAHAQwFEAz8MSdLWd08QDWA3gESnlfCnlDuv8swAWAPjQOp0LS+jVFpIlIiIiosqtB4B/wxJ0BYBhABYLIXQAIITQKIKuCwBMV/TVw/J5VZGfhwkhaqHwoOtOIYSKQVciIiIiIiIiIiIiIiK6X8THx2s6d+4c1qtXrwYxMTE+hQU2ASA3N1fExMT4dOrUqdGIESNCjcbbL5aZkJCgbt++fYOXX345tLCgKwAkJia6vPzyy6ERERFhmZmZTlUFvHr1qqZNmzYNp02bVtuZoCsA6PV6l8jISP+JEyc+4Ex7g8EgBg0aVKtTp06Ntm/f7lvc87Znzx7vxx57rMHjjz9eJz09vVTZpueff75Gly5dGsXExDgM9jkrJibGo1GjRk2WLFlS3VHQtTL4/vvvfZo2bdp07dq1VRwFXQFL6HDnzp2+HTt2bLxgwYJCg7kFRURE3GjUqFF+qDsrK0v1+eefO91faeHChYHK6T59+qQUDLoWZdGiRf5t27ZtEhUV5eco6ApYHue2bdt827dv33jVqlXezq67devWDfv371//+++/Dywu6AoAmZmZ6hUrVgS2aNGiydtvv13V2e0UJioqSte8efOmK1euDHAUWAQAg8GgWr58edV27do1vHz5st2++p///Kfqo48+WuT7ITU1VTN37tyQvn371snLK1URZ6fs2bPHo2HDhk3Gjx9f59ChQ7qigq628W3YsMG/f//+9aOionRFta0s1qxZ46uc1ul0poceesjpmySU1KlTp9wKzgsKCir/F7sMMOxKRPcM60V3YQDCcbP62REA/1iXl0nQVbG9goFX24nMsuKqZRAREdF9bz+A12AJvAKWAIIvgIYAqsMScjXDck5zGMBzAJ6TUh6yVocFAEgpzdZznNPWWa6K9bF6KxEREVHl9zssN0gBANsdYIcDWCSE8JVSGoH8oOs0Rb9jAF4FsK2oz8SEEA/AUjV2KhwHXYWUssR34SUiIiIiIiIiIiIiIiKqjI4fP+7Wrl27hrt37/ZxtNzd3d3s5eV1y/dvUkp8++23gT169Ai7neBYamqqukuXLg0OHz5sF+rSarVmnU7n8Pu+3bt3+zz77LO1i1t3dna26NSpU/1jx445DLlqtVqzr6+v0d3d/ba/F0xJSVF17ty53urVqwMcXbKm1WrNHh4eDtcfHR3t17FjxwZXr169rXDp7Nmza7z//vtBZvPN1Qsh4O3tbVKr1U6v5+DBg+5PPPFEfb1eb1d90d3d3Vya5+ZO+v77731GjRpVNyMj45YHrlar4e3tbVJcfgij0ShmzpxZ+8svv/Rzdhvjxo3TK6eXL18eWFjbwiQnJ6s3btzor5w3derURGf7f/LJJ1WmTZv2gDIIqlKp4O3tbdJoNLfsgAaDQTVs2LCww4cPFxtcBYD09HSHO45KpYKXl5fJy8vL5KjSqMlkEnPnzg15/vnnazj7WAravXu3x4ABA+qlpaXlj0GlUsHHx8ekVqtveWznzp1z79evX5gt1Pr6669XmzdvXogyAKzRaGTB194mOjrab9q0aTVvd7zOWLp0qV+PHj0anD9/3uHzr9FopK+vr9HRawcAUkqnQv0V2blz51w//PBDu/1i5MiReq1WW27X+K5cudLufa3RaGR4eHh2Ye0rkkp5pwEiooKsF95JABG4WWVVC+AbKWW2YnmZklImCCFGA/geQFcAo6WUXxcYExEREZEdKaVZCLEUluDCq7Cct0hYwq22T0FOAdgDYLaUMlvRN//8QnG+kWydlQdL4DWjwHIiIiIiqmSsFVXjhRB9AawC0BqW8z0XWAKvZgCjhRAfwz7o+juA9wBsVJ5HOli/K4AOAF6E/Y0xlRVdK8WXtkRERERERERERERERHR/GTVqVHK7du1uAMAPP/xQRVmt9Mknn0xu3779jcL6NmrUyOBofkJCgvqxxx6rn5CQkF9VVa1Wyz59+qSMHDkyuXPnzpl+fn5mAMjKyhJbt27VLVy4sOqOHTvyq/XFxMT4zJgxI3jx4sVXSvJ4Jk6cWOv06dPuANC0adOs6dOnJzzxxBPp1apVMwGAXq9Xf//9977/93//F6wMY27YsMF//fr1Sf369csobN1vvvlmtXPnzrkr50VERKT+61//SurcuXOmbRsAkJOTI06cOOF26NAhj+joaJ+YmBgfZy4/GzFiRK0DBw54KedVrVo1b9asWVeHDBmSWqtWrTzA8hyvWrXK94MPPqhx6dKl/KqDf/75p8egQYMe2L179zlHIcLC/P77754///xzFQBwdXWVw4cPTxw+fPj1hx56KEuj0cBoNOLPP/90i4yMdBheVnr22WfrZGZmqgEgPDw8c+rUqdf69OmT7u/vbwaAa9euqVetWuUbEhKSGxISkvvuu+9eAoD9+/d7/vTTT/nVTVu0aHFj6NChyY63AjgKS5eFU6dOuY4dO7aO0Wi0C4AOHjxYP3HixKSOHTtmaTQa5OTkiK1bt+o++eSTqtu2bfOVUmL69Om1AgICnEppjxs3Lvn111+vaQuEnjlzxn379u2e3bt3L/Q9V9CSJUuqKCv/Nm7cOKtTp05OVbg8ffq0e2RkpL+UElqt1jxy5Ej9sGHDrnfo0CFLrVbDbDbjt99+85g/f341ZaA2Ly9PTJgwodaRI0fOODvOJk2aZEVERKQ9/PDDma1bt84ODQ3Ns+2feXl5OHr0qPu6det8vvzyy6rK9+WHH34Y1Llz54zevXtnOrstwBLKHTp0aF2DwaBSq9Vy8ODBSWPHjk165JFH8vfnHTt26F577bUg5fvt2LFjngsWLAioX79+zltvvVUTALy9vU2TJ09OGDp0aEqzZs1yACAjI0O1evVqn3nz5tW8cuVK/nHuiy++qDp+/PikVq1aOTw2lsb69eu9Jk+eXKdghdl27dpljBo1KqlXr17poaGh+SWxL126pNm7d6/n5s2bfaKjo30Lhs8ro5UrV/rMnDkzNCUlJT/DWa9evex33nnnanltMzMzU6xevdqu6nJ4eHiG7W9YRSd43TMR3UuEECsBPI2bYZEOUsoDd2C7NQA0kVJut04zWEJERETFEkJoALSHpcprVQBVAPwNYD2ArVLKE9Z2hQYNhBAeAD6EpSIXAKQCaC+lPFvOwyciIiKiciaEUEspTdYKrGsAtMTNwCsAnAbQUNHldwDvAthQVNBVsf72AOYC6GWdxaArERERERERERERERE57ciRI5s1Gk1jrVbr26BBg/OlWVcf8Z/WZTUucixSvnrkbo+hPAwcOLD2unXr8kM9CxYsiJ0+fXqhYcPCdOnSJWzXrl35ocigoKDcFStWXHj00UeLDOEtWrTIf8aMGbVtlRSFENixY8dfXbp0KbRfcHBws/j4eNeC85977rmrH330UXxh/c6fP+/y8MMPN7p27Vp+AKx79+6p27Ztu1BYnzp16jS5ePFifkXFefPm/fPGG29cK+ox2WRkZKi+++4730mTJl0vrM3SpUv9JkyYUEc5r3379hmbNm06bwuKFpSZmSkGDhxYZ+vWrb7K+W+99dblOXPmFFrh83//+1+VGTNm1C44PzAwMG/Tpk1nw8PDnQ7rCSEcHnNK8vw4GtOAAQOS165dG+ts/7LSoUOH+vv3788PQGq1WvOKFSvO9+/fv9Ag9EcffRQwe/bsWo5iDxs3bjzbp08fh33Hjx9f8/PPP69mm+7fv3/yTz/9FOvsWMPCwppcuHAhf5/84IMP4mbNmpXkqG1hr3loaGhOZGTkOVuQ05FZs2YFffTRR3bVNPfu3XuqQ4cORX6X/tJLL1V/6qmnUtu0aePU/nT9+nXVU089VScmJib/+BEeHp558ODBIoO1Z86ccW3YsGGzgvO9vLxMq1evPt+zZ0+HYdm8vDxERESEKStQP/DAAwaz2Szi4uLcGjZsmL1ly5azyhCp0qVLlzRt27ZtrDyOjB49OnH58uWXixpvSY+1cXFxLg8++GDj1NTU/JCnVqs1L168OHb06NEpRW0LsITvly5d6t+xY8cbrVu3LvMgblnZsGGD1+nTp/P3Z5PJhIyMDPWFCxfc9u3b53X58mU3ZfvmzZvfiIyMPB8SEuLw9SkLzz33XNCCBQvs9v3ly5f/7czzfjvOnDkTZjAYUo1G46nWrVv3Kr5H0Zy/5QERUQUnhFADsN2VJw+AEZawR1mtv9Dy51LKq4qgq4pBVyIiInKGlNIopfwVQF8ADwJoACBCSvlBcUFXa1AWAEIB9FAsOgEgtahzFyIiIiKqHKxBV7WU8iKAp2AJs7rA8tkXANRXND8GJyq6Flj/fmufDQB6WoOugkFXIiIiIiIiIiIiIiIiup/8/PPPXsqgq6+vr3Hr1q1niwu6AsCUKVOuz507N7+Sq5QS7777bvWSjmHYsGH6ooKuABAWFpb3zjvv2AXSYmJifLKyshxeK5aZmSmUQdfAwMC8efPmOR3k9PLyMhcVdAWA9957L0g5Xbt2bcOWLVsKDboCgE6nk+vXr/+7WbNmdtVAFyxYUD0nJ6dE172p1Wr5888/nytJ0LUw48ePv1aSoGtFsW3bNk9l0BUAPvroo7iigq4AMHPmzKRZs2YVuc85MmPGDL2yAm9UVJT/tWvX1M70jYqK0imDrjqdzjR27Ngi97GCdDqdafPmzUUGXQFg/vz58fXr17f77nzFihV+xa3/v//9b4KzQVcA8Pf3N2/evPlC7dq18/scOnRId/jwYW1R/QrzxRdf/F1Y0BUAXFxcsHTp0kvK1+DixYvauLg4N19fX2N0dPS5woKuABAaGmpUHrMAYNOmTcU+LyX1+uuvV1cGXdVqNdasWXPO2cClm5ubnDZtWnJFDroCwLJlywJefPHFUNu/V155JfSdd94JXrVqVYAy6PrAAw8Y3n333UuHDx8+XZ5B1927d3ssWrTI7m9Q8+bNb4wcObJcgq7lgWFXIqo0igpsWC/CMwFIt86SADSwhEZsQdjb3qYQog2A4c704cWAREREdBtypMUNWIMLtvOQwoKuUkqjEMIdwDcAaisWL5JSJvLmG0RERET3hgKB174ADuFmZVcBy+dg1wF8AmCdlDLLmRufKM43fwEwQkq5jTdxIyIiIiIiIiIiIiIiovvR/Pnz7YJBr7zyypUmTZoUGaRTmjNnzrWaNWvmt9+2bZtffHy8pqg+Sj4+PqZFixb940zb4cOHp/j7++cHpUwmk9i/f7+Ho7ZJSUl2YwgODs5Vq2/rsnqH1q9f76UMLgLAxx9/fMnb27vY6+m1Wq1csmRJnPKrTb1e7/LVV1+VKHT37LPP6jt27OjUzYCL4ufnZ/zggw+uFN+y4lmyZEmgcjo8PDxz4sSJTgVI33rrrQTlvuuMJk2a5DzyyCNptumcnByxePHiAGf6Ll682G6sAwcOTHZmf1GaOnVqgjPvT7VajREjRthVjP399989C2tfGlqtVk6cONGuKvHWrVu9CmtfmK5du6YOGjQovbh29evXz23VqtUtgdhZs2ZdrVWrVp6jPkojRoxIcXNzy782IDEx0eXy5ctOH7OKk5CQoP7xxx/t9olJkyYl9O7du9AQ770sMDAw78knn7zev3//NBcXl+I73KZr166pn3322bpGozH/wOri4iI///zzOGU4uqKrPCMlovuaNcwqhRCuQogwIYSPcrniIjzbSZmr9Wc363LT7WxXsd5WAL4SQsy7nfUQERERFUUZKLCFWwsLGViDDkYhhAcsFbjaKBZ/IKVcZW3Hyq5ERERE9xgp5RUAp2yTsIRdBQB/ABHWeYWeSxZYl1QEXtOtP3kTNyIiIiIiIiIiIiIiIrqvXL16VbNv3z5v27ROpzNNmTIluSTrcHFxQd++ffOr5pnNZmzfvl3nbP8BAwY4HfjTaDRo0aKFXUXUP//802EFSX9/f7tr6C9cuKBNT08vsxxRZGSk3TX9YWFhhn79+hVZTVTpoYceym7Tpo1d+C0qKsqnsPaOTJkyJan4VsUbOHBgsk6nq3Q3Bjabzdi5c6evcl7B0GVRtFqtHD58eImfw8mTJ9tt4+uvvw40m4vehePj4zVbtmyxCzNPmzZNX5LtqlQqzJgxw+k+nTp1stu/Coazy9LDDz9st60DBw44fQyw+de//uX0a9GyZUu744BarcbkyZOdOnZ5e3ub69ataxcSP378uLuz2y7O2rVrfQwGQ/6xRqvVmufOnZtQVuuvbPR6vcuHH34Y1Lhx46ajR48OyczMLPPre3NyckT//v3rXrlyxVU5/5VXXrnStm3bUt8Q4E4qs9Q1EVF5sl585w7gGQCTAcQIId6TUuqBm2FYAAcAjAdgAuAGoK8QoouUMuZ2ty2ECAMwzjr5uhDiupRyYWkeDxEREdHtslb2CgQQCSBcsWgdLFVebe0q3QdvREREROSY7UZuQohFAEbiZtAVsHwOpoblczOTEGKylNKpu6HynJGIiIiIiIiIiIiIiIjud1u3btUpvzZr165dhoeHR4m/R2vVqlWWcnrv3r26ESNGpDrTt3Pnzk4HRAGgdu3adlUtU1NTHZZr9fb2NoeFhRnOnz+vBYCMjAx1v3796nz33XexwcHBRkd9SuLQoUN2Yb7evXunFNa2MP3797+uXM+RI0ecrrzp6+trLKsQV9euXUv0GlQUJ0+edEtLS8t//dVqNZ5++um0ovoU9PTTT6e+8847wSXp89RTT6WHhITkXL582Q0A4uLi3DZs2ODVv3//Qp/HhQsXBuTl5eWH/Nq0aZPZunVrQ0m2GxYWll29enWnC6E1bNjQ7r2SkZFxW6WNk5OT1UePHtVeu3bNJS0tTZWVlaWSUoqCbZTT8fHxrigBIQR69OjhdOXT0NDQXOV0/fr1s6pUqeL0cxMUFJR76tSp/KrQKSkpZVb2effu3XZVbR999NH0atWq3VYBu4pu/fr1FwFctE0bDAah1+vVx48fd9+xY4fXDz/8EJCYmOgCWCpxf/XVV1WPHTvmGRMTc9bPz69MbkhuNpsxaNCg2vv377d73vv06XP99ddfv1YW27iTGHYlokpBCOEKYCCAqQAehKXSqlkI8b6UUq+4MG8PgFQAAbBc9FcVQC8hxBFbhYoSbFNlrWbREUAd6/oMUPwhIiIiIipPiht62KZrAGgP4C0AjRRNtwL4VEp54g4PkYiIiIjuECFEIwCTbJOwVHj1AFAbQB4AFwDDAEghxBRnA69ERERERERERERERERE97N9+/bZBTazsrJU7733XmBJ1/PXX3/ZVYxMSEhwcbZv3bp1c4pvdZOXl5ddaCw9Pb3QkNro0aMT58yZE2qb3rVrl0/dunWbR0REpPTt2zf18ccfzwgJCbmt4OuZM2fsKkGGh4ffKKxtYdq1a2cXEv7nn3/c0tPTVc5Uuq1fv36ZVSts3bp1pap8aHP48GEP5fQDDzxg8PLyKlGArnnz5gZ3d3dzdna201V/VSoVxowZo3/jjTdq2uYtWbKkamFhV7PZjG+++cbufTVu3DinK9Da1KxZs0TvFV9fX7v3yo0bN5wOdP7xxx9un332WUBkZKTfpUuX3EqyXaDo96Ujnp6epoCAAKcDoZ6ennavc3BwcG5hbZ3pX5ZVn0+cOGEXWm/fvv19c/2CVquVISEhxpCQkIw+ffpkvP3221enTZtWc/ny5VVtbY4fP+75zDPP1I6Ojv67LLY5duzYkA0bNvgr53Xs2DF99erVsWWx/juNYVciqtAUgdPmACbCEnS1XbzXHcB6IUSStfKrSkoZK4RYDOBFAK6wXPg3C5aL/74swXY1UkqjNVDyMgA/66Kz1n9ERERE5cpB0DUCwFgAjwKopmgaCWCxlHK7o35EREREdG+QUv4lhOgD4EcAsbB8/hUH4GsArXHzM7PhAMDAKxEREREREREREREREVHxEhMT7XI1+/bt8963b593addbWLVVR0pSjRGwVO9UMplMopCmeOGFF/Rbt2712b17t49tXk5OjoiMjPSPjIz0B4CQkJCcVq1a3Xj00UczevXqld6wYcNiQ3PZ2dnCYDDYhePq1atXorAdANSvX/+W8GJiYqLambCrn59fqavT2lSrVq3M1lUSS5Ys8Xe22qiXl5dp0qRJ15XzkpKS7Pbf4ODgEoVBAcv+VKNGjdy///5bW3zrm6ZMmZL07rvvBtn2gx07dvjExsa61K5dO69g23Xr1nlfuXIlv9Kpv7+/0dnKx0o+Pj4leq9oNPaxObO5+BywwWAQU6dODf7qq6+qFvXeKk5JgrXArSH24qjVarvrREvbvzSPtaDr16/bPfFhYWEl3i/vFR4eHnLZsmWXXV1dzZ9++ml12/wtW7b4/fzzz0VWQ3bG7Nmza3z55ZdVlfOaN29+Y/PmzRe0Wm2lvJaYYVciqtCsQVcAmAFLhVXActHe5wDmAki3hTkUbXcAGAogDEA2AHcAnwshMqWUq4vbpiLo6g7gJwANFIvnSynPlfJhERERERXLdo4jhJgCy3nQMw6aLQfwhZRyv7Utg65ERERE9yDbeZ6UcrMQ4nEAgQB+lVJmCCGGAFgFoCUYeCUiIiIiIiIiIiIiIiIqkdTU1HLJ1ZSkSqYQZZYxu4VGo8GWLVsuzJ49O+iLL76olpOTc8vGLl++7Hb58mW39evX+8+ePRvNmjW7MW7cOP2kSZOSC4YFbfR6/S1BvoJVNJ3hKOir1+s1YWFhtwQmCypYmbI0fHx8ymxdJfHWW28Fx8fHuxbfEggKCsotGHYtGKouaeCxNP0CAwNN/fr1u75y5coAwBKWXLhwYcD7779/tWDbJUuW2FV1HTJkSNLtBPHK870CWIKuPXv2rPvLL7/4FN+6aCW9lLO0j628n5uSSEtLsztw+Pn53dZ+eS/56KOP4jdu3OivDH0XVQ3ZGf/5z3+qfvjhh0HKefXq1cvevn37ubt1TCsLZVZimIiovAghBgN4FoDtr/2nUsoJUkq9lPKWOzxIKfcA+Ng66Q5L4FUFYIUQYqwQoopi3becZFuDrp4ANgNoq1j0kZTyB2u/inMmQERERPcsIURVAL0APG2dpfzP5wsAXmbQlYiIiOjeJ6WUts+jpJS/AdhgDbpqpJQXADwF4BgsQQCDPwQAACAASURBVFfbl77DASwSQuic3Y4QQiuEKNHdeomIiIiIiIiIiIiIiIgqs9zc3HK5LlxKWWGuN3dzc5MLFy68cvbs2T9eeeWVK82aNbtRsDqs0okTJzynT59eu0mTJo2PHz/udgeHSpXMjBkzEpXT3333XaDRaF8k98KFCy67d+/2tU2rVCpMnz5df4eGWCJz586tXjDo6uvraxwxYkTi0qVL/96zZ89fly5dOp6WlnYsLy/viJQy/9/p06dP3K1xU8Wn1Wpl//797cLqBw4c8Lrd9S1YsKDKa6+9FqKcFxoamrN9+/azgYGBlTpczMquRFQZNIAl2KECsE5KORmwBFWllHYHYUWVi8XWUOsbuBl4dQfwGYAWQogoKeVmB/2rAqgPYCGA5opFPwP42jbBIAkRERHdCVLKRCHEJAAfABgIIAvAHgCLpJSbC7Tl+QkRERHRPUx5vielNFt/Gq2fkV0UQjwFYA1us8KrEKIagH4A8oQQG6WUSeX0UIiIiIiIiIiIiIiIiIgqDD8/P7tk3sSJExOWLFly5W6NpzyFhoYa33777YS33347ISUlRbVz507dL7/8ojtw4IDu2LFjuoLB37Nnz7p37969wf79+/+qW7euXaVVR2GqglVGnZGcnHxLn8DAQKOjtnSrgtV0MzIySvwalKZfhw4dslu1apV59OhRHQBcu3bN5ccff/QdNmxYqq3NwoULA02mm8N85JFH0ho0aJB7O9srT2lpaapFixZVV87r06fP9R9++CHOy8ur2CqZ6enpLEhp5ePjY0xMTHSxTaekpNzW/nWvadWqVZZyOi0tTZ2cnKx2VOG6KMuXL/ebPXt2beVlw9WrV8/dvn372dDQ0Ep//OQbiYgqlIKVVoUQHgCehOV4dQ3AYlu7gkFVIL/Khcr6+38AzLcucgdgACAATAawSgjxvRDiOSFEByHEk0KIcQC+AbAK9kHXrbBUk/2jDB8qERERkVOklJdgqeK6BJawwmRb0JXV5omIiIjuHbZzu6LO8WyfeylJKU22wCtus8Kr9QZwzwB43/rvWSFE4O0+FiIiIiIiIiIiIiIiIqLKokqVKnbBoOvXr98XReX8/PzMAwcOTF+wYEH8/v37z+r1+t+XLVv2d8uWLW8o2yUlJbnMmjWrZsH+7u7u0t3d3S4AeP78edeSjuPs2bO3VI6tWrVqpa5KWBJXrlw5oawOWtS/K1eu3FI5NCAgwFhgfSWuxGsymZCQkFDi185mwoQJdtVdP/vss/zvmvPy8vD9998HKJePHz++QlZ1XbdunY/BYMj/Tr5WrVo5q1evjnUm6ApYgr7lN7rKxd/f326/PHfuHCtE49ZwOgBkZmaWKNu5cuVKnwkTJjygDJBXqVLFuGXLlrP16tWrcCHy28GwKxFVGMoAqxDiAyHEI1LKLAC2E6dkAAcBy0V8ha3HVtnC+vuLAF61TmqtP80APGC5gO9DAL8CWAtL1dceAJR341gD4AMp5VbruBgoISIiojvOGlyYKqVcL6WMU8xnNVciIiKie4AQQmU7t7PezK22EKKNEKKH9Wdt6zKzrb2yvzXwqnIi8Oqt2KYtXFsNwLMAngegA+AH4E0AVcrr8RIRERERERERERERERFVFA8++KBdpb2TJ0963K2x3E3e3t7mMWPGpBw9evT08OHD7cKIW7du9c3KyrrlOvr69etnK6cPHTrkWdLtHjhwwO75rlmzZo63t7dT4UIC2rRpY7f/Xrx4UZuRkVGirNgff/yhzcrKuu182ciRI1MDAgLyK//+9ttv3qdOnXIFgB9++MFXr9fnh0Br1KiRO3jw4LTb3VZ5On78uLtyul+/fte1Wq3T12gW3JfvZ82bN7cLze/fv7/Qm3PfT/R6vd3NFIQQqF69utOVWCMjI71GjhxZ12g05h+Pvb29TZs2bTrbvHnznLIc693EsCsRVQhCCKEIus4HMBPANiFEawCHrM2OSykzhRAluuOFlPJtABMAnICluqsaQC4ACSDH+s9snaf0EYC3pZTbFGNkoISIiIjuCp6HEBEREd27FCHWGUKIVQDOAPgNQDQsN387LoTYKIR4TghRXXmzN+U6nAi8fiqEqCOEcLGGausC+BcsQdcaitX9W0p5upweLhEREREREREREREREVGZ0Wg0dtdVmUymEhU36tOnT7py+vTp0x6xsbH3dYXGBQsW/KN8Xg0Gg+rkyZPagu3Cw8MzldObNm3yLem21q9f76ecbt269Y3C2lZEpd3/Sqtp06Y5Pj4++YXETCYTVq9e7VOSdaxevbrEr5uSm5ubHDZsWJJtWkqJTz75JBCwr/IKAMOHD9er1erSbK7cJCYm2gURQ0JCSlQlMyoqqlTP472kU6dOGcrpPXv2eCckJFTMF/4OOnTokF0g2tfX1+jm5ubUtcExMTEegwcPDsvJyck/xnh4eJh/+umnc+3atcsuqm9lw7ArEVUItvCGEGI5gNkAsmGp6LoXQBdrM1s1CafvXGCrciGl/BzAOABzAFyGJeAqALjBUvFVZd1eEoAdAAZLKWdLKY9b18OgKxERERERERERlRlFZVVXIcTDQog1sNx8bQAsIVXbzdnMADwA9AYwH8BvQojuQgi/guu0Bl7VRQRehwD4AsAcIcQwAIthuelcdcVqRls/S8sfIxEREREREREREREREVFFpdPp7G4Um5aWVqJAVVhYWF6zZs3yA5ZmsxlvvPFG9aL63Ov8/PzMvr6+dtfsO6oW2rdvX7sKnefOnXPftGmT0xUcDxw44H7o0CEv5bxevXqllnS8d1PBKrTp6el3NNCnUqnQpUsXu+esYMC0KAaDQXz33XcBpR3HjBkz9Gq1Oj9vsXLlyoDDhw9r9+/f722bp9Fo5JQpU5Icr+Huc3V1tcuLpKamOv1a7ty50/PIkSOsXmo1cODANHd39/z3hsFgUL399tv39XE1MzNTbNy40V8576GHHkovrL3SoUOHtE8++WR9ZQVmNzc3uXLlyvNdu3atVDcIcAbDrkRU0fxo/ekOSxVWFwA1rfO8gJJVNbNe4Cesvx+UUn4EoB2AgQBeg+UCwuUAPgAwC0B7AEOllKsLrIdBVyIiIiIiIiIiKjPWyqpaAE8DeBeWkCtw83N7F1huzqYCoAYgYQm+PgBgNYDJQog6tvUpPgMzFQi8HsbN8CwAdAbwKoBvAETg5g3mAEvQ9Wvb+viZGBEREREREREREREREVV01atXz1NOnz59+pYKpMV55ZVXriqnv/3226o//vhjiapjKpnN5uIb3QF5eXnFN3Lg6tWrmpSUFLvqtjVr1rxlZU888URGWFiYQTnvueeeq5WZmVnsTXVzcnLEhAkTaim/kqxatWreyJEjK1XYNSgoyO55uXDhQon3v9KaNGmSXjl98OBBr08//dS/sPZKc+fOrX758mW30o6hdu3aeT169Mh/7VJSUjSDBg2qq3x9IyIiUkNDQ50ufHan1axZ066Sa3R0tFOVWtPT01Vjx46tXS6DqqSqVatmGjp0qN1+uWTJkupRUVFlHghu27ZtAyFEa9u/4ODgZmW9DcASDC9N/6lTp9ZMTEy0O64OHDgwpbh+J0+edOvVq1d95Y0cNBqN/Prrry/06dMno6i+lRXDrkRUoUgpt+JmJVctbladAIAOQohBt7HO/DMkIYRKSpkgpdwupfyPtXrrWCnl81LKj6WUf8NS3ZWVK4iIiIiIiIiIqNwIIVwA9AUwG0AHWMKsgCWc+j2AMQCehSWYus66XGNt4wPgJQAzhBBNAfvPwKyBV5U18Po0gK0Asq2LzQBMAGxfIpoAJMNyAzhb0FXFoCsRERERERERERERERFVBq1bt85STkdHR/vFxsa6FNbekSFDhqQpK+yZTCaMGjWq7nvvved0hUwAiI+P17z44ovVH3300Xol6VdeVq5c6du6desG33zzja+zwVej0YgJEyaEmEym/HnBwcG59erVy3XU/vnnn49XTp8/f17bq1evsPT09ELzSllZWaJ///4PHD9+3FM5f8aMGVfd3Nwq1feU4eHh2Wr1zQKgly5dclu7dq13EV3KXI8ePW60bdvWLvQ2c+bMWuvXr/cqrA8AfPzxx1U+/PDDoLIax7Rp0xKV0xcvXrQL/hYM5VY03bp1s3sOjxw5onv//feLrHp79epVTadOneoXfKwEzJs3L8HPzy8/3GwymTBgwIB6X3/9tVMh4ry8PCxcuLDKkSNHKsRzu337dt2DDz7Y8KeffvIuyQ0NUlJSVEOHDg39+uuvqyrnN2vW7MaIESOKDPdfvHjRpWfPnvWTkpLy/6ap1WosXbr04uDBg9OK6luZaYpvQkR0Z0kpdwshugLYCUvViTxYqlcIABFCiBgp5W2d6Egpb/mrYr14z2yrVmG7kI8X9BERERERERERUVmzfRYFoDWAqQAetC2CpdrqvwGkSylzC/QbCWAkgE6wBF89AYwGUEMI8aI12JrP+nmXSkoZJ4QYDWAmgJ4AmuHmjTBTAfwCYKGUcrt1O8LRZ2hEREREREREREREREREFVGPHj0yvLy8TBkZGWoASEtLU7do0aJJz549Uxo0aGDQ6XRmZQ2kRo0aGfr27XtLNby1a9f+3bZt20aXLl1yAyyVR1988cXQL774InDUqFH6iIiIjJYtWxo0mpsxnPj4eM3hw4fdDx065BEdHe177NgxnclkQsFqp3eLlBJHjx7VjRw5Ujd9+nRT9+7dU7t27Zretm3brKZNm+Zotdr86+VjY2NdoqKivBYtWlTtzz//9FCuZ/z48ddUKsfZ1fHjx6ds3LjxemRkZH4l0T179ng3bNiwyaxZs64+88wzqcHBwUYAuHbtmnr16tW+77//fo24uDi7aqIPP/xw+ksvvVShw5COeHl5mTt06JD+66+/5gdchwwZEtalS5e0li1b3vD19TUpw7BeXl6mSZMmXS/rcSxbtiwuPDy8scFgUAGAwWBQDRgwoP7gwYP1kydPTurQoUOWWq1GTk6O2LZtm+6TTz6punXrVl/bmKpUqZIXGxtbqlDh448/nlmvXr3sc+fOuRdc9sADDzh831UknTp1ymrcuHHWqVOn8vf/559/vtaBAwd006dPT+zQoUOWRqOB2WzG8ePHtT/++KPvp59+Wj09PV0NAOHh4ZmHDh0q88qllVVoaKjxyy+//HvgwIH1beF5g8GgGjVqVN1PP/00Y9SoUUm9evVKDwkJyQ/EXr58WbN3717PzZs3e0dFRfnp9XqXjRs3ngVQIY6px48f9xwwYEC96tWr5/bu3Tvl4Ycfzmzbtm1WvXr1cl1cbt5jISkpSb1//36PyMhInzVr1lRJTk62y2/qdDrTZ599FlfYcdWme/fu9ePj412V88LDwzP0er2mpDdjAAr/+1fRMOxKRBWSlHJXgcBrLgBXACOs81bYwqllsC2z9SfDrUREREREREREVG4KBEmnA3gEluCqALBISjmtQFsphHCVUuZKKb8WQlQF0AhAICyfl+kAeBYMutooAq9XhRCvA/gMloqxVQBoAXwJ4LyU8opym+Xw0ImIiIiIiIiIiIiIiIjKhU6nkxMnTrw2f/78/AqV6enp6tWrVzusyDhgwIBkR2GfatWqmaKios72798/TBnWO3funPucOXNC58yZAyEEPD09TUIIZGVlqZXVTyu6tLQ09dq1a6usXbu2im2eu7u72c3NzZydna3OyckRjvo98sgj6XPmzEl0tMzmm2++iXvsscdcDh48mF9J9OrVq67PP/98reeff76WVqs1q1QqZGVlOUx2NWnSJGvVqlUXiwt+VVSvvPLK1T59+uRXezQajWLbtm2+27Ztu6WCZVBQUG55hF2bNm2a89lnn10cM2ZMHZPJJADAbDZjxYoVgStWrAhUq9Xw9PQ0ZWRkqJVfCQshsGDBgrglS5ZUjY2NLfU4xo0bl/jCCy/UKjh/1KhRFT7IrFKp8PHHH1/q3bt3g7y8vPz3w5o1a6qsWbOmikajkTqdzpSRkaG2Pcc29erVy/7kk08utW/fvvGdH3nF1a9fv4xFixZdnD59eu3c3Nz852z//v1e+/fv9wIAFxcX6enpabpx44Za+bzfLuXNDcpLQkKC67Jly6otW7asmm2e7XialZWlVj7WgnQ6nennn38+16FDh+zitvP333/fEkBXPnclVdjfv4qmcv4lIKL7gpRyF4Cu1klXWO7G4AJguRCik/ViPx7HiIiIiIiIiIioUrAFSYUQkwEMsc4WAH6wBV2FEGpbW2v4NFcIoRZCdIKlqms1WAKyrgC2Syl7W/s5/JxMcaO3LCnlBSnlHCnlRCnlKCnlblvQVTk+IiIiIiIiIiIiIiIiosrknXfeuTps2LBSh+kaN26ce+TIkdODBg1KUlbjtJFSIjMzU20NuzlchxACjRo1yirtWMpCcaGv7OxsVWpqqsZR0FUIgWeeeSZp27Zt5x09F0p+fn7mXbt2nXv66aeTHG3TYDCoCgu6PvbYYyl79+49U6NGDaOj5ZXB448/nvnBBx/EarVac/Gty8+IESNSv/zyy791Ot0tO6fJZEJ6erpd0NXFxUV+/PHHsaNHj04pqzFMmDDhesHta7Va86RJk5LLahvlKSIi4sann3560dFraTQaRWpqqqZ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"text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "def plot_performance_compare_docker_vs_native(df_docker, df_native,\n", " groupby_level='batch_enabled', unstack_level=['batch_size','backend'],\n", " save_fig=False, save_fig_name='performance.docker_vs_native',\n", " title='', figsize=[default_figwidth, 8], rot=90):\n", " # Bars.\n", " df_docker = df_docker[df_docker.index.get_level_values('batch_enabled').isin([True])]\n", " df_bar = pd.merge(\n", " df_docker, df_native,\n", " how='inner', suffixes=('_docker', '_native'),\n", " on=[ 'model', 'backend', 'batch_size', 'batch_enabled', 'num_reps' ])\n", " df_bar = df_bar[['avg_fps_docker', 'avg_fps_native']]\n", " df_bar['avg_fps_norm'] = df_bar['avg_fps_docker'] / df_bar['avg_fps_native']\n", " df_bar = df_bar[['avg_fps_norm']]\n", "\n", " # Colormap.\n", " reds = ['red', 'indianred', 'brown', 'firebrick', 'maroon', 'darkred']\n", " yellows = ['cornsilk', 'lemonchiffon', 'palegoldenrod', 'khaki', 'yellow', 'gold']\n", " greens = ['palegreen', 'lightgreen', 'limegreen', 'green', 'forestgreen', 'darkgreen']\n", " blues = ['cornflowerblue', 'royalblue', 'mediumblue', 'blue', 'navy', 'midnightblue']\n", " purples = ['orchid', 'fuchsia', 'mediumorchid', 'darkviolet', 'purple', 'indigo']\n", " colornames = reds + yellows + greens + blues + purples\n", " colormap = mp.colors.ListedColormap(colornames, name='from_list', N=len(colornames))\n", " \n", " # Plot.\n", " mean = df_bar.groupby(level=df_bar.index.names[:-1]).mean().unstack(unstack_level[1]).unstack(unstack_level[0])\n", " std = df_bar.groupby(level=df_bar.index.names[:-1]).std().unstack(unstack_level[1]).unstack(unstack_level[0])\n", " axes = mean \\\n", " .groupby(level=groupby_level) \\\n", " .plot(yerr=std, kind='bar', grid=True, rot=rot, ylim=[0.0,1.201],\n", " figsize=figsize, width=default_barwidth, fontsize=default_fontsize, colormap=colormap)\n", " \n", " title = 'Compare Docker vs Native Performance (Normalized to Native) on 5 Models from the Pareto Frontier'\n", " xtics = df_bar.groupby(level=df_bar.index.names[:-1]).median().index.get_level_values('model').drop_duplicates()\n", " xlabel = 'Model'\n", " ylabel = ''\n", " for num, ax in enumerate(axes):\n", " # Title.\n", " ax.set_title(title)\n", " # X label.\n", " ax.set_xlabel(xlabel)\n", " # X ticks.\n", " ax.set_xticklabels(xtics)\n", " # Y axis.\n", " ax.set_ylabel(ylabel)\n", " # Shrink current axis by 20%\n", " box = ax.get_position()\n", " ax.set_position([box.x0, box.y0, box.width * 0.8, box.height])\n", " patches, labels = ax.get_legend_handles_labels()\n", " # Legend.\n", " labels = [x.strip('(avg_fps_norm,') for x in labels]\n", " labels = [x.strip(')') for x in labels]\n", " ax.legend(patches, labels, title='Backend, Batch Size', loc='center left', bbox_to_anchor=(1, 0.5),fontsize=default_fontsize)\n", " # Put a legend to the right of the current axis.\n", " if save_fig:\n", " save_fig_path = os.path.join(save_fig_dir, '%s.%s' % (save_fig_name, save_fig_ext))\n", " ax.figure.savefig(save_fig_path, dpi=default_figdpi, bbox_inches='tight') \n", " \n", "plot_performance_compare_docker_vs_native(dfs_perf, dfs_perf_native, rot=45, save_fig=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "### Plot exploration" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [], "source": [ "# Plotting settings.\n", "model_to_color = { \n", " 'rcnn-inception-resnet-v2-lowproposals' : 'gold',\n", " 'rcnn-inception-v2' : 'goldenrod',\n", " 'rcnn-nas-lowproposals' : 'red',\n", " 'rcnn-resnet101-lowproposals' : 'brown',\n", " 'rcnn-resnet50-lowproposals' : 'orangered',\n", " \n", " 'ssd-mobilenet-v1-fpn' : 'cyan',\n", " 'ssd-inception-v2' : 'cadetblue',\n", " 'ssd-mobilenet-v1-non-quantized-mlperf' : 'deepskyblue',\n", " 'ssd-mobilenet-v1-quantized-mlperf' : 'royalblue',\n", " 'ssd-resnet50-fpn' : 'navy',\n", " \n", " 'ssdlite-mobilenet-v2' : 'violet',\n", " 'yolo-v3' : 'gray'\n", "}\n", "\n", "backend_to_marker = {\n", " 'tensorrt' : '1',\n", " 'tensorrt-dynamic' : '2',\n", " 'cuda' : '3',\n", " 'cpu' : '4',\n", " 'cpu-prebuilt' : '+'\n", "}\n", "\n", "resize_to_marker = {\n", " 'no-resize' : 'x',\n", " 'model-resize' : '*'\n", "}\n", "\n", "bs_to_size = {\n", " 1 : 1.0,\n", " 2 : 1.5,\n", " 4 : 2.0,\n", " 8 : 2.5,\n", " 16 : 3.0,\n", " 32 : 3.5\n", "}\n", "\n", "### not used anymore, left in case should change the policy\n", "# model_to_real_name = { \n", "# 'ssd-mobilenet-v1-fpn' : 'ssd_mobilenet_v1_fpn_coco',\n", "# 'rcnn-inception-resnet-v2-lowproposals' : 'faster_rcnn_inception_resnet_v2_atrous_lowproposals_coco',\n", "# 'rcnn-nas-lowproposals' : 'faster_rcnn_nas_lowproposals_coco',\n", "# 'rcnn-resnet101-lowproposals' : 'faster_rcnn_resnet101_lowproposals_coco',\n", "# 'rcnn-inception-v2' : 'faster_rcnn_inception_resnet_v2_atrous_coco',\n", "# 'rcnn-nas-non-lowproposal' : 'faster_rcnn_nas',\n", "# 'ssd-inception-v2' : 'ssd_inception_v2_coco',\n", "# 'ssd-mobilenet-v1-non-quantized-mlperf' : 'ssd_mobilenet_v1_coco',\n", "# 'ssd-mobilenet-v1-quantized-mlperf' : 'ssd_mobilenet_v1_quantized_coco',\n", "# 'ssd-resnet50-fpn' : 'ssd_resnet_50_fpn_coco',\n", "# 'ssdlite-mobilenet-v2' : 'ssdlite_mobilenet_v2_coco',\n", "# 'rcnn-resnet50-lowproposals' : 'faster_rcnn_resnet50_lowproposals_coco',\n", "# 'yolo-v3' : 'yolo v3'\n", "# }\n", "\n", "import matplotlib.lines as mlines\n", "mark1 = mlines.Line2D([], [], color='black', marker='1', linestyle='None',\n", " markersize=5, label='tensorrt')\n", "mark2 = mlines.Line2D([], [], color='black', marker='2', linestyle='None',\n", " markersize=5, label='tensorrt-dynamic')\n", "mark3 = mlines.Line2D([], [], color='black', marker='3', linestyle='None',\n", " markersize=5, label='cuda')\n", "mark4 = mlines.Line2D([], [], color='black', marker='4', linestyle='None',\n", " markersize=5, label=' cpu')\n", "mark5 = mlines.Line2D([], [], color='black', marker='+', linestyle='None',\n", " markersize=5, label=' cpu-prebuilt')\n", "handles2 = [ mark1, mark2, mark3, mark4, mark5 ]\n", "\n", "#mark1 = mlines.Line2D([], [], color='black', marker='x', linestyle='None',\n", "# markersize=5, label='no resize')\n", "#mark2 = mlines.Line2D([], [], color='black', marker='*', linestyle='None',\n", "# markersize=5, label='model resize')\n", "#handles2 = [ mark1,mark2 ]" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [], "source": [ "def merge_performance_accuracy(df_performance, df_accuracy, \n", " performance_metric='avg_fps', accuracy_metric='mAP', ideal=False):\n", " df = df_performance[[performance_metric]]\n", " \n", " for metric in accuracy_metric:\n", " accuracy_list = []\n", " for index, row in df.iterrows():\n", " (model, backend, batch_size, batch_count, batch_enabled, image_height, image_width, num_reps) = index\n", " if ideal:\n", " accuracy = df_accuracy.loc[(model, 'cuda', 1, 5000, False, image_height, image_width, 1)][metric]\n", " else:\n", " resize = 'no-resize' if batch_size == 1 else 'model-resize'\n", " if resize == 'no-resize' or model == 'yolo-v3':\n", " accuracy = df_accuracy.loc[(model, 'cuda', 1, 5000, False, image_height, image_width, 1)][metric]\n", " else:\n", " accuracy = df_accuracy.loc[(model, 'cuda', 1, 5000, True, image_height, image_width, 1)][metric]\n", " accuracy_list.append(accuracy)\n", "\n", " # Assign to the value of accuracy_metric.\n", " kwargs = { metric : accuracy_list }\n", " df = df.assign(**kwargs)\n", " return df" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [], "source": [ "def finalize_plot(ax, xmin, xmax, xstep, ymin, ymax, ystep, save_fig, save_fig_name, accuracy_metric):\n", " # X axis.\n", " xlabel = 'Images Per Second'\n", " ax.set_xlabel(xlabel)\n", " ax.set_xlim(xmin, xmax)\n", " ax.set_xticks(np.arange(xmin, xmax, xstep))\n", " for xtick in ax.xaxis.get_major_ticks(): xtick.label.set_fontsize(5)\n", " # Y axis.\n", " ylabel = accuracy_metric + ' %'\n", " ax.set_ylabel(ylabel)\n", " ax.set_ylim(ymin, ymax)\n", " ax.set_yticks(np.arange(ymin, ymax, ystep))\n", " for ytick in ax.yaxis.get_major_ticks(): ytick.label.set_fontsize(5)\n", " # Legend.\n", " handles = [ \n", " mp.patches.Patch(color=color, label=model)\n", " for (model, color) in sorted(model_to_color.items())\n", " ]\n", " handles += handles2\n", " plt.legend(title='', handles=handles[::-1], loc='best', prop={'size': 5})\n", " \n", " # Show with grid on.\n", " plt.grid(True)\n", " fig1 = plt.gcf()\n", " plt.show()\n", " plt.draw()\n", " \n", " # Save figure.\n", " if save_fig:\n", " save_fig_path = os.path.join(save_fig_dir, '%s.%s' % (save_fig_name, save_fig_ext))\n", " fig1.savefig(save_fig_path, dpi=default_figdpi, bbox_inches='tight') " ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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\n", 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\n", 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" }, { "data": { "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "def plot_dse(ideal=False,\n", " performance_metric='avg_fps', accuracy_metric=['mAP'],\n", " xmin=0.00, xmax=85.01, xstep=5,\n", " ymin=18.00, ymax=46.01, ystep=4,\n", " save_fig=False, save_fig_name='dse.full'):\n", " fig = plt.figure(figsize=(8,4), dpi=default_figdpi)\n", " ax = fig.gca()\n", " if ideal:\n", " save_fig_name += '.ideal'\n", " ax.set_title('Full Space Exploration with Ideal Accuracy')\n", " else:\n", " ax.set_title('Full Space Exploration with Measured Accuracy')\n", " df_performance_accuracy = merge_performance_accuracy(\n", " dfs_perf, dfs, performance_metric=performance_metric, accuracy_metric=accuracy_metric, ideal=ideal)\n", "\n", " df = df_performance_accuracy\n", " df = df.groupby(level=df.index.names[:-1]).mean()\n", " #display_in_full(df)\n", " accuracy_metric=accuracy_metric[0]\n", " for index, row in df.iterrows():\n", " (model, backend, batch_size, batch_count, batch_enabled, image_height, image_width) = index\n", " performance = row[performance_metric]\n", " accuracy = row[accuracy_metric]\n", "\n", " # Mark Pareto-optimal points.\n", " is_on_pareto = True\n", " for index1, row1 in df.iterrows():\n", " is_no_slower = row1[performance_metric] >= row[performance_metric]\n", " is_no_less_accurate = row1[accuracy_metric] >= row[accuracy_metric]\n", " is_faster = row1[performance_metric] > row[performance_metric]\n", " is_more_accurate = row1[accuracy_metric] > row[accuracy_metric]\n", " if ((is_faster and is_no_less_accurate) or (is_more_accurate and is_no_slower)):\n", " is_on_pareto = False\n", " break\n", "\n", " # Select marker, color and size.\n", " marker = backend_to_marker[backend]\n", " color = model_to_color[model]\n", " size = 2 + 4*bs_to_size[batch_size]\n", "\n", " # Plot.\n", " ax.plot(performance, accuracy, marker, markerfacecolor=color, markeredgecolor=color, markersize=size)\n", "\n", " # Mark Pareto-optimal points with scaled black pluses.\n", " if is_on_pareto:\n", " ax.plot(performance, accuracy, 'o', markersize=4,markerfacecolor='black', markeredgecolor='black')\n", "\n", " finalize_plot(ax, xmin, xmax, xstep, ymin, ymax, ystep, save_fig, save_fig_name, accuracy_metric)\n", " \n", "# NB: The accuracy metric has to be an array of 1 element for this function.\n", "plot_dse (ideal=False, ystep=2, save_fig=True, save_fig_name='dse.full')\n", "plot_dse (ideal=True, ystep=2, save_fig=True, save_fig_name='dse.full')\n", "plot_dse (ideal=True, accuracy_metric=['mAP_small'], ymin=0, ymax=22.01, ystep=2, save_fig=True, save_fig_name='dse.full.small')\n", "plot_dse (ideal=True, accuracy_metric=['mAP_large'], ymin=30, ymax=78.01, ystep=4, save_fig=True, save_fig_name='dse.full.large')" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" }, { "data": { "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "def plot_fastest(ideal=False,\n", " performance_metric='avg_fps', accuracy_metric=['mAP','mAP_large','mAP_medium','mAP_small'],\n", " xmin=0.0, xmax=85.01, xstep=5,\n", " ymin=[22,42,16,0], ymax=[46.01,78.01,56.01,22.01], ystep=[2,4,4,2],\n", " labelsize=5, ticksize=4,\n", " save_fig=False, save_fig_name='dse.fastest'):\n", " \n", " fig,ax = plt.subplots(2,2,sharex='col')\n", " if ideal:\n", " save_fig_name += '.ideal'\n", " fig.suptitle('Fastest Configuration with Ideal Accuracy')\n", " else:\n", " fig.suptitle('Fastest Configuration with Measured Accuracy')\n", " df_performance_accuracy = merge_performance_accuracy(\n", " dfs_perf, dfs, performance_metric=performance_metric, accuracy_metric=accuracy_metric, ideal=ideal)\n", " df_full = df_performance_accuracy\n", " for num,metric in enumerate (accuracy_metric):\n", " pos = (int(num/2),num%2)\n", " df = df_full[[metric,performance_metric]]\n", " df = df.groupby(level=df.index.names[:-1]).mean()\n", " df = df.groupby(level=df.index.names[:-4]).max()\n", " #display_in_full(df)\n", " points_to_plot=[]\n", " for index, row in df.iterrows():\n", " (model,backend, batch_size) = index\n", " performance = row[performance_metric]\n", " accuracy = row[metric]\n", " plot = True\n", " # Analyze points of the same model.\n", " for index1, row1 in df.iterrows():\n", " if index == index1:\n", " continue\n", " if index1[0] != model:\n", " continue\n", " is_faster = row1[performance_metric] > row[performance_metric]\n", " if is_faster:\n", " plot = False\n", " continue\n", "\n", " if plot: # no faster points have been found with the same model.\n", " # Select marker, color and size.\n", " marker = backend_to_marker[backend]\n", " color = model_to_color[model]\n", " size = 2 + 4*bs_to_size[batch_size]\n", " # Plot.\n", " ax[pos[0],pos[1]].plot(performance, accuracy, marker, markerfacecolor=color, markeredgecolor=color, markersize=size)\n", " ax[pos[0],pos[1]].grid(True)\n", " \n", " # X axis.\n", " xlabel = 'Images Per Second'\n", " ax[1,0].set_xlabel(xlabel, fontsize=labelsize)\n", " ax[1,0].set_xlim(xmin, xmax)\n", " ax[1,0].set_xticks(np.arange(xmin, xmax, xstep))\n", " for xtick in ax[1,0].xaxis.get_major_ticks(): xtick.label.set_fontsize(ticksize)\n", " ax[1,1].set_xlabel(xlabel, fontsize=labelsize)\n", " ax[1,1].set_xlim(xmin, xmax)\n", " ax[1,1].set_xticks(np.arange(xmin, xmax, xstep))\n", " for xtick in ax[1,1].xaxis.get_major_ticks(): xtick.label.set_fontsize(ticksize)\n", " \n", " # Y axis.\n", " ylabel = accuracy_metric[0]+' %'\n", " ax[0,0].set_ylabel(ylabel, fontsize=labelsize)\n", " ax[0,0].set_ylim(ymin[0], ymax[0])\n", " ax[0,0].set_yticks(np.arange(ymin[0], ymax[0], ystep[0]))\n", " for ytick in ax[0,0].yaxis.get_major_ticks(): ytick.label.set_fontsize(ticksize)\n", " \n", " ylabel = accuracy_metric[1]+' %'\n", " ax[0,1].set_ylabel(ylabel, fontsize=labelsize)\n", " ax[0,1].set_ylim(ymin[1], ymax[1])\n", " ax[0,1].set_yticks(np.arange(ymin[1], ymax[1], ystep[1]))\n", " for ytick in ax[0,1].yaxis.get_major_ticks(): ytick.label.set_fontsize(ticksize)\n", " \n", " ylabel = accuracy_metric[2]+' %'\n", " ax[1,0].set_ylabel(ylabel, fontsize=labelsize)\n", " ax[1,0].set_ylim(ymin[2], ymax[2])\n", " ax[1,0].set_yticks(np.arange(ymin[2], ymax[2], ystep[2]))\n", " for ytick in ax[1,0].yaxis.get_major_ticks(): ytick.label.set_fontsize(ticksize)\n", " \n", " ylabel = accuracy_metric[3]+' %'\n", " ax[1,1].set_ylabel(ylabel, fontsize=labelsize)\n", " ax[1,1].set_ylim(ymin[3], ymax[3])\n", " ax[1,1].set_yticks(np.arange(ymin[3], ymax[3], ystep[3]))\n", " for ytick in ax[1,1].yaxis.get_major_ticks(): ytick.label.set_fontsize(ticksize)\n", " \n", " # Legend.\n", " handles = [ \n", " mp.patches.Patch(color=color, label=model)\n", " for (model, color) in sorted(model_to_color.items())\n", " ]\n", " handles += handles2\n", " fig.legend(title='', handles=handles[::-1], \n", " loc='center right',\n", " borderaxespad=0.1,\n", " fontsize=4)\n", " plt.subplots_adjust(right=0.78)\n", " # Show with grid on.\n", " plt.grid(True)\n", " fig1 = plt.gcf()\n", " plt.show()\n", " plt.draw()\n", " \n", " # Save figure.\n", " if save_fig:\n", " save_fig_path = os.path.join(save_fig_dir, '%s.%s' % (save_fig_name, save_fig_ext))\n", " fig1.savefig(save_fig_path, dpi=default_figdpi, bbox_inches='tight') \n", " \n", "plot_fastest(ideal=True, save_fig=True)" ] } ], "metadata": { "celltoolbar": "Raw Cell Format", "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.6.9" } }, "nbformat": 4, "nbformat_minor": 1 }