From 4e1205d135486b6c1183276fd879b739879e2a63 Mon Sep 17 00:00:00 2001 From: Michael McKinsey Date: Mon, 4 Nov 2024 15:53:20 -0600 Subject: [PATCH 1/5] Add new notebook --- docs/index.rst | 1 + docs/tma_speedup_clustering.ipynb | 5454 +++++++++++++++++++++++++++++ 2 files changed, 5455 insertions(+) create mode 100644 docs/tma_speedup_clustering.ipynb diff --git a/docs/index.rst b/docs/index.rst index a3701d59..e55ac840 100644 --- a/docs/index.rst +++ b/docs/index.rst @@ -58,6 +58,7 @@ If you encounter bugs while using thicket, you can report them by opening an iss stats-functions.ipynb query_language.ipynb groupby_aggregate.ipynb + tma_speedup_clustering.ipynb vis_docs .. toctree:: diff --git a/docs/tma_speedup_clustering.ipynb b/docs/tma_speedup_clustering.ipynb new file mode 100644 index 00000000..ab17e937 --- /dev/null +++ b/docs/tma_speedup_clustering.ipynb @@ -0,0 +1,5454 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# RAJA Performance Suite Analysis: Thicket Tutorial\n", + "\n", + "In this notebook, we compose performance data from experiments using the RAJA Performance Suite on various hardware:\n", + "\n", + "- AMD MI-250X GPUs on LLNL's Tioga system\n", + "- NVIDIA V100 GPUs on LLNL's Lassen system\n", + "- Intel Sapphire Rapids CPUs, DDR nodes on LLNL's Poodle\n", + "- Intel Sapphire Rapids CPUS, HBM nodes on LLNL's Poodle\n", + "\n", + "We reproduce some of the analysis and visualizations from the paper:\n", + "\n", + "Olga Pearce, Jason Burmark, Rich Hornung, Befikir Bogale, Ian Lumsden, Michael McKinsey, Dewi Yokelson, David Boehme, \n", + "Stephanie Brink, Michela Taufer, and Tom Scogland. “RAJA Performance Suite: Performance Portability Analysis with \n", + "Caliper and Thicket”. SC-W 2024: Workshops of ACM/IEEE International Conference for High Performance Computing, \n", + "Networking, Storage, and Analysis. Performance, Portability & Productivity in HPC. 2024.\n", + "\n", + "## 1. Import Necessary Packages" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Warning: Roundtrip module could not be loaded. Requires jupyter notebook version <= 7.x.\n" + ] + } + ], + "source": [ + "import warnings\n", + "warnings.filterwarnings(\"ignore\")\n", + "\n", + "import pandas as pd\n", + "import numpy as np\n", + "from glob import glob\n", + "import matplotlib as mpl\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "import sklearn.cluster as sk\n", + "import plotly.graph_objects as go\n", + "from scipy.cluster.hierarchy import dendrogram\n", + "from scipy import stats\n", + "\n", + "import thicket as tt" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 2. Define Kernels to Analyze\n", + "\n", + "Define the sets of kernels to select for each tuning, separated by mi250x/v100 and Sapphire Rapids." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "mi250x_v100_kernels = {\n", + " \"block_256\": [\n", + " \"Algorithm_ATOMIC\",\n", + " \"Algorithm_MEMCPY\",\n", + " \"Algorithm_MEMSET\",\n", + " \"Apps_DEL_DOT_VEC_2D\",\n", + " \"Apps_EDGE3D\",\n", + " \"Apps_ENERGY\",\n", + " \"Apps_FIR\",\n", + " \"Apps_LTIMES\",\n", + " \"Apps_LTIMES_NOVIEW\",\n", + " \"Apps_MATVEC_3D_STENCIL\",\n", + " \"Apps_NODAL_ACCUMULATION_3D\",\n", + " \"Apps_PRESSURE\",\n", + " \"Apps_VOL3D\",\n", + " \"Apps_ZONAL_ACCUMULATION_3D\",\n", + " \"Basic_ARRAY_OF_PTRS\",\n", + " \"Basic_COPY8\",\n", + " \"Basic_DAXPY\",\n", + " \"Basic_DAXPY_ATOMIC\",\n", + " \"Basic_IF_QUAD\",\n", + " \"Basic_INDEXLIST\",\n", + " \"Basic_INDEXLIST_3LOOP\",\n", + " \"Basic_INIT3\",\n", + " \"Basic_INIT_VIEW1D\",\n", + " \"Basic_INIT_VIEW1D_OFFSET\",\n", + " \"Basic_MAT_MAT_SHARED\",\n", + " \"Basic_MULADDSUB\",\n", + " \"Basic_NESTED_INIT\",\n", + " \"Basic_PI_ATOMIC\",\n", + " \"Comm_HALO_EXCHANGE\",\n", + " \"Comm_HALO_PACKING\",\n", + " \"Comm_HALO_SENDRECV\",\n", + " \"Lcals_DIFF_PREDICT\",\n", + " \"Lcals_EOS\",\n", + " \"Lcals_FIRST_DIFF\",\n", + " \"Lcals_FIRST_SUM\",\n", + " \"Lcals_GEN_LIN_RECUR\",\n", + " \"Lcals_HYDRO_1D\",\n", + " \"Lcals_HYDRO_2D\",\n", + " \"Lcals_INT_PREDICT\",\n", + " \"Lcals_PLANCKIAN\",\n", + " \"Lcals_TRIDIAG_ELIM\",\n", + " \"Polybench_2MM\",\n", + " \"Polybench_3MM\",\n", + " \"Polybench_ADI\",\n", + " \"Polybench_ATAX\",\n", + " \"Polybench_FDTD_2D\",\n", + " \"Polybench_FLOYD_WARSHALL\",\n", + " \"Polybench_GEMM\",\n", + " \"Polybench_GEMVER\",\n", + " \"Polybench_GESUMMV\",\n", + " \"Polybench_HEAT_3D\",\n", + " \"Polybench_JACOBI_1D\",\n", + " \"Polybench_JACOBI_2D\",\n", + " \"Polybench_MVT\",\n", + " \"Stream_ADD\",\n", + " \"Stream_COPY\",\n", + " \"Stream_MUL\",\n", + " \"Stream_TRIAD\",\n", + " ], # For block_256\n", + " \"default\": [\n", + " \"Algorithm_SORT\",\n", + " \"Algorithm_SORTPAIRS\",\n", + " ], # For default\n", + " \"blkatm_occgs_256\": [\n", + " \"Algorithm_REDUCE_SUM\",\n", + " \"Basic_PI_REDUCE\",\n", + " \"Basic_REDUCE3_INT\",\n", + " \"Basic_REDUCE_STRUCT\",\n", + " \"Basic_TRAP_INT\",\n", + " \"Stream_DOT\",\n", + " ], # For blkatm_occgs_256\n", + " \"block_64\": [\n", + " \"Apps_CONVECTION3DPA\",\n", + " \"Apps_DIFFUSION3DPA\",\n", + " \"Apps_MASS3DEA\",\n", + " ], # For block_64\n", + " \"block_25\": [\n", + " \"Apps_MASS3DPA\",\n", + " ], # For block_25\n", + " \"funcptr_256\": [\n", + " \"Comm_HALO_EXCHANGE_FUSED\",\n", + " \"Comm_HALO_PACKING_FUSED\",\n", + " ], # For funcptr_256\n", + " \"rocprim\": [\n", + " \"Algorithm_SCAN\",\n", + " ], # For rocprim\n", + " \"atomic_occgs_256\": [\n", + " \"Algorithm_HISTOGRAM\",\n", + " \"Basic_MULTI_REDUCE\",\n", + " ], # For atomic_occgs_256\n", + " \"blkdev_occgs_256\": [\n", + " \"Lcals_FIRST_MIN\",\n", + " ], # For blkdev_occgs_256\n", + " \"cub\": [\n", + " \"Algorithm_SCAN\",\n", + " ], # For cub\n", + "}\n", + "\n", + "spr_kernels = {\n", + " \"default\": [\n", + " \"Algorithm_ATOMIC\",\n", + " \"Algorithm_HISTOGRAM\",\n", + " \"Algorithm_MEMCPY\",\n", + " \"Algorithm_MEMSET\",\n", + " \"Algorithm_SCAN\",\n", + " \"Algorithm_SORT\",\n", + " \"Algorithm_SORTPAIRS\",\n", + " \"Algorithm_REDUCE_SUM\",\n", + " \"Apps_CONVECTION3DPA\",\n", + " \"Apps_DEL_DOT_VEC_2D\",\n", + " \"Apps_DIFFUSION3DPA\",\n", + " \"Apps_EDGE3D\",\n", + " \"Apps_ENERGY\",\n", + " \"Apps_FIR\",\n", + " \"Apps_LTIMES\",\n", + " \"Apps_LTIMES_NOVIEW\",\n", + " \"Apps_MASS3DEA\",\n", + " \"Apps_MASS3DPA\",\n", + " \"Apps_MATVEC_3D_STENCIL\",\n", + " \"Apps_NODAL_ACCUMULATION_3D\",\n", + " \"Apps_PRESSURE\",\n", + " \"Apps_VOL3D\",\n", + " \"Apps_ZONAL_ACCUMULATION_3D\",\n", + " \"Basic_ARRAY_OF_PTRS\",\n", + " \"Basic_COPY8\",\n", + " \"Basic_DAXPY\",\n", + " \"Basic_DAXPY_ATOMIC\",\n", + " \"Basic_IF_QUAD\",\n", + " \"Basic_INDEXLIST\",\n", + " \"Basic_INDEXLIST_3LOOP\",\n", + " \"Basic_INIT3\",\n", + " \"Basic_INIT_VIEW1D\",\n", + " \"Basic_INIT_VIEW1D_OFFSET\",\n", + " \"Basic_MAT_MAT_SHARED\",\n", + " \"Basic_MULADDSUB\",\n", + " \"Basic_MULTI_REDUCE\",\n", + " \"Basic_NESTED_INIT\",\n", + " \"Basic_PI_ATOMIC\",\n", + " \"Basic_PI_REDUCE\",\n", + " \"Basic_REDUCE_STRUCT\",\n", + " \"Basic_REDUCE3_INT\",\n", + " \"Basic_TRAP_INT\",\n", + " \"Comm_HALO_EXCHANGE\",\n", + " \"Comm_HALO_PACKING\",\n", + " \"Comm_HALO_SENDRECV\",\n", + " \"Lcals_DIFF_PREDICT\",\n", + " \"Lcals_EOS\",\n", + " \"Lcals_FIRST_DIFF\",\n", + " \"Lcals_FIRST_MIN\",\n", + " \"Lcals_FIRST_SUM\",\n", + " \"Lcals_GEN_LIN_RECUR\",\n", + " \"Lcals_HYDRO_1D\",\n", + " \"Lcals_HYDRO_2D\",\n", + " \"Lcals_INT_PREDICT\",\n", + " \"Lcals_PLANCKIAN\",\n", + " \"Lcals_TRIDIAG_ELIM\",\n", + " \"Polybench_2MM\",\n", + " \"Polybench_3MM\",\n", + " \"Polybench_ADI\",\n", + " \"Polybench_ATAX\",\n", + " \"Polybench_FDTD_2D\",\n", + " \"Polybench_FLOYD_WARSHALL\",\n", + " \"Polybench_GEMM\",\n", + " \"Polybench_GEMVER\",\n", + " \"Polybench_GESUMMV\",\n", + " \"Polybench_HEAT_3D\",\n", + " \"Polybench_JACOBI_1D\",\n", + " \"Polybench_JACOBI_2D\",\n", + " \"Polybench_MVT\",\n", + " \"Stream_ADD\",\n", + " \"Stream_COPY\",\n", + " \"Stream_DOT\",\n", + " \"Stream_MUL\",\n", + " \"Stream_TRIAD\",\n", + " ], # default\n", + " \"funcptr\": [\n", + " \"Comm_HALO_EXCHANGE_FUSED\",\n", + " \"Comm_HALO_PACKING_FUSED\",\n", + " ], # For funcptr\n", + "}\n", + "\n", + "# List of kernels to exclude from the data, agnostic of parameters\n", + "exclude_kernels = [\n", + " \"Algorithm_ATOMIC\",\n", + " \"Basic_INDEXLIST\",\n", + " \"Comm_HALO_EXCHANGE\",\n", + " \"Comm_HALO_EXCHANGE_FUSED\",\n", + " \"Comm_HALO_SENDRECV\",\n", + "]" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "def kernel_query(kernel_list):\n", + " return tt.query.Query().match(\n", + " \".\",\n", + " lambda row: row[\"name\"].apply(\n", + " lambda n: n in kernel_list\n", + " ).all()\n", + " ).rel(\"*\")\n", + "\n", + "def not_kernel_query(kernel_list):\n", + " return tt.query.Query().match(\n", + " \".\",\n", + " lambda row: row[\"name\"].apply(\n", + " lambda n: n not in kernel_list\n", + " ).all()\n", + " ).rel(\"*\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 3. Read Performance Data into Thicket" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "(1/2) Reading Files: 100%|██████████| 90/90 [00:01<00:00, 73.00it/s]\n", + "(2/2) Creating Thicket: 100%|██████████| 89/89 [00:01<00:00, 54.11it/s]\n", + "(1/2) Reading Files: 100%|██████████| 90/90 [00:01<00:00, 86.94it/s]\n", + "(2/2) Creating Thicket: 100%|██████████| 89/89 [00:01<00:00, 61.94it/s]\n", + "(1/2) Reading Files: 100%|██████████| 40/40 [00:00<00:00, 54.34it/s]\n", + "(2/2) Creating Thicket: 100%|██████████| 39/39 [00:00<00:00, 46.90it/s] \n", + "(1/2) Reading Files: 100%|██████████| 40/40 [00:00<00:00, 52.35it/s]\n", + "(2/2) Creating Thicket: 100%|██████████| 39/39 [00:00<00:00, 44.39it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "epyc-mi250x: 90 files\n", + "p9-v100: 90 files\n", + "spr-ddr: 40 files\n", + "spr-hbm: 40 files\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\n" + ] + } + ], + "source": [ + "# Directories\n", + "main_dir = \"../data/topdown_metrics/\"\n", + "epyc_mi250x_dir = main_dir + \"epyc-mi250x/\"\n", + "p9_v100_dir = main_dir + \"p9-v100/\"\n", + "spr_ddr_dir = main_dir + \"spr-ddr/\"\n", + "spr_hbm_dir = main_dir + \"spr-hbm/\"\n", + "\n", + "tk_mi250x = tt.Thicket.from_caliperreader(glob(epyc_mi250x_dir + \"**/*.cali\", recursive=True), fill_perfdata=False)\n", + "tk_v100 = tt.Thicket.from_caliperreader(glob(p9_v100_dir + \"**/*.cali\", recursive=True), fill_perfdata=False)\n", + "tk_spr_ddr = tt.Thicket.from_caliperreader(glob(spr_ddr_dir + \"**/*.cali\", recursive=True), fill_perfdata=False)\n", + "tk_spr_hbm = tt.Thicket.from_caliperreader(glob(spr_hbm_dir + \"**/*.cali\", recursive=True), fill_perfdata=False)\n", + "\n", + "print(\"epyc-mi250x: \", len(tk_mi250x.profile), \" files\")\n", + "print(\"p9-v100: \", len(tk_v100.profile), \" files\")\n", + "print(\"spr-ddr: \", len(tk_spr_ddr.profile), \" files\")\n", + "print(\"spr-hbm: \", len(tk_spr_hbm.profile), \" files\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 4. Compose Performance Data in Thicket" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 4.1 Groupby parameters to apply kernel queries for each tuning" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "gb_params = [\"variant\", \"tuning\"]\n", + "gb_mi250x = tk_mi250x.groupby(gb_params)\n", + "gb_v100 = tk_v100.groupby(gb_params)\n", + "gb_spr_ddr = tk_spr_ddr.groupby(gb_params + [\"spot:topdown.all\"])\n", + "gb_spr_hbm = tk_spr_hbm.groupby(gb_params + [\"spot:topdown.all\"])" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "mi250x\n", + "\t ('RAJA_HIP', 'atomic_occgs_256')\n", + "\t ('RAJA_HIP', 'blkatm_occgs_256')\n", + "\t ('RAJA_HIP', 'blkdev_occgs_256')\n", + "\t ('RAJA_HIP', 'block_25')\n", + "\t ('RAJA_HIP', 'block_256')\n", + "\t ('RAJA_HIP', 'block_64')\n", + "\t ('RAJA_HIP', 'default')\n", + "\t ('RAJA_HIP', 'funcptr_256')\n", + "\t ('RAJA_HIP', 'rocprim')\n", + "v100\n", + "\t ('RAJA_CUDA', 'atomic_occgs_256')\n", + "\t ('RAJA_CUDA', 'blkatm_occgs_256')\n", + "\t ('RAJA_CUDA', 'blkdev_occgs_256')\n", + "\t ('RAJA_CUDA', 'block_25')\n", + "\t ('RAJA_CUDA', 'block_256')\n", + "\t ('RAJA_CUDA', 'block_64')\n", + "\t ('RAJA_CUDA', 'cub')\n", + "\t ('RAJA_CUDA', 'default')\n", + "\t ('RAJA_CUDA', 'funcptr_256')\n", + "spr-ddr\n", + "\t ('RAJA_Seq', 'default', 'true')\n", + "\t ('RAJA_Seq', 'default', nan)\n", + "spr-hbm\n", + "\t ('RAJA_Seq', 'funcptr', 'true')\n", + "\t ('RAJA_Seq', 'funcptr', nan)\n", + "spr-hbm\n", + "\t ('RAJA_Seq', 'default', 'true')\n", + "\t ('RAJA_Seq', 'default', nan)\n", + "\t ('RAJA_Seq', 'funcptr', 'true')\n", + "\t ('RAJA_Seq', 'funcptr', nan)\n" + ] + } + ], + "source": [ + "new_gb_mi250x = {}\n", + "new_gb_v100 = {}\n", + "gb_spr_ddr_topdown = {}\n", + "gb_spr_ddr_notopdown = {}\n", + "gb_spr_hbm_topdown = {}\n", + "gb_spr_hbm_notopdown = {}\n", + "\n", + "print(\"mi250x\")\n", + "for k in gb_mi250x.keys():\n", + " print(\"\\t\", k)\n", + " new_gb_mi250x[k] = gb_mi250x[k].query(kernel_query(mi250x_v100_kernels[k[1]]), multi_index_mode=\"all\").query(not_kernel_query(exclude_kernels), multi_index_mode=\"all\")\n", + " \n", + "print(\"v100\")\n", + "for k in gb_v100.keys():\n", + " print(\"\\t\", k)\n", + " new_gb_v100[k] = gb_v100[k].query(kernel_query(mi250x_v100_kernels[k[1]]), multi_index_mode=\"all\").query(not_kernel_query(exclude_kernels), multi_index_mode=\"all\")\n", + "\n", + "print(\"spr-ddr\")\n", + "for key in gb_spr_ddr.keys():\n", + " print(\"\\t\", key)\n", + " if key[2] == \"true\":\n", + " gb_spr_ddr_topdown[key] = gb_spr_ddr[key].query(kernel_query(spr_kernels[key[1]]), multi_index_mode=\"all\").query(not_kernel_query(exclude_kernels), multi_index_mode=\"all\")\n", + " else:\n", + " gb_spr_ddr_notopdown[key] = gb_spr_ddr[key].query(kernel_query(spr_kernels[key[1]]), multi_index_mode=\"all\").query(not_kernel_query(exclude_kernels), multi_index_mode=\"all\")\n", + "\n", + " print(\"spr-hbm\")\n", + "for key in gb_spr_hbm.keys():\n", + " print(\"\\t\", key)\n", + " if key[2] == \"true\":\n", + " gb_spr_hbm_topdown[key] = gb_spr_hbm[key].query(kernel_query(spr_kernels[key[1]]), multi_index_mode=\"all\").query(not_kernel_query(exclude_kernels), multi_index_mode=\"all\")\n", + " else:\n", + " gb_spr_hbm_notopdown[key] = gb_spr_hbm[key].query(kernel_query(spr_kernels[key[1]]), multi_index_mode=\"all\").query(not_kernel_query(exclude_kernels), multi_index_mode=\"all\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 4.2 Compose Thickets after applying queries\n", + "\n", + "We have separate Thickets for mi250x, v100, and the combination for Sapphire Rapids on DDR/HBM and topdown/no-topdown. We calculate statistics for each of these Thickets separately." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "tk_mi250x = tt.Thicket.concat_thickets(list(new_gb_mi250x.values()), fill_perfdata=False)\n", + "tk_v100 = tt.Thicket.concat_thickets(list(new_gb_v100.values()), fill_perfdata=False)\n", + "tk_spr_ddr_topdown = tt.Thicket.concat_thickets(list(gb_spr_ddr_topdown.values()), fill_perfdata=False)\n", + "tk_spr_ddr_notopdown = tt.Thicket.concat_thickets(list(gb_spr_ddr_notopdown.values()), fill_perfdata=False)\n", + "tk_spr_hbm_topdown = tt.Thicket.concat_thickets(list(gb_spr_hbm_topdown.values()), fill_perfdata=False)\n", + "tk_spr_hbm_notopdown = tt.Thicket.concat_thickets(list(gb_spr_hbm_notopdown.values()), fill_perfdata=False)\n", + "\n", + "types = [\"mi250x\", \"v100\", \"ddr_topdown\", \"ddr\", \"hbm_topdown\", \"hbm\"]\n", + "tks = [\n", + " tk_mi250x,\n", + " tk_v100,\n", + " tk_spr_ddr_topdown,\n", + " tk_spr_ddr_notopdown,\n", + " tk_spr_hbm_topdown,\n", + " tk_spr_hbm_notopdown,\n", + "]\n", + "tkmap = dict(zip(types, tks))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 5. Calculate Derived Metrics" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 5.1 Define metrics names" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "# Primary time metrics\n", + "ddr_no_topdown_time_metric = (\"ddr\", \"Avg time/rank\")\n", + "hbm_no_topdown_time_metric = (\"hbm\", \"Avg time/rank\")\n", + "mi250x_time_metric = (\"mi250x\", \"Avg time/rank\")\n", + "v100_time_metric = (\"v100\", \"Avg time/rank\")\n", + "\n", + "# RAJAPerf metrics used for Memory Bandwidth for DDR and HBM\n", + "ddr_reps = (\"ddr\", \"Reps\")\n", + "ddr_bytes_read_per_rep = (\"ddr\", \"BytesRead/Rep\")\n", + "ddr_bytes_write_per_rep = (\"ddr\", \"BytesWritten/Rep\")\n", + "ddr_bytes_atomic_write_per_rep = (\"ddr\", \"BytesAtomicModifyWritten/Rep\")\n", + "ddr_flops_per_rep = (\"ddr\", \"Flops/Rep\")\n", + "ddr_tsteps = (\"ddr\", \"tsteps\")\n", + "\n", + "hbm_reps = (\"hbm\", \"Reps\")\n", + "hbm_bytes_read_per_rep = (\"hbm\", \"BytesRead/Rep\")\n", + "hbm_bytes_write_per_rep = (\"hbm\", \"BytesWritten/Rep\")\n", + "hbm_bytes_atomic_write_per_rep = (\"hbm\", \"BytesAtomicModifyWritten/Rep\")\n", + "hbm_flops_per_rep = (\"hbm\", \"Flops/Rep\")\n", + "hbm_tsteps = (\"hbm\", \"tsteps\")\n", + "\n", + "mi250x_reps = (\"mi250x\", \"Reps\")\n", + "mi250x_bytes_read_per_rep = (\"mi250x\", \"BytesRead/Rep\")\n", + "mi250x_bytes_write_per_rep = (\"mi250x\", \"BytesWritten/Rep\")\n", + "mi250x_bytes_atomic_write_per_rep = (\"mi250x\", \"BytesAtomicModifyWritten/Rep\")\n", + "mi250x_flops_per_rep = (\"mi250x\", \"Flops/Rep\")\n", + "mi250x_tsteps = (\"mi250x\", \"tsteps\")\n", + "\n", + "v100_reps = (\"v100\", \"Reps\")\n", + "v100_bytes_read_per_rep = (\"v100\", \"BytesRead/Rep\")\n", + "v100_bytes_write_per_rep = (\"v100\", \"BytesWritten/Rep\")\n", + "v100_bytes_atomic_write_per_rep = (\"v100\", \"BytesAtomicModifyWritten/Rep\")\n", + "v100_flops_per_rep = (\"v100\", \"Flops/Rep\")\n", + "v100_tsteps = (\"v100\", \"tsteps\")\n", + "\n", + "# Topdown metrics for DDR and HBM\n", + "ddr_be_bound = (\"ddr_topdown\", \"Backend bound\")\n", + "ddr_mem_bound = (\"ddr_topdown\", \"Memory bound\")\n", + "ddr_core_bound = (\"ddr_topdown\", \"Core bound\")\n", + "ddr_fe_bound = (\"ddr_topdown\", \"Frontend bound\")\n", + "ddr_fe_lat = (\"ddr_topdown\", \"Frontend latency\")\n", + "ddr_fe_bw = (\"ddr_topdown\", \"Frontend bandwidth\")\n", + "ddr_bad_spec = (\"ddr_topdown\", \"Bad speculation\")\n", + "ddr_br_mispred = (\"ddr_topdown\", \"Branch mispredict\")\n", + "ddr_machine_clears = (\"ddr_topdown\", \"Machine clears\")\n", + "ddr_retiring = (\"ddr_topdown\", \"Retiring\")\n", + "ddr_heavy_ops = (\"ddr_topdown\", \"Heavy operations\")\n", + "ddr_light_ops = (\"ddr_topdown\", \"Light operations\")\n", + "\n", + "hbm_be_bound = (\"hbm_topdown\", \"Backend bound\")\n", + "hbm_mem_bound = (\"hbm_topdown\", \"Memory bound\")\n", + "hbm_core_bound = (\"hbm_topdown\", \"Core bound\")\n", + "hbm_fe_bound = (\"hbm_topdown\", \"Frontend bound\")\n", + "hbm_fe_lat = (\"hbm_topdown\", \"Frontend latency\")\n", + "hbm_fe_bw = (\"hbm_topdown\", \"Frontend bandwidth\")\n", + "hbm_bad_spec = (\"hbm_topdown\", \"Bad speculation\")\n", + "hbm_br_mispred = (\"hbm_topdown\", \"Branch mispredict\")\n", + "hbm_machine_clears = (\"hbm_topdown\", \"Machine clears\")\n", + "hbm_retiring = (\"hbm_topdown\", \"Retiring\")\n", + "hbm_heavy_ops = (\"hbm_topdown\", \"Heavy operations\")\n", + "hbm_light_ops = (\"hbm_topdown\", \"Light operations\")\n", + "\n", + "ddr_problem_size = (\"ddr\", \"ProblemSize\")\n", + "hbm_problem_size = (\"hbm\", \"ProblemSize\")\n", + "mi250x_problem_size = (\"mi250x\", \"ProblemSize\")\n", + "v100_problem_size = (\"v100\", \"ProblemSize\")\n", + "\n", + "# Configurable derived metrics\n", + "ddr_bytes_read_per_rep_scaled = (\"ddr\", \"Bytes Read/Rep/Problem Size\")\n", + "hbm_bytes_read_per_rep_scaled = (\"hbm\", \"Bytes Read/Rep/Problem Size\")\n", + "mi250x_bytes_read_per_rep_scaled = (\"mi250x\", \"Bytes Read/Rep/Problem Size\")\n", + "v100_bytes_read_per_rep_scaled = (\"v100\", \"Bytes Read/Rep/Problem Size\")\n", + "\n", + "ddr_bytes_write_per_rep_scaled = (\"ddr\", \"Bytes Written/Rep/Problem Size\")\n", + "hbm_bytes_write_per_rep_scaled = (\"hbm\", \"Bytes Written/Rep/Problem Size\")\n", + "mi250x_bytes_write_per_rep_scaled = (\"mi250x\", \"Bytes Written/Rep/Problem Size\")\n", + "v100_bytes_write_per_rep_scaled = (\"v100\", \"Bytes Written/Rep/Problem Size\")\n", + "\n", + "ddr_flops_per_rep_scaled = (\"ddr\", \"FLOPs/Rep/Problem Size\")\n", + "hbm_flops_per_rep_scaled = (\"hbm\", \"FLOPs/Rep/Problem Size\")\n", + "mi250x_flops_per_rep_scaled = (\"mi250x\", \"FLOPs/Rep/Problem Size\")\n", + "v100_flops_per_rep_scaled = (\"v100\", \"FLOPs/Rep/Problem Size\")\n", + "\n", + "ddr_bytes_per_rep = (\"ddr\", \"Bytes/Rep\")\n", + "hbm_bytes_per_rep = (\"hbm\", \"Bytes/Rep\")\n", + "mi250x_bytes_per_rep = (\"mi250x\", \"Bytes/Rep\")\n", + "v100_bytes_per_rep = (\"v100\", \"Bytes/Rep\")\n", + "\n", + "ddr_bytes_per_rep_scaled = (\"ddr\", \"Bytes/Rep/Problem Size\")\n", + "hbm_bytes_per_rep_scaled = (\"hbm\", \"Bytes/Rep/Problem Size\")\n", + "mi250x_bytes_per_rep_scaled = (\"mi250x\", \"Bytes/Rep/Problem Size\")\n", + "v100_bytes_per_rep_scaled = (\"v100\", \"Bytes/Rep/Problem Size\")\n", + "\n", + "ddr_flops_per_byte = (\"ddr\", \"FLOPs/Byte\")\n", + "hbm_flops_per_byte = (\"hbm\", \"FLOPs/Byte\")\n", + "mi250x_flops_per_byte = (\"mi250x\", \"FLOPs/Byte\")\n", + "v100_flops_per_byte = (\"v100\", \"FLOPs/Byte\")\n", + "\n", + "ddr_flop_rate = (\"ddr\", \"FLOP rate (GFLOPS)\")\n", + "hbm_flop_rate = (\"hbm\", \"FLOP rate (GFLOPS)\")\n", + "mi250x_flop_rate = (\"mi250x\", \"FLOP rate (GFLOPS)\")\n", + "v100_flop_rate = (\"v100\", \"FLOP rate (GFLOPS)\")\n", + "\n", + "ddr_read_bw = (\"ddr\", \"Read Bandwidth (GB/sec)\")\n", + "hbm_read_bw = (\"hbm\", \"Read Bandwidth (GB/sec)\")\n", + "mi250x_read_bw = (\"mi250x\", \"Read Bandwidth (GB/sec)\")\n", + "v100_read_bw = (\"v100\", \"Read Bandwidth (GB/sec)\")\n", + "\n", + "ddr_write_bw = (\"ddr\", \"Write Bandwidth (GB/sec)\")\n", + "hbm_write_bw = (\"hbm\", \"Write Bandwidth (GB/sec)\")\n", + "mi250x_write_bw = (\"mi250x\", \"Write Bandwidth (GB/sec)\")\n", + "v100_write_bw = (\"v100\", \"Write Bandwidth (GB/sec)\")\n", + "\n", + "ddr_mem_bw = (\"ddr\", \"Memory Bandwidth (GB/sec)\")\n", + "hbm_mem_bw = (\"hbm\", \"Memory Bandwidth (GB/sec)\")\n", + "mi250x_mem_bw = (\"mi250x\", \"Memory Bandwidth (GB/sec)\")\n", + "v100_mem_bw = (\"v100\", \"Memory Bandwidth (GB/sec)\")\n", + "\n", + "ddr_atom_bw = (\"ddr\", \"Atomic Write Bandwidth (GB/sec)\")\n", + "hbm_atom_bw = (\"hbm\", \"Atomic Write Bandwidth (GB/sec)\")\n", + "mi250x_atom_bw = (\"mi250x\", \"Atomic Write Bandwidth (GB/sec)\")\n", + "v100_atom_bw = (\"v100\", \"Atomic Write Bandwidth (GB/sec)\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 5.2 Insert manually defined timestep mapping into dataframes" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "timestep_mapping = {\n", + " \"Polybench_ADI\": 4,\n", + " \"Polybench_FDTD_2D\": 40,\n", + " \"Polybench_JACOBI_1D\": 16,\n", + " \"Polybench_HEAT_3D\": 20,\n", + " \"Polybench_JACOBI_2D\": 40,\n", + "}\n", + "\n", + "for k in tkmap:\n", + " tkmap[k].dataframe[\"tsteps\"] = tkmap[k].dataframe[\"name\"].apply(lambda kernel_name: timestep_mapping[kernel_name] if kernel_name in timestep_mapping else 1)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 5.3 Calculate metrics" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "# Adjust bytes read per rep by number of cores (CPU) or number of GPUs (GPU)\n", + "tkmap[ddr_bytes_read_per_rep[0]].dataframe[ddr_bytes_read_per_rep[1]] *= 112\n", + "tkmap[hbm_bytes_read_per_rep[0]].dataframe[hbm_bytes_read_per_rep[1]] *= 112\n", + "tkmap[mi250x_bytes_read_per_rep[0]].dataframe[mi250x_bytes_read_per_rep[1]] *= 8\n", + "tkmap[v100_bytes_read_per_rep[0]].dataframe[v100_bytes_read_per_rep[1]] *= 4\n", + "\n", + "# Adjust bytes written per rep by number of cores (CPU) or number of GPUs (GPU)\n", + "tkmap[ddr_bytes_write_per_rep[0]].dataframe[ddr_bytes_write_per_rep[1]] *= 112\n", + "tkmap[hbm_bytes_write_per_rep[0]].dataframe[hbm_bytes_write_per_rep[1]] *= 112\n", + "tkmap[mi250x_bytes_write_per_rep[0]].dataframe[mi250x_bytes_write_per_rep[1]] *= 8\n", + "tkmap[v100_bytes_write_per_rep[0]].dataframe[v100_bytes_write_per_rep[1]] *= 4\n", + "\n", + "# Adjust flops per rep by number of cores (CPU) or number of GPUs (GPU)\n", + "tkmap[ddr_flops_per_rep[0]].dataframe[ddr_flops_per_rep[1]] *= 112\n", + "tkmap[hbm_flops_per_rep[0]].dataframe[hbm_flops_per_rep[1]] *= 112\n", + "tkmap[mi250x_flops_per_rep[0]].dataframe[mi250x_flops_per_rep[1]] *= 8\n", + "tkmap[v100_flops_per_rep[0]].dataframe[v100_flops_per_rep[1]] *= 4\n", + "\n", + "# Calculate bytes read per rep scaled by problem size\n", + "tkmap[ddr_bytes_read_per_rep_scaled[0]].dataframe[ddr_bytes_read_per_rep_scaled[1]] = tkmap[ddr_bytes_read_per_rep[0]].dataframe[ddr_bytes_read_per_rep[1]] / tkmap[ddr_tsteps[0]].dataframe[ddr_tsteps[1]] / tkmap[ddr_problem_size[0]].dataframe[ddr_problem_size[1]] / 112\n", + "tkmap[hbm_bytes_read_per_rep_scaled[0]].dataframe[hbm_bytes_read_per_rep_scaled[1]] = tkmap[hbm_bytes_read_per_rep[0]].dataframe[hbm_bytes_read_per_rep[1]] / tkmap[hbm_tsteps[0]].dataframe[hbm_tsteps[1]] / tkmap[hbm_problem_size[0]].dataframe[hbm_problem_size[1]] / 112\n", + "tkmap[mi250x_bytes_read_per_rep_scaled[0]].dataframe[mi250x_bytes_read_per_rep_scaled[1]] = tkmap[mi250x_bytes_read_per_rep[0]].dataframe[mi250x_bytes_read_per_rep[1]] / tkmap[mi250x_tsteps[0]].dataframe[mi250x_tsteps[1]] / tkmap[mi250x_problem_size[0]].dataframe[mi250x_problem_size[1]] / 8\n", + "tkmap[v100_bytes_read_per_rep_scaled[0]].dataframe[v100_bytes_read_per_rep_scaled[1]] = tkmap[v100_bytes_read_per_rep[0]].dataframe[v100_bytes_read_per_rep[1]] / tkmap[v100_tsteps[0]].dataframe[v100_tsteps[1]] / tkmap[v100_problem_size[0]].dataframe[v100_problem_size[1]] / 4\n", + "\n", + "# Calculate bytes written per rep scaled by problem size\n", + "tkmap[ddr_bytes_write_per_rep_scaled[0]].dataframe[ddr_bytes_write_per_rep_scaled[1]] = tkmap[ddr_bytes_write_per_rep[0]].dataframe[ddr_bytes_write_per_rep[1]] / tkmap[ddr_tsteps[0]].dataframe[ddr_tsteps[1]] / tkmap[ddr_problem_size[0]].dataframe[ddr_problem_size[1]] / 112\n", + "tkmap[hbm_bytes_write_per_rep_scaled[0]].dataframe[hbm_bytes_write_per_rep_scaled[1]] = tkmap[hbm_bytes_write_per_rep[0]].dataframe[hbm_bytes_write_per_rep[1]] / tkmap[hbm_tsteps[0]].dataframe[hbm_tsteps[1]] / tkmap[hbm_problem_size[0]].dataframe[hbm_problem_size[1]] / 112\n", + "tkmap[mi250x_bytes_write_per_rep_scaled[0]].dataframe[mi250x_bytes_write_per_rep_scaled[1]] = tkmap[mi250x_bytes_write_per_rep[0]].dataframe[mi250x_bytes_write_per_rep[1]] / tkmap[mi250x_tsteps[0]].dataframe[mi250x_tsteps[1]] / tkmap[mi250x_problem_size[0]].dataframe[mi250x_problem_size[1]] / 8\n", + "tkmap[v100_bytes_write_per_rep_scaled[0]].dataframe[v100_bytes_write_per_rep_scaled[1]] = tkmap[v100_bytes_write_per_rep[0]].dataframe[v100_bytes_write_per_rep[1]] / tkmap[v100_tsteps[0]].dataframe[v100_tsteps[1]] / tkmap[v100_problem_size[0]].dataframe[v100_problem_size[1]] / 4\n", + "\n", + "# Calculate flops per rep scaled by problem size\n", + "tkmap[ddr_flops_per_rep_scaled[0]].dataframe[ddr_flops_per_rep_scaled[1]] = tkmap[ddr_flops_per_rep[0]].dataframe[ddr_flops_per_rep[1]] / tkmap[ddr_tsteps[0]].dataframe[ddr_tsteps[1]] / tkmap[ddr_problem_size[0]].dataframe[ddr_problem_size[1]] / 112\n", + "tkmap[hbm_flops_per_rep_scaled[0]].dataframe[hbm_flops_per_rep_scaled[1]] = tkmap[hbm_flops_per_rep[0]].dataframe[hbm_flops_per_rep[1]] / tkmap[hbm_tsteps[0]].dataframe[hbm_tsteps[1]] / tkmap[hbm_problem_size[0]].dataframe[hbm_problem_size[1]] / 112\n", + "tkmap[mi250x_flops_per_rep_scaled[0]].dataframe[mi250x_flops_per_rep_scaled[1]] = tkmap[mi250x_flops_per_rep[0]].dataframe[mi250x_flops_per_rep[1]] / tkmap[mi250x_tsteps[0]].dataframe[mi250x_tsteps[1]] / tkmap[mi250x_problem_size[0]].dataframe[mi250x_problem_size[1]] / 8\n", + "tkmap[v100_flops_per_rep_scaled[0]].dataframe[v100_flops_per_rep_scaled[1]] = tkmap[v100_flops_per_rep[0]].dataframe[v100_flops_per_rep[1]] / tkmap[v100_tsteps[0]].dataframe[v100_tsteps[1]] / tkmap[v100_problem_size[0]].dataframe[v100_problem_size[1]] / 4\n", + "\n", + "# Calculate total bytes per rep scaled by problem size\n", + "tkmap[ddr_bytes_per_rep_scaled[0]].dataframe[ddr_bytes_per_rep_scaled[1]] = tkmap[ddr_bytes_read_per_rep_scaled[0]].dataframe[ddr_bytes_read_per_rep_scaled[1]] + tkmap[ddr_bytes_write_per_rep_scaled[0]].dataframe[ddr_bytes_write_per_rep_scaled[1]]\n", + "tkmap[hbm_bytes_per_rep_scaled[0]].dataframe[hbm_bytes_per_rep_scaled[1]] = tkmap[hbm_bytes_read_per_rep_scaled[0]].dataframe[hbm_bytes_read_per_rep_scaled[1]] + tkmap[hbm_bytes_write_per_rep_scaled[0]].dataframe[hbm_bytes_write_per_rep_scaled[1]]\n", + "tkmap[mi250x_bytes_per_rep_scaled[0]].dataframe[mi250x_bytes_per_rep_scaled[1]] = tkmap[mi250x_bytes_read_per_rep_scaled[0]].dataframe[mi250x_bytes_read_per_rep_scaled[1]] + tkmap[mi250x_bytes_write_per_rep_scaled[0]].dataframe[mi250x_bytes_write_per_rep_scaled[1]]\n", + "tkmap[v100_bytes_per_rep_scaled[0]].dataframe[v100_bytes_per_rep_scaled[1]] = tkmap[v100_bytes_read_per_rep_scaled[0]].dataframe[v100_bytes_read_per_rep_scaled[1]] + tkmap[v100_bytes_write_per_rep_scaled[0]].dataframe[v100_bytes_write_per_rep_scaled[1]]\n", + "\n", + "# Calculate flops per byte\n", + "tkmap[ddr_flops_per_byte[0]].dataframe[ddr_flops_per_byte[1]] = tkmap[ddr_flops_per_rep_scaled[0]].dataframe[ddr_flops_per_rep_scaled[1]] / tkmap[ddr_bytes_per_rep_scaled[0]].dataframe[ddr_bytes_per_rep_scaled[1]]\n", + "tkmap[hbm_flops_per_byte[0]].dataframe[hbm_flops_per_byte[1]] = tkmap[hbm_flops_per_rep_scaled[0]].dataframe[hbm_flops_per_rep_scaled[1]] / tkmap[hbm_bytes_per_rep_scaled[0]].dataframe[hbm_bytes_per_rep_scaled[1]]\n", + "tkmap[mi250x_flops_per_byte[0]].dataframe[mi250x_flops_per_byte[1]] = tkmap[mi250x_flops_per_rep_scaled[0]].dataframe[mi250x_flops_per_rep_scaled[1]] / tkmap[mi250x_bytes_per_rep_scaled[0]].dataframe[mi250x_bytes_per_rep_scaled[1]]\n", + "tkmap[v100_flops_per_byte[0]].dataframe[v100_flops_per_byte[1]] = tkmap[v100_flops_per_rep_scaled[0]].dataframe[v100_flops_per_rep_scaled[1]] / tkmap[v100_bytes_per_rep_scaled[0]].dataframe[v100_bytes_per_rep_scaled[1]]\n", + "\n", + "# Calculate flop rate (in GFLOPS)\n", + "tkmap[ddr_flop_rate[0]].dataframe[ddr_flop_rate[1]] = (tkmap[ddr_flops_per_rep[0]].dataframe[ddr_flops_per_rep[1]] / (tkmap[ddr_no_topdown_time_metric[0]].dataframe[ddr_no_topdown_time_metric[1]] / tkmap[ddr_reps[0]].dataframe[ddr_reps[1]])) / (10**9)\n", + "tkmap[hbm_flop_rate[0]].dataframe[hbm_flop_rate[1]] = (tkmap[hbm_flops_per_rep[0]].dataframe[hbm_flops_per_rep[1]] / (tkmap[hbm_no_topdown_time_metric[0]].dataframe[hbm_no_topdown_time_metric[1]] / tkmap[hbm_reps[0]].dataframe[hbm_reps[1]])) / (10**9)\n", + "tkmap[mi250x_flop_rate[0]].dataframe[mi250x_flop_rate[1]] = (tkmap[mi250x_flops_per_rep[0]].dataframe[mi250x_flops_per_rep[1]] / (tkmap[mi250x_time_metric[0]].dataframe[mi250x_time_metric[1]] / tkmap[mi250x_reps[0]].dataframe[mi250x_reps[1]])) / (10**9)\n", + "tkmap[v100_flop_rate[0]].dataframe[v100_flop_rate[1]] = (tkmap[v100_flops_per_rep[0]].dataframe[v100_flops_per_rep[1]] / (tkmap[v100_time_metric[0]].dataframe[v100_time_metric[1]] / tkmap[v100_reps[0]].dataframe[v100_reps[1]])) / (10**9)\n", + "\n", + "# Calculate read bandwidth (in GB/sec)\n", + "tkmap[ddr_read_bw[0]].dataframe[ddr_read_bw[1]] = ((tkmap[ddr_bytes_read_per_rep[0]].dataframe[ddr_bytes_read_per_rep[1]]) / (tkmap[ddr_no_topdown_time_metric[0]].dataframe[ddr_no_topdown_time_metric[1]] / tkmap[ddr_reps[0]].dataframe[ddr_reps[1]])) / (10**9)\n", + "tkmap[hbm_read_bw[0]].dataframe[hbm_read_bw[1]] = ((tkmap[hbm_bytes_read_per_rep[0]].dataframe[hbm_bytes_read_per_rep[1]]) / (tkmap[hbm_no_topdown_time_metric[0]].dataframe[hbm_no_topdown_time_metric[1]] / tkmap[hbm_reps[0]].dataframe[hbm_reps[1]])) / (10**9)\n", + "tkmap[mi250x_read_bw[0]].dataframe[mi250x_read_bw[1]] = ((tkmap[mi250x_bytes_read_per_rep[0]].dataframe[mi250x_bytes_read_per_rep[1]]) / (tkmap[mi250x_time_metric[0]].dataframe[mi250x_time_metric[1]] / tkmap[mi250x_reps[0]].dataframe[mi250x_reps[1]])) / (10**9)\n", + "tkmap[v100_read_bw[0]].dataframe[v100_read_bw[1]] = ((tkmap[v100_bytes_read_per_rep[0]].dataframe[v100_bytes_read_per_rep[1]]) / (tkmap[v100_time_metric[0]].dataframe[v100_time_metric[1]] / tkmap[v100_reps[0]].dataframe[v100_reps[1]])) / (10**9)\n", + "\n", + "# Calculate write bandwidth (in GB/sec)\n", + "tkmap[ddr_write_bw[0]].dataframe[ddr_write_bw[1]] = ((tkmap[ddr_bytes_write_per_rep[0]].dataframe[ddr_bytes_write_per_rep[1]]) / (tkmap[ddr_no_topdown_time_metric[0]].dataframe[ddr_no_topdown_time_metric[1]] / tkmap[ddr_reps[0]].dataframe[ddr_reps[1]])) / (10**9)# Calculate flops per byte\n", + "tkmap[hbm_write_bw[0]].dataframe[hbm_write_bw[1]] = ((tkmap[hbm_bytes_write_per_rep[0]].dataframe[hbm_bytes_write_per_rep[1]]) / (tkmap[hbm_no_topdown_time_metric[0]].dataframe[hbm_no_topdown_time_metric[1]] / tkmap[hbm_reps[0]].dataframe[hbm_reps[1]])) / (10**9)\n", + "tkmap[mi250x_write_bw[0]].dataframe[mi250x_write_bw[1]] = ((tkmap[mi250x_bytes_write_per_rep[0]].dataframe[mi250x_bytes_write_per_rep[1]]) / (tkmap[mi250x_time_metric[0]].dataframe[mi250x_time_metric[1]] / tkmap[mi250x_reps[0]].dataframe[mi250x_reps[1]])) / (10**9)\n", + "tkmap[v100_write_bw[0]].dataframe[v100_write_bw[1]] = ((tkmap[v100_bytes_write_per_rep[0]].dataframe[v100_bytes_write_per_rep[1]]) / (tkmap[v100_time_metric[0]].dataframe[v100_time_metric[1]] / tkmap[v100_reps[0]].dataframe[v100_reps[1]])) / (10**9) \n", + "\n", + "# Calculate total memory bandwidth (in GB/sec)\n", + "tkmap[ddr_mem_bw[0]].dataframe[ddr_mem_bw[1]] = ((tkmap[ddr_bytes_read_per_rep[0]].dataframe[ddr_bytes_read_per_rep[1]] + tkmap[ddr_bytes_write_per_rep[0]].dataframe[ddr_bytes_write_per_rep[1]]) / (tkmap[ddr_no_topdown_time_metric[0]].dataframe[ddr_no_topdown_time_metric[1]] / tkmap[ddr_reps[0]].dataframe[ddr_reps[1]])) / (10**9)\n", + "tkmap[hbm_mem_bw[0]].dataframe[hbm_mem_bw[1]] = ((tkmap[hbm_bytes_read_per_rep[0]].dataframe[hbm_bytes_read_per_rep[1]] + tkmap[hbm_bytes_write_per_rep[0]].dataframe[hbm_bytes_write_per_rep[1]]) / (tkmap[hbm_no_topdown_time_metric[0]].dataframe[hbm_no_topdown_time_metric[1]] / tkmap[hbm_reps[0]].dataframe[hbm_reps[1]])) / (10**9)\n", + "tkmap[mi250x_mem_bw[0]].dataframe[mi250x_mem_bw[1]] = ((tkmap[mi250x_bytes_read_per_rep[0]].dataframe[mi250x_bytes_read_per_rep[1]] + tkmap[mi250x_bytes_write_per_rep[0]].dataframe[mi250x_bytes_write_per_rep[1]]) / (tkmap[mi250x_time_metric[0]].dataframe[mi250x_time_metric[1]] / tkmap[mi250x_reps[0]].dataframe[mi250x_reps[1]])) / (10**9)\n", + "tkmap[v100_mem_bw[0]].dataframe[v100_mem_bw[1]] = ((tkmap[v100_bytes_read_per_rep[0]].dataframe[v100_bytes_read_per_rep[1]] + tkmap[v100_bytes_write_per_rep[0]].dataframe[v100_bytes_write_per_rep[1]]) / (tkmap[v100_time_metric[0]].dataframe[v100_time_metric[1]] / tkmap[v100_reps[0]].dataframe[v100_reps[1]])) / (10**9)\n", + "\n", + "# Calculate atomic write bandwidth (in GB/sec)\n", + "tkmap[ddr_atom_bw[0]].dataframe[ddr_atom_bw[1]] = (tkmap[ddr_bytes_atomic_write_per_rep[0]].dataframe[ddr_bytes_atomic_write_per_rep[1]] / (tkmap[ddr_no_topdown_time_metric[0]].dataframe[ddr_no_topdown_time_metric[1]] / tkmap[ddr_reps[0]].dataframe[ddr_reps[1]])) / (10**9)\n", + "tkmap[hbm_atom_bw[0]].dataframe[hbm_atom_bw[1]] = (tkmap[hbm_bytes_atomic_write_per_rep[0]].dataframe[hbm_bytes_atomic_write_per_rep[1]] / (tkmap[hbm_no_topdown_time_metric[0]].dataframe[hbm_no_topdown_time_metric[1]] / tkmap[hbm_reps[0]].dataframe[hbm_reps[1]])) / (10**9)\n", + "tkmap[mi250x_atom_bw[0]].dataframe[mi250x_atom_bw[1]] = (tkmap[mi250x_bytes_atomic_write_per_rep[0]].dataframe[mi250x_bytes_atomic_write_per_rep[1]] / (tkmap[mi250x_time_metric[0]].dataframe[mi250x_time_metric[1]] / tkmap[mi250x_reps[0]].dataframe[mi250x_reps[1]])) / (10**9)\n", + "tkmap[v100_atom_bw[0]].dataframe[v100_atom_bw[1]] = (tkmap[v100_bytes_atomic_write_per_rep[0]].dataframe[v100_bytes_atomic_write_per_rep[1]] / (tkmap[v100_time_metric[0]].dataframe[v100_time_metric[1]] / tkmap[v100_reps[0]].dataframe[v100_reps[1]])) / (10**9)\n", + "\n", + "# Calculate unscaled bytes/rep\n", + "tkmap[ddr_bytes_per_rep[0]].dataframe[ddr_bytes_per_rep[1]] = (tkmap[ddr_bytes_read_per_rep[0]].dataframe[ddr_bytes_read_per_rep[1]] + tkmap[ddr_bytes_write_per_rep[0]].dataframe[ddr_bytes_write_per_rep[1]])\n", + "tkmap[hbm_bytes_per_rep[0]].dataframe[hbm_bytes_per_rep[1]] = (tkmap[hbm_bytes_read_per_rep[0]].dataframe[hbm_bytes_read_per_rep[1]] + tkmap[hbm_bytes_write_per_rep[0]].dataframe[hbm_bytes_write_per_rep[1]])\n", + "tkmap[mi250x_bytes_per_rep[0]].dataframe[mi250x_bytes_per_rep[1]] = (tkmap[mi250x_bytes_read_per_rep[0]].dataframe[mi250x_bytes_read_per_rep[1]] + tkmap[mi250x_bytes_write_per_rep[0]].dataframe[mi250x_bytes_write_per_rep[1]])\n", + "tkmap[v100_bytes_per_rep[0]].dataframe[v100_bytes_per_rep[1]] = (tkmap[v100_bytes_read_per_rep[0]].dataframe[v100_bytes_read_per_rep[1]] + tkmap[v100_bytes_write_per_rep[0]].dataframe[v100_bytes_write_per_rep[1]])\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 5.4 Define stats variables\n", + "\n", + "This cell controls what columns are passed to:\n", + "* `thicket.stats.mean`\n", + "* `thicket.stats.minimum`\n", + "* `thicket.stats.maximum`\n", + "* `thicket.stats.std`\n", + "\n", + "Users should set `stats_metrics_variable_names` to the names of the variables in the last two cells for which they\n", + "want these stats functions applied. The rest of the cells in this section will create new variables based on the following templates:\n", + "* `_mean`\n", + "* `_min`\n", + "* `_max`\n", + "* `_std`" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "# Names of all the variables defined above\n", + "stats_metrics_variable_names = [\n", + " \"ddr_no_topdown_time_metric\",\n", + " \"hbm_no_topdown_time_metric\",\n", + " \"mi250x_time_metric\",\n", + " \"v100_time_metric\",\n", + " \"ddr_bytes_read_per_rep\",\n", + " \"hbm_bytes_read_per_rep\",\n", + " \"mi250x_bytes_read_per_rep\",\n", + " \"v100_bytes_read_per_rep\",\n", + " \"ddr_bytes_write_per_rep\",\n", + " \"hbm_bytes_write_per_rep\",\n", + " \"mi250x_bytes_write_per_rep\",\n", + " \"v100_bytes_write_per_rep\",\n", + " \"ddr_bytes_read_per_rep_scaled\",\n", + " \"hbm_bytes_read_per_rep_scaled\",\n", + " \"mi250x_bytes_read_per_rep_scaled\",\n", + " \"v100_bytes_read_per_rep_scaled\",\n", + " \"ddr_bytes_write_per_rep_scaled\",\n", + " \"hbm_bytes_write_per_rep_scaled\",\n", + " \"mi250x_bytes_write_per_rep_scaled\",\n", + " \"v100_bytes_write_per_rep_scaled\",\n", + " \"ddr_flops_per_rep\",\n", + " \"hbm_flops_per_rep\",\n", + " \"mi250x_flops_per_rep\",\n", + " \"v100_flops_per_rep\",\n", + " \"ddr_flops_per_rep_scaled\",\n", + " \"hbm_flops_per_rep_scaled\",\n", + " \"mi250x_flops_per_rep_scaled\",\n", + " \"v100_flops_per_rep_scaled\",\n", + " \"ddr_bytes_per_rep\",\n", + " \"hbm_bytes_per_rep\",\n", + " \"mi250x_bytes_per_rep\",\n", + " \"v100_bytes_per_rep\",\n", + " \"ddr_bytes_per_rep_scaled\",\n", + " \"hbm_bytes_per_rep_scaled\",\n", + " \"mi250x_bytes_per_rep_scaled\",\n", + " \"v100_bytes_per_rep_scaled\",\n", + " \"ddr_flops_per_byte\",\n", + " \"hbm_flops_per_byte\",\n", + " \"mi250x_flops_per_byte\",\n", + " \"v100_flops_per_byte\",\n", + " \"ddr_flop_rate\",\n", + " \"hbm_flop_rate\",\n", + " \"mi250x_flop_rate\",\n", + " \"v100_flop_rate\",\n", + " \"ddr_read_bw\",\n", + " \"hbm_read_bw\",\n", + " \"mi250x_read_bw\",\n", + " \"v100_read_bw\",\n", + " \"ddr_write_bw\",\n", + " \"hbm_write_bw\",\n", + " \"mi250x_write_bw\",\n", + " \"v100_write_bw\",\n", + " \"ddr_mem_bw\",\n", + " \"hbm_mem_bw\",\n", + " \"mi250x_mem_bw\",\n", + " \"v100_mem_bw\",\n", + " \"ddr_atom_bw\",\n", + " \"hbm_atom_bw\",\n", + " \"mi250x_atom_bw\",\n", + " \"v100_atom_bw\",\n", + " \"ddr_tsteps\",\n", + " \"hbm_tsteps\",\n", + " \"v100_tsteps\",\n", + " \"mi250x_tsteps\",\n", + " \"ddr_be_bound\",\n", + " \"ddr_mem_bound\",\n", + " \"ddr_core_bound\",\n", + " \"ddr_fe_bound\",\n", + " \"ddr_fe_lat\",\n", + " \"ddr_fe_bw\",\n", + " \"ddr_bad_spec\",\n", + " \"ddr_machine_clears\",\n", + " \"ddr_retiring\",\n", + " \"ddr_heavy_ops\",\n", + " \"ddr_light_ops\",\n", + " \"hbm_be_bound\",\n", + " \"hbm_mem_bound\",\n", + " \"hbm_core_bound\",\n", + " \"hbm_fe_bound\",\n", + " \"hbm_fe_lat\",\n", + " \"hbm_fe_bw\",\n", + " \"hbm_bad_spec\",\n", + " \"hbm_br_mispred\",\n", + " \"hbm_machine_clears\",\n", + " \"hbm_retiring\",\n", + " \"hbm_heavy_ops\",\n", + " \"hbm_light_ops\",\n", + "]\n", + "\n", + "# Metrics to compute statistics for\n", + "exec(\"stats_metrics = [{}]\".format(\", \".join(stats_metrics_variable_names)))\n", + "# Match variable names to metrics\n", + "stats_met_map = zip(stats_metrics_variable_names, stats_metrics)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 5.5 Compute statistics and add to python namespace\n", + "\n", + "We use the `Thicket.stats.mean`, `Thicket.stats.minimum`, `Thicket.stats.maximum`, and `Thicket.stats.std` functions to calculate statistics for the metrics we defined above, on the 10 trials in our dataset. Also inject variable name into global namespace for usage below." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "for var_name, col in stats_met_map:\n", + " globals()[var_name + \"_mean\"] = (col[0], tt.stats.mean(tkmap[col[0]], columns=[col[1]])[0])\n", + " globals()[var_name + \"_min\"] = (col[0], tt.stats.minimum(tkmap[col[0]], columns=[col[1]])[0])\n", + " globals()[var_name + \"_max\"] = (col[0], tt.stats.maximum(tkmap[col[0]], columns=[col[1]])[0])\n", + " globals()[var_name + \"_std\"] = (col[0], tt.stats.std(tkmap[col[0]], columns=[col[1]])[0])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 5.6 Compose Thickets and add columns from statsframes" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [], + "source": [ + "th = tt.Thicket.concat_thickets(tkmap.values(), fill_perfdata=False)\n", + "\n", + "for name in tkmap.keys():\n", + " for col in tkmap[name].statsframe.dataframe:\n", + " th.statsframe.dataframe[(name, col)] = tkmap[name].statsframe.dataframe[col]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 5.7 Calculate speedup and metric ratios" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "ddr_to_hbm_speedup = (\"hbm\", \"speedup\")\n", + "ddr_to_mi250x_speedup = (\"mi250x\", \"speedup\")\n", + "ddr_to_v100_speedup = (\"v100\", \"speedup\")\n", + "ddr_hbm_mem_bound_ratio = (\"Memory bound ratio\", \"\")\n", + "ddr_hbm_retiring_ratio = (\"Retiring ratio\", \"\")\n", + "ddr_hbm_flop_rate_ratio = (\"Flop rate ratio\", \"\")\n", + "\n", + "th.statsframe.dataframe[ddr_to_hbm_speedup] = tkmap[ddr_no_topdown_time_metric_mean[0]].statsframe.dataframe[ddr_no_topdown_time_metric_mean[1]] / tkmap[hbm_no_topdown_time_metric_mean[0]].statsframe.dataframe[hbm_no_topdown_time_metric_mean[1]]\n", + "th.statsframe.dataframe[ddr_to_mi250x_speedup] = tkmap[ddr_no_topdown_time_metric_mean[0]].statsframe.dataframe[ddr_no_topdown_time_metric_mean[1]] / tkmap[mi250x_time_metric_mean[0]].statsframe.dataframe[mi250x_time_metric_mean[1]]\n", + "th.statsframe.dataframe[ddr_to_v100_speedup] = tkmap[ddr_no_topdown_time_metric_mean[0]].statsframe.dataframe[ddr_no_topdown_time_metric_mean[1]] / tkmap[v100_time_metric_mean[0]].statsframe.dataframe[v100_time_metric_mean[1]]\n", + "th.statsframe.dataframe[ddr_hbm_mem_bound_ratio] = th.statsframe.dataframe[ddr_mem_bound_mean] / th.statsframe.dataframe[hbm_mem_bound_mean]\n", + "th.statsframe.dataframe[ddr_hbm_retiring_ratio] = th.statsframe.dataframe[ddr_retiring_mean] / th.statsframe.dataframe[hbm_retiring_mean]\n", + "th.statsframe.dataframe[ddr_hbm_flop_rate_ratio] = th.statsframe.dataframe[ddr_flop_rate_mean] / th.statsframe.dataframe[hbm_flop_rate_mean]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 6. Plotting" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 6.1 Flop Rate vs Memory Bandwidth scatter plots for DDR, HBM, V100, and MI250X colored by kernel type" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [], + "source": [ + "def plot_straight_line(ax, p0, p1, **kwargs):\n", + " _, xmax = ax.get_xlim()\n", + " slope = (p1[1] - p0[1]) / (p1[0] - p0[0])\n", + " y_intercept = slope * (0 - p1[0]) + p1[1]\n", + " ymax = slope * xmax + y_intercept\n", + " ax.plot([p0[0], xmax], [p0[1], ymax], **kwargs)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "mem_v_flop_df = th.statsframe.dataframe[[\n", + " \"name\",\n", + " ddr_mem_bw_mean,\n", + " ddr_flop_rate_mean,\n", + " hbm_mem_bw_mean,\n", + " hbm_flop_rate_mean,\n", + " v100_mem_bw_mean,\n", + " v100_flop_rate_mean,\n", + " mi250x_mem_bw_mean,\n", + " mi250x_flop_rate_mean,\n", + "]].copy(deep=True)\n", + "mem_v_flop_df.reset_index(inplace=True)\n", + "mem_v_flop_df[(\"groups\", \"\")] = mem_v_flop_df[\"name\"].str.split(\"_\", n=1, expand=True).iloc[:, 0]\n", + "mem_v_flop_df[(\"ddr\", \"flop_gt_mem\")] = mem_v_flop_df[ddr_flop_rate_mean] > mem_v_flop_df[ddr_mem_bw_mean]\n", + "mem_v_flop_df[(\"hbm\", \"flop_gt_mem\")] = mem_v_flop_df[hbm_flop_rate_mean] > mem_v_flop_df[hbm_mem_bw_mean]\n", + "mem_v_flop_df[(\"v100\", \"flop_gt_mem\")] = mem_v_flop_df[v100_flop_rate_mean] > mem_v_flop_df[v100_mem_bw_mean]\n", + "mem_v_flop_df[(\"mi250x\", \"flop_gt_mem\")] = mem_v_flop_df[mi250x_flop_rate_mean] > mem_v_flop_df[mi250x_mem_bw_mean]" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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rlUrMnz8fmzdvxu3bt+Ht7Y3hw4dj3rx5cHZ2LrR/rVaLr776ClFRUbh69SoUCgV69+6NDz/8EA0aNCgypl9//RWLFi3CqVOnIJFI0LZtW7z//vvo3bt3mc/Pkj40RERE1sSS7qFVJvGq6izpQ0NERGRNLOkeWiXGeBERERFZAyZeRERERCbCxIuIiIjIRJh4EREREZkIEy8iIiIiE2HiRURERGQiTLyIiIiITISJFxEREZGJMPEiIiIiMhEmXkREREQmwsSLiIiIyESYeBERERGZCBMvIiIiIhNh4kVERERkIky8iIiIiEyEiRcRERGRiTDxIiIiIjIRJl5EREREJsLEi4iIiMhEmHgRERERmQgTLyIiIiITYeJFREREZCJMvIiIiIhMhIkXERERkYkw8SIiIiIyEZvybKTVanHixAns3bsXp06dwp07d/DgwQPUqFEDtWvXRtu2bdGrVy+0b98eUilzOyIiIiKgjInX3bt3ERUVhW+++QYpKSkAACFEoXZbtmwBAPj4+ODll19GREQEatWqVQHhEhEREVkviSgqc3qCSqXCf/7zHyxevBiPHj2CjY0NWrVqhS5duiAoKAju7u5wcXGBUqnEvXv3cP78eRw5cgTnzp2DWq2Go6Mj3nnnHcycORNyudwU51XlZGZmwtXVFUqlEi4uLuYOh4iIyGpY0j3UqMQrICAASUlJCA4OxqRJk/Diiy/Cw8Oj1J2np6dj7dq1WLVqFc6fP4+AgAAkJCRUSODVjSV9aIiIiKyJJd1DjRqA5eDggE2bNuHs2bN44403jEq6AMDDwwNvvvkmzp07hw0bNrC3i4iIiKo1o3q8tFpthQySr6j9VEeWlK0TERFZE0u6hxqVBVVUssSki4iIiKozZkJEREREJlIhiZdarcann36Kbt26oWnTpujTpw9WrlxZEbsmIiIiqjKMSrx++ukn1KpVC++9916hOq1Wi4EDB+Ltt99GbGwsrly5gr179yIiIgITJkyo6HiJiIiIrJZRidf+/ftx7949DBs2rFBddHQ09uzZAyEEBg8ejK+++gpvv/02HBwcsHbtWuzevbvCgyYiIiKyRkbNXP/HH3/A29sbrVu3LlT3zTffQCKRYOTIkVi/fr2+vEOHDhg2bBjWrl2LsLCwiouYiIiIyEoZ1eOVmpqKVq1aFSpPT0/HmTNnAAAzZ840qHvhhRcQEBCAP/7446mDJCIiIqoKjEq80tPTUaNGjULlJ06cAAB4enoWmZg1a9ZMv6YjERERUXVnVOIlk8mQlpZWqPzUqVMAgDZt2hS5nZubG9Rq9VOER0RERFR1GJV4+fv749SpU8jLyzMo37t3LyQSCTp27Fjkdunp6ahdu/bTR0lERERUBRiVePXs2RP37t3DnDlz9GX79+/HwYMHAQADBw4scrvTp0/Dx8enAsIkIiIisn5GJV7Tp0+HnZ0dPvnkE/j6+qJNmzbo27cvAKBjx45o165doW2OHj2KtLS0YnvDiIiIiKoboxKvhg0bYv369XBycsKtW7dw5swZqNVq+Pj4YM2aNUVu88033wAAnnnmmYqLloiIiMiKGTWPF6CbHqJr167Yvn077ty5Az8/PwwZMgROTk5Ftu/QoQNat26NXr16VViwRERERNZMIoQQ5g6CSpeZmQlXV1colUq4uLiYOxwiIiKrYUn3UKN7vArcuXMHN27cgFwuR5MmTSCXyysjLiIiIqIqx6gxXgAQFxeHHj16wMfHB507d0abNm1Qs2ZNzJgxA/n5+ZUZIxEREVGVYFSPV1paGkJDQ3H37l08/mQyJycHX3zxBdLT0/Htt99WWpBEREREVYFRPV6fffYZ7ty5gzp16mDVqlU4d+4cDh8+jLfeegsymQzr16/HxYsXKztWIiIiIqtmVI/Xrl27YG9vj3379qFhw4b68i5dusDNzQ1z5szBr7/+imbNmlVaoERERETWzqger4SEBHTq1Mkg6Sowbtw4AEBiYmLFRkZERERUxRiVeGVlZcHf37/IOl9fXwDAo0ePKi4qIiIioirI6LcaJRJJifWcDoyIiIioZEYnXkRERET0dIyauV4qlZba41XsASQSqNXqcm1L/7CkWXeJiIisiSXdQ42euZ6PEomIiIiejlGJ1/79+ys7DiIiIqIqz6jEKzQ0tLLjICIiIqryOLieiIiIyESMHuP1pIcPH+LUqVNIS0sDAHh6eqJ169ZmH7RGREREZKnKnHjt27cPH374IQ4dOgStVmtQJ5VK0b17d7z77rt45plnKixIIiIioqqgTI8a//Wvf6FPnz7Yv38/NBoNhBAGXxqNBvv370dYWBjefPPNyoqZiIiIyCoZnXjNmTMHn332GYQQGDx4MH788UfcuHEDubm5yMnJwY0bN7Bp0yYMGjQIQgh8+eWXePfddyszdiIiIiKrYtQEqhcvXkSLFi3g4OCAH374AQMHDiyx/fbt2zFy5EioVCqcOXMGQUFBFRZwdWVJk78RERFZE0u6hxrV4/W///0PQggsW7as1KQLAAYNGoRly5ZBo9Fg2bJlTx0kERERUVVgVI9XUFAQsrKycOPGjTLt3M/PDwqFAhcvXix3gKRjSdk6ERGRNbGke6hRPV43b95Eu3btyrzz9u3b49atW2XejoiIiKgqMirxUqvVsLW1LfPObW1tuUA2ERER0d+MSrxq165drseFly5dQq1atcq8HREREVFVZFTi1blzZ1y4cAHHjh0zesdHjx7FX3/9hS5dupQ7OCIiIqKqxKjEa9y4cRBCYOzYsbh582ap7ZOTkzFmzBhIJBKMHTv2qYMkIiIiqgqMSrz69u2LAQMG4Nq1a2jZsiW++OIL3Lt3r1C7e/fu4fPPP0erVq1w/fp19OvXD/369avwoImIiIiskVHTSQC6RbH79OmD48ePQyKRAADq1auH2rVrAwDu3LmDxMREAIAQAu3atcPevXvh7OxcSaFXL5b0KiwREZE1saR7qNFLBjk7O+P333/H7Nmz4ezsDCEEEhIScPToURw9ehQJCQkQQkChUOCdd97B4cOHmXQRERERPcboHq/HZWVlYd++fTh58iTS0tIAAB4eHmjbti169erFhKsSWFK2TkREZE0s6R5arsTLWK+99houX76MvXv3VtYhqg1L+tAQERFZE0u6h9pU5s5PnTqF48ePV+YhiIiIiKyG0WO8rMWWLVvQp08fuLu7w97eHvXq1cOoUaOQnJxs0C4zMxMzZsyAv78/5HI5AgICMHPmTGRlZRW5X61Wi6VLlyI4OBgODg7w9PTEqFGjkJCQUGwsMTExCA0NhbOzM1xcXNCzZ0/2/hEREVVjVSbxEkLgpZdewgsvvIDExESMHDkS06dPR7du3XDkyBGDBb6zs7MRGhqKzz//HE2aNMGbb76Jxo0b45NPPkGvXr2Qm5tbaP8vvfQSpk2bBiEEpk2bhn79+uGnn35C+/btER8fX6j9unXr0K9fP1y6dAkTJkzA+PHjceHCBfTp0wc//vhjpf4siIiIyEKJStSpUychlUor8xB6S5YsEQDEq6++KtRqdaH6/Px8/f/PnTtXABCzZs0yaDNr1iwBQCxatMigfN++fQKA6N69u1CpVPrynTt3CgAiLCzMoP39+/eFm5ub8PDwEMnJyfry5ORk4eHhITw8PERmZmaZzk+pVAoAQqlUlmk7IiKi6s6S7qFVoscrJycHCxYsQP369fHFF19AJpMVamNjoxvOJoTA8uXLoVAoMGfOHIM2c+bMgUKhwPLlyw3Ko6OjAQALFy6EnZ2dvrx///7o0aMHdu/ejaSkJH35pk2bkJGRgddffx1169bVl9etWxdTp05Feno6tmzZ8vQnTkRERFalSiReu3fvxoMHDzBkyBBoNBr89NNP+Pjjj7Fs2TJcvXrVoG18fDxSUlIQEhICJycngzonJyeEhIQgISHBYEzYgQMH9HVP6tu3LwDg4MGDBu0BICwszKj2REREVD1U6luNpnLy5EkAgEwmQ4sWLRAXF6evk0qlePPNN/HJJ58AgH48VmBgYJH7CgwMRExMDOLj4+Hr64vs7GykpqaiefPmRfakFezn8XFeJR2jqPZFUalUUKlU+u8zMzNLbE9ERESWz6jEq379+uXaeUpKSrm2K6u7d+8CAD777DO0adMGx48fR9OmTXH69GlERkbi008/RYMGDfDKK69AqVQCAFxdXYvcV8H8HgXtytq+tG2Kal+Ujz76CAsWLCixDREREVkXoxKv69evl/sABes6ViatVgsAsLOzw88//wwfHx8AQLdu3bBp0ya0bNkSn376KV555ZVKj6WizJ49GzNmzNB/n5mZCV9fXzNGRERERE/LqMRr1apVlR3HUynoWWrXrp0+6SrQvHlz1K9fH1evXkVGRoa+bXE9TgWP9AralbX9k9u4u7uX2r4ocrkccrm8xDZERERkXYxKvMaPH1/ZcTyVxo0bAwDc3NyKrC8oz8nJKXWM1ZPjs5ycnODt7Y3ExERoNJpC47yKGs8VGBiIP//8E/Hx8YUSr9LGmBEREVHVVSXeauzZsycA4NKlS4Xq8vPzcfXqVTg5OcHT0xOBgYHw8fFBbGwssrOzDdpmZ2cjNjYW9erVM3isFxoaqq97UkxMDACge/fuBu0B3duWxbUvaENERETVh1GJ17lz53Dz5s3KjqXcGjRogLCwMFy9erXQHFwff/wxMjIy8Pzzz8PGxgYSiQRTpkxBVlYWFi5caNB24cKFyMrKQkREhEF5ZGQkAN08X3l5efryXbt24cCBAwgLC4O/v7++fMSIEXB1dcXSpUsNfm43b97EV199BQ8PDzz//PMVdv5ERERkHSRCCFFaI5lMhgkTJmDFihWF6j744AO0atUKgwcPrpQAjXXt2jV06dIFd+/excCBA9GkSROcPn0a+/btg7+/P44dOwYvLy8Aup6tkJAQnD17FmFhYWjTpg1OnTqF3bt3o3379jh48CAcHBwM9h8REYHly5cjKCgIAwcORGpqKjZs2ACFQoGjR4+iUaNGBu3XrVuHsWPHwtPTE+Hh4QCADRs2ID09HRs2bMDw4cPLdH6WtLI6ERGRNbGoe6gx09tLJBIxceLEMteZWlJSkpgwYYLw8vIStra2wtfXV7z22mvizp07hdpmZGSI6dOnC19fX2Frayv8/PzEW2+9VexSPhqNRnzxxRciKChIyOVy4e7uLsLDw8XVq1eLjWfXrl2iW7duwsnJSSgUChEaGir27NlTrnOzpOUOiIiIrIkl3UON6vGSSqWYMGECVq5cWaY6qjgWla0TERFZEUu6h1aJwfVERERE1oCJFxEREZGJMPEiIiIiMhGjF8nOyspCUlJSmesAwM/Pr+yREREREVUxRg+uL++aixKJBGq1ulzb0j8saWAgERGRNbGke6jRPV5G5GcVuh0RERFRVWNU4pWYmFjZcRARERFVeUYlXo8vh0NERERE5cO3GomIiIhMhIkXERERkYkYPbj+xx9/REJCAgYOHIigoCB9+cyZM7F58+YitxkzZgw++OCDp4+SiIiIqAowajqJO3fuICAgAH5+fjh37hzkcrm+buLEiVizZk2R28nlcly/fh21a9euuIirKUt6FZaIiMiaWNI91Kger40bN0KlUmH27NkGSVcBiUSCQ4cOGZQdPXoUb7/9NjZs2IBp06ZVTLREREREVsyoxOu3336Dvb09Ro0aVWybkJAQg+87d+6Mjz/+GHv27GHiRURERAQjB9efO3cO7dq1K7K3q9gdS6Vo27Yt/vrrr3IHR0RERFSVGJV4paWlwcfHp8i6gIAAtGnTpsg6T09PpKenlz86IiIioirEqMSrpLUW582bhxMnThRZl5+fD41GU77IiIiIiKoYoxIvd3d3JCcnl3nnN2/eRM2aNcu8HREREVFVZFTiFRQUhJMnT0KpVBq9Y6VSiZMnT6JZs2blDo6IiIioKjEq8erTpw/y8vKwePFio3f8n//8B/n5+ejbt2+5gyMiIiKqSoyaQDUjIwP+/v7Izs7Gl19+iVdffbXE9suWLcNrr70GhUKBGzduwM3NraLirbYsafI3IiIia2JJ91CjEi8AWL9+PcaOHQuJRII2bdpgzJgxaN++PTw9PQHo3nz8888/sW7dOpw8eRIAsHr1aowdO7byoq9GLOlDQ0REZE0s6R5q9FqNL774IjIzMzF9+nScPHkSp06dKrKdEAI2Njb4/PPPmXQRERERPcaoMV4FXnnlFZw9exbjxo1DjRo1IIQw+KpRowbGjh2Ls2fP4rXXXqusmImIiIisktGPGouSmJionyDVw8MDAQEBkEgkFRYc/cOSukmJiIisiSXdQ41+1FiUevXqoV69ehUVCxEREVGVVqZHjURERERUfkYlXp9//jny8vKe6kB5eXn47LPPnmofRERERNbMqMTrrbfeQuPGjfHNN9/g4cOHZTqAUqnE119/jcDAQMycObNcQRIRERFVBUYlXlu2bIFUKsUrr7wCLy8vjBkzBqtWrcLly5fx5Nh8IQQuXbqElStXYtSoUfDx8cG0adNga2uLLVu2VMpJEBEREVkDo99qzMvLw5dffomlS5ciOTlZ//aiVCqFq6srXFxckJmZiYyMDH0yJoSAn58fXn/9dbz++uuws7OrvDOp4izpjQwiIiJrYkn30DJPJ6HVarF161b8/PPPOHDgAJKTkwu18fX1Rc+ePTFkyBAMHjwYUinH8D8tS/rQEBERWRNLuoc+1TxeAHDv3j3cuXMHSqUSbm5uqFWrFtzd3SsqPvqbJX1oiIiIrIkl3UOfah4vAHB3d2eiRURERGQEPgMkIiIiMhEmXkREREQmwsSLiIiIyESYeBERERGZCBMvIiIiIhNh4kVERERkIky8iIiIiEyEiRcRERGRiTzVBKpCCOzatQtHjhxBWloaOnbsiEmTJgEA0tLS8ODBAzRo0AAymaxCgiUiIiKyZuVOvM6ePYvw8HDEx8dDCAGJRIL8/Hx94rVnzx6MHTsWP//8M5599tkKC5iIiIjIWpXrUePNmzfRu3dvxMXFoX///vjPf/6DJ5d8HDJkCGxtbbF169YKCZSIiIjI2pUr8Vq0aBHu3buHJUuWYPv27fjXv/5VqI2joyNatmyJEydOPHWQRERERFVBuRKvX3/9FU2aNMG0adNKbBcQEIDU1NRyBUZERERU1ZQr8UpJSUFwcHCp7SQSCTIzM8tzCCIiIqIqp1yJl5OTE9LS0kptl5iYiJo1a5bnEERERERVTrkSr+DgYJw8eRLp6enFtrlx4wbOnj2Ltm3bljs4IiIioqqkXInXmDFj8PDhQ0yZMgWPHj0qVJ+Xl4dXX30V+fn5GDNmzFMHSURERFQVlGser4kTJ2L9+vXYtm0bmjRpgn79+gHQze01bdo0bNu2DUlJSejduzfCw8MrNGAiIiIiayURT07AZaSsrCy89NJL+OGHHwrN4QUAQ4cOxapVq6BQKJ46SAIyMzPh6uoKpVIJFxcXc4dDRERkNSzpHlruxKvA5cuXsXPnTiQkJECr1cLX1xf9+/dHq1atKihEAizrQ0NERGRNLOke+lRrNQJAkyZN0KRJk4qIhYiIiKhKK9fg+kmTJmHlypWltlu9erV+7UYiIiKi6q5cidfq1atx+PDhUtvFxsZizZo15TkEERERUZVTrsTLWBqNBlJppR6CiIiIyGpUalYUHx8PV1fXyjwEERERkdUwenD9Bx98YPD9mTNnCpUVUKvVuHDhAo4cOYLevXs/XYREREREVYTR00lIpVJIJJIi5+wqjpOTE3799VeEhISUO0DSsaRXYYmIiKyJJd1Dje7xmjt3rj7x+uCDD9CqVSs899xzRba1s7ND3bp10bdvX9SqVavCgiUiIiKyZuWaQFUqlWLChAlGTSlBFcOSsnUiIiJrYkn30HJNoKrVais6DiIiIqIqj3M9EBEREZnIUy8ZdPnyZVy5cgWZmZnFDrwfN27c0x6GiIiIyOqVO/E6duwYIiMjceHChWLbCCEgkUiYeBERERGhnIlXXFwc+vTpg+zsbHTu3Bl37txBYmIiRo4cifj4eJw5cwYajQbPP/+82QexEREREVmKco3xWrx4MbKzs/Hf//4XsbGx6NatGwBg/fr1OH78OE6fPo1WrVohPj4eX331VYUGTERERGStypV47d+/Hw0aNMDLL79cZH1QUBC2b9+Oa9eu4cMPP3yqAImIiIiqinIlXqmpqWjevLn+e5lMBgDIy8vTl3l7eyM0NBQ//fTTU4ZIREREVDWUK/FycHCAjc0/w8OcnZ0BAHfu3DFo5+LiguTk5KcIj4iIiKjqKFfiVadOHSQlJem/b9iwIQDg6NGj+jIhBE6dOoUaNWo8ZYhEREREVUO5Eq+OHTvi4sWLyMnJAQD069cPAPDmm29ix44d+Ouvv/DKK6/g2rVraN++fcVFS0RERGTFypV4DRgwALm5udi+fTsAoEGDBoiMjERqaioGDx6MVq1aISoqCnZ2dvj3v/9doQETERERWatyzeP1wgsvID8/36Ds66+/RmBgIDZt2oT79++jadOmePfddxEUFFQhgRIRERFZO4kobp0fsiiWtLI6ERGRNbGke2ilLpKt0WgQHR1dmYco0eLFiyGRSCCRSHDs2LFC9ZmZmZgxYwb8/f0hl8sREBCAmTNnIisrq8j9abVaLF26FMHBwXBwcICnpydGjRqFhISEYmOIiYlBaGgonJ2d4eLigp49e2Lv3r0Vdo5ERERkPSol8dJqtVi1ahUaNWpU7CSrle38+fOYN28enJyciqzPzs5GaGgoPv/8czRp0gRvvvkmGjdujE8++QS9evVCbm5uoW1eeuklTJs2DUIITJs2Df369cNPP/2E9u3bIz4+vlD7devWoV+/frh06RImTJiA8ePH48KFC+jTpw9+/PHHCj9nIiIisnCiDFJSUsSqVavExx9/LFatWiVSU1MLtVm/fr0IDAwUUqlUSCQSUatWrbIcokLk5eWJNm3aiI4dO4oxY8YIAOLo0aMGbebOnSsAiFmzZhmUz5o1SwAQixYtMijft2+fACC6d+8uVCqVvnznzp0CgAgLCzNof//+feHm5iY8PDxEcnKyvjw5OVl4eHgIDw8PkZmZafQ5KZVKAUAolUqjtyEiIiLLuocanXh9+eWXwt7eXkilUv2Xvb29WLFihRBCiMTERNG5c2d9wuXs7CzmzZsnHj58WGnBF2fevHlCLpeLCxcuiPHjxxdKvLRarfDx8REKhUJkZWUZbJuVlSUUCoWoX7++QfmoUaMEAHHw4MFCx+vRo4cAIG7cuKEv++abbwQAsWDBgkLt58+fLwCINWvWGH1OlvShISIisiaWdA816lFjbGwspk+fDpVKBSEEatasCTs7O6hUKrz00kvYv38/unTpgmPHjsHGxgbTpk1DQkIC5s+fD4VCUfHddCU4deoUPvzwQ8ybNw/NmjUrsk18fDxSUlIQEhJS6FGkk5MTQkJCkJCQYDDr/oEDB/R1T+rbty8A4ODBgwbtASAsLMyo9kRERFT1GZV4ffXVVxBCYOjQobh16xbS0tLw6NEjxMTEoHbt2nj22Wdx+/ZtNG/eHOfOncOSJUvg4eFR2bEXolKpMG7cOLRq1Qpvv/12se0KxmMFBgYWWV9QXtAuOzsbqampqFevnn5dypLal3aMotoXdS6ZmZkGX0RERGTdjEq8jh07Bi8vL6xduxbe3t4AAIlEgj59+mDJkiV49OgR7O3tsXv3bjRu3LhSAy7J3LlzER8fj1WrVhWZIBVQKpUAAFdX1yLrC141LWhX1valbVNU+yd99NFHcHV11X/5+voW25aIiIiAa9euYfbs2di3b5+5QymWUYnXnTt30K5dO9jb2xeq69mzJwCge/fu8PLyqtjoyuDo0aP45JNP8P7776N58+Zmi6OizJ49G0qlUv/FxcaJiIgKy8vLw8aNG9GnTx80bNgQH3/8Mb788ktzh1Uso2auz83NLfbRobu7OwCYNelSq9UYP348WrRogXfeeafU9gW9UMX1OBU81itoV9b2T25T8DMqqf2T5HI55HJ5ySdCRERUTcXFxWH58uVYvXo10tLSDOpiYmKQkZEBNzc38wRXgnItGVQUqbRS52ItUVZWln68lJ2dXZFtOnfuDADYsmWLftB9cWOsnhyf5eTkBG9vbyQmJkKj0RR6jFnUeK7AwED8+eefiI+PL5R4lTbGjIiIiApTqVT46aefEBUVpX+J7XENGjRAREQEJkyYYJFJF1CGxOv27ds4dOhQueq7d+9e9sjKQC6XY/LkyUXWHTp0CPHx8Rg8eDA8PT0REBCAwMBA+Pj4IDY2FtnZ2QZvNmZnZyM2Nhb16tUzGFcVGhqKH374AbGxsYXOJyYmBoDheYaGhuL777/H7t270alTpyLbh4aGPt2JExERVSNXrlzB6NGjDcpsbW3xwgsvIDIyEj169DBrR5BRjJlzQiKRGMzfVZYvmUxWuRNilKKoebyEMM0Eqq6urpxAlYiIqBwePXokLl26VKi8Y8eOAoBo1KiR+OSTT8Tdu3dL3Zcl3UON7vES5VxLu7zbVba3334bW7duxeLFi3H69Gm0adMGp06dwu7du9G+fXtMnz7doH3Pnj0xZcoULF++HG3atMHAgQORmpqKDRs2oGbNmli6dKlB+xo1auCrr77C2LFj0aZNG4SHhwMANmzYgHv37mHDhg1wdnY21ekSERFZhQsXLiAqKgpr166Fl5cXLly4AIlEoq//+OOPIZVK0a1bN4Nyq2HuzK+yFdfjJYQQGRkZYvr06cLX11fY2toKPz8/8dZbbxXbE6XRaMQXX3whgoKChFwuF+7u7iI8PFxcvXq12OPv2rVLdOvWTTg5OQmFQiFCQ0PFnj17ynwelpStExERVaTs7GyxevVq0aVLFwHA4Ovw4cNPvX9LuodKhLDQLikykJmZCVdXVyiVSv08YERERNbs3LlziIqKwrp16wrNHGBvb48RI0Zg1qxZxa5EYyxLuodW2FuNRERERMbQarXo1atXkUvnBQcHIzIyEi+++CJq1KhhhugqFxMvIiIiMimpVGowc4CjoyNGjhyJiIgIdOzY0TrHbhnJwt+5JCIiImv18OFDREVFoWfPnsjOzjaoi4yMRKtWrfDf//4XKSkpWLFiBTp16lSlky6APV5ERERUgYQQ+PPPPxEVFYXvv/9en3Bt2rQJEyZM0Lfr2rUrTp06VeUTrSexx4uIiIiemlKpxH//+1+0bt0aHTp0wPLlyw16uQ4fPmzQXiKRVLukC2CPFxERET2FkydP4quvvsKGDRuQk5NjUOfs7IwXX3wRERERaNOmjZkitCxMvIiIiKjcduzYgdWrVxuUdezYEREREQgPD4dCoTBPYBaKjxqJiIioVEIIxMbG4ubNmwblkyZNglQqhaurK1577TWcOXMGx44dw+TJk5l0FeGpe7xSUlJw6NAh3Lx5E0II1K1bF927d0edOnUqIj4iIiIyo3v37mHt2rWIiorCpUuX8O677+LDDz/U19etWxcxMTHo0qULHB0dzRipdSj3zPX37t3DtGnTsHHjRmi1WoM6qVSKYcOGYenSpfDw8KiQQKs7S5p1l4iIqjYhBA4dOoSoqChs3rwZKpVKX+fl5YWkpCTY2tqaMcKysaR7aLl6vDIyMtCtWzdcuXIFANC6dWvUq1cPAHD9+nWcOnUKGzduxJkzZ3D06FG4ublVWMBERERUOdLS0rBmzRpER0cjLi6uUH23bt0QERFhhsiqjnIlXh988AEuX76MLl26YNmyZWjevLlB/YULF/DKK68gNjYWH3zwAT777LMKCZaIiIgqR2xsLHr27In8/HyDcnd3d4wfPx5TpkxB06ZNzRRd1VGuR40BAQHIyspCQkJCsV12SqUSDRo0gEKhwPXr1582zmrPkrpJiYjI+gkhDObRys3NRd26dXHv3j0AQM+ePREREYHnn38e9vb25gqzQljSPbRcPV63b9/GoEGDSgze1dUVPXr0wI4dO8odHBEREVUcrVaL3377DdHR0bCzs8P69ev1dfb29njzzTehVCoxZcoUNGrUyIyRVl3lSrxq164NYzrKhBCoVatWeQ5BREREFSQ1NRWrVq3C8uXLkZiYCACwsbHBZ599htq1a+vbvffee+YKsdooV+I1aNAg/PDDD1AqlXB1dS2yTUZGBvbv34+RI0c+VYBERERUdhqNBrt370ZUVBR++eUXaDQag3p3d3dcvnzZIPGiyleuCVQXLlyImjVrYuDAgfjrr78K1Z8/fx7PPvss3N3dsXDhwqcOkoiIiIyjVqvxwQcfoH79+hgwYAB+/vlnfdIlkUjQr18/bN68GcnJyQgNDTVztNVPuQbXT5o0CQ8ePMDWrVshkUjQsmVL/XQSiYmJOHfuHIQQGDx4MGrUqGF4QIkEK1asqJjoqxFLGhhIRESWSwiBtm3b4vTp0/oyb29vTJ48GZMnT0ZAQID5gjMTS7qHlivxkkqlkEgkRo3zKnRAiaRQdyeVzpI+NEREZBmSkpKwbds2vPbaawZvKC5btgyvvfYa+vfvj8jISAwYMAA2NtV3eWZLuoeW6yqsWrWqouMgIiIiI6jVauzYsQNRUVHYtWsXhBDo2LEj2rdvr28zZswYDBgwAH5+fmaMlIpSrsRr/PjxFR0HERERlSAxMRErVqzAypUrkZqaalD3zTffGCReCoWCC1RbqOrb70hERGTh8vPzsW3bNkRFRWHPnj2Fhvj4+fkhIiICEydONFOEVFZPnXjl5eXh5MmTuHXrFgCgTp06aNu2Lezs7J46OCIiourslVdeKfRCmkwmw+DBgxEZGYk+ffpAJpOZKToqj3InXmq1GgsWLMDSpUvx8OFDgzpnZ2dMmzYNc+fOrdaD+YiIiIyVl5cHiUQCW1tbfdmoUaP0iVe9evUQERGBCRMmwNvb21xh0lMq11uNWq0WgwYNQkxMDIQQqFGjhsF0Eg8ePNDPFfLLL79AKi3XdGH0GEt6I4OIiCpOXFwcli9fjtWrV+Pzzz/Hiy++qK/TarV4/fXXMWTIEDzzzDO8n5aTJd1Dy3UFly9fjl9//RX+/v748ccfce/ePfz555/4888/ce/ePWzevBn+/v749ddfOWcXERHRE3Jzc/H999+jZ8+eaNy4Mf7v//4PaWlpiI6ONmgnlUrx9ddfo0+fPky6qohyPQf89ttv4eDggH379hU5Edvzzz+PVq1aISgoCGvWrEFERMTTxklERGT1Ll26hOjoaKxZswb37983qLOzs4O3tzfy8/MNHjdS1VKuxOv8+fPo0aNHibPf1qtXD7169cLhw4fLGxsREVGVcObMGUybNg2///57obrGjRsjIiIC48aNg6enpxmiI1MqV+KlUqmKXRz7cc7OzlCpVOU5BBERUZXh5uZm0BEhl8sxbNgwREZGolu3bgazzlPVVq7Ey9fXF0ePHoVGoyn2NVaNRoNjx46hbt26TxUgERGRtXj06BE2btwIAJgwYYK+PCAgAH369MHNmzcRGRmJsWPHombNmmaKksypXCP1+vbti6SkJLzxxhvIz88vVJ+Xl4dp06YhKSkJ/fv3f+ogiYiILNnZs2fx2muvwdvbGxMnTsScOXMKrUu8YcMGnD9/Hm+88QaTrmqsXNNJ3Lp1Cy1atEBGRgZ8fHwwcuRI/XQSCQkJ2LBhA1JSUlCzZk2cOXMGderUqfDAqxtLehWWiIiArKws/PDDD4iOjsbx48cL1f/222945plnzBAZPcmS7qHlSrwA4MSJExg+fDiSkpIKPZsWQsDPzw8//vgj2rVrVyGBVneW9KEhIqrOTp06haioKKxfvx5ZWVkGdY6Ojhg5ciQiIyPRoUMHjt2yEJZ0Dy134gXoHilu2rQJBw4cMFgyqEePHhg+fDiXDapAlvShISKqrnJzc+Hl5QWlUmlQ3qpVK0RGRmL06NFGvXxGpmVJ99CnSrzIdCzpQ0NEVB0IIZCYmIj69esblL/++uv46quv4OTkhNGjRyMyMhJt27Zl75YFs6R7KBdSJCIieoxSqcT69esRFRWFS5cuISUlBe7u7vr61157DcHBwRg1ahScnZ3NGClZIyZeRERU7QkhcOzYMURFRWHDhg3IycnR161duxbTp0/Xf9+kSRM0adLEDFFSVWBU4vVkN2tZSCQSXLt2rdzbExERVZYHDx5g7dq1iI6Oxvnz5wvVd+zYscRVWojKyqjE6/r16+U+AJ95ExGRJZo3bx7+85//IDc316Dc1dUVY8eORUREBFq0aGGm6KiqMirxSkxMrOw4iIiITMrd3d0g6QoJCUFERASGDx8OR0dHM0ZGVRnfarQSlvRGBhGRtRBC4ODBg4iOjsbbb7+Nli1b6uvu37+P4OBgDB8+HBEREQgKCjJjpFSZLOkeysH1RERU5aSlpWHNmjWIjo5GXFwcAN1C1V9//bW+Tc2aNZGUlFTsmsNElcGoxOvLL79Es2bN0Lt378qOh4iIqFy0Wi3279+PqKgobNmypdBawr/++iu0Wi2k0n+WKWbSRaZm1CLZ06dPx3fffVdkXa9evfCf//ynQoMiIiIy1t27d7F48WI0atQIvXv3xsaNGw2Srp49e+L777/HxYsXDZIuInN46keNBw4c4Ku2RERkNidPnsQ777xjUObp6YkJEyZgypQpaNSokZkiIyqMY7yIiMhqpKSkICMjA82aNdOXhYWFwc/PD0lJSejduzciIyPx3HPPcb1gskhMvIiIyKJpNBrs3r0bUVFR+OWXX9CrVy/s3r1bXy+TybBq1Sr4+/ujQYMGZoyUqHRMvIiIyCLdvHkTK1euxIoVK5CUlKQv37NnDxISEgxWVenVq5c5QiQqMyZeRERkMdRqNXbt2oXo6Gjs2LEDWq3WoN7b2xuTJ0+Gk5OTmSIkejpGJ15Xr17Ft99+W+Y6ABg3blzZIyMiomolMzMTQUFBuHnzpkG5VCpF//79ERkZiQEDBsDGhn0GZL2MmrleKpWWe81FiUQCtVpdrm3pH5Y06y4RUWXp2bMnDhw4AACoW7cuJk+ejEmTJsHPz8+8gZFVs6R7qFH/bPDz8+Ni10REVCESExOxfPlyHDx4EIcOHTKYW+uVV16Bi4sLIiMj0a9fP05wSlUO12q0EpaUrRMRlVV+fj62bduGqKgo7NmzBwW3nt27d6NPnz5mjo6qOku6h/JBORERVZqrV69i+fLlWLVqFe7evWtQJ5PJcPbsWSZeVK0w8SIiogq3detWLF26FHv37i1UV69ePURERGDChAnw9vY2Q3RE5sPEi4iIKtyOHTsMki4bGxs8//zziIyMRK9evbhmIlVb/OQTEVG55ebm4rvvvkNGRoZBeWRkJACgYcOGWLx4MW7evImNGzeid+/eTLqoWmOPFxERldnFixcRHR2Nb7/9Fvfv38fXX3+NV199VV/ftm1bHDlyBB07dmSiRfQYvtVoJSzpjQwiqp5ycnLw448/IioqCocPHzaoa9GiBc6cOcOph8giWdI9lD1eRERUovPnzyMqKgpr164t9EhRLpdj2LBh+keLRFQyJl5ERFSstWvXFrnsW7NmzRAZGYmxY8eiZs2aZoiMyDox8SIiIr38/HzY2trqv+/Xrx9sbW2Rn58Pe3t7jBgxApGRkejSpQsfKxKVAxMvIqJqLisrCz/88AOio6PRuXNnLFmyRF/n6emJmTNnwtvbGy+++CJq1KhhvkCJqgAOrrcSljQwkIiqhlOnTiEqKgrr169HVlYWAKBGjRpISUmBvb29maMjqjiWdA9ljxcRUTWSmZmJ77//HlFRUTh16lShen9/fyQnJyMwMNAM0RFVfUy8iIiqgQcPHuDtt9/G999/j+zsbIM6JycnjB49GpGRkWjbti3HbhFVIiZeRETVgEKhwI4dOwySrnbt2iEyMhIjR46Es7OzGaMjqj44nTARURUihMDRo0cNBsgDgK2tLSZNmgRnZ2e8/PLLOHnyJE6cOIGIiAgmXUQmxMH1VsKSBgYSkeV58OAB1q5di+joaJw/fx5SqRSJiYnw8/PTt8nIyICNjQ0UCoUZIyUyPUu6h7LHi4jISgkhcPjwYYwbNw4+Pj544403cP78eQCAVqvF6tWrDdq7ubkx6SIyM47xIiKyMvfu3cO3336L6OhoXLp0qVB9ly5dEBkZieHDh5shOiIqCRMvIiIrM2zYMBw4cMCgrEaNGhg3bhwiIiIQFBRknsCIqFR81EhEZMHS09Px5FDcCRMm6P+/W7duWLt2LW7duoUlS5Yw6SKycOzxIiKyMFqtFvv370d0dDR++ukn7NmzB6Ghofr64cOH4+LFi5gwYQKaNm1qxkiJqKyYeBERWYg7d+5g9erViI6OxrVr1/TlUVFRBomXo6MjFi9ebI4QiegpMfEiIjIjrVaL3377DVFRUdi6dSvUarVBvaenJxo0aGCm6IioojHxIiIykx07duD1119HYmJiobo+ffogIiICzz33HOzs7MwQHRFVBiZeRERmUrNmTYOky8vLCxMnTsSUKVNQv359M0ZGRJWlSrzVWPA2T1hYGPz8/GBnZwcvLy8MHToUf/zxR5HbZGZmYsaMGfD394dcLkdAQABmzpyJrKysIttrtVosXboUwcHBcHBwgKenJ0aNGoWEhIRi44qJiUFoaCicnZ3h4uKCnj17Yu/evRVyzkRkPW7evIkPPvgAmzZtMijv1KkTWrRogX79+uGnn35CUlISFi1axKSLqAqrEksGvfPOO1i8eDEaNGiAHj16wNPTE/Hx8fj5558hhMB3332H8PBwffvs7Gx07doVZ86cQVhYGFq3bo3Tp09j9+7daN++PQ4dOgR7e3uDY0RERGD58uUICgrCwIEDkZKSgo0bN0KhUODYsWMIDAw0aL9u3TqMHTsWnp6e+mNv2LAB6enp2LhxI4YNG1amc7Sk5Q6IqHRqtRq7du1CVFQUdu7cCa1Wi/bt2+P48eMG7XJzcwv9vSGiimVR91BRBWzevFkcOHCgUPmhQ4eEra2tqFGjhsjNzdWXz507VwAQs2bNMmg/a9YsAUAsWrTIoHzfvn0CgOjevbtQqVT68p07dwoAIiwszKD9/fv3hZubm/Dw8BDJycn68uTkZOHh4SE8PDxEZmZmmc5RqVQKAEKpVJZpOyIyrRs3boi5c+eKOnXqCAAGX1KpVFy7ds3cIRJVO5Z0D60SiVdJwsLCBABx4sQJIYQQWq1W+Pj4CIVCIbKysgzaZmVlCYVCIerXr29QPmrUKAFAHDx4sND+e/ToIQCIGzdu6Mu++eYbAUAsWLCgUPv58+cLAGLNmjVlOg9L+tAQkaG8vDyxZcsW0b9/fyGRSAolXHXr1hXz588XSUlJ5g6VqFqypHtolRjjVRJbW1sAgI2N7j2C+Ph4pKSkICQkBE5OTgZtnZycEBISgoSEBCQnJ+vLDxw4oK97Ut++fQEABw8eNGgPAGFhYUa1L4pKpUJmZqbBFxFZpvT0dAwbNgy7du3SzzIvk8kwePBgbN++HdevX8e8efPg6+tr5kiJyNyqdOKVlJSE3377Dd7e3ggODgagS7wAFBqTVaCgvKBddnY2UlNTUa9ePchkslLbl3aMotoX5aOPPoKrq6v+i3+wiSxDfn4+zp8/b1Dm7e2NwYMHAwD8/f2xcOFC3LhxA1u3bsXAgQOL/NtBRNVTlU288vPzMXbsWKhUKixevFj/h0+pVAIAXF1di9yuYNBdQbuyti9tm6LaF2X27NlQKpX6r8d74IjI9K5evYp33nkHdevWRa9evZCXl2dQ/9577+HXX3/FtWvX8P7776NOnTpmipSILFmVnMdLq9ViwoQJOHToECIiIjB27Fhzh1Rmcrkccrnc3GEQVWsqlQpbt25FVFRUoalgtm3bZvB2ctu2bU0dHhFZoSqXeGm1WkyaNAnfffcdxowZg2XLlhnUF/RCFdfjVDCWqqBdWds/uY27u3up7YnIssTFxSE6OhqrV69Genq6QZ2trS2GDBmCgIAA8wRHRFatSiVeWq0WEydOxLfffotRo0Zh9erVkEoNn6aWNsbqyfFZTk5O8Pb2RmJiIjQaTaGxGkWN5woMDMSff/6J+Pj4QolXaWPMiMi8wsPDsXHjxkLlDRs2RGRkJMaPH49atWqZITIiqgqqzBivx5Ou8PBwrF27ttjB8D4+PoiNjUV2drZBXXZ2NmJjY1GvXj2DweyhoaH6uifFxMQAALp3727QHgB2795dbPuCNkRkWfz9/fX/b2dnh1GjRmHfvn2Ii4vDzJkzmXQR0dMx93wWFUGj0Yjx48cLAGL48OEiPz+/xPammEDV1dWVE6gSWahHjx6JNWvWiNDQUJGSkmJQd+XKFdG0aVPx6aefirS0NDNFSEQVyZLuoVViyaD58+djwYIFUCgUeOONN/Rzdj1uyJAhaNWqFQBdz1ZISAjOnj2LsLAwtGnTBqdOndIvGXTw4EE4ODgYbP/kkkGpqanYsGEDFAoFjh49ikaNGhm0L2nJoA0bNmD48OFlOkeLWu6AyEr99ddfiI6Oxtq1a5GRkQEAWLRoEWbPnm3QTggBiURihgiJqDJY1D3UzIlfhSjo7Srpa9WqVQbbZGRkiOnTpwtfX19ha2sr/Pz8xFtvvVVsT5RGoxFffPGFCAoKEnK5XLi7u4vw8HBx9erVYuPatWuX6Natm3BychIKhUKEhoaKPXv2lOscLSlbJ7ImWVlZYuXKlaJTp05F/m0YMGCAuUMkokpmSffQKtHjVR1YVLZOZAUuXryIr776CuvXry+08oO9vT3Cw8MRGRmJzp07s3eLqIqzpHtolXqrkYioQGxsLP73v/8ZlAUHByMyMhIvvvgiatSoYabIiKg6Y4+XlbCkbJ3I0pw8eRLOzs4GYy0fPnwIHx8faLVajBw5EpGRkejQoQN7t4iqIUu6h7LHi4isUmZmJr7//ntERUXh1KlTmDBhAlatWqWvd3Z2xvbt29G6dWuz/6ElIirAHi8rYUnZOpG5CCFw4sQJREVF4YcffjCYi8/BwQEpKSlwc3MzX4BEZJEs6R7KHi8isngZGRlYv349oqKicO7cuUL17du3R0REBOzs7MwQHRGR8Zh4EZFFi4uLQ6tWrZCTk2NQ7uLighdffBERERFo3bq1maIjIiobJl5EZFHEE5OXBgYGwtfXF3FxcQCATp06ITIyEiNGjICTk5O5wiQiKhcmXkRkdkIIHD58GNHR0UhNTcWePXv0dRKJBG+++SYuXryIiIgIBAcHmzFSIqKnw8SLiMzm3r17+PbbbxEVFYXLly/ryy9cuICgoCD99y+//LI5wiMiqnBMvIjIpIQQOHjwIKKiorB582bk5eUZ1NeoUQNxcXEGiRcRUVXBxIuITEIIgc8++wzffPMN4uPjC9WHhoYiIiICQ4cOhb29vRkiJCKqfEy8iMgkJBIJ9u3bZ5B0ubu7Y8KECZgyZQqaNGlixuiIiExDau4AiKjquXPnDj7//HOo1WqD8sjISABAr1698MMPP+DWrVv45JNPmHQRUbXBHi8iqhBarRZ79uxBdHQ0tm7dCrVajfr16+O5557Ttxk4cCDi4uIQGBhoxkiJiMyHiRcRPZWUlBSsWrUKy5cvx/Xr1w3qoqKiDBIvGxsbJl1EVK0x8SKiMtNoNIiJiUFUVBS2b98OjUZjUO/l5YVJkyZh8uTJZoqQiMgyMfEiojKbP38+/v3vfxuUSSQS9OvXDxERERg0aBBsbW3NFB0RkeXi4HoiKpFarS60TuKoUaP0/+/j44M5c+YgMTERO3fuxPPPP8+ki4ioGEy8iKhIN27cwNy5c+Hv74+vv/7aoK5Zs2Z4++23sXXrVty4cQMffPAB/P39zRQpEZH1kAghhLmDoNJlZmbC1dUVSqUSLi4u5g6Hqqj8/Hxs374dUVFRiImJQcGfh0aNGuHy5csGi1cTEVkLS7qHcowXESExMRHLly/HypUrcfv2bYM6mUyGpk2bQqlUws3NzTwBEhFVEUy8iKqxa9eu4ZVXXsGePXsK1fn7+yMiIgITJ06Ej4+PGaIjIqp6mHiR5dNqAKEFZLa6/2rVgMzO3FFVCR4eHjh8+LD+exsbGwwePBiRkZHo06cPpFIOAyUiqkhMvMhyafJ1yVbSMeDCT8Cje7rv3QOBdhMBRw9AaAApP8alUalU2LJlC+7cuYM33nhDX+7q6orw8HAcOnQIERERmDBhAry8vMwYKRFR1cbB9VbCkgYGmsyZ74HDnwHpcYXrpDZA4wFA338Dzj66hIwKuXLlCqKjo7F69Wrcu3cPCoUCKSkpcHZ21rfJzMyEQqFg7xYRVVmWdA/lX1qyTL/NB35+ueikC9A9bry0DYjqAaRd0fWOEQAgNzcX69evR2hoKJo0aYJPP/0U9+7dAwBkZWVh69atBu1dXFyYdBERmQif0ZBl0aqBEyuBw58b1/7RfWDtEOCVo4DCs1JDs3QXL15EdHQ0vv32W9y/f9+gzs7ODkOHDkVkZCRCQ0PNFCERETHxIssiBHDw47Jtk50GHF0KPDO32o73EkJg0KBBSExMNChv0qQJIiIiMG7cOHh4eJgpOiIiKsDnC2Q5NPnAhS26QfRldXqt7o3HaiIhIcHge4lEgilTpgAA5HI5xowZg0OHDuHixYuYMWMGky4iIgtRPbsHyDLJbIGz35dv20f3gbjdQOP+gFRWsXFZiOzsbGzcuBFRUVE4duwY4uLiEBgYqK+fOHEinJycMHbsWNSsWdOMkRIRUXHY40WWJfPW022r1VRcLBbizJkzePXVV+Hj44NJkybh2LFjAIDly5cbtPP29sYbb7zBpIuIyIKxx4sszFOsBSiRPNXmliQrKws//PADoqKicOLEiUL1LVq0QFBQkBkiIyKip8HEiyyLax0g7XI5t/UFJNb/kV66dCneffddZGVlGZQ7Ojpi1KhRiIyMRPv27blgNRGRFbL+uxRVHZp8oPVY4Oresm+rqAUE9gGqwHxUXl5eBklX69atERkZidGjR5t94j8iIno6TLzIcshsgabP6pKorLtl27b1ON1UFFZCCIHjx48jOjoaI0eORO/evfV1zz33HOrXr4/evXsjMjISbdu2NWOkRERUkZh4WbF8bT5spVVsqRwBoNccYNvrxm/j4gN0fs0qlg3KyMjA+vXrERUVhXPnzgEA7t+/b5B42dnZIS4uDjJZ1Xw7k4ioOmPiZWVCvg+Bo8IRzdybIbxxOPr494GAgE1VmThUZqN73PjwNrD/w9LbO3sB47YBcufS25qJEAJHjx5FVFQUNm7ciJycHIP6gwcPIjs7G05OTvoyJl1ERFVTFblbVx8aocEj9SP8eedP/HnnT7jbu+Ojbh+hg1cHyKrK/FUSCdD9X0CtpsDvnwIppwu3sbEHmr8APDMPcHS3yN6ujIwMfPvtt4iKisKFCxcK1Xfq1AmRkZEYMWKEQdJFRERVl0QIKxoYU40VrKze9H9NIXMwTLBsJDb4vOfn6Fqna9Xp+QJ0g+1ltkDqOeD8ZuBROiCTAx4Ndb1itn8nKxY6oP7MmTNo3bq1QZmrqyvGjRuHiIgIBAcHmykyIqLqpeAeqlQqzf6SEhMvK1FS4gUA9jJ7bH9hO2o71jZDdH/TqHWPCrPuAg+u6yYzdfYCatYD8rKB/FxArtCtpyiR6nq2jKHVAkINSGS6ZYGEAGzsKvVUyio9PR3JycmFEq0OHTrgxIkTCAkJQWRkJIYNGwZHR0czRUlEVD1ZUuJVhbpHqrdcTS6+v/Q9praearpeL6HVJVcSmS6JSjoCxC4Bru0zfMPQqwXQfjIQPFw3R9eFn4HWY4Ca9Y1LvqRSAAWJluU8ThVC4MCBA4iOjsbmzZsRGBiIv/76y2B+rS+++AIuLi6c7JSIiACwx8tqlNbjBQA17Wti7/C9lZt4adW6HquHt4EbsYAqS9eL5ddZ93Zh/B4g9gvg+u9FBFgfePFHQJsPrOirS8aemVt5sVaSu3fvYs2aNYiOjkZ8fLxBXWxsLLp06WKmyIiIqCjs8aJKcT/3Pi6kX0DLWi0r5wBCADeOAMf+C8TvNlwXUSoDGvUDOrwEjN8G7JoFHI96IsAEYM0gYMpvwHNfARvGAGoV0NeItxfNTKvVYt++fYiKisLPP/+M/Px8g3p3d3dMmDABderUMVOERERkDZh4VTEPVA8qb+e/zdc9SiyKVgNc3qH76joDGPB/uqTq1BrDdpkpwM63gZHrgRr1gKNfAY37A36ddD1pFkitVqNly5a4ePFiobpevXohMjISQ4YMgVwuN0N0RERkTSzzdTAqN0ebShi4LbTA/kXFJ11POvwZcHAxMOgzwCOwcH3cLkB5E2g3Sff9sf/pxolZKBsbG7Rq1Ur/vaenJ95++23ExcVh7969CA8PZ9JFRERGYeJVhdhIbNCoRqOK3akQgPIWcOg/ZdvuwMe67dpNLlyn1QAnV+sG2EskukQsO61Cwn0aKSkp+Pe//43WrVvj0aNHBnWRkZHo06cPNm3ahJs3b2Lx4sUIDCwiqaRqSavVQmi1BmVCCGgffxxPRAQ+aqxSevn1gqvctWJ3KjTAH8vKvg6i0AJ/rgS6vQns/QDIN0xkkHIacKwJ2DkDqkwg+Q+gySDjp5ioIBqNBr/++iuio6Oxfft2aDS6G+WPP/6IcePG6duFhoYiNDTUpLGR5dNqNJDKZEhPuo5Tu7Yh+cI55D16BFt7e/g0boY2/Z+FT6Om0KjVkNnwzy0RMfGqUkY3HQ2t0EJW0Y/tzqwv33an1wK93tcNur/wk2FdQSJm56hLvPKydMmaiR45JicnY+XKlVixYgWSk5MN6iQSSZEzzRM9TqNW41GmEr989hFS4y8b1OVmZ+HKkUO4cuQQPPwC8Oyb78C1lheTLyJi4lVVhDcOR9vabSt+x9npQE45B+w/uqd7hOjiXbhO/vfrvLmZf3/vqnszspLt3bsXS5Yswc6dO6F94tGQj48PJk+ejMmTJ8Pf37/SYyHrpdGokZ1xH9+99xayM0r+/UhPuo7v3nsLIxcsRg2fuky+iKo5jvGqAsIbh+Pdju+W3EiT98T3+UW3K227slKrdOsqPqnhM7rpJfIfATI7wN80c1/9/vvv2L59uz7pkkqlGDRoELZu3YobN27ggw8+YNJFpZJKpNi8aG6pSVcB1aNsbF40D5w2kYj4Ty8rZSOxQS+/XhjdOBxtvTv8PYP8E420Wl2Z6iHw5yrgxmHdhKd2TrpEp90kwN5VN36ruN4me7enC9ShBpCrNCyzUwAtRwIHFuu+b/YcYF+xE9rl5+dj+/btaNeuHXx9ffXlkyZNwsKFC+Hj44MpU6Zg0qRJBvVEpdFqNEg8cxL3b90s03ZZD+7h0qF9aBb6DHu9iKox/vZbmU2DNkJrm4+6znXg5uABbeLvuvFRBQtGF9Dk63qrds4Ezv+o63l63NXfdG8eBg0BBnwK2Drq1ll8kr2Lblb6pKNlDzagG+Dgphs4/7jWYwCprW7smEQCdH5Nl/wVMa5eo1ZDIpVCKpVCq9FACFHiTSsxMRHLly/HypUrcfv2bbz33nv497//ra/38/PD0aNH0bZtW8hkljuFBVkuqUyG0zHby7Xtmd07EPxM3wqOiIisCRMvK2MntUVg7eZQP0iE5FgUZO0mATK54duAGrXuEd7KfsDdwpN+/tMuDzi3UfeG4aTduiTryUlMNflAh4jyJV7tp+iSrtt//VPm1xnoswA4tkw3dqz3fMC7pW7R7L8JISCEFlq1GhcO7Udq3CXkq3Jh5+AI/+DWaNQpBICA9O9EMS8vD9u2bUNUVBT27NljEMLKlSsxf/582DyWrHXo0KHs51IFaIUWAqLQyxf5mnzYymzNFJX10eTn48a50+Xa9u71BGRnPICTW40KjoqIrAUTLyszZNsL6NagG0Y3GYnuvd6H0GogefIxocwGWDOi5KTrcenxwLqhQMTewnUyW6DpYN06i/cTjA/UvQHQdBDw8yv/lDUbAjz/P916jgcWAf0WA51eNthMq9FAo1bj9+9W48LBvcjLMZyG4vz+Pdi/xg0t+wyAR4u2WL5iBdasWYO7d+8atLOxscHgwYMRGRkJqbR6D2XUaDWQSWW4rryOdZfW4bcbvyFDlQFbqS3qudbD8EbD8VzD52ArtYXMBC84WDtVzqOyT6/ymNysLCZeRNUYF8m2EgULfP7fof/DNdU1HEk5goH1BmJhyELDm6UmX9c7tebZsh/kxR+B+j0LP3JUPdQtir2qv3ETnSpqARN/1U0T8V24bgxXx5d1yVjcbuDOX0DbibrxY48lRVqNBnm5udi44B2k3Ugs8RBXbqch+tDxQuX169dHREQEJkyYAC8vL2POukpTa9XI0+ThXwf/hd9vFbFw+d+cbJ0wq/0sDGk4BBITz6VmbfJyHmHphBHl3n7K0uVwrcXPJpEpcZFsKrdhPoMQ0KAJbilvYkP8Rnx8/GO81+m9fxpIbQovTm2s498AgX0Kl8vsdD1fU34DfooAkgsnPHp+nYBhqwAnD933/4rTDfy/cwHITAUaheneaCyiZ0UikWDLx/OKTLo0Wi1kjyVp9T1rwsHOFjl5+bC1tcWQIUMQGRmJXr16VfsergJaoUW+Nh/jdo3DlQdXSmybnZ+NuUfm4lH+I4xqOgpSCX+GxbFzcISzuwce3ksv17ZONdwrISoishZMvKzM+plvwCegHlr2HoBXekYiIz8T59LOIcg9SNfzpVYBV3aVb+dX9+reepQrDMulMt1kqA16AZP3AKlngRPLgRuxQF627i1F/xDdmC7vFrr6Ax8D6hygfQQALbCir24cWvsIoP/ivwfT/9OzotGocf3MKaTE/TMRZb5Gg79u3saxhCS42MsxpnMbfZ2tTIZeTRoAAD5d+z0aBbeAhMmCAalEinlH5pWadD3uP3/+By08W6CZezM+diyGRq1G8DP9cGTjujJvGxTaC1IZP6dE1RkTLyt0/9ZN7F8ThWM//YDnZs1FA7/6//RQ5DwAtOry7VhodZOePpl4SWRA63HA0tZAnba6BGvAJ4DNYwtDq1W62el3vAnc/FNX5uYHDFmm6yUDdMnW8SjdI8jnvzE4hExmg9O//gIAuK18iD8SknHyxk08ytPNNyaTSpCVq4LC/p9j9vw78Uo+cQSBzVuYerUhi5eek47d13eXaRut0GLNxTX4v+7/V0lRWT+ZjQ1ahQ3Asc0/QKsp2+9a6/6D+Q8EomqOiZcVy3mYiR8XvofwBYthV9cPtja2BmOmyqWoXg6JBHCtCwz8DPjlDd2jxp1v6xIruULXS5aRBORm/LONnRMwYi3wIBG4tM1wf2d/AAK6Ai3CdY8xAdy/ewebt23HHwk3kJheeFJKdydHPHiUY5B4Fbj0+370nvzq05x1laPWqvH95e+hEWVfpHlv0l4oVUq4PTaHW1FrDWrUauRmZUFmYwN7hUK/bmF1IHdSoMfYydi3+pvSG/+t4/Mj4Fbbm2PoiKo5Jl5WTq1SYcfnizHpiyhdguRQE5A76wbEl5Wtwz9js54klQFtxunGkG1/U5dk3c4ouq2iFjDqB8C1DrAirOhZ8v/4Bmg9FiqVCjNnzsS3a9ZAmZlp0MRGKkULX290qu+Heh41ir1h5eXkIC83B3b2DsafaxVnI7VBrjoXLwS+ACEEMlQZ+CP1DzxSPyp1W7VWjd9v/Y4B9QZAIgCtRo2Lh/bj7G+7cP/WTWjU+XB0cUVgxxC0ChsA97p+SDp/FgKAf/OWEEJU+eRCKpWidf9noc7Pw6HvVpf6lmP7wUPRdeS4EtsQUfXAxKsKyLiTihvnzsCveQvdI8cW4boxWGXVfCggtSu+XiIFWo4CGg8A/lwBnFwNKB+bvdunNdB+MtB8mO4tyJV9i5+C4vZfwM0/YefdCocOHTJIumq7KNCpvh/a+teBo7yEeB4PrajZV6spIQS0QouZ7WciOz8bEkjgaOuI7Pxs/HLtF2y4sgFXM66WuI8a8hqQSqS4+Ps+7Fv1TaFpPbIzHuBMzHacidmOBu06ov9rbyE1/jK2ff4RBk79F6QyGSTV4CWHdoOeh1/zlji5cyvijh2GJv+ff2RIZTI0aNcJbfoPRp0mzcwYJRFZEk4nYSUKXoX99/NhsLctPNll/TYd8PysubrxXfeuAV+XY5LQl2OBWs2Me1ypydf1gmWn62bOt3cFHN11c4edWKF7nJiXZbDJmdsa7IhT473ufz8u7PU+0GUa/hu1Am+99Raae3mgU31f+LsX37tVFLmjE6au2lCWM62SCnqabihvYN2lddiesB1Z+bpr4Cp3xXMNnkN443D4ufjhm7Pf4KszXxW5n+YezbGu31qc3b0L+418lFarXgOEz/sIl2MP4drJ4xgy8/1qkXgBgFarhUQC5D3Kwc1L56F6lA07B0f4NGoCBxdXCK222jyCJbJUnE6CKlxq/N9vA0ptAM/GunmyTq4yfgctRwJezY1vXzDT+cWfgYd3AJVS14uVdMyg2UOVwA/n8xF1Kg9/pugWpu7X0AZtfWR/Pw6VYPz48Rg9ejT2LVuCxNN/Gh/D35qFPmP144sKxlCpHmVDlZ0Nma0tHJx1fxyMOS+t0EKj1eD92PexM3FnoXqlSolvL36LtRfXYlijYXi347twtnPGR8c/KtT2peCXcDfxGg6siTY6/ruJ1/Db8v+i/2sz8MfPm/DX/j0IqiZrEhZMXyJ3ckKDdh2h1WoNpjSRWPHnkogqXtX/q1hN5OXm/PONVgMM/BTIewj89WPpGzcdDDz3daEpHowSvweIL/zm3MkUDaJO5uG78/nIyjOsW3GvLdpOfQ2oretdc3JyglajQet+z5Yr8WrTf7DV9q5o1GpIJBLEHz+CMzE7cOvyBX2dg7MLmvfsg9b9BkFR06PEXkAhBF7b9xqOppS8tJOAwKa4TchUZeKTHp/gmvIaNl7ZqK/3cfJBd9/u2LHkPxBCW6ZzuXL0d3R/cSJa9O6HMzHb0aKarknIeeSIqCRMvKoIOwfHf76RynTJ19AVQL1Q3UD2O+cLb1SrKdAhEmg7oXxJlyZfN2Hq34lXpkrgu7/yEXUyD6dvF75pt24RhMhXpqJvt364rnYE7krhKlSo4WUDAQkCWraBb1Awki/8VWjb4jTv0Qduta1zFnCNWo2H6Wn4cdEcKO/cLlSf8zATJ7ZtxolffkKXYaPRedioIvej1qrxzdlvSk26HhdzIwatLrZCRHAENsdt1r/9OLTRUOQ8zMTVE8dK2UNhWo0G5/bGoFXfgTiycT1Sr8ahdv2GJk1E8jVa2MqkyMnTICdfAwdbGRzsZPpyIiJzY+JVRfgHtzJ8m0wq0433ajlS9zZi8nHg+u+6x3t2CiAgRLdgtSYPgKR801DIbHWPNA98DGjy8PL2HHx/3nBeI4VcglHDXsDkV/8FB1UdXDiUgp1LDQfce/o5I7hHHTTqUBtDZs7Fpn+/h9tX40o9fMN2ndAncmrZ47YAGrUa2Rn38d2cfyEnU1lyYyFwZNN6qPPz0HXkuCJ7vjbGbSxiw5J9d/k7jGk2BqF1Q7EveR8AoJtPV1w/fbLM81MVSDh9Al2Gj4azhwdS4y6jln+9p5/ixAj5Gi20QuDn07ew9tgNnL/1z8saTb2dMaaTP4a2qQuZVMIEjIjMiolXFdGq78DCr/FL/768Wi3g0wbwbvlPXcEkjjLj3hp8UkZGBhwcHCB3cNOtxfjXJkxsZadPvNr7SBHR0Q3D/283pC6NsG3peSjvxhe5r7Skh9j37WVcOJyCITNaYdTCT5CRmoKH9+/hkfIBrp08jvg/juiTARfPWmgVNhDtnn0BgHW+GyKzscH2JYtLT7oec/znTajXqh18GjXRj/vK1+Rj943duJ97v8wxJD9MxuGbhzG88XDsS96HMP8wBLo2xLnskt94LIkqSzeYX+7ohHxVrkmujlqrxZnkDER++ycePCo8dcml1Id4b8t5LP71Mv73Ylt0qu8OmZRvwRKReTDxqgJq1WuAOo2bQWiLGZMjlQKQ4mkvtxACR48eRVRUFDZu3IgVK1ZgVPgI3XiylFN4xi4Ns0e0wPCIGWgdOhBamQNU2fnYuOgEsh6oit2vrVyG1mF+aBbiBalUipuXziMz7Q4AwNndEwNe/xfyJj9C6tUrgESCgBatodVo/k4yre8GqtVqkZ50Hanxxi/lAwA2dnKk3UhEnUZNIdS6ay2DDM62zqijqINbWbfKHMvR1KOY3HwylvVehpA6IcjIyoGNXfmScQCwkeveWFWrVJA7OVX6fF75Gi1OJ2VgzPI/kKcpeUxaZo4a41cex6qJ7dG5vjts2PNFRGbAxMvKObq64dk3ZyMl7jI8/PwrZRLR+/fvY926dYiKisKFC/8M/o6OjsaoUaMAW0fgpcOQSm2wCFrdeDGZLSQS4PCm+BKTLkdXOwyaGgyFmwxn92zDub2/4mF6mkEbZ3dPtOjdF637PQsbOzkkEolVvy0nAXBq17ZS2xWwkcvRZdhotOjVD7b29si5dB/qu48gNAIyhS06Ne+AnS/sROzNWCw5vQRxD0p/TFsgKz8LrnJXaB81RMS3f6JP01oIqdewHGelUyugPjRqNbIyHqB+6/aV/qapRisQufbPUpOuAmqtwCvrTuHYu89AwcSLiMzAeu9ehJo+dTHk7bmAENj6yb/x0rJvK2zfQggcPnwYUVFR2LRpE1Qqw+TJzc0NQc2aQaPRQCqRQSuVQioBJPG/6QbbN3wGKt8+uHrqLgBAUUMOn4ZuULjbQyqT4JFShVtXMjDgleaAeIh1s+foe7me9PBeGmI3rMO5vTEYPudDuHjUsu7ESyrFrUsXSm8I3ZuNQ9/5AO7evsg+nIp7J25Dm/XE47RfEuDQzB3tQoOxvv96TD8wHbEpscbt38YBGqHFisM3cOBKGpQ5+RjxUmfUbhCIO9eKfjRckpZhA3D1+BF4BzaGi2etMm9fFvkaLTafuomMIh4vliRLpcaGE0kY1zmA472IyOSs9+5VXUl0b/+1ChuI+m3a407iNWxZvADO7h4V9vZYbGwspkyZgsuXLxeqa9m0CdrWqYVAF0fYpl3HVxNGILBjF7Tu9yy8GzaCtlFfwL4mRM0GuHD4DuoE1kDLZ3zh26wmhFZAZvNPjFqtBjmZD7Fu9mxk3b9XalwP09Owcf5sjPl4CewVzpBIJFY7d5cqp/Sle2zs5HjhnQWoUdMH6f/7C+r0nKIbagVyzqcj59I9uA1tiC97folJuyfhbNrZUo/RwqMFMlQZ+O+LrTHgi8M4nngf8beVaBk2ELv/t6RM51SrXgP4BDbBhvWr0fH5EZU+t5qtTIp1x26Ua9v1x5IwuWv9Co6IiKh0TLyszKvR61GjpjuSLpzD9i8W4+qJY9BqNOg2ekKRCxmXh7e3t0HSVbNmTfTt2gV+2kfwdDR8lKnOU+HS7/tx6ff98A0KxuAZ7wGerWDnIEeDNjlo09cPEIAqR42Lh1OQeDYNudlqKNzkeHZaSxzZtA45DzOfDKFYWQ/u4dD6Vej3ynTcvZ6A2vUbVth5V4Z8bT5sJDb6sU5qjRo2MhvIHRxLHVjf8fkR8PDxKznpepxGIOPHeNRwbIpPu32CsC19oS1hLi53e3f08e+DD//4EJObR2J8lwAs+OUiog/fwMcv9MLVP44g4dRxo87TzsEBfV9+A3cSr6Jus+bwb9G60sd3PczNx6XUcqxJCiAhPRvpWSp4KAovuk5EVJks825Fxbp56QIOHz+CuGOH9WX2Cmc0CQktc/Jx9+5drFmzBq6uroiMjNSX169fH3369EFeXh4iIiJQR5KPk1t/BFDy+LHkC3/hh3lvY+QHnyAz7RFcPByg1Qj8vjEel4+kQqPWwtHVFh2ebYAGrTwgkUrQJ2Iq+kRMhSZfN71Cxp3bUN69jRvnTiP++NEipzW4cvR39JwQiRo+dbDxg/fQoF0HtOn3LCABJBLLeHSk1urijkmMweFbh/Ew/yEcZA5oVasVRjcZjTpNg5BxJ7XY7WU2NmjZuz8eHb0DdZoRSVcBLfBw+3V4/asdutftjgPJB4pt+kLgC3ikfoQdCTvgbOeMyLZT8X8xV/B7fBq0QuDZGe9gxxf/h6snSp4fzMHZBUPengunGjVx7c8/EDJijPHxPoVHeZqn2j5bpWbiRUQmx8TLyihq1MSzb76D29ficfrXX3A59hAGvTnL6N4FrVaLffv2ISoqCj///DPy8/Ph5+eHyZMnQ/bYY6FffvkFMpkUKVcuYdMH7xod372bSdgT9SWeffMdaNRabPvyDFLiMlC7ngu6DG0I73ougFQCVfwDPDiTphuvJJPAxtMBio7ecGleC5pHTdG8R2/kZD7E2b27cHLHFqiys/XH0OTn4/z+PWjRux86PDcUmxfNRfKFcxg8411AKiq9p6UkWqGFgMA3Z7/Bhisb8ED1wKA+5kYMPOw90LLfQFw48Fux+wnsGAJ7JwUy/rhU5hjU6TnIjk/H6EajDBKvuoq6aFijIbwdveHl5IWxzcbi0K1DyNXk4uerP2Nqq9cxqIUPfGs6IEOViUM392HIjNlIOHMCZ3/dgevnTutenPibs4cnWvbuj+BefSGVSaGVAM179ilzvOXlYPt0jzEd7fjnj4hMj395rMx377+F+s1boFXYQPR9+Q10HTkO9q4uEKV09Ny+fRurV69GdHQ0EhIMJzBNSkrC8ePH0blzZ32ZnZ0dJBIJTm7/ucwxxh8/guyMB0i/pUVKXAZah/mhywu6N+WyTtzGw/3J0NzPNdzoEpB16BbkDdzgOrAe4CqHNu4R2vd9Hk06d8fmj+ZAefefwff3kpMglUoR0LINanj74Nqff+DX/y3BgKlvGRVjvjYftlLbUsvKQggBrdBi2r5p+P3W78W2++7Kd+jX/1t4Bzb5Z43NJzTu3A05cfehycwrsr40ucfT0PnFLqghr4EQnxBENp+CANcAQCo1SEx71gnFkh6fY8X5lYh/kIBGtRUY0toLP11dh6Wnl+L3W4fxYpPRGPruB8hIvwNlaio0+flwdKuB2gH1odVqIbOxQXpWGjbEbYSN1AaTgyfDRlr5f1pcHGxRz8MJienZpTd+Qh03B7gryj9tBlUNut9ZFJrXTa3VwoZLP1ElYeJlhVKuXELKlUu4+Pt+DH7rXd0jtr87IrRaAenff0S0Wi327NmDqKgobNu2DWq14WO7WrVqYeLEiZgyZQoaNvxnCgGtVgtIgOz798u1dqLQanEmZgfaDhqOdgP80WGQbhBzxs4EZB0qea4p1bUMpC07C/fxQXBo4o70VRdQY1hDjJjzMda//yYeKTMAAOr8PEhtbJCZdhcteg/AwbXLcen3/egweBjc6/oWu3ajVmjxKP8RNsZtxI6EHUjPSYcEEtR1roshDYfg2QbPwkZiA5m07L0pEokEC44sKDHpAoDTd0/jzO3T6DftLWx4f6b+nB6ncKsJzZ3ip+Eojfqe7vHk7hd+hZ3EFlJbW2T/8QcefPc9cs6dg8jJgVShgFNIF3QdOw7PDPwOyuz7yPDSoKaTPTbFbQIA/Jb0G35L+g0N3BpgQL0B8HDwgJOzE+SybOy7chxn087i7qO7OHP3DNRCDTe5GyYHTy533GWRr9HixY5++PeOsvcKjurgB41WQCqzvnng6OlptAIyqQRJ9x9hVex17L9yF5k5+bC3laF5HVeM6+yPboGeXGqKKoVECGGdU39XM5mZmXB1dcW/nw+Dve0/vTIBrdri+VnzoM1OR7raAW4KR9hIJbCRSZGdnQ0fHx9kZhoOXg8LC0NERAQGDx4MuycmyyzotVHl5+JabCx2f/NlueL1atAILy76DACgVqmRc/IOlNsSStnqHxK5DLVeb428G5lQ7kiA52utkHLzMn5cNAcA0LrfIHQeNhpnYnYgKPQZRE+dBAAI7tUXvSNeK/SGZ8HH/POTn+O7y99BpSk6qXG2dcbU1lMxuunoMp2vEAKp2anot7kfhBHztbvbu2N9v7Wwz5Hg50ULCo33GrvoCzjckkO5M7FMcRSw9XJE7eltIYSA+t49JE2YiLyrxc9I79ixA+p89hlU9k7Ik6rQfWPXch0XAPYM2wMvJ9Osn5mlUqPDh7+VabyX3EaKP959Bm6O7PGqjtQaLR7laTDth9M4cCWt2Hb+7o5YEt4KwXVd2ftVBRTcQ5VKJVxcXMwaCz9NlezEiRMYMGAA3Nzc4OTkhE6dOmHjxrKvq1ec62dO4tKhfdBm3cPNK2fwy9kUaLQCWq2Ak5MTxozRDXT28vLCu+++i2vXriEmJgbDhg0rlHQBgIDAD1d+gFxqB9Wj0qc8KI7qke7xj/LuI0hlUjzcl1ym7YVKg6zfb8KxhaduP9uuwb9la9SsUxcA0LB9Z6TEXYYy7Q4cHvsluhR7oMgZ/CUSCd75/R2surCq2KQLAB7mP8RHxz/C12e+LvGNwCdphAbrL603KukCgHu59zA2ZjzSbB5iwuf/w7NvvoO6TZvr63OyH0KqKP9jT+nfj9EObYiDrYcHHNu2KbH9oz+OI3HYcNg9eghHqR2kT/GSQkk/34pmbyPFFyNbwdgVgCQS4NPhLaGwZ2d/daTRCmTnafD8f2NLTLoA4Ma9RxgZdQwnEh8g38gJeomMwcSrEu3fvx8hISE4fPgwRowYgZdffhm3b99GeHg4Pv300wo5RsajHMydMwcNO/ZF19Bn0K6WBLO3/KV/3Dht2jRs2bIFSUlJ+PDDD1G/fvFzF2m0GuSqc1HLoRbyVBrY2pf/jS9be3sAgFQqQc759MKTfhrh0ek0CI0Wjm1rIzfuAdQZuWgz4DnUrOMLv+YtcXb3TgitFpLHHguqVSrk/r1eoL5Mq8bKv1ZiZ+JOo4+97OwyHLx5EPla4+K2kdpgR8IOo/cPAGk5aXhx1xjMPToPfm3aInz+x5i6eiMivl4F78DGcGjuAYlt+X5FHVp64kFKFs4fuIUze5LgPm06JLYlJ3Lq1FTcfPllyOUOCPEJKddxAcDZzrnc25aVjUyKXk1qY9mYtrAv5Wclt5Hiy5GtMaCFN3swqimZVIJX15/EtTTjxgWq1FpEfvsnMnPK/veLqDj861NJ1Go1IiIiIJVKcejQIURFReHTTz/F2bNn0ahRI7z77ru4caN8kz9qtFpcuHUHK34/gQ937MNPh48hOTkZqrx8bPvpR2gFkPZQ1+vQuHFjDBkyBLal3HQB3finbde2oadvT9xPyYF3gyblig+AbjJVjRbOHg7IOVPyvyyLI/I0yLl4D/aNagACyD6aiqBuz6D94BeQcec2rp89BUWNmsjNMpzLSTzRUyWBBGsvrS3z8Vf+tdLowfZaocW93NIngX1SnjYP265tw4UHFwEAcgdHuHh4ws7BARIbKRxblX32d4mDDRxbeeLcQd14ujN7k2Hj5grnsNLfOMy9cBHZJ07g5eaRpbYtStOaTVHTvma5ti0vmVSCXk1q4djsZzCzb2PUcTOc9sTLxR5v9mmEo7OfQf9gL0jN+NYrmY9WK3D5diZir5bt9/ShSo1vj95grxdVGCZelWTfvn24du0aRo8ejVatWunLXV1d8e677yIvLw9r1qwp835/u3gVH+7Yh1Wxf+JS6l392/1SqRQDenRAcw8NejephTVHr0Ndxj8UtjJbnLl7BjYyG1w6kopa9erBO7BxmWMEgNb9BiP77zfyNA/L92YeAGgy8yB11CU/+bezYSO3Q/MefXD4+zUQQosmXXvg+pmT+vZSmQz2Tgr99/nafOxN2ov0nPQyH/tM2hlczbhq9CNHyVMs2F3coz3n0LqQ2JXt19S5Wx1otAJX/rgNAMjOUOH62btwG23c/FoP1q5FcO2WqKOoU6bjAkB4k3Cjewkrko1MCjdHO0R2r4/fZ/XEkXd6Yc+b3RH7Ti/EvtMLr/ZogJpOduzpqsYEgFWx18u17ffHk5iwU4XhX6FKcuDAAQC6gexP6tu3LwDg4MGDZd/vlQRk5vwzhsbN0R5hQYHYuXYVtq34BM809YCHowy7L9yGTRnexsnX6G6WeRpdknQnMRNpyUq06vtsmWOs0yQI7nV9kXm3DBN/FkMikejnjhL5ugToxLYfceXo76jTJAiefgE4s+efR4gN23eC7LHePRuJDfYm7S338fdc36OfDLUkUon0qQaU+zj5FCqTSCWQ1ZDDfUxTwMa4a+nYtjZcevnhyE/XkJ/7z4DzhHP34dAy2Kh9PNy3HxKJBN3qdDMu+L+527vj2frPPtWUHE/LViaFVCKBj5sDAms7o46bA2RSCd9MI8ikEuy5WPR6sKW5+1CFCyklrzRBZCyOMK0k8fG6BYYDAwML1Xl5eUGhUOjbFEWlUhksTK1U/vNLLwHQ2MsT7ev5IrCWO6RSCTxq10ZWegokOY/wSPoQ9+5nFHqbsSR5mjzYyeyQ/TAbmZmZ0EhzEbvtMnqNbYO6rdqVOnt5AXuFC7qMnYIH9+/j/oNMOGfKkGOvRo6q7HMtAYCNbR5y7tzDQ1U21BI55JmZ+GPXDqg0GjTv9yziz5zGjcsX9e0bdu0FZUaGwRqBaffToMkp3yznd+7fwcPMh7CVlTI+SqtGX6++WHF+RZmP0aZWGzhoHIq9XsJTBvnoACh3JCA/peifo9TRFk5dvGHTzQsHNv+FP/dcN6h/kP4AWY8eIdvODiKnlIRYo0HGnTsYHTAa2y5sw8P80pflcZQ54pPQT/Dw4UOzJl5EJXmQoYRWW74X+ZNu30OACxN4a1Xw99USJnLgdBKVJCwsDHv27EF8fLzBHFkF6tSpg6ysLIOE6nHz58/HggULKjtMIiKiauPatWslvmRmCuzxslCzZ8/GjBkz9N9nZGTA398fSUlJcHV1NWNkVBEyMzPh6+uL5ORks88pQ0+P17Nq4fWsepRKJfz8/FCzpmlf/ikKE69KUpAcFdejlZmZiRo1ahS7vVwuh1xeeDoHV1dX/iGoQlxcXHg9qxBez6qF17PqeXJybbPEYO4AqqqCsV1FjeO6ffs2srKyihz/RURERFUXE69KEhoaCgDYvXt3obqYmBiDNkRERFQ9MPGqJM888wzq16+P7777DmfOnNGXK5VKLFq0CHZ2dhg3bpzR+5PL5Zg3b16Rjx/J+vB6Vi28nlULr2fVY0nXlG81VqL9+/ejb9++sLe3x8iRI+Hs7IzNmzfjxo0b+OSTT/DWW2+ZO0QiIiIyISZelez48eOYN28ejhw5gvz8fAQHB2PGjBkIDw83d2hERERkYky8iIiIiEyEY7yIiIiITISJFxEREZGJMPGycCdOnMCAAQPg5uYGJycndOrUCRs3bjR3WNXGunXr8NJLL6Fdu3aQy+WQSCRYvXp1se0zMzMxY8YM+Pv7Qy6XIyAgADNnzkRWVlaR7bVaLZYuXYrg4GA4ODjA09MTo0aNQkJCQrHHiImJQWhoKJydneHi4oKePXti797yLwRendy6dQtLlixBWFgY/Pz8YGdnBy8vLwwdOhR//PFHkdvwmlqu3NxczJgxA927d4ePjw/s7e3h5eWFkJAQrFq1Cvn5+YW24fW0PosXL4ZEIoFEIsGxY8cK1VvdNRVksfbt2ydsbW2Fs7OziIiIEDNmzBD+/v4CgPjkk0/MHV61UPDz9vDw0P//qlWrimyblZUlWrVqJQCIsLAwMWvWLBEWFiYAiPbt24ucnJxC20yZMkUAEEFBQeLtt98WY8aMEXZ2dqJmzZoiLi6uUPu1a9cKAMLT01NMnTpVTJ06VXh6egqJRCI2bdpU0adf5cyaNUsAEA0aNBCTJ08W77zzjhg6dKiQyWRCKpWKH374waA9r6llS0tLE/b29qJ79+5iypQpYvbs2eLll1/W/66GhYUJjUajb8/raX3++usvIZfLhZOTkwAgjh49alBvjdeUiZeFys/PFw0aNBByuVycPn1aX56RkSEaNWok7OzsxPXr180XYDWxZ88e/c/5o48+KjHxmjt3rgAgZs2aZVBecLNftGiRQfm+ffsEANG9e3ehUqn05Tt37tT/EXnc/fv3hZubm/Dw8BDJycn68uTkZOHh4SE8PDxEZmbm05xulbd582Zx4MCBQuWHDh0Stra2okaNGiI3N1dfzmtq2TQajcHPuUB+fr7o0aOHACC2b9+uL+f1tC55eXmiTZs2omPHjmLMmDFFJl7WeE2ZeFmomJgYAUBMnDixUN3q1asFALFgwQIzRFZ9lZR4abVa4ePjIxQKhcjKyjKoy8rKEgqFQtSvX9+gfNSoUQKAOHjwYKH9Fdw0bty4oS/75ptvir3u8+fPFwDEmjVrynl2VPCv5BMnTggheE2t3RdffCEAiCVLlggheD2t0bx584RcLhcXLlwQ48ePL5R4Wes15RgvC3XgwAEAQFhYWKG6vn37AgAOHjxoypCoBPHx8UhJSUFISAicnJwM6pycnBASEoKEhAQkJyfryw8cOKCve1JR15ificpla2sLALCxsQHAa2rNtFotfv31VwBA8+bNAfB6WptTp07hww8/xLx589CsWbMi21jrNWXiZaEKFtcuaiFtLy8vKBSKIhfgJvMo6Xo9Xl7QLjs7G6mpqahXrx5kMlmp7Us7RkmLslPpkpKS8Ntvv8Hb2xvBwcEAeE2tSV5eHubPn4958+Zh6tSpCAoKwq5duzBx4kQ888wzAHg9rYlKpcK4cePQqlUrvP3228W2s9ZralOm1mQySqUSAODq6lpkvYuLi74NmZ8x1+vxdmVtX9o2RbUn4+Tn52Ps2LFQqVRYvHix/g8yr6n1yMvLw4IFC/TfSyQS/Otf/8JHH32kL+P1tB5z585FfHw8Tp48WWSCVMBaryl7vIio2tJqtZgwYQIOHTqEiIgIjB071twhUTkoFAoIIaDRaJCcnIyvv/4ay5cvR48ePZCZmWnu8KgMjh49ik8++QTvv/++/jFxVcPEy0IVZNfFZdKZmZnFZu1kesZcr8fblbV9adsU1Z5KptVqMWnSJHz33XcYM2YMli1bZlDPa2p9pFIp6tati1deeQVRUVGIjY3Fhx9+CIDX0xqo1WqMHz8eLVq0wDvvvFNqe2u9pky8LFRJz45v376NrKysYp9rk+mV9qz/yXECTk5O8Pb2RmJiIjQaTantSztGaWMdyJBWq8XEiROxZs0ajBo1CqtXr4ZUavjnkNfUuhUMhi4YHM3rafmysrIQHx+PM2fOwM7OTj9pqkQiwZo1awAAnTt3hkQiwc8//2y115SJl4UKDQ0FAOzevbtQXUxMjEEbMr/AwED4+PggNjYW2dnZBnXZ2dmIjY1FvXr14Ovrqy8PDQ3V1z2p4Bp3797doD3Az8TTKki6vv32W4SHh2Pt2rXFDrTlNbVeKSkpAP55W5XX0/LJ5XJMnjy5yK+C5Gbw4MGYPHkyAgICrPealmnyCTKZ/Px8Ub9+/RInUE1MTDRbfNWRJUyg6urqyskZn4JGo9HPBzR8+HCRn59fYnteU8t24cIFkZ2dXag8Oztb9OvXTwAQH374ob6c19N6FTWPlxDWeU2ZeFkwLhlkftHR0WL8+PFi/Pjxok2bNgKACAkJ0ZdFR0fr22ZlZYmWLVvqf3nfeecdg6UrHj16VGj/Ty5dMXbsWP3SFVeuXCnUvqSlKzZu3FipP4uqYN68eQKAUCgU4r333hPz5s0r9PX4P3R4TS3bvHnzhLOzs+jfv7945ZVXxKxZs8SYMWOEu7u7ACC6detmcI14Pa1XcYmXNV5TJl4W7o8//hD9+vUTLi4uwsHBQXTo0KHQenJUeQp+2Yv7Gj9+vEH7jIwMMX36dOHr6ytsbW2Fn5+feOutt4r9F5FGoxFffPGFCAoKEnK5XLi7u4vw8HBx9erVYmPatWuX6Natm3BychIKhUKEhoaKPXv2VORpV1mlXc+iejR5TS3XiRMnREREhAgKChJubm7CxsZGuLu7i549e4pvvvmmyB5NXk/rVFziJYT1XVOJEEKU7eEkEREREZUHB9cTERERmQgTLyIiIiITYeJFREREZCJMvIiIiIhMhIkXERERkYkw8SIiIiIyESZeRERERCbCxIuIiIjIRJh4EREREZkIEy+qkgICAiCRSCCRSPDGG2+U2Pb//u//9G1tbGxMFGHVt3r1av3P9fEvW1tbeHt749lnn8WOHTvMHaZRCs5lwoQJlXaMgp9PWfXo0QMSiQQHDhww2TGNkZ2dDV9fX7Rs2RJarbbINkIIbN26FWPHjkVgYCBcXFxgZ2cHT09PdO3aFTNnzsSxY8eK3LbgvJ/8cnR0RNOmTfH6668jKSmp1DgTExMhkUgwYMCApzrfyjZlyhTY2Njgr7/+Mnco9JSYeFGVt379euTl5RVbv3LlShNGU/04OTlh/Pjx+q/BgwfD1dUV27dvx6BBgzB79mxzh1glTZgwARKJBKtXrzbL8RctWoSbN29i0aJFkEoL32oSExPRvn17DBkyBOvWrYNWq0XPnj0xfPhwtGvXDteuXcMnn3yCzp0744UXXij2OC1bttR/tsaNG4fu3bvj9u3b+OqrrxAcHIwTJ06UGOfmzZsBAEOHDn26E65k8+fPh62tLaZNm2buUOhplWuFRyIL5+/vLwCIdu3aCQDFriAfGxurX8UegJDJZCaOtOpatWqVACD8/f2LrP/ss88EACGRSMS5c+dMG1wZFZzLk4uiV6RLly6JS5culXm70NBQAUDs37/foLxgUeEnF/1+HP5eGLyi3bx5U8jlctG+ffsi669fvy5q1aolAIjOnTuLkydPFtnu6NGj4oUXXhBNmjQpVFdw3vPmzStUl5GRIbp16yYAiLZt25YYa6dOnYRMJhNpaWmln5iZTZ06VQAQW7duNXco9BTY40VV2qRJkwAU36u1YsUKg3ZkOm+++Sbq1q0LIQT27dtn7nDMrkmTJmjSpIm5w6gQ//3vf6FSqTB58uQi68eMGYO7d++ic+fO2L9/P9q0aVNku06dOmHz5s1Ys2ZNmY7v6uqKuXPnAgBOnjwJpVJZZLtbt27hjz/+QPfu3eHh4VGmY5hDwc9zyZIl5g2EngoTL6rSgoOD0a5dO+zevRu3bt0yqMvKysLGjRtRt25dhIWFlbgftVqN5cuXo0ePHqhZsybkcjnq1auHV155BcnJyYXaHzhwABKJBD169IBKpcKCBQvQqFEj2Nvbw8/PD7NmzUJubi4AQKlU4l//+hfq168Pe3t7BAQEYP78+VCr1cXGsmzZMnTp0gWurq6wt7dHYGAgpk2bVugcCzw+lmfVqlXo3LkzXF1dIZFIkJCQgPr160MikeDo0aPF/gxeffVVSCQSvP322yX+rMqidu3a+nN60k8//YQpU6agefPmqFGjBuzt7VGvXj1MmjQJV65cKXJ/jz9eS0xMxNixY+Hl5QW5XI4GDRrg/fffh0qlKnJbtVqNJUuWIDg4GPb29vD09MTQoUOLHVOzbds2SCQSDB48uFBdwc/K1tYWmZmZBnWHDh2CRCJB9+7dDcpLGm+VnJyMSZMmwdvbW3+933vvPeTk5BRqe/36dUgkEn2yMnHiRIMxUPPnzy/yGJs3b0bXrl3h4uICJycnhISEYOfOnUW2LUleXh6io6Mhl8sxcuTIQvUHDhzA4cOHAQDLli2DXC4vdZ8dOnQocxxeXl76/y/ud2nLli0QQhR6zHjy5EmEh4ejbt26sLOzg4uLC+rXr4+hQ4di69atRe7r5MmTePHFF+Hn5we5XI6aNWuib9++Jf4M1Wo1Vq5cid69e8PDwwNyuRx169ZF7969sXTp0kLtW7VqhZYtW2L//v24dOmSMT8GskTm7nIjqgwFjxp///138d///lcAEP/+978N2qxYsUIAEO+9955ITEws9lFjZmam6NGjhwAgFAqFCA0NFcOGDRONGzcWAIS7u7s4deqUwTb79+/XP0YJDQ0VLi4uYvDgwWLQoEHC1dVVABCDBg0S9+7dE40bNxaenp5i6NChIiwsTNjb2wsA4uWXXy4US25urujdu7cAIOzt7UX//v1FeHi48PX1FQCEh4dHkY9t8PcjpalTpwqpVCq6du0qRo0aJTp27CiuX78uPv30UwFAjB49usifp1KpFAqFQkilUpGYmGjUNSjtUWNGRoZQKBQCgNi1a1eheplMJhwdHUW7du3ECy+8IAYPHizq168vAAgnJycRGxtbaJuCx2tvvPGGcHFxEf7+/mLEiBGid+/ewsHBQQAQQ4YMKbSdRqMRQ4YMEQCEnZ2dCAsLE+Hh4SIgIEDY29uLV199tdCjRqVSKWxsbISLi4vIz8832F9gYKD+Z/7kY6E5c+YIAGLBggUG5Sjmsd+lS5f0j+W8vb3F8OHDxYABA4SDg4Po3Lmz6Ny5s8GjxrS0NDF+/HjRoEEDAUCEhISI8ePH67+2bNlS6Jhz584VEolEhISEiPDwcNGyZUv9Y+CffvqpUEwl2bdvnwAgunbtWmT99OnTBQDRokWLMu33SSU9ahTin9/v2rVrF7uPHj16CIlEIm7duqUv++2334Tt/7d37kFNXG0Yf0IFgoDIRbEIKISAIKJiR1Hwg4hab4AXakesiqPjaBF1qhar7VhbB21rrReQ2ouXKuqoAxY6xgsotiJiGZSLQAdtRbxETW1U0ii39/uD2ZUkuwEsoq3nN5OpPe+e3bMnS/Lk3fc8a25OAKh///4UHR1NkyZNosGDB5OlpSVFRUUZ7WfTpk1kZmZGAGjAgAEUHR1NISEhZGFhIfheEzVd/yEhIQSAzM3NKTQ0lKZNm0YKhYK6desmegt42bJlBIASExNNTxDjpYUJL8Z/kubCS6PRkJWVFXl5eeltExwcTBKJhK5evWpSeMXExPBC6c6dO3qxr776igCQXC6n+vp6vp0TXgBo8ODBpFar+di1a9fI3t6eAFC/fv0oIiKCtFotH//111+pU6dOZGZmRlVVVXrHS0hIIAAkk8n0BFBtbS3NmTOHAJCHhwc9efJErx83li5dulBeXp7ROWo0GrK2tiYLCwtSqVRG8a1btxIAioiIMIqJISa8Hj16ROfPnyeFQsGL08bGRqP+Bw4coJqaGr22xsZGSk5OJgDUt29fo36c8OIEdfP3pKSkhKytrQkAnTt3Tq9fUlIS/yVdVlbGt9fV1dGCBQv4fRrWeHGip7kIrKqq4oUFAIqPj2+xD5G48OLqD6dOnUo6nU7vOJy4ai68DOeiNTVeXbt2pfPnz+vFVq9eTQDI29tbtL8QH374IQGg5cuXC8a52qs5c+a0ab+GCAmvxsZGUqlUtGfPHnJ0dCQAtG3bNsH+d+/epddee42GDRum185dl3v37jXqo9FojP5+jh07RhKJhJycnOjMmTN6seLiYnJ1dSUAlJOToxebPHkyAaCBAwca/Zipq6ujI0eOCI47LS2NAFB4eLhgnPHyw4QX4z9Jc+FFRDR9+nS9D7+KigoCQGFhYUREosKrrKyMJBIJubi40MOHDwWPNW7cOAJAmZmZfBsnvCQSCZWUlBj1WbRoEZ9BMxRzREQREREEgHbv3s236XQ6PkOUkZFh1Eer1ZKzszMBoNTUVL0Y9wX7ySefCJ4DEfFZnU8//dQo1qdPHwJAx48fF+1vCCe8xF6Wlpb00Ucf6YnO1sKJl8uXL+u1c2Jj0KBBgmJu/vz5gvPg5eVFACglJcWoj06nox49eggKLy579fHHH/NtXKZlx44d1L17d73CcFNZMiHhdfbsWT7D11y8c6Snp7eL8NqyZYtR7PHjx3x29vr166L7MGT8+PH8+Qvh6+tLAGjFihWC8aysLL0MHfcyXHjACS+xl1wup59++kl0nN988w0BoA0bNui1+/n5EQC6f/9+q853yJAhBIAOHz4sGD948CABoClTpvBtly5d4rPWN27caNVxOH777TcCQPb29m3qx3h5YDVejFcCwyJ77r8tFdUfPXoURISxY8fC1tZWcJuwsDAAwLlz54xi7u7u8Pf3N2qXy+UAgEGDBqF79+6i8Vu3bvFtBQUFqKmpgYODAyIiIoz6dO7cma+pOX36tOBYo6OjBdsBYNGiRZBIJNi+fbteTUx2djYqKirg4+ODUaNGifYXw9BOYtq0aQgJCUF9fT02btxoslD4ypUrSEpKwpIlSzBnzhzExsYiNjYWd+7cAQDRWq8JEyYI1kv5+voCgF4t3M2bN3HlyhUATUXfhkilUkydOlXwOCNHjgQAZGVl8W3cv0ePHo3w8HBUVFTwx8vJyUF9fT1CQ0Nb5RnHeXONGTMGjo6ORvGoqCjY2dm1uJ+WELqeLC0t4enpCQCitYNCcO+N0HhbQ3l5OXbv3m30UqlUgts3t5Pg7ErkcjkqKyvx3nvv4cKFC4L90tLSAMDIqoKrJ5s+fTrOnj0rWh8GAGq1GhcuXICVlZXgHALCnw/Hjh0DAIwfPx49e/YU3b8Q3Lz+9ddfJm1yGC8vzC2S8UqgUCjg4eGBw4cPY9OmTfjhhx/QpUsXk0IEAH7//XcATasfuRWQYty7d8+ozd3dXXBbGxsbk3FO5HEF+MDTLz8PDw/RMchkMr1tDendu7doXx8fH4wePRrHjx/HkSNH+LlJTk4G8LRgvK04OTkJeklVVlYiLCwMq1atgqWlJZYuXcrHGhoasHDhQmzfvh1EJLpvw8J1DrF57dKlCwD9eb1x4wY/Tu59MURszocOHQpra2vk5+ejpqYG1tbWOHXqFHx9fdGzZ0+MHDkS+/fvR1ZWFmbNmsWLMk6wtQQ3NrHjSyQS9O7dG0VFRa3anxhtma+W4FYQcn0N4VYPCv29AMDChQuxcOFC/v+9vLxw9epV0eNNnDjRaMEAESElJQVxcXFQKBQoLy/XO0eNRoPs7GwEBgYaze26detQXFwMpVIJpVIJKysrBAYGIiwsDNOnT+fFO9DkRUZE0Ol0LS4SaH6+VVVVAPBMq1ibz6tGoxH84cZ4uWHCi/FKwLmOr169GrNmzYJKpcK8efNgZWVlsh/nuM2tJjLFkCFDjNqEjCPbEm9vWjrfxYsX4/jx40hOTkZ0dDSqq6uRkZEBGxubdndtl8vlWLFiBRYtWoT169frCa/Nmzfj66+/Ro8ePbBx40YMGzYMzs7OkEqlAICYmBjs379fVJR11Lyam5vjf//7H5RKJXJycuDu7o47d+7g7bffBvBUYJ08efKZhFdH0Z7z1bVrVwDiojgwMBC//PILCgoK2u2YhkgkErz77rv4/vvvUVhYiK1bt+KLL77g45mZmairqxM0Te3RowcKCgpw5swZZGVlITc3F/n5+cjNzUViYiLWrVuHhIQEAE8/H2xsbDrMgLW5NYa9vX2HHJPRvjDhxXhliI2NxZo1a5CZmQmgdd5dbm5uAIDg4GAkJSU91/G1BHdL4o8//hDdhsvQtfX2BceYMWPg7e2NnJwcXL58Gfv27UNDQwNmzJghmsH4J3C3stRqNdRqNZ8NOXjwIABg+/btgnYNlZWV7TYGbq7UajVqamoEs17Xrl0T7T9y5EgolUpkZWXxWRVOWLm7u0MulyM7Oxs3b95EeXk5XFxc4Ofn16axmTo+lz15WeAyMH/++adgPDIyEps3b0ZRURFKS0sFb8W3F56enigsLDSyXuDc6sUc8TkrGO424ePHj7Fr1y7ExcVh5cqViI6Ohkwm4z8fJBIJduzY0WoBy10nFRUVbT4nbl7t7e1hbm7e5v6MFw+r8WK8Mri7uyMqKgqOjo4ICgoSzFAZMnbsWABNnk1tud3yPHjjjTdgY2OD+/fvIyMjwyiu0+lw4MABAE23Vp8FiUSC+Ph4AMDGjRvx3XffAYDerZ/2hLuFZGZmppeNu3//PgCgV69eRn0uX76MS5cutdsYXF1deQG4b98+o/iTJ09w6NAh0f7Ns1pZWVno1KkT/4XNxVUqFV/LFh4e3uqxhYaGAmiqCeLmpDkZGRnQaDSCfS0sLACIe1g9Lzgz1LKyMsH4iBEjMHToUADA/Pnzn2udEnd9NRfTWq0WJ06cgJ+fX6tv9UmlUsyfPx8BAQFobGxEcXExAMDFxQUBAQF49OgRX7fVGsaMGQOgqYa0eR1naygtLQXQVB/K+HfChBfjlSItLQ1qtdqkUWhzBg4ciClTpqC6uhqTJ08WzDxotVqkpqbyRcXPC6lUiri4OADA0qVL9TIddXV1WLx4MVQqFTw8PFqsXTNFbGws7OzssGPHDty9excKhaLVGZq2UFlZic8++wxAkzixtrbmY1wdTXJyst4Dlm/fvo2ZM2e2u5hYsmQJgKbn4TXPQjQ0NGDZsmUmvxz79euH7t27o6ysDKdPn0ZQUJDeQgxOmHEZ07bcZhw+fDgCAwNRU1ODuLg4PfPX6upqLFu2TLSvq6srgCah2pFwot/U31hqaiqcnJyQm5uL8PBwUSFdWloqKixNwdV4Xbx4EUDTIgSOo0ePQqfTid4a3LBhg+DDtSsqKvhMa/MfBGvXrgXQZFTLZdMNx5Kfn48TJ07wbQMGDEBUVBR0Oh2ioqKMjldfXy/44wp4WqQ/YsQIwTjj5YfdamQwWmDnzp3QaDRQKpXw8fFB//794eHhASLCtWvXUFRUhNraWpSXl/NO7M+LNWvWoKCgANnZ2fD19YVCoYCtrS3y8vJw/fp1ODo64tChQ3y241mwsbHB7Nmz+QzNP812qdVqvfqw2tpaVFdXIy8vDw0NDXB3d0dKSopen5UrV+LYsWP49ttv+UfKPHz4EGfOnIGnpycmTZqE9PT0fzSu5sTFxeHkyZPIzMxE//79oVAoYG9vj/z8fNy+fRsLFiwwGiOHRCJBeHg49u/fj8ePHxut/BwxYgTMzMz4jGlb67v27NmDsLAwHDhwAD///DNCQkLw999/49SpUwgICICTk5OgyJk4cSLWrFmDLVu2oLS0FG5ubjAzM0NkZKTg7dv2Ijg4GN26dUNBQQE0Gg1f89UcDw8P5OXl4a233sLZs2cxcOBAeHl5oW/fvrC1tUVNTQ3Ky8v5VashISH8Sl9Djhw5oveDSKPRoKysjBdJM2bM0HPQb+mh2GvXrsXy5cvRp08f+Pr6wsrKCrdu3eJXOM6cOVPvEUcRERHYvHkzli5disjISHh5ecHHxwd2dna4d+8eioqKcPfuXSQkJOg9IWPnzp0YN24czp8/D7lcjmHDhsHFxQUqlQolJSW4d++eYA0jVyfYXEwy/mW8MCMLBuM5Yujj1RKmDFSJmpzN9+3bR+PGjSNnZ2cyNzcnR0dH8vf3p9mzZ1N6ejrV1tby23M+XqGhoYL7a+mhy5x5pZArd11dHW3bto2CgoLI1taWLCwsSCaTUXx8vKgnEETMOcVQKpUEgNzc3PRMSNuCmI+XRCIhOzs7Gjx4MK1du5YePHgg2L+4uJgiIyPp9ddfJ6lUSnK5nN5//316+PChqEdVS95Vpua9rq6OvvzyS/Lz8yNLS0tydHSkqKgounTpUovvF+fdBQFjVKKnJqi+vr6i82XqPaqqqqLY2FhydnYmCwsL8vT0pISEBNJqtaIPySZq8vkKDg4mW1tbkkgkRtdUS9eFqX2bYuXKlSbNSzkaGxspLS2NYmJiSCaTkY2NDZmbm5OTkxMFBQXRkiVLjMxuDcdm+DI3NycXFxeKjIzUc+knavIms7GxIZlMJjqmvXv30uzZs8nf358cHBzI0tKSevXqRWPHjqX09HRBfziiJoPeefPmkVwuJ6lUSp07dyZPT0968803acuWLXru+BxPnjyhlJQUGj58OHXt2pUsLCzI1dWVRo0aRcnJyUbbFxYWEgBSKBQmZpXxsiMhMrFWm8FgvJK88847SE1NRWJiIj744IMXPRzGv4ybN29CJpPB39//ua5ebCuZmZmIjIzE8uXL8fnnn7/o4bSZ+Ph4JCUl4ccff3yuWUvG84UJLwaDoUdJSQkCAwMhlUpRVVUFBweHFz0kxr+QVatWITExEZmZmZgwYcKLHg6ApgUQubm5iImJgbe394seTpuorq6Gt7c3goKCRA2SGf8OmPBiMBgAgLlz50Kr1UKpVOLBgwdYv34971fEYLQVrVaLPn36wMHBARcvXuxwz7r/GnPnzsWuXbtQWFiIgICAFz0cxj+ACS8GgwGgqUjczMwMbm5umDt3LlatWvVMTvUMBoPBEIetamQwGABg8tE8DAaDwWgfWO6XwWAwGAwGo4NgwovBYDAYDAajg2DCi8FgMBgMBqODYMKLwWAwGAwGo4NgwovBYDAYDAajg2DCi8FgMBgMBqODYMKLwWAwGAwGo4NgwovBYDAYDAajg/g/xOBhjdU2/VsAAAAASUVORK5CYII=", + "text/plain": [ + "
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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# DDR Plot\n", + "fig_mem_v_flop_ddr, ax_mem_v_flop_ddr = plt.subplots(figsize=(6, 6))\n", + "sns.scatterplot(\n", + " x=mem_v_flop_df[ddr_mem_bw_mean],\n", + " y=mem_v_flop_df[ddr_flop_rate_mean],\n", + " hue=mem_v_flop_df[(\"groups\", \"\")],\n", + " ax=ax_mem_v_flop_ddr,\n", + " s=4 * mpl.rcParams[\"lines.markersize\"] ** 2,\n", + ")\n", + "ax_mem_v_flop_ddr.set_xlim(left=0, right=4000)\n", + "ax_mem_v_flop_ddr.set_ylim(bottom=0, top=10000)\n", + "ax_mem_v_flop_ddr.set_xticks([0, 1000, 2000, 3000, 4000], [0, 1000, 2000, 3000, 4000])\n", + "ax_mem_v_flop_ddr.set_xlabel(\"Memory Bandwidth (GB/sec)\", fontsize=16)\n", + "ax_mem_v_flop_ddr.set_ylabel(\"Flop Rate (GFLOPS)\", fontsize=16)\n", + "ax_mem_v_flop_ddr.tick_params(axis=\"both\", which=\"major\", labelsize=14)\n", + "plot_straight_line(ax_mem_v_flop_ddr, [0, 0], [mem_v_flop_df[ddr_mem_bw_mean].max(), mem_v_flop_df[ddr_mem_bw_mean].max()], c=\"k\", linestyle=\"--\", linewidth=2)\n", + "sns.move_legend(ax_mem_v_flop_ddr, \"center\", title=\"Category\")\n", + "\n", + "mem_v_flop_figlegend = plt.figure(figsize=(8,2))\n", + "mem_v_flop_patches, mem_v_flop_labels = ax_mem_v_flop_ddr.get_legend_handles_labels()\n", + "mem_v_flop_figlegend.legend(mem_v_flop_patches, mem_v_flop_labels, title=\"Kernel Group\", ncols=7, fontsize=18, title_fontsize=18)\n", + "ax_mem_v_flop_ddr.get_legend().remove()" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# HBM Plot\n", + "fig_mem_v_flop_hbm, ax_mem_v_flop_hbm = plt.subplots(figsize=(6, 6))\n", + "sns.scatterplot(\n", + " x=mem_v_flop_df[hbm_mem_bw_mean],\n", + " y=mem_v_flop_df[hbm_flop_rate_mean],\n", + " hue=mem_v_flop_df[(\"groups\", \"\")],\n", + " ax=ax_mem_v_flop_hbm,\n", + " s=4 * mpl.rcParams[\"lines.markersize\"] ** 2,\n", + ")\n", + "ax_mem_v_flop_hbm.set_xlim(left=0, right=4000)\n", + "ax_mem_v_flop_hbm.set_ylim(bottom=0, top=10000)\n", + "ax_mem_v_flop_hbm.set_xticks([0, 1000, 2000, 3000, 4000], [0, 1000, 2000, 3000, 4000])\n", + "ax_mem_v_flop_hbm.set_xlabel(\"Memory Bandwidth (GB/sec)\", fontsize=16)\n", + "ax_mem_v_flop_hbm.set_ylabel(\"Flop Rate (GFLOPS)\", fontsize=16)\n", + "ax_mem_v_flop_hbm.tick_params(axis=\"both\", which=\"major\", labelsize=14)\n", + "plot_straight_line(ax_mem_v_flop_hbm, [0, 0], [mem_v_flop_df[hbm_mem_bw_mean].max(), mem_v_flop_df[hbm_mem_bw_mean].max()], c=\"k\", linestyle=\"--\", linewidth=2)\n", + "ax_mem_v_flop_hbm.get_legend().remove()" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# V100 Plot\n", + "fig_mem_v_flop_v100, ax_mem_v_flop_v100 = plt.subplots(figsize=(6, 6))\n", + "sns.scatterplot(\n", + " x=mem_v_flop_df[v100_mem_bw_mean],\n", + " y=mem_v_flop_df[v100_flop_rate_mean],\n", + " hue=mem_v_flop_df[(\"groups\", \"\")],\n", + " ax=ax_mem_v_flop_v100,\n", + " s=4 * mpl.rcParams[\"lines.markersize\"] ** 2,\n", + ")\n", + "ax_mem_v_flop_v100.set_xlim(left=0, right=4000)\n", + "ax_mem_v_flop_v100.set_ylim(bottom=0, top=10000)\n", + "ax_mem_v_flop_v100.set_xticks([0, 1000, 2000, 3000, 4000], [0, 1000, 2000, 3000, 4000])\n", + "ax_mem_v_flop_v100.set_xlabel(\"Memory Bandwidth (GB/sec)\", fontsize=16)\n", + "ax_mem_v_flop_v100.set_ylabel(\"Flop Rate (GFLOPS)\", fontsize=16)\n", + "ax_mem_v_flop_v100.tick_params(axis=\"both\", which=\"major\", labelsize=14)\n", + "plot_straight_line(ax_mem_v_flop_v100, [0, 0], [mem_v_flop_df[v100_mem_bw_mean].max(), mem_v_flop_df[v100_mem_bw_mean].max()], c=\"k\", linestyle=\"--\", linewidth=2)\n", + "ax_mem_v_flop_v100.get_legend().remove()" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[78.08415154702564, 232.7303250881792, 5027.180709278552, 7884.638183530316]\n", + "[13326.385238341536, 84113.33073775537, 11259.015340240285, 14974.466514869282]\n", + "['Basic_MAT_MAT_SHARED', 'Apps_EDGE3D', 'Apps_VOL3D', 'Apps_DIFFUSION3DPA']\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# MI250X Plot\n", + "fig_mem_v_flop_mi250x, ax_mem_v_flop_mi250x = plt.subplots(figsize=(6*(11000 / 3500), 6))\n", + "\n", + "mi250x_ylim = 10000\n", + "mi250x_ylim_pad = 200\n", + "\n", + "new_mi250x_x = mem_v_flop_df[mi250x_mem_bw_mean].tolist()\n", + "new_mi250x_y = mem_v_flop_df[mi250x_flop_rate_mean].tolist()\n", + "label_mi250x_markers = [0 for _ in range(len(new_mi250x_x))]\n", + "labels_mi250x = []\n", + "for i in range(len(new_mi250x_x)):\n", + " y = new_mi250x_y[i]\n", + " if y > mi250x_ylim:\n", + " labels_mi250x.append((new_mi250x_x[i], new_mi250x_y[i], i))\n", + " new_mi250x_y[i] = mi250x_ylim - mi250x_ylim_pad\n", + " label_mi250x_markers[i] = 1\n", + " \n", + "labels_mi250x = list(sorted(labels_mi250x, key=lambda tup: tup[0]))\n", + "label_mi250x_x = [tup[0] for tup in labels_mi250x]\n", + "label_mi250x_y = [tup[1] for tup in labels_mi250x]\n", + "label_mi250x_names = [tup[2] for tup in labels_mi250x]\n", + " \n", + "label_mi250x_names = [mem_v_flop_df[\"name\"].iloc[i] for i in label_mi250x_names]\n", + "print(label_mi250x_x)\n", + "print(label_mi250x_y)\n", + "print(label_mi250x_names)\n", + "\n", + "sns.scatterplot(\n", + " x=np.array(new_mi250x_x), # mem_v_flop_df[mi250x_mem_bw_mean],\n", + " y=np.array(new_mi250x_y), # mem_v_flop_df[mi250x_flop_rate_mean],\n", + " hue=mem_v_flop_df[(\"groups\", \"\")],\n", + " style=label_mi250x_markers,\n", + " ax=ax_mem_v_flop_mi250x,\n", + " s=4 * mpl.rcParams[\"lines.markersize\"] ** 2,\n", + ")\n", + "ax_mem_v_flop_mi250x.set_xlim(left=0, right=11000)\n", + "ax_mem_v_flop_mi250x.set_ylim(bottom=0, top=mi250x_ylim) # 90000\n", + "ax_mem_v_flop_mi250x.set_xticks(list(range(0, 11001, 1000)), list(range(0, 11001, 1000)))\n", + "ax_mem_v_flop_mi250x.set_xlabel(\"Memory Bandwidth (GB/sec)\", fontsize=16)\n", + "ax_mem_v_flop_mi250x.set_ylabel(\"Flop Rate (GFLOPS)\", fontsize=16)\n", + "ax_mem_v_flop_mi250x.tick_params(axis=\"both\", which=\"major\", labelsize=14)\n", + "plot_straight_line(ax_mem_v_flop_mi250x, [0, 0], [mem_v_flop_df[mi250x_mem_bw_mean].max(), mem_v_flop_df[mi250x_mem_bw_mean].max()], c=\"k\", linestyle=\"--\", linewidth=2)\n", + "\n", + "for i in range(len(label_mi250x_x)):\n", + " label_pt = (label_mi250x_x[i], mi250x_ylim - 2.75*mi250x_ylim_pad)\n", + " ax_mem_v_flop_mi250x.annotate(\n", + " \"{}\".format(i),\n", + " xy=label_pt,\n", + " xytext=(0,0),\n", + " fontsize=14,\n", + " textcoords=\"offset points\",\n", + " ha=\"center\",\n", + " va=\"center\",\n", + " )\n", + "\n", + "ax_mem_v_flop_mi250x.get_legend().remove()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 6.2 Metric bar charts for each kernel" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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qG3vgwAEcPXoUu3btomleSYcUFxeHwYMHY8aMGez/VpcvX46EhAROXEJCAoYMGcJZ4PLzzz+Hh4cH8vLyMHnyZEyaNImdNrluLRY1NTVkZmYiKysLqqqq7FothBBCyLtK5gZFRUUF9u/fj5kzZ8Ld3V3qB25DX3/9NfT09KCsrIxx48Zhw4YNUj0J27Ztg7GxMfh8PkQiEb799ltOft2bvTFjxkBFRQXR0dHIyMgAj8dDWVkZMjIy4O/vD4lEwr4xrP+2vrKyEgEBAVBTU4O+vj527tzJ5t25cwc8Hg9JSUlwdHSEkpISBg4ciOLiYuTk5MDGxgaqqqpwc3PDw4cPW/ycunXrhuHDh2PXrl1s2tmzZ/H333832rMjLy8PoVDI2bp27cqJGTVqFP7++2/OQoC7du3C8OHD0a1bNzaNYRj4+fnB1NQUmZmZcHd3h7GxMfr164fIyEj88MMPnPNqampCKBSid+/e2LZtG54+fYqff/4ZY8aMgY+PD6ZNm4bq6mo8fPgQs2fPxtq1a2WaxpaQ94mGhgb4fD6UlZXZ/636+/ujqKgI2dnZAF42Dr777jsEBARwjp04cSKmT58OMzMzrFy5EjY2Nvjyyy8BAPv370dtbS2++eYb9OnTBxYWFkhISMDdu3eRkZHxpm+TEEIIaTGZGxRJSUkwNzeHSCSCr68v4uPj0dTMs1lZWQgKCkJISAhyc3Ph4uKC6OhoTkxycjJCQkIwf/585Ofn49NPP4W/vz/S09M5cVFRURg3bhyuXr0q9R9pe3t7bNq0Cerq6uwbwwULFrD5sbGxsLGxwZUrVzBr1izMnDkTRUVFnHNERkZi6dKluHz5MuTl5eHj44OFCxciLi4OmZmZuHnzJpYtWybTswoICOA0uOLj4zF58uRWr+rL5/MxefJkzpvQxMREqeeRm5uLgoICzJ8/H506Sf8Tv+rTMCWllwN9696IxsXF4dGjR1i5ciVmzZqF3r17Izg4uFXlJ7KrqqpCeXk5ZyPvHh0dHbi7uyM+Ph4AcOTIEVRVVWHixImcuMGDB0vt1/VQ5OXl4ebNm1BTU4OqqipUVVWhpaWFZ8+e4datW2/mRt4RVO9JR0T1nrRnMjcoxGIxfH19AQAjRoyARCLBqVOnGo398ssv4ebmhgULFsDMzAyzZs2Cm5sbJyYmJgZ+fn6YNWsWzMzMMG/ePIwfP17qe2QfHx/4+/vDyMhI6pMhPp8PDQ0N8Hg89o1h/ZmYRo4ciVmzZsHExATh4eHo2rWrVINlwYIFcHV1hYWFBUJCQnDp0iV8/vnncHBwQP/+/REYGCh1THPqPh06ffo0/vnnHyQlJUn9+K9z9epV9kdE3RYUFCQVFxAQgKSkJPzzzz84ffo0JBIJRo0axYm5ceMGAHDGYLREZWUlli5dCjk5OQwdOhTAy0XnEhISsHr1apw4cQIJCQnv7Gdm76M1a9ZAQ0OD3fT09AAAe1TjkKy2nrORt2v69OnYt28fnj59ioSEBHh5eUFZWbnFx1dUVGDAgAHIzc3lbMXFxfDx8XmNJX/3NFXvCXmfUb0n7ZlMDYq6Ln1vb28ALz/T8fLyanIF5KKiItja2nLSGu4XFhbCwcGBk+bg4MC+tatjY2MjS1E5+vbty/5d1+h48OBBkzHdu3cHAM4q0d27d5c6pjkKCgrw9fVFQkICDhw4ADMzM8516hOJRFI/JFasWCEVZ21tDVNTUxw8eBDx8fGYMmUK5OW5k3XJulaht7c3VFVVoaamhkOHDkEsFnPK+eGHH8LOzg5TpkxBr169ZDo3+XciIiIgkUjY7ffff3/bRSJ4+RKj4aQEI0eOhIqKCrZt24bjx483+vLg/PnzUvsWFhYAgA8++AA3btxAt27dpCZ7qJt8oqOgek86Iqr3pD2TadpYsViMmpoa6OjosGkMw0AgEGDLli1tXrj6VFRUWn2sgoICZ5/H46G2trbJmLo38A3TGh7TEgEBARg0aBDy8/Ob7J0AXv5AqT94s7lzbt26FdeuXWO/2a7PzMwMAHD9+nX079+/2fNt3LgRzs7O0NDQgLa2dqMx8vLyUg0X8voJBAIIBIK3XQzSgIGBAS5cuIA7d+6wnybJycnBz88PERERMDU1lfq8CXg5qYGNjQ3+85//YM+ePcjOzmZfyEyePBnr16/Hxx9/jBUrVkBXVxe//fYbDh8+jIULF0JXV/dN3+ZbQ/WedERU70l71uIeipqaGuzevRuxsbGct+h5eXnQ0dHB3r17pY4RiUTIycnhpDXct7Cw4AwyBl6OvbC0tJTlPhp9Y/gusLKygpWVFfLz89vsswUfHx9cvXoVvXv3bvQ59evXD5aWloiNjW20EVRWVsbZFwqFMDExabIxQQjhWrBgAeTk5GBpaQltbW3cvXsXABAYGIjnz5/D39+/0eOWL1+Offv2oW/fvti9ezf27t3L/m9YWVkZp0+fhr6+PsaPHw8LCwsEBgbi2bNnUFdXf2P3RgghhMiqxa+cjx49itLSUgQGBkp1v3t4eEAsFmP9eu533MHBwRgyZAg2bNiA0aNH4+TJk0hJSeF8gx8WFgZPT0/0798fzs7OOHLkCA4fPozU1FSZbsTAwAAVFRVIS0uDtbU1lJWVZfp++XU6efIkqqurXzkYuqamBvfv3+ek8Xg89vOr+jp37oySkhKpnpf6xyUkJMDZ2RmOjo5YsmQJzM3NUVFRgSNHjuDEiRNNjnshhDTPzMwM586dk0r/888/oaCggKlTG1+1XEdHBydOnGjyvEKhkDMzHCGEENIetLiHQiwWs5/FNOTh4YGLFy/il19+4aQ7ODhg+/bt2LBhA6ytrXH8+HHMnTsXioqKbMzYsWMRFxeHmJgYWFlZYceOHUhISOAs/NYS9vb2CAoKgpeXF7S1tbFu3TqZjn+dVFRUml10r6CgAD169OBsrxqvoKmp+crPwGxtbXHx4kWYmJhgxowZsLCwwJgxY1BQUIBNmza18k7Iu0Jv0XnoL7vK2cjbU1VVhT/++ANRUVGYOHFioy8CCCGEkPcVj5F1BO+/NGPGDFy/fh2ZmZlv8rKEvBfKy8uhoaEBiURCn8EAePbsGW7fvg1DQ0POi4o3LTExEYGBgejXrx9+/PFH9OzZUyqGx+MhOTkZY8eOffMFlNG78lzrUL0nHRHVe9KevPZRtjExMXBxcYGKigpSUlKwa9cufPXVV6/7soQQ8sb4+fnBz8/vlTFv+N0NIYQQ8sa89gZFdnY21q1bhydPnsDIyAibN2/G9OnTX/dlX6v6a1w0lJKSAkdHxzdYGkIIIYQQQt6eNm1QZGRkwMnJCaWlpeyYgaSkpLa8xCuv1RgDAwOEhoYiNDS0za6dm5vbZF5jnzoQQgghhBDyvpJ5pWwAOHfuHOTk5ODu7t7W5Wkxe3t7lJSUsIPEExMTmx343FYaLjpVf1NSUkJUVBR4PB5GjBghdez69evB4/E4g87r4htu9Ve6HjZsGHg8HtauXSt1Tnd3d/B4PERFRbFpt2/fho+PD3R0dKCoqAhdXV18/PHHuH79OhvT2DV5PB727dsHPz+/JvN5PB4MDAza5FkSQgghhJD2rVUNCrFYjODgYJw+fRr37t1r6zI1q7q6Gnw+H0KhkDMF7bukR48eSE9Pxx9//MFJj4+Ph76+vlS8lZUVSkpKONuZM2c4MXp6ekhMTOSk/fnnn0hLS0OPHj3YtOrqari4uEAikeDw4cMoKirC/v370adPH6k1KBISEqSuWzfzVv20hrEN1xMhhBBCCCEdk8wNioqKCuzfvx8zZ86Eu7u71A/chr7++mvo6elBWVkZ48aNw4YNG6R6ErZt2wZjY2Pw+XyIRCJ8++23nHwej4dt27ZhzJgxUFFRQXR0NDIyMsDj8VBWVoaMjAz4+/tDIpGwb9Drv62vrKxEQEAA1NTUoK+vj507d7J5d+7cAY/HQ1JSEhwdHaGkpISBAweiuLgYOTk5sLGxgaqqKtzc3PDw4cMWP6du3bph+PDhnDnlz549i7///rvRnh15eXkIhULO1rVrV07MqFGj8Pfff3MWAty1axeGDx+Obt26sWkFBQW4desWvvrqK9jZ2aFXr15wcHDAqlWrYGdnxzmnpqam1HUVFRWhoaHBSWsYS4vgvRlVVVUoLy/nbIS876jek46I6j1pz2RuUCQlJcHc3BwikQi+vr6Ij49vcvaSrKwsBAUFISQkBLm5uXBxcUF0dDQnJjk5GSEhIZg/fz7y8/Px6aefwt/fH+np6Zy4qKgojBs3DlevXkVAQAAnz97eHps2bYK6ujr7Bn3BggVsfmxsLGxsbHDlyhXMmjULM2fORFFREecckZGRWLp0KS5fvgx5eXn4+Phg4cKFiIuLQ2ZmJm7evIlly5bJ9KwCAgI4Da74+HhMnjwZfD5fpvPU4fP5mDx5MhISEti0xMREqeehra2NTp064eDBg+/k6uGk5dasWQMNDQ1209PTAwD8vtYOd1f04WyENMfPz69dTFvbVL0n5H1G9Z60ZzIPyhaLxfD19QUAjBgxAhKJBKdOnWp0Ibovv/wSbm5u7I97MzMznD17FkePHmVjYmJi4Ofnh1mzZgEA5s2bh/PnzyMmJgZOTk5snI+PD/z9/dn9X3/9lf2bz+dDQ0MDPB6PfZte38iRI9nzh4eHY+PGjUhPT4dIJGJjFixYAFdXVwBASEgIvL29kZaWBgcHBwBAYGBgs70xDY0aNQpBQUE4ffo0BgwYgKSkJJw5cwbx8fFSsVevXpWaPcrX1xfbt2/npAUEBMDR0RFxcXG4dOkSJBIJRo0axemR6dmzJzZv3oyFCxdi+fLlsLGxgZOTEyZPngwjIyPO+by9vSEnJ8dJu3btWqOfZZE3LyIiAvPmzWP3y8vL6T8yLTAgbPcbvd6l9Y2vjN0UPz8/tvdSXl4eurq6mDhxIlasWPFOrPvwtlG9Jx0R1XvSnsnUoCgqKkJ2djaSk5NfHiwvDy8vL4jF4kYbFEVFRRg3bhwnzdbWltOgKCwsxCeffMKJcXBwQFxcHCfNxsZGlqJy9O3bl/27rtHx4MGDJmPqVrnt06cPJ63hMc1RUFCAr68vEhIS8Ouvv8LMzIxznfpEIhF+/PFHTlpjC9lYW1vD1NQUBw8eRHp6OqZMmQJ5eel/xtmzZ2Pq1KnIyMjA+fPnceDAAaxevRo//vgjXFxc2LiNGzfC2dmZc6yOjo5M90leH4FAAIFA8LaLQV6DESNGICEhAdXV1bh06RKmTZsGHo+HL7744m0X7a2jek86Iqr3pD2T6ZMnsViMmpoa6OjoQF5eHvLy8ti2bRsOHToEiUTyusoIAFBRUWn1sQoKCpx9Ho+H2traJmPqBno3TGt4TEsEBATgwIED2Lp1q9SnSfXx+XypGaPqj4toeM6tW7fi4MGDrzynmpoaRo8ejejoaOTl5cHR0RGrVq3ixAiFQqnrNtZAIYS0LYFAAKFQCD09PYwdOxbOzs74+eefAQC1tbVYs2YNDA0NoaSkBGtraxw8eJA99sWLFwgMDGTzRSKR1EuYFy9eYN68edDU1ESXLl2wcOFCWlyPEELIa9HiBkVNTQ12796N2NhY5ObmslteXh50dHSwd+9eqWNEIpHUbEAN9y0sLDiDjIGXYy8sLS1luQ/w+fx3cryAlZUVrKyskJ+fDx8fnzY5p4+PD65evYrevXu3+DnVTUP7zz//tEkZCCFtJz8/H2fPnmXHV61Zswa7d+/G9u3bUVBQgLlz58LX1xenTp0C8LLBoauriwMHDuDatWtYtmwZFi9ezFn3JzY2FomJiYiPj8eZM2fw+PFjtneZEEIIaUstfhV99OhRlJaWIjAwkF37oY6HhwfEYjHWr1/PSQ8ODsaQIUOwYcMGjB49GidPnkRKSgpnqtewsDB4enqif//+cHZ2xpEjR3D48GGkpqbKdCMGBgaoqKhAWloarK2toaysDGVlZZnO8bqcPHkS1dXVr1wno6amBvfv3+ek8Xg89vOr+jp37oySkhKpnpc6ubm5iIyMxJQpU2BpaQk+n49Tp04hPj4e4eHhnNiysjKp66qpqf2rHiFCSPOOHj0KVVVV1NTUoKqqCp06dcKWLVtQVVWF1atXIzU1FYMHDwYAGBkZ4cyZM9ixYweGDh0KBQUFLF++nD2XoaEhzp07h6SkJHh6egIANm3ahIiICIwfPx4AsH37dvz0009v/kYJIYS891rcoBCLxXB2dpZqTAAvGxTr1q3DL7/8wkl3cHDA9u3bsXz5cixduhSurq6YO3cutmzZwsbUrXkQExODkJAQGBoaIiEhodExGa9ib2+PoKAgeHl54dGjR4iMjOQMVH6bWvLjvKCggLOWBPDyk4hnz541Gv+qxomuri4MDAywfPlydlrcuv25c+dyYusPdK+zZs0aLFq0qNkyk7dHb9H5RsfYkPbDyckJ27Ztwz///IONGzdCXl4eHh4eKCgoQGVlJWesEwA8f/4c/fv3Z/e3bt2K+Ph43L17F0+fPsXz58/Rr18/AIBEIkFJSQkGDRrExsvLy8PGxoY+eyKEENLmeMwb/q/LjBkzcP36dWRmZr7JyxLyXigvL4eGhgYkEgk1KAA8e/YMt2/fhqGhIWd2pPYwy1NZWRm+//57AC8/YbK2tkZoaCh69+4NOzs7ZGRkoGfPnpzjBAIB9PT0sG/fPvj7+yM2NhaDBw+Gmpoa1q9fjwsXLiA3NxcSiQSampo4deoUhgwZwh4/btw4MAzDXrcpTT3Xt4XqPemIqN6T9uS1j76NiYmBi4sLVFRUkJKSgl27duGrr7563ZclhJB2o1OnTli8eDHmzZuH4uJiCAQC3L17F0OHDm00PisrC/b29ux02ABw69Yt9m8NDQ306NEDFy5cYBsUNTU1uHTpEj744IPXezOEEEI6nDZtUGRkZMDJyQmlpaXsJznZ2dlYt24dnjx5AiMjI2zevBnTp09/LddqjIGBAUJDQxEaGvqvr1mn4XoR9aWkpMDR0bHNrkVIY4Ys3Qs5gRInTda35OTdMnHiRISFhWHHjh1YsGAB5s6di9raWvznP/+BRCJBVlYW1NXVMW3aNJiammL37t346aefYGhoiG+//RY5OTkwNDRkzxcSEoK1a9fC1NQU5ubm2LBhA8rKyt7eDRJCCHlvybxSNgCcO3cOcnJycHd3bzY2KSkJDx48wNOnT1FQUICgoKDWXFKKvb09SkpK2DEdiYmJr2xYtKX6s1w13GxsbBAVFQUejwcejwc5OTno6enhk08+wePHjznnMTAwYOPqb2vXrgUAdvxD3aampgYrKyvMnj0bN27c4JwrKiqK/X66vrpz5ObmsmkMw2Dnzp0YNGgQVFVVoampCRsbG2zatAmVlZXs+Rorm7m5eYue0e3bt+Hj4wMdHR0oKipCV1cXH3/8Ma5fv95kueoMGzaM0wCse0779u2TirWysgKPx5N50UFC3jXy8vKYM2cO1q1bh4iICHz++edYs2YNLCwsMGLECBw7doxtMHz66acYP348vLy8MGjQIDx69IjTWwEA8+fPx5QpUzBt2jT2s6iG6wIRQgghbaFVPRRisRjBwcEQi8W4d+/eG18Irbq6Gnw+v9FVsd8EExOTZmOsrKyQmpqKFy9eoLCwEAEBAZBIJNi/fz8nbsWKFZgxYwYnTU1NjbOfmpoKKysrVFZW4urVq4iLi4O1tTWOHDmCjz76SObyT5kyBYcPH8bSpUuxZcsWaGtrIy8vD5s2bYKBgQHGjh3LuYf6WrJGRXV1NVxcXCASiXD48GH06NEDf/zxB1JSUlr9hlRPTw8JCQmYNGkSm3b+/Hncv3+fZqQiUt713pqmGsCLFi1iJ0QICQlBSEhIo3ECgQAJCQlISEjgpK9Zs4b9W15eHps2bcKmTZvapMyEEEJIU2TuoaioqMD+/fsxc+ZMuLu7N/tm+Ouvv4aenh6UlZUxbtw4bNiwQaonYdu2bTA2Ngafz4dIJMK3337LyefxeNi2bRvGjBkDFRUVREdHIyMjAzweD2VlZcjIyIC/vz8kEgn7Jr3+DE+VlZUICAiAmpoa9PX1sXPnTjav7k15UlISHB0doaSkhIEDB6K4uBg5OTmwsbGBqqoq3Nzc8PDhwxY/J3l5eQiFQvTs2RPOzs6YOHEiu2hVfWpqahAKhZyt4Q/kLl26QCgUwsjICB9//DFSU1MxaNAgBAYGyrz2RlJSEvbs2YO9e/di8eLFGDhwIAwMDPDxxx/j5MmTcHJykrqH+lvXrl2bvUZBQQFu3bqFr776CnZ2dujVqxccHBywatUq2NnZyVTeOpMnT8apU6fw+++/s2nx8fGYPHkyLcRHCCGEEPIWydygSEpKgrm5OUQiEXx9fREfH9/kNIRZWVkICgpCSEgIcnNz4eLigujoaE5McnIyQkJCMH/+fOTn5+PTTz+Fv78/0tPTOXFRUVEYN24crl69KrU6tL29PTZt2gR1dXWUlJSgpKQECxYsYPNjY2NhY2ODK1euYNasWZg5cyaKioo454iMjMTSpUtx+fJlyMvLw8fHBwsXLkRcXBwyMzNx8+ZNLFu2TNbHBeBlo+Wnn35iF636tzp16oSQkBD89ttvuHTpkkzH7tmzByKRCB9//LFUHo/Ha3RaYFlpa2ujU6dOOHjwYJstNti9e3e4urpi165dAF42Evfv3//KlcLfB1VVVSgvL+dshLzvqN6TjojqPWnPZG5QiMVi+Pr6AgBGjBgBiUTCrt7a0Jdffgk3NzcsWLAAZmZmmDVrFtzc3DgxMTEx8PPzw6xZs2BmZoZ58+Zh/PjxiImJ4cT5+PjA398fRkZG0NfX5+Tx+XxoaGiAx+Oxb9LrD5weOXIkZs2aBRMTE4SHh6Nr165SDZYFCxbA1dUVFhYWCAkJwaVLl/D555/DwcEB/fv3R2BgoNQxr3L16lWoqqpCSUkJhoaGKCgokFpUDgDCw8OhqqrK2VoypW7dWIY7d+60uEwAcOPGDYhEIpnuof7WkjEwPXv2xObNm7Fs2TJ07twZH374IVauXIlff/1VprI2FBAQgMTERDAMg4MHD8LY2LjRcSPvkzVr1kBDQ4Pd9PT0AACnV3nj0vqpnI2Q90VT9Z6Q9xnVe9KeydSgKCoqQnZ2Nry9vQG8/CTGy8sLYrG4yXhbW1tOWsP9wsJCODg4cNIcHBxQWFjISbOxsZGlqBx9+/Zl/65rdDx48KDJmLrVqfv06cNJa3jMq4hEIuTm5iInJwfh4eFwdXVFcHCwVFxYWFijA7ubU9crVH/V8ZaQZdmRunuov61YsaJFx86ePRv379/Hnj17MHjwYBw4cABWVlaNfvbVUu7u7qioqMDp06cRHx//3vdOAEBERAQkEgm71f/ki5D3FdV70hFRvSftmUwfn4vFYtTU1HAGYTMMA4FAwFn9+nX4NwNvFRQUOPs8Hg+1tbVNxtT9SG+Y1vCYV+Hz+ezg7bVr18Ld3R3Lly/HypUrOXFdu3Zt0SDvhuoaXHWzvqirq0MikUjF1Q2CrvuUyczMjJ1pSZZ7aA01NTWMHj0ao0ePxqpVq+Dq6opVq1bBxcWFXaSnqTI39umVvLw8pkyZgsjISFy4cAHJycmtLlt7IRAIIBAI3nYxCHmjqN6TjojqPWnPWtxDUVNTg927dyM2NpbzxjovLw86OjrYu3ev1DEikQg5OTmctIb7FhYWyMrK4qRlZWXB0tJSlvsAn89vs+/1X4elS5ciJiYG9+7d+9fnqq2txebNm2FoaIj+/fsDePms//jjD/z111+c2MuXL0NRUZH9TMzHxwfFxcX44YcfpM7LMEyjP/DbQt2Us//88w8AQEtLC127dpUaA1JeXo6bN2/CzMys0fMEBATg1KlT+Pjjj9G5c+fXUlZCCCGEENJyLe6hOHr0KEpLSxEYGCj19tjDwwNisRjr16/npAcHB2PIkCHYsGEDRo8ejZMnTyIlJYXzmU5YWBg8PT3Rv39/ODs748iRIzh8+LDUdKXNMTAwQEVFBdLS0mBtbQ1lZWUoKyvLdI7XafDgwejbty9Wr17N6c158uQJ7t+/z4lVVlZm3+ADwKNHj3D//n1UVlYiPz8fmzZtQnZ2No4dOwY5OTkAgKurK0QiEby9vbFq1SoIhUJcvnwZS5cuRUhICBvn6emJ5ORkeHt7Y+nSpRg+fDi0tbVx9epVbNy4EcHBwey0sTU1NVJl4/F47CdhTcnNzUVkZCSmTJkCS0tL8Pl8nDp1CvHx8ZxxJPPmzcPq1avRvXt32NnZ4dGjR1i5ciW0tbUxfvz4Rs9tYWGBv//++536tyWEEEII6dCYFho1ahQzcuTIRvMuXLjAAGDi4uIYAExpaSmbt3PnTqZnz56MkpISM3bsWGbVqlWMUCjkHP/VV18xRkZGjIKCAmNmZsbs3r2bkw+ASU5O5qSlp6dLXSsoKIjp0qULA4CJjIxkGIZhevXqxWzcuJFzrLW1NZt/+/ZtBgBz5cqVV547ISGB0dDQaOrxcERGRjLW1tZS6Xv37mUEAgFz9+5dtmwApLZPP/2UU7a6TVlZmbGwsGBmzZrF3LhxQ+r8f/75JzNt2jRGX1+fUVJSYiwtLZm1a9cyz58/58S9ePGC2bZtGzNw4EBGWVmZUVdXZwYMGMDExcUxlZWV7D00VjaBQNDs/T98+JD57LPPmN69ezOqqqqMmpoa06dPHyYmJoZ58eIFG1dTU8Ns3ryZ6dOnD6OsrMzo6uoyXl5ezO3btznna+zfsD4NDQ0mISGh2XK9DyQSCQOAkUgkb7so74SnT58y165dY54+ffq2i/JeedeeK9V70hFRvSftCY9hZBil2wZmzJiB69evt2gmI0IIV3l5OTQ0NCCRSDi9WB3Vs2fPcPv2bRgaGkJRUfFtF+e98a49V6r3pCOiek/aE5mnjZVVTEwM8vLycPPmTXz55ZfYtWsXpk2b9rovSwgh7z0DAwNaCZsQQshb99qXGM7Ozsa6devw5MkTGBkZYfPmzZg+ffrrvuxrVX+Ni4ZSUlLg6Oj4Bkvz5mVmZkqtJ1JfRUXFGyxNxzRk6V7ICZQ4abQWxf+5u6JP80FtSH/Z1RbHbt++HWFhYSgtLWVXea+oqEDnzp3h4OCAjIwMNjYjIwNOTk64efMmjI2Npc6Vk5PDmQGPx+MhOTmZHQdFCCGEvAlt2qCo+49faWkpNDU1AbxcWft1aOxajTEwMEBoaChCQ0Pb7Nq5ublN5vXs2bPNrvOusrGxeeUzIIQ0zcnJCRUVFbh48SLs7OwAvGykC4VCXLhwAc+ePWM/M0pPT4e+vr5UY+L58+fg8/nQ1tZ+4+UnhBBCGmrVJ0/nzp2DnJwc3N3d27o8LWZvb4+SkhJ2xqnExMRXNizakomJSZObkpISKisrERERAWNjYygqKkJbWxtDhw6Vmqr15s2b8Pf3h66uLgQCAQwNDeHt7Y2LFy9KXfPTTz+FnJwcDhw4IJUXFRUFHo8ntYp1bm4ueDyezKtpN0dJSemVz4AQ0jSRSIQePXpI9UR8/PHHMDQ0xPnz5znpTk5O8PPzw9ixYxEdHQ0dHR12tfv6nzwZGBgAAMaNGwcej8fuA8APP/yADz74AIqKijAyMsLy5ctRU1Pzum+VEEJIB9GqBoVYLEZwcDBOnz7dJusqyKq6uhp8Ph9CoVDmlaLfhKCgIBw+fBhffvklrl+/juPHj2PChAl49OgRG3Px4kUMGDAAxcXF2LFjB65du4bk5GSYm5tj/vz5nPNVVlZi3759WLhwIeLj4xu9pqKiIsRiMW7cuPFa740Q8u85OTkhPT2d3U9PT8ewYcMwdOhQNv3p06e4cOECnJycAABpaWkoKirCzz//jKNHj0qds26Nn4SEBJSUlLD7mZmZmDp1KkJCQnDt2jXs2LEDiYmJiI6Oft23SQghpIOQuUFRUVGB/fv3Y+bMmXB3d0diYuIr47/++mvo6elBWVkZ48aNw4YNG6R6ErZt2wZjY2Pw+XyIRCJ8++23nHwej4dt27ZhzJgxUFFRQXR0NDIyMsDj8VBWVoaMjAz4+/tDIpGAx+OBx+MhKiqKPb6yshIBAQFQU1ODvr4+du7cyebduXMHPB4PSUlJcHR0hJKSEgYOHIji4mLk5OTAxsYGqqqqcHNzw8OHD1v0jH788UcsXrwYI0eOhIGBAQYMGIDg4GAEBAQAeLmAnJ+fH0xNTZGZmQl3d3cYGxujX79+iIyMlOrJOHDgACwtLbFo0SKcPn0av//+u9Q1RSIRnJycsGTJkhaVkRDy9jg5OSErKws1NTV48uQJrly5gqFDh2LIkCFsz8W5c+dQVVXFNihUVFTwzTffwMrKClZWVlLnrPv8SVNTE0KhkN1fvnw5Fi1ahGnTpsHIyAguLi5YuXIlduzY8WZulhBCyHtP5gZFUlISzM3NIRKJ4Ovri/j4eDQ182xWVhaCgoIQEhKC3NxcuLi4SL0VS05ORkhICObPn4/8/Hx8+umn8Pf357y9A15+1jNu3DhcvXqV/WFex97eHps2bYK6ujpKSkpQUlKCBQsWsPmxsbGwsbHBlStXMGvWLMycORNFRUWcc0RGRmLp0qW4fPky5OXl4ePjg4ULFyIuLg6ZmZm4efMmli1b1qJnJBQK8b///Q9PnjxpND83NxcFBQWYP38+OnWS/ido2OASi8Xw9fWFhoYG3NzcmmzErV27FocOHWr0kynSPlVVVaG8vJyzkfZv2LBh+Oeff5CTk4PMzEyYmZmxn0bWjaPIyMiAkZERu8p9nz59wOfzZb5WXl4eVqxYAVVVVXabMWMGSkpKUFlZ2da31iao3pOOiOo9ac9kHpRd9+MWAEaMGAGJRIJTp05h2LBhUrFffvkl3Nzc2B/3ZmZmOHv2LKe7PiYmBn5+fpg1axaAl6snnz9/HjExMeybOQDw8fGBv78/u//rr7+yf/P5fGhoaIDH40EoFEqVY+TIkez5w8PDsXHjRqSnp7PfIQPAggUL4OrqCgAICQmBt7c30tLS4ODgAAAIDAxstjemzs6dOzF58mR06dIF1tbW+M9//oMJEyaw56r7LMnc3LzZc924cQPnz5/H4cOHAQC+vr6YN28eli5dKvW51wcffABPT0+Eh4cjLS2tRWUl77Y1a9Zg+fLlUul7VOOgpijXIJVmeWovTExMoKuri/T0dJSWlmLo0KEAAB0dHejp6eHs2bNIT0/Hhx9+yB5TfzYnWVRUVGD58uWNrj7/Lqwx0Zim6j0h7zOq96Q9k6mHoqioCNnZ2fD29gYAyMvLw8vLC2KxuMl4W1tbTlrD/cLCQvaHdh0HBwcUFhZy0mxsbGQpKkffvn3Zv+saHQ8ePGgypnv37gBevhGsn9bwmKYMGTIEv/76K9LS0jBhwgQUFBTA0dERK1euBIAme3QaEx8fD1dXV3Tt2hXAy8aRRCLByZMnG41ftWoVMjMzceLEiRZfg7y7IiIiIJFI2K2xz91I++Tk5ISMjAxkZGRwXsgMGTIEKSkpyM7O5rxUaQkFBQW8ePGCk/bBBx+gqKio0QkUGushfRdQvScdEdV70p7J1EMhFotRU1MDHR0dNo1hGAgEAmzZsqXNC1dfa9/OAS//I1sfj8dDbW1tkzF1b/4bpjU8prlrOjo6wtHREeHh4Vi1ahVWrFiB8PBwmJmZAQCuX7+O/v37N3mOFy9eYNeuXbh//z47X31denx8PD766COpY4yNjTFjxgwsWrSoyYYeaT8EAgEEAsHbLgZ5DZycnDB79mxUV1ezPRQAMHToUMyZMwfPnz+XuUFhYGDA9qwKBAJ07twZy5Ytw6hRo6Cvr48JEyagU6dOyMvLQ35+PlatWtXWt9UmqN6TjojqPWnPWvx6qqamBrt370ZsbCxyc3PZLS8vDzo6Oti7d6/UMSKRiJ1ppE7DfQsLC2RlZXHSsrKyYGlpKct9gM/nS72Ze5dYWlqipqYGz549Q79+/WBpaYnY2NhGGyllZWUAwI7DuHLlCueZ7927F4cPH2bjGlq2bBmKi4uxb9++13hHhJB/w8nJCU+fPoWJiQnbKwq8bFA8efKEnV5WFrGxsfj555+hp6fHvqxwdXXF0aNHceLECQwcOBB2dnbYuHEjevXq1ab3QwghpONqcQ/F0aNHUVpaisDAQHbthzoeHh4Qi8VYv349Jz04OBhDhgzBhg0bMHr0aJw8eRIpKSmcb//DwsLg6emJ/v37w9nZGUeOHMHhw4eRmpoq040YGBigoqICaWlpsLa2hrKyMpSVlWU6R1sZNmwYvL29YWNjgy5duuDatWtYvHgxnJycoK6uDuDl1I7Ozs5wdHTEkiVLYG5ujoqKChw5cgQnTpzAqVOnIBaL4e7uDmtra875LS0tMXfuXOzZswezZ8+Wun737t0xb948qX8PQjoKWVauflsMDAwa/fyxV69eUulNjd9quMbM6NGjMXr0aKk4V1dXdowYIYQQ0tZa3EMhFovh7Ows1ZgAXjYoLl68iF9++YWT7uDggO3bt2PDhg2wtrbG8ePHMXfuXM5AwLFjxyIuLg4xMTGwsrLCjh07kJCQ0Ogg71ext7dHUFAQvLy8oK2tjXXr1sl0fFtydXXFrl27MHz4cFhYWCA4OBiurq6cVcNtbW1x8eJFmJiYYMaMGbCwsMCYMWNQUFCATZs24a+//sKxY8fg4eEhdf5OnTph3Lhxr/ykacGCBVBVVX0t90fePr1F56G/7CpnI4QQQgh5G3iMLCOE28CMGTNw/fp1ZGZmvsnLEvJeKC8vh4aGBiQSCdvb1ZE9e/YMt2/fhqGh4Ts7Y1F79K49V6r3pCOiek/aE5mnjZVVTEwMXFxcoKKigpSUFOzatQtfffXV674sIYQQQggh5A1o0wZFRkYGnJycUFpayi7Olp2djXXr1uHJkycwMjLC5s2bMX369NdyrcYYGBggNDQUoaGh//qadV71KVFKSgocHR3b7FqENGbI0r2QEyhx0i6tp3UoCCGEEPLmtWoS8nPnzkFOTg7u7u7NxiYlJeHBgwd4+vQpCgoKEBQU1JpLSrG3t0dJSQk7piMxMfGVDYu2VH/GpYabjY0NKisrERERAWNjYygqKrIr4P7www+c8xQUFMDT0xPa2toQCAQwMzPDsmXLpFavNTAwAI/HA4/Hg7KyMvr06YNvvvkGAODn58fmNbYZGBi8kWdCCCGEEEI6plb1UIjFYgQHB0MsFuPevXucdSnehOrqavD5/EZXxX4TTExMXpk/depUXLhwAV9++SUsLS3x6NEjnD17Fo8ePWJjzp8/D2dnZzg7O+PYsWPo3r07srOzMX/+fKSlpSE9PR18Pp+NX7FiBWbMmIHKykocOHAAM2bMQM+ePREXF4e1a9eycT169EBCQgJGjBgBAJCTa7iaMiHvnzc8FOy9R8+TEEKILGTuoaioqMD+/fsxc+ZMuLu7NzmdYZ2vv/4aenp6UFZWxrhx47BhwwapnoRt27bB2NgYfD4fIpEI3377LSefx+Nh27ZtGDNmDFRUVBAdHY2MjAzweDyUlZUhIyMD/v7+kEgk7Jv5qKgo9vjKykoEBARATU0N+vr62LlzJ5t3584d8Hg8JCUlwdHREUpKShg4cCCKi4uRk5MDGxsbqKqqws3NDQ8fPmzRM/rxxx+xePFijBw5EgYGBhgwYACCg4MREBAA4OV/rAMDA2FhYYHDhw/D1tYWvXr1wsSJE3HkyBGcO3cOGzdu5JxTTU0NQqEQRkZGCA8Ph5aWFn7++WdoaGhAKBSyGwBoamqy+9ra2i0qMyHtkYKCAng8Hh4+fIinT5/i2bNntP3L7enTp3j48CF4PJ7UoqCEEEJIY2TuoUhKSoK5uTlEIhF8fX0RGhqKiIgIztoSdbKyshAUFIQvvvgCY8aMQWpqKj7//HNOTHJyMkJCQrBp0yY4Ozvj6NGj8Pf3h66uLmeV2KioKKxduxabNm2CvLw8fv31VzbP3t4emzZtwrJly1BUVASAO84hNjYWK1euxOLFi3Hw4EHMnDkTQ4cOhUgkYmMiIyOxadMm6OvrIyAgAD4+PlBTU0NcXByUlZXh6emJZcuWYdu2bc0+I6FQiP/9738YP3481NTUpPJzc3Nx7do1fPfdd+jUidums7a2hrOzM/bu3Yvw8HCpY2tra5GcnIzS0lJODwZ5P1VVVaGqqordLy8vf4uleffIyclBV1cXf/zxh9SaDKT1eDwedHV131oPJ9V70hFRvSftmcwNCrFYDF9fXwDAiBEjIJFIcOrUqUbXjfjyyy/h5uaGBQsWAADMzMxw9uxZHD16lI2JiYmBn58fZs2aBQCYN28ezp8/j5iYGE6DwsfHB/7+/ux+/QYFn8+HhoYGeDxeo59BjRw5kj1/eHg4Nm7ciPT0dE6DYsGCBezCTyEhIfD29kZaWhocHBwAAIGBgc32xtTZuXMnJk+ejC5dusDa2hr/+c9/MGHCBPZcxcXFAF6uEt4YCwsLnDlzhpMWHh6OpUuXoqqqCjU1NdDS0mqTwe3k3bZmzRosX75cKn2PahzUFBv+2OuYg7JVVVVhamqK6urqt12U94aCgsJb/VyyqXpPyPuM6j1pz2T65KmoqAjZ2dnw9vYGAMjLy8PLy6vJBdaKiopga2vLSWu4X1hYyP7QruPg4IDCwkJOmo2NjSxF5ejbty/7d12j48GDB03GdO/eHQDQp08fTlrDY5oyZMgQ/Prrr0hLS8OECRNQUFAAR0dHrFy5khMny3fKYWFhyM3NxcmTJzFo0CBs3Lix2bEcpP2LiIiARCJht99///1tF+mdJCcnB0VFRdraaHvbY6+o3pOOiOo9ac9k6qEQi8WoqanhDMJmGAYCgQBbtmxp88LVp6Ki0upjG34HzOPxUFtb22RM3edbDdMaHtPcNR0dHeHo6Ijw8HCsWrUKK1asQHh4OMzMzAC8bEz1799f6tjCwkI2pk7Xrl1hYmICExMTHDhwAH369IGNjQ0sLS1bXCbS/ggEAggEgrddDELeKKr3pCOiek/asxb3UNTU1GD37t2IjY3lTJOal5cHHR0d7N27V+oYkUiEnJwcTlrDfQsLC2RlZXHSsrKyZP6hzOfz8eLFC5mOeZMsLS1RU1ODZ8+eoV+/fjA3N8fGjRulGil5eXlITU1le4Eao6enBy8vL0RERLzuYhNCCCGEEPJKLe6hOHr0KEpLSxEYGMiu/VDHw8MDYrEY69ev56QHBwdjyJAh2LBhA0aPHo2TJ08iJSWFM4A7LCwMnp6e6N+/P5ydnXHkyBEcPnwYqampMt2IgYEBKioqkJaWBmtraygrK0NZWVmmc7SVYcOGwdvbGzY2NujSpQuuXbuGxYsXw8nJCerq6gBe9va4uLjAw8MDEREREAqFuHDhAubPn4/Bgwc3uxBfSEgIevfujYsXL/6rz8EIIYQQQgj5N1rcQyEWi+Hs7CzVmABeNiguXryIX375hZPu4OCA7du3Y8OGDbC2tsbx48cxd+5cKCoqsjFjx45FXFwcYmJiYGVlhR07diAhIaHRQd6vYm9vj6CgIHh5eUFbWxvr1q2T6fi25Orqil27dmH48OGwsLBAcHAwXF1dkZSUxCnv+fPnIScnBzc3N5iYmCAiIgLTpk3Dzz//3Gy3p6WlJYYPH45ly5a97tshhBBCCCGkSTzmDa9gNGPGDFy/fh2ZmZlv8rKEvBfKy8uhoaEBiUTC9nYR8r6jek86Iqr3pD1p1UrZsoiJiYGLiwtUVFSQkpKCXbt24auvvnrdlyWEEEIIIYS8Aa+9QZGdnY1169bhyZMnMDIywubNm9v9+gn1F81rKCUlBY6Ojm+wNKQjGrJ0L+QESi2KvbS+Y65PQQghhJA3o00bFBkZGXByckJpaSk0NTUBgDNu4HVfqzEGBgYIDQ1tdpCzLHJzc5vM69mzZ5tdhxBCCCGEkHedTAvb1Tl37hzk5OTg7u7e1uVpMXt7e5SUlLCDxBMTE1/ZsGhLdetBNLYpKSmhsrISERERMDY2hqKiIrS1tTF06FD88MMPnPMUFBTA09MT2traEAgEMDMzw7Jly1BZWcmJMzAwAI/HA4/Hg7KyMvr06YNvvvkGAODn58fmNbYZGBgAeDnzVF2aoqIiLC0tG/30zNzcHAKBAPfv35fKGzZsGKdh1vCcZmZmWLNmjdSCfcnJybCzs4OGhgbU1NRgZWXVpg08QgghhBDy9rSqQSEWixEcHIzTp0/j3r17bV2mZlVXV4PP50MoFHKmoH1XBAUF4fDhw/jyyy9x/fp1HD9+HBMmTMCjR4/YmPPnz2PQoEF4/vw5jh07huLiYkRHRyMxMREuLi54/vw555wrVqxASUkJ8vPz4evrixkzZiAlJQVxcXEoKSlhNwBISEhg9+uv+zFjxgyUlJTg2rVr8PT0xOzZsznrh5w5cwZPnz7FhAkTsGvXrhbda905i4qKEBERgWXLlmH79u1sflpaGry8vODh4YHs7GxcunQJ0dHRqK6ubtWzJYQQQggh7xaZGxQVFRXYv38/Zs6cCXd3dyQmJr4y/uuvv4aenh6UlZUxbtw4bNiwQaonYdu2bTA2Ngafz4dIJMK3337LyefxeNi2bRvGjBkDFRUVREdHIyMjAzweD2VlZcjIyIC/vz8kEgn7xjwqKoo9vrKyEgEBAVBTU4O+vj527tzJ5t25cwc8Hg9JSUlwdHSEkpISBg4ciOLiYuTk5MDGxgaqqqpwc3PDw4cPW/SMfvzxRyxevBgjR46EgYEBBgwYgODgYAQEBAB4ubp4YGAgLCwscPjwYdja2qJXr16YOHEijhw5gnPnzmHjxo2cc6qpqUEoFMLIyAjh4eHQ0tLCzz//DA0NDQiFQnYDAE1NTXZfW1ubPYeysjJ7jqioKJiamuLHH39k88ViMXx8fDBlyhTEx8e36F7rztmrVy/4+/ujb9+++Pnnn9n8I0eOwMHBAWFhYRCJRDAzM8PYsWOxdevWFp2fEEIIIYS822RuUCQlJcHc3BwikQi+vr6Ij4+X+sSlTlZWFoKCghASEoLc3Fy4uLggOjqaE5OcnIyQkBDMnz8f+fn5+PTTT+Hv74/09HROXFRUFMaNG4erV6+yP8zr2NvbY9OmTVBXV2ffzC9YsIDNj42NhY2NDa5cuYJZs2Zh5syZKCoq4pwjMjISS5cuxeXLlyEvLw8fHx8sXLgQcXFxyMzMxM2bN1u85oNQKMT//vc/PHnypNH83NxcXLt2DfPmzUOnTtx/Amtrazg7Oze68jgA1NbW4tChQygtLQWfz29ReZqipKTE9oQ8efIEBw4cgK+vL1xcXCCRSGSa2pdhGGRmZuL69euccgmFQhQUFCA/P/9flbWjqqqqQnl5OWcj5H1H9Z50RFTvSbvGyMje3p7ZtGkTwzAMU11dzXTt2pVJT09nGIZh0tPTGQBMaWkpwzAM4+Xlxbi7u3OOnzx5MqOhocE534wZMzgxEydOZEaOHMnuA2BCQ0M5MQ2vlZCQwDlvnV69ejG+vr7sfm1tLdOtWzdm27ZtDMMwzO3btxkAzDfffMPG7N27lwHApKWlsWlr1qxhRCLRK57M/zl16hSjq6vLKCgoMDY2NkxoaChz5swZNn/fvn0MAObKlSuNHv/ZZ58xSkpKnHvg8/mMiooKIy8vzwBgtLS0mBs3bkgdC4BJTk6WSh86dCgTEhLCMAzD1NTUMN9++y0DgNmyZQvDMAyzc+dOpl+/fmx8SEgIM23atCbPUbevoKDAqKioMAoKCgwARlFRkcnKymJjKioqmJEjRzIAmF69ejFeXl6MWCxmnj171tTjI/VERkYyAKS2/AgL5rflvVu0EdLeNFXvJRLJ2y4aIa8N1XvSnsnUQ1FUVITs7Gx4e3sDAOTl5eHl5QWxWNxkvK2tLSet4X5hYSEcHBw4aQ4ODigsLOSk2djYyFJUjr59+7J/83g8CIVCPHjwoMmY7t27AwD69OnDSWt4TFOGDBmCX3/9FWlpaZgwYQIKCgrg6OiIlStXcuIYGdYUDAsLQ25uLk6ePIlBgwZh48aNMDExafHxAPDVV19BVVUVSkpKmDFjBubOnYuZM2cCAOLj4+Hr68vG+vr64sCBA032stSZPHkycnNzkZWVBTc3NyxZsgT29vZsvoqKCo4dO4abN29i6dKlUFVVxfz582Frays1+JxIi4iIgEQiYbfff//9bReJkNeO6j3piKjek/ZMpmljxWIxampqoKOjw6YxDAOBQIAtW7a0eeHqU1FRafWxCgoKnH0ej4fa2tomY+oGejdMa3hMc9d0dHSEo6MjwsPDsWrVKqxYsQLh4eEwMzMD8LIx1b9/f6ljCwsL2Zg6Xbt2ZWeSOnDgAPr06QMbGxtYWlq2uEyTJ0/GkiVLoKSkhB49erCfW127dg3nz59HdnY2wsPD2fgXL15g3759mDFjRpPn1NDQYBs2SUlJMDExgZ2dHZydnTlxxsbGMDY2xvTp07FkyRKYmZlh//798Pf3b3H5OyKBQACBQPC2i0HIG0X1nnREVO9Je9biHoqamhrs3r0bsbGxyM3NZbe8vDzo6Og0+s2/SCTizDIEQGrfwsICWVlZnLSsrCyZfigDAJ/Px4sXL2Q65k2ytLRETU0Nnj17hn79+sHc3BwbN26UaqTk5eUhNTWV7QVqjJ6eHry8vBARESFTGep+/Pfs2ZMzdkMsFmPIkCHIy8vj/NvOmzevyd6nxqiqqiIkJAQLFix4Ze+LgYEBlJWV8c8//8hUfkIIIYQQ8u5pcQ/F0aNHUVpaisDAQHbthzoeHh4Qi8VYv349Jz04OBhDhgzBhg0bMHr0aJw8eRIpKSmcqV7DwsLg6emJ/v37w9nZGUeOHMHhw4eRmpoq040YGBigoqICaWlpsLa2hrKyMpSVlWU6R1sZNmwYvL29YWNjgy5duuDatWtYvHgxnJycoK6uDuDlj3gXFxd4eHggIiICQqEQFy5cwPz58zF48OBm12kICQlB7969cfHixX/1OVh1dTW+/fZbrFixAr179+bkTZ8+HRs2bEBBQQGsrKxadL5PP/0UK1euxKFDhzBhwgRERUWhsrISI0eORK9evVBWVobNmzejuroaLi4urS43IYQQQgh5N7S4h0IsFsPZ2VmqMQG8bFBcvHgRv/zyCyfdwcEB27dvx4YNG2BtbY3jx49j7ty5UFRUZGPGjh2LuLg4xMTEwMrKCjt27EBCQgKGDRsm043Y29sjKCgIXl5e0NbWxrp162Q6vi25urpi165dGD58OCwsLBAcHAxXV1fOquH29vY4f/485OTk4ObmBhMTE0RERGDatGn4+eefm+32tLS0xPDhw1s881RTfvzxRzx69Ajjxo2TyrOwsICFhYVMvRRaWlqYOnUqoqKiUFtbi6FDh+LXX3/F1KlTYW5uDjc3N9y/fx8nTpyASCT6V2XvyPQWnYf+sqst2gghhBBCXiceI8vI4DYwY8YMXL9+XaYpSQkhL5WXl0NDQwMSiYTt7SLkfUf1nnREVO9JeyLToOzWiImJgYuLC1RUVJCSkoJdu3bhq6++et2XJYQQQgghhLwBr71BkZ2djXXr1uHJkycwMjLC5s2bMX369Nd92ddKVVW1ybyUlBQ4Ojq+wdKQjmjI0r2QEyi1+XkvrZ/a5uckhBBCyPvttTco6o8beF/k5uY2mdezZ883VxBCCCGEEELeMpkWtqtz7tw5yMnJwd3dva3L868xDIOdO3di0KBBUFVVhaamJmxsbLBp0ybOQmqPHz9GaGgoevXqBT6fDx0dHQQEBODu3buc8/n5+YHH42Ht2rVsmomJCfLz82FqagoTExPk5eVBJBJBSUkJSkrSb41NTU0xb948AC9ngOLxeFJbUFAQ55j09HSMHDkSXbp0gbKyMiwtLTF//nz8+eefbJma2gwMDNhrNZwtqqCgAJ6entDW1oZAIICZmRmWLVsmtcicgYEBeDwezp8/z0kPDQ3lDJg/fPgwbGxsoKmpCRUVFfTr1w/ffvst55j69ywQCNCzZ0+MHj0ahw8flnpW9e9DQ0MDDg4OOHnyJCfmjz/+AJ/Pl5qVihBCCCGEvHmtalCIxWIEBwfj9OnTuHfvXluX6V+ZMmUKQkND8fHHHyM9PR25ubn4/PPP8cMPP+DEiRMAXjYm7OzskJqaiu3bt+PmzZvYt28fbt68iYEDB+LXX3/lnFNRURFffPEFSktLG73mmDFj0KVLF+zatUsq7/Tp07h58yYCAwPZtBkzZqCkpISz1Z+VaseOHXB2doZQKMShQ4dw7do1bN++HRKJBLGxsYiLi+McCwAJCQnsfsO1PuqcP38egwYNwvPnz3Hs2DEUFxcjOjoaiYmJcHFxwfPnz6Xuu/5Cd43R0tLCkiVLcO7cOfzyyy/w9/eHv78/fvrpJ05c3T3funULhw4dgqWlJSZNmoRPPvlE6px195KVlYWuXbti1KhRnH+TxMREeHp6ory8HBcuXHhl+QghhBBCyOslc4OioqIC+/fvx8yZM+Hu7o7ExEQ2LyMjAzweD8eOHUPfvn2hqKgIOzs75OfnszGJiYnQ1NTE999/D1NTUygqKsLV1ZWzxHxeXh6cnJygpqYGdXV1DBgwABcvXmy2bElJSdizZw/27t2LxYsXY+DAgTAwMMDHH3+MkydPwsnJCQCwZMkS3Lt3D6mpqXBzc4O+vj6GDBmCn376CQoKCpg9ezbnvHU/7tesWdPodRUUFDBlyhTOs6gTHx+PQYMGcdZxUFZWhlAo5Gx1Mzj88ccf+Oyzz/DZZ58hPj4ew4YNg4GBAYYMGYJvvvkGy5Ytg4aGBudYANDU1GT3tbW1pcrBMAwCAwNhYWGBw4cPw9bWFr169cLEiRNx5MgRnDt3Dhs3buQc88knn+D8+fP43//+1+QzHzZsGMaNGwcLCwsYGxsjJCQEffv2xZkzZzhxdfesq6sLOzs7fPHFF9ixYwe+/vprqTVH6u6ld+/e2LZtG54+fYqff/6ZvY+EhARMmTIFPj4+Mk1p2x5VVVWhvLycsxHyvqN6TzoiqvekXWNkJBaLGRsbG4ZhGObIkSOMsbExU1tbyzAMw6SnpzMAGAsLC+bEiRPML7/8wowaNYoxMDBgnj9/zjAMwyQkJDAKCgqMjY0Nc/bsWebixYuMra0tY29vz17DysqK8fX1ZQoLC5ni4mImKSmJyc3NbbZsY8aMYUQi0StjXrx4wWhqajKffPJJo/nR0dEMj8djHj16xDAMw0ybNo35+OOPmcOHDzOKiorM77//zjAMwyQnJzP1H19BQQEDgDl16hSb9uTJE0ZFRYXZuXMnmzZ06FAmJCSkyfJt2LCBAcDcu3ev2futA4BJTk6WSq9/rcuXLzMAmO+++67Rc7i4uDDW1tbsfq9evZiNGzcyn332GdO3b1/mxYsXDMMwTEhICDN06NBGz1FbW8ukpqYyysrKzIkTJxotR30vXrxgOnfuzMycObPJe3n8+DEDgNm8eTPDMAyTlpbGCIVCpqamhrl69SqjpqbGVFRUNFqe90FkZCQDQGqTSCRvu2iEvDZU70lHRPWetGcy91CIxWL4+voCAEaMGAGJRIJTp05xYiIjI+Hi4oI+ffpg165d+Ouvv5CcnMzmV1dXY8uWLRg8eDAGDBiAXbt24ezZs8jOzgYA3L17F87OzjA3N4epqSkmTpwIa2vrZst248aNZhdLe/jwIcrKymBhYdFovoWFBRiGwc2bNznp48aNQ79+/RAZGdnocZaWlrCzs0N8fDyblpSUBIZhMGnSJE7sV199BVVVVc62Z88e9h7U1dXRo0ePZu9XFsXFxQDwyvuui6lv6dKluH37Nlu+xkgkEqiqqoLP58Pd3R1ffvlli1bB7tSpE8zMzHDnzp1G8ysrK7F06VLIyclh6NChAF7Wv0mTJkFOTg69e/eGkZERDhw40Oy12quIiAhIJBJ2q9+TR8j7iuo96Yio3pP2TKYGRVFREbKzs+Ht7Q0AkJeXh5eXl9RnJ4MHD2b/1tLSgkgkQmFhIZsmLy+PgQMHsvvm5ubQ1NRkY+bNm4fp06fD2dkZa9euxa1bt1pUPkaGNfpkia3zxRdfYNeuXZx7qS8gIAAHDx7EkydPALz83GnixIlQU1PjxE2ePBm5ubmcbcyYMWy5eDyezGVrKVnvW1tbGwsWLMCyZcukxljUUVNTQ25uLnJychAdHY158+YhIyOjxeVpeL/e3t5QVVWFmpoaDh06BLFYjL59+6KsrAyHDx9mG7QA4Ovr+15/9iQQCKCurs7ZCHnfUb0nHRHVe9KeydSgEIvFqKmpgY6ODuTl5SEvL49t27bh0KFDkEgkbVaoqKgoFBQUwN3dHSdPnoSlpSWnh6MpZmZmuH79+itjtLW1OY2XhgoLC8Hj8WBiYiKVN2TIELi6uiIiIqLRY+t6IpKSknDjxg1kZWVxBmPX0dDQgImJCWera3SYmZlBIpGwg63bipmZGQC88r7rYhqaN28enj592uSChJ06dYKJiQn69euH+fPnY8KECU2ON6nvxYsXuHHjBgwNDTnpGzduRG5uLu7fv4/79+9j2rRpAIDvvvsOz549w6BBg9j6Fx4ejjNnzjTau0IIIYQQQl6/FjcoampqsHv3bsTGxnLerOfl5UFHRwd79+5lY+tPNVpaWori4mLOpzY1NTWcQdZFRUVSnyGZmZlh7ty5OHHiBMaPH4+EhIRmy+jj44Pi4mL88MMPUnkMw0AikaBTp07w9PTEd999h/v373Ni6n40u7q6QktLq9FrrF27lh3E3JCamhomTpyI+Ph4JCQkwMzMTOZF7iZMmAA+n8+Z9am+srIymc5Xp1+/fjA3N8fGjRtRW1vLycvLy0Nqairb89SQqqoqPv/8c0RHR7O9L69SW1uLqqqqZuN27dqF0tJSeHh4cNKFQiFMTEykBpeLxWLMnz9fqv45OjpyPjUjhBBCCCFvUEsHWyQnJzN8Pp8pKyuTylu4cCFjY2PDDsq2srJiUlNTmatXrzJjxoxh9PX1maqqKoZh/m9Qtq2tLXP+/Hnm4sWLjJ2dHWNnZ8cwDMNUVlYys2fPZtLT05k7d+4wZ86cYYyNjZmFCxc2W8ba2lrGy8uLUVJSYqKjo5mcnBzmzp07zJEjR5gPP/yQHez7999/M8bGxkzv3r2Z//3vf8zdu3eZU6dOMY6Ojky3bt2YW7duseesG5Rd35QpUxhFRUWmsceXmZnJAGA6d+7MrF27Vip/6NChzIwZM5iSkhLO9vjxYzZm69atDI/HYwICApiMjAz2OXzyySfMvHnzpM6JFgzKZhiGycrKYpSVlZmxY8cyFy5cYH777TcmKSmJ0dPTY+zt7Zlnz56xsXWDsus8f/6cMTY2ZhQVFTmDslevXs2cOHGCuXXrFnPt2jUmJiaGkZeXZ77++utG7/n3339nzp07xyxcuJBRUFDgDMh+1b1cuXKFAcAUFhZK5X311VeMUChkqqurpfLeNxKJhAbpkQ6H6j3piKjek/akxQ2KUaNGMSNHjmw078KFCwwAJi4ujgHAHDlyhLGysmL4fD5ja2vL5OXlsbEJCQmMhoYGc+jQIcbIyIgRCASMs7Mz89tvvzEMwzBVVVXMpEmTGD09PYbP5zM6OjrMnDlzmKdPn7aonC9evGC2bdvGDBw4kFFWVmbU1dWZAQMGMHFxcUxlZSUb9/DhQyY4OJjR09NjFBQUmO7duzN+fn5sOeo01qC4ffs2w+fzG21QMAzDiEQiRk5OrtGZmoYOHdroLA6urq6cuJ9//plxdXVlOnfuzCgqKjLm5ubMggULGj1nSxsUDMMwv/zyC+Ph4cFoaWkxCgoKjLGxMbN06VLmn3/+4cQ1bFAwDMN89913DABOg2LJkiWMiYkJo6ioyHTu3JkZPHgws2/fvibvmc/nMz169GBGjRrFHD58uMX3MmfOHMbS0lIqnWEYpqSkhOnUqRPzww8/NJr/PqH/wJCOiOo96Yio3pP2hMcwrRid3ISMjAw4OTmhtLQUmpqajcYkJiYiNDS01Z/uENKRlZeXQ0NDAxKJhAbskQ6D6j3piKjek/akVStlE0IIIYQQQggAyL/tAsjCzc0NmZmZjeYtXrwYixcvfsMlIuTtGLJ0L+QESm/0mpfWT32j1yOEEEJI+9CqHopz585BTk4O7u7unPRhw4aBYZgmP3cCAD8/v1Z/7vTNN99Ird9QtwUFBSEjIwM8Hg88Hg+dOnWChoYG+vfvj4ULF0pNwxoVFcXG1t/Mzc059xMaGtqqstY/p4qKCkxNTeHn54dLly5Jxb548QIbN25Enz59oKioiM6dO8PNzQ1ZWVmcsjRW3rpt2LBhTZbl+fPn6Nq1K9auXdto/sqVK9G9e3dUV1cjMTGx0fMrKipyjrl//z6Cg4NhZGQEgUAAPT09jB49Gmlpac0+m8ePHyM4OBgikQhKSkrQ19fHZ599xpl6+M6dO5zrq6mpwcrKCrNnz8aNGzeavQYhhBBCCHkzWtVDIRaLERwcDLFYjHv37kFHR6ety9Wonj17tiiuqKgI6urqKC8vx+XLl7Fu3TqIxWJkZGSgT58+bJyVlRVSU1M5x8rLt12nTUJCAkaMGIFnz56huLgYO3fuxKBBgxAfH4+pU1++7WX+/0raqampWL9+PT766COUl5dj69atGDZsGA4cOICxY8fi8OHD7MJyv//+O2xtbZGamgorKysAAJ/Pb7IcfD4fvr6+SEhIwKJFizh5DMMgMTERU6dOhYKCAgBAXV0dRUVFnLj6i8/duXMHDg4O0NTUxPr169GnTx9UV1fjp59+wuzZs5tdC+TevXu4d+8eYmJiYGlpid9++w1BQUG4d+8eDh48yImtu8fKykpcvXoVcXFxsLa2xpEjR/DRRx+98jqEEEIIIeT1k7mHoqKiAvv378fMmTPh7u6OxMRENq+uh+DYsWPo27cvFBUVYWdnh/z8fDYmMTERmpqa+P7772FqagpFRUW4urpylpjPy8uDk5MT1NTUoK6ujgEDBnDWrWhOt27dIBQKYWZmhkmTJiErKwva2tqYOXMmJ05eXh5CoZCzde3aVdZH0iRNTU0IhUIYGBhg+PDhOHjwICZPnow5c+agtLQUwMtF8A4ePIjdu3dj+vTpMDQ0hLW1NXbu3IkxY8Zg+vTp+Oeff6ClpcWWsW59hi5durBpTa2bUScwMBDFxcU4c+YMJ/3UqVP49ddfOQvw8Xg8qefSvXt3Nn/WrFng8XjIzs6Gh4cHzMzMYGVlhXnz5nHWIGlK7969cejQIYwePRrGxsb48MMPER0djSNHjqCmpoYTW3ePRkZG+Pjjj5GamopBgwYhMDAQL168aPZahBBCCCHk9ZK5QZGUlARzc3OIRCL4+voiPj4eDSeKCgsLQ2xsLHJycqCtrY3Ro0ejurqaza+srER0dDR2796NrKwslJWVsatMA8DkyZOhq6uLnJwcXLp0CYsWLWLfnreGkpISgoKCkJWVhQcPHrT6PG1h7ty5ePLkCX7++WcAL1d/NjMzw+jRo6Vi58+fj0ePHrGx/0afPn0wcOBAqQXgEhISYG9vz/nU61UeP36M48ePY/bs2VBRUZHKf9Xnbq9SN4tFcz1EnTp1QkhICH777bdGPx9731RVVaG8vJyzEfK+o3pPOiKq96Q9k/n7HrFYDF9fXwDAiBEjIJFIcOrUKc43/JGRkXBxcQHwcjVkXV1dJCcnw9PTEwBQXV2NLVu2YNCgQWyMhYUFsrOzYWtri7t37yIsLIz9kWtqavqvbhIAe647d+6gW7duAICrV69CVVWVE+fr64vt27f/6+u1pBwApFYRr68uvbi4uE2uHRgYiAULFmDz5s1QVVXFkydPcPDgQWzevJkTJ5FIpJ6Lo6MjUlJScPPmTTAM0+IGSEv8/fffWLlyJT755JMWxdd/hra2tm1WjnfRmjVrsHz5cqn0PapxUFOU46TpL7v6popFyGvVVL0n5H1G9Z60ZzL1UBQVFSE7Oxve3t4AXn4y5OXlBbFYzIkbPHgw+7eWlhZEIhEKCwvZNHl5eQwcOJDdNzc3h6amJhszb948TJ8+Hc7Ozli7di1u3bol+501UNeLUn8sgEgkkhrcvWLFin99LVnL0YZLgbySt7c3Xrx4gaSkJADA/v370alTJ3h5eXHi1NTUpJ7LN99881rKWl5eDnd3d1haWiIqKqpFxzT2DN9XERERkEgk7Fb/00BC3ldU70lHRPWetGcy9VCIxWLU1NRwBmEzDAOBQIAtW7a0WaGioqLg4+ODY8eOISUlBZGRkdi3bx/GjRvX6nPWNVYMDAzYND6fDxMTk39b3FaVw9DQEABgZmbGaWw1FmtmZtYm11ZXV8eECROQkJCAgIAAJCQkwNPTU6o3olOnTk0+F1NTU/B4vGYHXrfEkydPMGLECKipqSE5ObnFn7U1fIbvM4FAAIFA8LaLQcgbRfWedERU70l71uIeipqaGuzevRuxsbGcN9d5eXnQ0dHB3r172dj6A3NLS0ulPuupqanhDLIuKipCWVkZJ8bMzAxz587FiRMnMH78eCQkJLT6Jp8+fYqdO3diyJAh7IDmt2XTpk1QV1eHs7MzAGDSpEm4ceMGjhw5IhUbGxuLLl26sJ+PtYXAwECcOXMGR48exdmzZzmDsVtCS0sLrq6u2Lp1K/755x+p/JZOCVxeXo7hw4eDz+fjxx9/lJqWtim1tbXYvHkzDA0N0b9/f1mKTgghhBBCXoMW91AcPXoUpaWlCAwMhIaGBifPw8MDYrEY69evBwCsWLECXbp0Qffu3bFkyRJ07doVY8eOZeMVFBQQHByMzZs3Q15eHnPmzIGdnR1sbW3x9OlThIWFYcKECTA0NMQff/yBnJwceHh4tPimHjx4gGfPnuHJkye4dOkS1q1bh7///huHDx/mxNXU1OD+/fucNB6Px5nR6OHDh8jNzeXE9OjRgxPTlLKyMty/fx9VVVUoLi7Gjh078P3332P37t3s4OVJkybhwIEDmDZtmtS0sT/++CMOHDjQ6ODn1hoyZAhMTEwwdepUmJubw97eXiqGYRip5wK8nD2rU6dO2Lp1KxwcHGBra4sVK1agb9++qKmpwc8//4xt27Y12eNSp64xUVlZif/+97+cwWfa2tqQk/u/sQGPHj3C/fv3UVlZifz8fGzatAnZ2dk4duwYJ44QQgghhLwlTAuNGjWKGTlyZKN5Fy5cYAAwcXFxDADmyJEjjJWVFcPn8xlbW1smLy+PjU1ISGA0NDSYQ4cOMUZGRoxAIGCcnZ2Z3377jWEYhqmqqmImTZrE6OnpMXw+n9HR0WHmzJnDPH36tNkypqenMwAYAAyPx2PU1NQYa2trJiwsjCkpKeHERkZGsrH1N4FAwMYMHTq00ZiVK1c2W5b68YqKioyxsTEzbdo05tKlS1Kx1dXVzPr169lnpq6uzri6ujJnzpxp9Ny3b99mADBXrlxpthyNWb16NQOAWbdunVReQkJCo/cMgPMM7927x8yePZvp1asXw+fzmZ49ezJjxoxh0tPTm71+/X+nhtvt27c591i3KSsrMxYWFsysWbOYGzdutOq+3wcSiYQBwORHWDC/Le/N2Qh5X9XVe4lE8raLQsgbQ/WetCc8hmm7UbYZGRlwcnJCaWlpk9OHJiYmIjQ0tNWrZRPSkZWXl0NDQ4OdZpeQjoDqPemIqN6T9kTmdSgIIYQQQgghpI7M61C8TW5ubsjMzGw0b/HixVi8ePEbKcfq1auxevXqRvPq1mt40/bs2YNPP/200bxevXqhoKCgQ5blfTVk6V7ICZTedjEadWn91LddBEIIIYS8QW36ydPr9ueff+Lp06eN5mlpaUFLS+uNlOPx48d4/Phxo3lKSkro2bPnGylHfU+ePMFff/3VaJ6CggJ69erVIcvyvqnrArcO3k4NCtJh0KcfpCOiek/ak1Z98nTu3DnIycnB3d29rcvzSj179oSJiUmjm5aWFjIyMsDj8cDj8dCpUydoaGigf//+WLhwIUpKSjjnioqKQr9+/Tj7dcfW31JTU6Xyu3TpAlNTU5iamuLOnTswMTHBqlWrsGDBAqnGRF2Z6saMvHjxAmvXroW5uTmUlJSgpaWFQYMGsQvHAYCfnx9nViwA+P333xEQEAAdHR3w+Xz06tULISEhePToEYCXi9GZmJhg+vTpMDU1xcWLF9ln06tXL2zatImzBseZM2fg4OCALl26QElJCebm5ti4cSPnmn5+fuw9KygooHv37nBxcUF8fDxqa2s5sQYGBmysUCiEp6cnrly5wvk36tmzJ/r374+uXbuiqqqqxf/uhBBCCCHk3dWqBoVYLEZwcDBOnz6Ne/futXWZ/rWioiLcu3cPOTk5CA8PR2pqKnr37o2rV6++8jgrKyuUlJRwtiFDhrQ4vyWWL1+OjRs3YuXKlbh27RrS09PxySefvHKQ+q+//gobGxvcuHEDe/fuxc2bN7F9+3akpaVh8ODBUr0lioqKWLp0Kaqrq5s8p4qKCubMmYPTp0+jsLAQS5cuxdKlS7Fz505O3IgRI1BSUoI7d+4gJSUFTk5OCAkJwahRo1BTU8OJXbFiBUpKSnDlyhUMHDgQXl5eOHv2LJt/6NAhWFlZwdzcHN9//33LHxohhBBCCHlnydygqKiowP79+zFz5ky4u7sjMTGRzat7G3/s2DH07dsXioqKsLOzQ35+PhuTmJgITU1NfP/99zA1NYWioiJcXV05S8zn5eXByckJampqUFdXx4ABAzgL4TWnW7duEAqFMDMzw6RJk5CVlQVtbW3MnDnzlcfJy8tDKBRyNj6f3+L8lvjxxx8xa9YsTJw4EYaGhrC2tkZgYCAWLFjQ5DGzZ88Gn8/HiRMnMHToUOjr68PNzQ2pqan4888/sWTJEk68t7c3ysrK8PXXXzd5zv79+8Pb2xtWVlYwMDCAr68vXF1dpcaoCAQCCIVC9OzZEx988AEWL16MH374ASkpKZx/e+BlL0ndc9+6dSuUlJQ4C/aJxWL4+vrC19cXYrFYhqdGCCGEEELeVTI3KJKSkmBubg6RSARfX1/Ex8ej4TCMsLAwxMbGIicnB9ra2hg9ejTnbXllZSWio6Oxe/duZGVloaysDJMmTWLzJ0+eDF1dXeTk5ODSpUtYtGgRFBQUWn2TSkpKCAoKQlZWFh48eNDq87QFoVCIkydP4uHDhy2Kf/z4MX766SfMmjULSkrcb+aFQiEmT56M/fv3c/4N1NXVsWTJEqxYsaLR1awbc+XKFZw9exZDhw5tNvbDDz+EtbW11EKB9cnLy0NBQQHPnz8HANy6dQvnzp2Dp6cnPD09kZmZid9++61FZevIqqqq2IX/6i8ASMj7jOo96Yio3pP2TOZZnureMgMvP4eRSCQ4deoUhg0bxsZERkbCxcUFALBr1y7o6uoiOTkZnp6eAIDq6mps2bIFgwYNYmMsLCyQnZ0NW1tb3L17F2FhYTA3NwcAmJqa/qubBMCe686dO+jWrVujMVevXoWqqiq7b2lpiezs7Bbnt8SGDRswYcIECIVCWFlZwd7eHh9//DHc3Nwajb9x4wYYhoGFhUWj+RYWFigtLcXDhw859zVr1izExcVhw4YN+Pzzz5ssj66uLh4+fIiamhpERUVh+vTpLboPc3Nz/PLLL43mPX/+HLGxsZBIJPjwww8BAPHx8XBzc0Pnzp0BAK6urkhISEBUVFSLrtdRrVmzBsuXL5dK36MaBzVFOegve/VnfIS0R03Ve0LeZ1TvSXsmUw9FUVERsrOz4e3tDeDlW2gvLy+pz1cGDx7M/q2lpQWRSITCwkI2TV5eHgMHDmT3zc3NoampycbMmzcP06dPh7OzM9auXYtbt27JfmcN1L3B5/F4TcaIRCLk5uay26FDh2TKbwlLS0vk5+fj/PnzCAgIwIMHDzB69Ohmf8jLOhmXQCDAihUrEBMTg7///rvJuMzMTFy8eBHbt2/Hpk2bsHfv3hadn2EYqWcZHh4OVVVVKCsr44svvsDatWvh7u6OFy9eYNeuXWxDFAB8fX2RmJgoNbibcEVEREAikbBb/U8DCXlfUb0nHRHVe9KeydRDIRaLUVNTAx0dHTaNYRgIBAJs2bKlzQoVFRUFHx8fHDt2DCkpKYiMjMS+ffswbty4Vp+zrrFSf6ajhvh8PkxMTFqVr66u3ugnPGVlZZCTk4OKigqb1qlTJwwcOBADBw5EaGgo/vvf/2LKlClYsmQJDA0NOcebmJiAx+OhsLCw0fsvLCxE586doa2tLZXn6+uLmJgYrFq1qsn7rrtenz598NdffyEqKoptML5KYWGhVFnDwsLg5+cHVVVVdO/enW1w/PTTT/jzzz/h5eXFiX/x4gXS0tLY3iwiTSAQQCAQvO1iEPJGUb0nHRHVe9KetbiHoqamBrt370ZsbCznLX1eXh50dHQ4b7bPnz/P/l1aWori4mLOJzs1NTWcQdZFRUUoKyvjxJiZmWHu3Lk4ceIExo8fj4SEhFbf5NOnT7Fz504MGTKk0R/ebUEkEqGgoEBqOtTLly/D0NDwlWNALC0tAaDR8Q5dunSBi4sLvvrqK6k1OO7fv489e/bAy8ur0Z6XTp06Yc2aNdi2bRvu3LnT7D3U1ta2aDrXkydP4urVq/Dw8OCkd+3aFSYmJhAKhZzyiMViTJo0iVNvcnNzMWnSJBqcTQghhBDSzrW4h+Lo0aMoLS1FYGAgNDQ0OHkeHh4Qi8VYv349gJfTh3bp0gXdu3fHkiVL0LVrV866CgoKCggODsbmzZshLy+POXPmwM7ODra2tnj69CnCwsIwYcIEGBoa4o8//kBOTo7Uj9dXefDgAZ49e4YnT57g0qVLWLduHf7+++9XDiL+tyZPnowVK1Zg6tSpWLhwITQ0NHD69Gls2rQJ69atY+MmTJgABwcH2NvbQygU4vbt24iIiICZmRk7zqOhLVu2wN7eHq6urli1ahUMDQ1RUFCAsLAw9OzZE9HR0U2Wy93dHYMGDcKOHTvQvXt3Nn3r1q3Q19dnr3n69GnExMTgs88+4xxfVVWF+/fv48WLF/jrr79w/PhxrFmzBqNGjcLUqc0vYPbw4UMcOXIEP/74I3r37s3Jmzp1KsaNG4fHjx+/sUUJCSGEEEJI22pxg0IsFsPZ2VmqMQG8bFCsW7eOHaS7du1ahISE4MaNG+jXrx+OHDnCmV5VWVkZ4eHh8PHxwZ9//glHR0f2TbWcnBwePXqEqVOn4q+//kLXrl0xfvx4mQYqiUQi8Hg8qKqqwsjICMOHD8e8efMgFApbfA5ZaWpqIjMzE4sWLcKYMWMgkUhgYmKCDRs2IDAwkI1zdXXF3r17sWbNGkgkEgiFQnz44YeIioqCvHzj/xx1C9VFRkbC09MTjx8/hlAoxNixYxEZGdnsj/EvvvgC9vb2nLTa2lpERETg9u3bkJeXh7GxMb744gt8+umnnLjjx4+jR48ekJeXR+fOnWFtbY3Nmzdj2rRp6NSp+Q6u3bt3Q0VFBR999JFU3kcffQQlJSX897//lWrIkFfTW3SeVk4lhBBCyDuBx8g62vcVMjIy4OTkhNLSUmhqajYak5iYiNDQ0Fcu5EYIaVx5eTk0NDQgkUioQUE6DKr3pCOiek/ak1atlE0IIYQQQgghQCvWoXib3NzcpFZyrrN48WIsXrz4DZeIkLdjyNK9kBMoNR/YQpfWNz8ehpC3ra3rPSENvYv/X0j1nrxubVHvW9VDce7cOcjJycHd3Z2TPmzYMDAM0+TnTgDg5+fX6s+dvvnmG6mZguq2oKAgZGRkgMfjNbrdv38fwMspaevS5OXl0bVrVwwZMgSbNm1qdIajmzdvIiAgAPr6+hAIBOjZsyc++ugj7NmzBzU1NWxcU9fdt28fgJczWTk5OaF79+5QVFSEkZERli5dyllBXNayEUIIIYQQ8ra1qodCLBYjODgYYrEY9+7d46xL8Tr17NmzRXFFRUVS3xvWX0XaysoKqampqK2txaNHj5CRkYFVq1bh22+/RUZGBtTU1AAA2dnZcHZ2hpWVFbZu3crOiHTx4kVs3boVvXv3hrW1NXvehIQEjBgxgnPdusaVgoICpk6dig8++ACamprIy8vDjBkzUFtbi9WrV8tcNkIIIYQQQt4FMvdQVFRUYP/+/Zg5cybc3d2RmJjI5tX1EBw7dgx9+/aFoqIi7OzskJ+fz8YkJiZCU1MT33//PUxNTaGoqAhXV1fOipB5eXlwcnKCmpoa1NXVMWDAAM66Fc3p1q0bhEIhZ6s/I5G8vDyEQiF0dHTQp08fBAcH49SpU8jPz8cXX3wB4OWCfX5+fjAzM0NWVhZGjx4NU1NTmJqawtvbG2fOnEHfvn0519XU1JS6rqKiIgDAyMgI/v7+sLa2Rq9evTBmzBhMnjxZ6hOulpSNEEIIIYSQd4XMDYqkpCSYm5tDJBLB19cX8fHxaDhRVFhYGGJjY5GTkwNtbW2MHj2a82lPZWUloqOjsXv3bmRlZaGsrAyTJk1i8ydPngxdXV3k5OTg0qVLWLRo0SsXhmsL5ubmcHNzY9eqyM3NRWFhIRYsWNDk9KiNLSbXUjdv3sTx48cxdOhQmctGOo6qqiqUl5dzNkLed1TvSUdE9Z60ZzJ/8iQWi+Hr6wsAGDFiBCQSCU6dOoVhw4axMZGRkXBxcQEA7Nq1C7q6ukhOToanpycAoLq6Glu2bMGgQYPYGAsLC2RnZ8PW1hZ3795FWFgY+4mRqampTGXU1dXl7Pfq1QsFBQXNHmdubo4TJ04AAIqLiwG8XNOizoMHD2BkZMTur1u3DrNmzWL3vb29IScnxznntWvXoK+vz+7b29vj8uXLqKqqwieffIIVK1a06J7ql410HGvWrGl0DZY9qnFQU5STStdfdvVNFIuQ16qpek/I+4zqPWnPZOqhKCoqQnZ2Nry9vQG8/DzHy8uLXZSuzuDBg9m/tbS0IBKJUFhYyKbJy8tj4MCB7L65uTk0NTXZmHnz5mH69OlwdnbG2rVrcevWLZluKjMzkzNg+3//+1+LjmMY5pW9Dl26dGHPqampiefPn3PyN27cKDVYvOH4kv379+Py5cv47rvvcOzYMcTExLRJ2cj7KSIiAhKJhN3qfxpIyPuK6j3piKjek/ZMph4KsViMmpoazo9khmEgEAiwZcuWNitUVFQUfHx8cOzYMaSkpCAyMhL79u3DuHHjWnS8oaHhK2eaakphYSEMDQ0B/F+vSFFREfr37w/g5SreJiYmANDoqtZCoZDNb4qenh4AwNLSEi9evMAnn3yC+fPnS/VsvKpspOMQCAQQCARvuxiEvFFU70lHRPWetGct7qGoqanB7t27ERsby3kDn5eXBx0dHezdu5eNPX/+PPt3aWkpiouLYWFhwTlX/UHWRUVFKCsr48SYmZlh7ty5OHHiBMaPH4+EhIRW32RLXL9+HcePH4eHhwcAoH///jA3N0dMTAxqa2tfyzVra2tRXV3d7Pkblo0QQgghhJB3RYt7KI4ePYrS0lIEBgZCQ0ODk+fh4QGxWIz169cDAFasWIEuXbqge/fuWLJkCbp27YqxY8ey8QoKCggODsbmzZshLy+POXPmwM7ODra2tnj69CnCwsIwYcIEGBoa4o8//kBOTo5MP6YfPHiAZ8+ecdK6dOnCDuyuqanB/fv3paZm7devH8LCwgC8HHCdkJAAFxcXODg4ICIiAhYWFqiursbp06fx8OFDqV6FsrIydr2LOmpqalBRUcGePXugoKCAPn36QCAQ4OLFi4iIiICXlxdnwHlLykYIIYQQQsi7osUNCrFYDGdnZ6nGBPCyQbFu3Tr88ssvAIC1a9ciJCQEN27cQL9+/XDkyBHw+Xw2XllZGeHh4fDx8cGff/4JR0dHdhyGnJwcHj16hKlTp+Kvv/5C165dMX78eJkGKtUfSF3n3LlzsLOzAwAUFBSgR48ekJOTg4aGBiwtLREREYGZM2dyuhvt7Oxw6dIlrF69GrNnz8b9+/ehoqICa2trbNy4EQEBAZxr+Pv7S113zZo1WLRoEeTl5fHFF1+guLgYDMOgV69emDNnDubOncuJb2nZCCGEEEIIeRfwmIZzvv4LGRkZcHJyQmlpaZNjGBITExEaGtrq1bIJ6cjKy8uhoaEBiUQitXgjIe8rqvekI6J6T9oTmdehIIQQQgghhJA6Mq9D8Ta5ublJrSxdZ/HixVi8ePEbLhEhb8eQpXshJ1B628Ugb9Gl9VPfdhEIIYQQAG3coBg2bJjUqtkN+fn5wc/Pr1Xn/+abb/D06dNG87S0tFp1TkIIIYQQQkjrteqTp3PnzkFOTg7u7u5tXZ5X6tmzJ0xMTBrdtLS0kJGRAR6P1+hWN/tSVFQUeDwegoKCOOfOzc0Fj8fDnTt3AAB37txp8lx10+ImJiayaZ06dUKPHj3g5eWFu3fvSpX95s2bCAgIgL6+PgQCAXr27ImPPvoIe/bsQVVVFaysrPDJJ59IHbdw4UIYGhriyZMnbfw0CSGEEEII+fda1UMhFosRHBwMsViMe/fuSa0G/bYVFRVJDWDq1q0b+7eioiLEYjHmz5/PLmDXlNTUVFhZWXHSunTpwv6trq6OoqIiMAyD27dvY9asWZg4cSIuXLjAxmRnZ8PZ2RlWVlbYunUrzM3NAQAXL17E1q1b0bt3b+zevRuDBw+Gh4cHXF1dAbxcz2Pjxo1ITU2Fmppa6x4GIYQQQgghr5HMPRQVFRXYv38/Zs6cCXd3dyQmJrJ5dT0Ex44dQ9++faGoqAg7Ozvk5+ezMYmJidDU1MT3338PU1NTKCoqwtXVlbPEfF5eHpycnKCmpgZ1dXUMGDCAsxBec7p16wahUMjZOnX6v1sViURwcnLCkiVLmj1Xly5dpM5Vf90IHo8HoVCIHj16wN7eHoGBgcjOzkZ5eTmAlyuJ+/n5wczMDFlZWRg9ejRMTU1hamoKb29vnDlzBn379sWAAQOwZMkSBAYGoqysDM+ePYO/vz+Cg4MxdOjQFt87IYQQQgghb5LMDYqkpCSYm5tDJBLB19cX8fHxUuMmwsLCEBsbi5ycHGhra2P06NGorq5m8ysrKxEdHY3du3cjKysLZWVlmDRpEps/efJk6OrqIicnB5cuXcKiRYs4P+Lbwtq1a3Ho0CGZGirNefDgAZKTkyEnJ8cuepebm4vCwkIsWLCA06ipj8fjAQCWLFkCoVCIzz77DEuXLgWPx8Pq1avbrHyk/amqqkJ5eTlnI+R9R/WedERU70l7JvMnT2KxGL6+vgCAESNGQCKR4NSpUxg2bBgbExkZCRcXFwDArl27oKuri+TkZHh6egIAqqursWXLFgwaNIiNsbCwQHZ2NmxtbXH37l2EhYWxnwY191lSQ7q6upz9Xr16oaCggJP2wQcfwNPTE+Hh4UhLS2vyXPb29lINgYqKCvZviUQCVVVVMAyDyspKAMBnn30GFRUVAEBxcTEA7mJ7Dx48gJGREbu/bt06zJo1C/Ly8ti9ezcGDBiA2tpaZGVlQVFRUZZbJ++ZNWvWNLqo4x7VOKgpyjVyxOujv+zqG70e6biaqveEvM+o3pP2TKYGRVFREbKzs5GcnPzyYHl5eHl5QSwWcxoUgwcPZv/W0tKCSCRCYWHh/11UXh4DBw5k983NzaGpqYnCwkLY2tpi3rx5mD59Or799ls4Oztj4sSJMDY2bnE5MzMzOWMOmurdWLVqFSwsLHDixAnOGIv69u/fDwsLiyavpaamhsuXL6O6uhopKSnYs2cPoqOjX1m+Ll26IDc3F8DLmbGeP3/O5llaWsLDwwNlZWWwsbF55XnI+y8iIgLz5s1j98vLy6Gnp/cWS0TI60f1nnREVO9JeyZTg0IsFqOmpoYzCJthGAgEAmzZsqXNChUVFQUfHx8cO3YMKSkpiIyMxL59+zBu3LgWHW9oaNjkSt31GRsbY8aMGVi0aBHEYnGjMXp6ejAxMWnyHJ06dWLzLSwscOvWLcycORPffvstgP/rXSkqKkL//v0BAHJycuwx8vLS/wTy8vKNppOORyAQQCAQvO1iEPJGUb0nHRHVe9KetXgMRU1NDXbv3o3Y2Fjk5uayW15eHnR0dLB37142tm5aVQAoLS1FcXEx5y1/TU0NZ+xCUVERysrKODFmZmaYO3cuTpw4gfHjxyMhIaHVN/kqy5YtQ3FxMfbt29cm51u0aBH279+Py5cvAwD69+8Pc3NzxMTEoLa2tk2uQQghhBBCyLuixa/Bjx49itLSUgQGBkJDQ4OT5+HhAbFYjPXr1wMAVqxYgS5duqB79+5YsmQJunbtirFjx7LxCgoKCA4OxubNmyEvL485c+bAzs4Otra2ePr0KcLCwjBhwgQYGhrijz/+QE5ODjw8PFp8Uw8ePMCzZ884aV26dGn006fu3btj3rx5bNkbevToEbuGRR1NTc0mxzbo6elh3LhxWLZsGY4ePQoej4eEhAS4uLjAwcEBERERsLCwQHV1NU6fPo2HDx+yA7gJIYQQQghpb1rcoBCLxXB2dpZqTAAvGxTr1q3DL7/8AuDlDEohISG4ceMG+vXrhyNHjoDP57PxysrKCA8Ph4+PD/788084OjqynxzJycnh0aNHmDp1Kv766y907doV48ePl2mgUv0B0HXOnTsHOzu7RuMXLFiAbdu2STVCAMDZ2Vkqbe/evZxZqRqaO3cuBg8ezA4yt7Ozw6VLl7B69WrMnj0b9+/fh4qKCqytrbFx40YEBAS0+N4IAQC9Reel1lohhBBCCHkbeEzDOV//hYyMDDg5OaG0tLTJMQyJiYkIDQ1FWVlZW12WkA6jvLwcGhoakEgk1KAgHQbVe9IRUb0n7YnM61AQQgghhBBCSJ12NZWQm5sbMjMzG81bvHgxFi9e/IZLRMjbMWTpXsgJlDhpl9ZPfUulIYQQQkhH1qYNimHDhkmtmt2Qn58f/Pz8WnX+b775Bk+fPm00T0tLq1XnJIQQQgghhLReqz55OnfuHOTk5ODu7t7W5Xmlnj17wsTEpNFNS0sLGRkZ4PF4UtvSpUsBgM2vG7/RMF5bWxsjR47E1au0IjAhhBBCCCEt0aoeCrFYjODgYIjFYty7d4+z0N27oKioiDOASVVVtUXx9+7dQ1hYGNzd3XHz5k3OzFSEEEIIIYQQaTL3UFRUVGD//v2YOXMm3N3dkZiYyObVvfE/duwY+vbtC0VFRdjZ2SE/P5+NSUxMhKamJr7//nuYmppCUVERrq6u+P3339mYvLw8ODk5QU1NDerq6hgwYABnIbzmdOvWDUKhkN2aa1DUxX/wwQcIDQ3F77//juvXr7f8oRBCCCGEENJBydygSEpKgrm5OUQiEXx9fREfHy81biIsLAyxsbHIycmBtrY2Ro8ejerqaja/srIS0dHR2L17N7KyslBWVsZZ12Hy5MnQ1dVFTk4OLl26hEWLFjW6KF1bk0gk7IrZ1DtB3gVVVVUoLy/nbIS876jek46I6j1pz2T+5EksFsPX1xcAMGLECEgkEpw6dQrDhg1jYyIjI+Hi4gIA2LVrF3R1dZGcnAxPT08AQHV1NbZs2YJBgwaxMRYWFuxCcHfv3kVYWBjMzc0BAKampjKVUVdXl7P/22+/oUuXLs3G//PPPwCAMWPGsNcm5G1as2ZNo4s67lGNg5piwxXWaZYn8n5oqt4T8j6jek/aM5l6KIqKipCdnQ1vb28AgLy8PLy8vNhVrusMHjyY/VtLSwsikQiFhYVsmry8PAYOHMjum5ubQ1NTk42ZN28epk+fDmdnZ6xduxa3bt2S6aYyMzORm5vLbp07d242/tKlS0hMTISZmRm2b98u0/UIeV0iIiIgkUjYrf6ngYS8r6jek46I6j1pz2TqoRCLxaipqeEMwmYYBgKBAFu2bGmzQkVFRcHHxwfHjh1DSkoKIiMjsW/fPowbN65FxxsaGja5Uver4kUiER48eAAvLy+cPn26laUnpO0IBAIIBIK3XQxC3iiq96QjonpP2rMW91DU1NRg9+7diI2N5bz9z8vLg46ODvbu3cvGnj9/nv27tLQUxcXFsLCw4Jyr/iDroqIilJWVcWLMzMwwd+5cnDhxAuPHj0dCQkKrb1IWs2fPRn5+PpKTk9/I9QghhBBCCGnPWtygOHr0KEpLSxEYGIjevXtzNg8PD85nTytWrEBaWhry8/Ph5+eHrl27YuzYsWy+goICgoODceHCBVy6dAl+fn6ws7ODra0tnj59ijlz5iAjIwO//fYbsrKykJOTw2lsvE7KysqYMWMGIiMjm12kjxBCCCGEkI6uxZ88icViODs7Q0NDQyrPw8MD69atwy+//AIAWLt2LUJCQnDjxg3069cPR44c4cyapKysjPDwcPj4+ODPP/+Eo6Mj2yCRk5PDo0ePMHXqVPz111/o2rUrxo8f/0YHKs2ZMwcbNmzAgQMH2IHkhLxL9Bad56y1QgghhBDytvCYNnwNn5GRAScnJ5SWljY5hiExMRGhoaHsatWEkJYrLy+HhoYGJBIJNShIh0H1nnREVO9JeyLzOhSEEEIIIYQQUkfmdSjeJjc3N2RmZjaat3jxYixevPgNl4iQt2PI0r2QEyg1mndpPa1HQQgh74shS/cid/Onb7sYhLxSq3oozp07Bzk5Obi7u3PShw0bBoZhXjllq5+fX6s/d/rmm284M0zV34KCgpCRkQEej8c5/7Bhw8Dj8Zrc6hbkMzAwwKZNm9jjDAwMwOPx2JWz67OysgKPx0NiYqJUfMNt7dq1bExycjLs7OygoaEBNTU1WFlZITQ0tFXPghBCCCGEkHdBq3ooxGIxgoODIRaLce/ePc66FK9Tz549ZT7m8OHDeP78OQDg999/h62tLVJTU2FlZQUAnMHiDenp6SEhIQGTJk1i086fP4/79+9DRUVFKn7FihWYMWMGJ01NTQ0AkJaWBi8vL0RHR2PMmDHg8Xi4du0afv75Z5nviRBCCCGEkHeFzD0UFRUV2L9/P2bOnAl3d3fOW/q6HoJjx46hb9++UFRUhJ2dHfLz89mYxMREaGpq4vvvv4epqSkUFRXh6urKWREyLy8PTk5OUFNTg7q6OgYMGMBZt0IWWlpaEAqFEAqF0NbWBgB06dKFTdPS0mry2MmTJ+PUqVOcssXHx2Py5MmQl5dui6mpqbHnrdvqGh5HjhyBg4MDwsLCIBKJYGZmhrFjx2Lr1q2tui9CCCGEEELeBTI3KJKSkmBubg6RSARfX1/Ex8dLrdcQFhaG2NhY/D/27j2upuz/H/jr1Ol+VSFdVNKdYSYlfFAzmVRyC0VFEjPzoVFIyaUYTDMmxmWGwalT8zEiiXGbjxnKPWIqpInJuI0YH1MnXXTR+v3h1/62nZM6acak9/PxWA/OXmuvvdZu/XHW2Xutd05ODrp27QofHx/U1dVx+VVVVVi1ahVSUlJw5swZlJWV8Z4CBAQEwMTEBDk5Obh06RKio6OhpKT0Ct1sm+7du8PDwwPJyclcu3ft2oWQkBC56zI0NERBQQFvckVIS2pqalBeXs5LhLzpaNyTzojGPenQmJwGDx7MvvzyS8YYY3V1dczAwIBlZmYyxhjLzMxkAFhqaipX/vHjx0xNTY3t2rWLMcZYUlISA8Cys7O5MoWFhQwAO3/+PGOMMS0tLSYWi+VtGnf90tJSmfm//fYbA8Byc3Ol8szMzNi6deukPu/bt49ZWlqyhoYGlpyczN5++23GGGM6OjosKSmJV15ZWZlpaGjw0smTJxljjFVUVDAvLy8GgJmZmTE/Pz8mEonY06dP5e4n6TxiY2MZAKl0dZHd624aIX+Z5sa9RCJ53U0j5C/T3LjvF7bldTeNkBbJ9YSiqKgIFy5cwOTJkwEAQqEQfn5+vCjZADBo0CDu/3p6erCxsUFhYSF3TCgUwsnJiftsa2sLXV1drsy8efMQGhoKd3d3xMfHo7i4WJ5mtitvb29UVFTg5MmTSExMfOnTicjISKnF4gMGDAAAaGho4NChQ/j111+xZMkSaGpqYv78+XB2dkZVVdXf1R3SwSxatAgSiYRLTV+/I+RNReOedEY07klHJteibJFIhPr6et4ibMYYVFRUsGnTpnZrVFxcHKZMmYJDhw7hyJEjiI2NRWpqKsaNG9du12gtoVCIoKAgxMbG4vz588jIyGi2rIGBAXr37v3S+iwtLWFpaYnQ0FAsXrwY1tbW2LVrF6ZPn97eTSdvABUVFaioqLzuZhDyt6JxTzojGvekI2v1E4r6+nqkpKQgISGB9wt8fn4+jIyMsHPnTq5sdnY29//S0lJcv34ddnZ2vLqaLrIuKipCWVkZr4y1tTUiIiJw9OhRjB8/HklJSW3u5KsKCQnBiRMnMGbMGHTp0qXd6jU3N4e6ujoqKyvbrU5CCCGEEEL+Tq1+QnHw4EGUlpZixowZ0NHR4eX5+vpCJBJhzZo1AJ5vn6qvr4/u3btj8eLFMDAwwNixY7nySkpKCAsLw4YNGyAUCjFnzhy4uLjA2dkZ1dXViIyMxIQJE2BhYYF79+4hJycHvr6+re7UlStXuO1aAUAgEKBfv36tPv9FdnZ2+N///gd1dfWXlnvy5AkePHjAO6aurg5tbW3ExcWhqqoKXl5eMDMzQ1lZGTZs2IC6ujqMGDGizW0jhBBCCCHkdWr1hEIkEsHd3V1qMgE8n1B8/vnnuHz5MgAgPj4ec+fOxY0bN9C/f38cOHCAF+9BXV0dUVFRmDJlCn7//XcMHTqUW4ehqKiIx48fY+rUqXj48CEMDAwwfvx4LF++vNWdGjZsGO+zoqIi6uvrW32+LPr6+i2WWbZsGZYtW8Y79sEHH2DLli0YPnw4vvrqK65fXbp0wdtvv42jR4/CxsbmldpGCCGEEELI6yJg7IU9X19BVlYW3NzcUFpa2my0bLFYjPDw8DZHyyakMysvL4eOjg4kEgm0tbVfd3MI+VvQuCedEY170pHIHYeCEEIIIYQQQhrJtcvT6+bp6YlTp07JzIuJiUFMTMzf3CJCXo9hS3ZCUUVNZt6lNVP/5tYQQgj5qwxbshN5Gz543c0g5KXadULh6uoqFTX7RcHBwQgODm5T/du3b0d1dbXMPD09vTbVSQghhBBCCGm7Nr3ydO7cOSgqKsLb27u92/NSxsbG6N27t8ykp6eHrKwsCAQC3voMV1dXCASCZpOrqyuA51u4fvnll9x55ubmEAgESE1NlWqHg4MDBAIBxGKxVPkXU3x8PFcmIyMDLi4u0NHRgZaWFhwcHBAeHt6qvovFYggEAowcOZJ3vKysDAKBAFlZWbzjBw8exPDhw6GlpQV1dXU4OTnx2puQkIAuXbrg6dOnUteqqqqCtrY2NmzY8NJ701xfe/Towes3AERHR8tsp6urK4KCglp1DwghhBBCyD9PmyYUIpEIYWFhOHnyJO7fv9/ebWpXe/fuRUlJCUpKSnDhwgUAwE8//cQd27t3b7PnmpqaSsW/yM7OxoMHD6ChoSFVfsWKFVy9jSksLAwAcOzYMfj5+cHX1xcXLlzApUuXsGrVKtTV1bW6L0KhED/99BMyMzNfWm7jxo0YM2YMhgwZgvPnz+Py5cvw9/fHhx9+iAULFgAAgoKCUFlZKbP/e/bsQW1tLQIDA5u9xsv66urqKjVxyMzMhKmpKe/406dPkZ2djXfffbeVd4AQQgghhPzTyD2hqKiowK5du/DRRx/B29ub96t34xOCQ4cO4a233oKqqipcXFxw9epVroxYLIauri727dsHKysrqKqqwsPDgxdiPj8/H25ubtDS0oK2tjYcHR15gfDkoaenB0NDQxgaGqJr164Anm8B23jsZa9KBQQE4MSJE7y2JSYmIiAgAEKh9NtiWlpaXL2NqXHiceDAAQwZMgSRkZGwsbGBtbU1xo4di6+++qrVfdHQ0EBISAiio6ObLXP37l3Mnz8f4eHhWL16Nezt7dG7d2/Mnz8fa9asQUJCAs6fP49u3brBx8cHiYmJUnUkJiZi7NixL703L+urm5sbzpw5w23V++TJE+Tm5iIqKoo3oTh37hxqamrg5ubW6ntACCGEEEL+WeSeUOzevRu2trawsbFBYGAgEhMTpdZNREZGIiEhATk5OejatSt8fHx4v8RXVVVh1apVSElJwZkzZ1BWVgZ/f38uPyAgACYmJsjJycGlS5cQHR0NJSWlV+hm23Tv3h0eHh5ITk7m2r1r1y6EhITIXZehoSEKCgp4k6u2iIuLw5UrV7Bnzx6Z+Xv27EFdXR33JKKpDz74AJqamlxU8xkzZuD48eO4ffs2V+bmzZs4efIkZsyY0eY2urm5oaKiAjk5OQCAU6dOwdraGr6+vjh//jz3mlVmZibMzc1hbm7e5mu96WpqalBeXs5LhLzpaNyTzojGPenI5J5QiEQi7lWYkSNHQiKR4MSJE7wysbGxGDFiBPr27Yvk5GQ8fPgQGRkZXH5dXR02bdqEQYMGwdHREcnJyTh79iz3StKdO3fg7u4OW1tbWFlZYeLEia8U6fpVhISEQCwWgzGGPXv2wNLSEv3795dZNioqCpqamrzUuCtVWFgYnJyc0LdvX5ibm8Pf3x+JiYmoqamRqz1GRkaYO3cuFi9eLDNY3/Xr16Gjo4MePXpI5SkrK6NXr164fv06AMDDwwNGRka817rEYjFMTU3x3nvvvbQdL+urlZUVjI2NuacRWVlZGD58OAwNDdGzZ0+cO3eOO05PJ17u008/hY6ODpdMTU0BADs01+PSmqkyEyEdXXPjnpA3GY170pHJNaEoKirChQsXMHnyZADP3+n38/Pjolw3GjRoEPd/PT092NjYoLCwkDsmFArh5OTEfba1tYWuri5XZt68eQgNDYW7uzvi4+NRXFwsf8/aibe3NyoqKnDy5EkkJia+9OlEZGQk8vLyeGnAgAEAnr+udOjQIfz6669YsmQJNDU1MX/+fDg7O6OqqkquNkVFReHRo0cyX1eSh6KiIqZNm8ZNmBoaGpCcnIzp06dDQeHlQ+NlfQX46yiysrK4xe/Dhw9HVlYWqqurcf78eZpQtGDRokWQSCRcavr6HSFvKhr3pDOicU86MrkmFCKRCPX19TAyMoJQKIRQKMTmzZuRnp4OiUTSbo2Ki4tDQUEBvL29cfz4cdjb2/OecPydhEIhgoKCEBsbi/PnzyMgIKDZsgYGBlK7T6mp8WMFWFpaIjQ0FNu3b8fPP/+Ma9euYdeuXXK1SVdXF4sWLcLy5culJiPW1taQSCQyF8vX1taiuLgY1tbW3LGQkBDcuXMHx48fx7Fjx3D37l1Mnz69xTa01NfGdRSPHz9Gbm4uhg8fDuD5hCIzMxNnz55FbW0tLchugYqKCrS1tXmJkDcdjXvSGdG4Jx1ZqycU9fX1SElJQUJCAu9X6fz8fBgZGXHv5QPPd0JqVFpaiuvXr8POzo5XV9NF1kVFRSgrK+OVsba2RkREBI4ePYrx48dL7bb0dwoJCcGJEycwZswYdOnSpd3qNTc3h7q6OiorK+U+NywsDAoKCli/fj3vuK+vL5SUlJCQkCB1zpYtW1BZWck9YQKeT3CGDx+OxMREJCUlwd3dHWZmZvJ35gVubm6orKzE2rVrYWVlhW7dugEAhg0bhgsXLuDIkSPcq1GEEEIIIaTjanVgu4MHD6K0tBQzZsyAjo4OL8/X1xcikQhr1qwB8HxLUX19fXTv3h2LFy+GgYEBxo4dy5VXUlJCWFgYNmzYAKFQiDlz5sDFxQXOzs6orq5GZGQkJkyYAAsLC9y7dw85OTnw9fVtdaeuXLkCLS0t7rNAIHilNRh2dnb43//+B3V19ZeWe/LkCR48eMA7pq6uDm1tbcTFxaGqqgpeXl4wMzNDWVkZNmzYgLq6OowYMULuNqmqqmL58uWYPXs273jPnj3x+eefY/78+VBVVUVQUBCUlJSwf/9+xMTEYP78+Rg4cCDvnBkzZmDmzJkAwNu1q619BYBevXqhZ8+e2LhxI++pjqmpKYyMjLB161bexIYQQgghhHRMrX5CIRKJ4O7uLjWZAJ5PKC5evIjLly8DAOLj4zF37lw4OjriwYMHOHDgAJSVlbny6urqiIqKwpQpUzBkyBBoampyr/0oKiri8ePHmDp1KqytrTFp0iR4enpi+fLlre7UsGHD8Pbbb3PJ0dGx1ec2R19fX+r1pRctW7YMPXr04KWFCxcCeP6qz82bNzF16lTY2trC09MTDx48wNGjR2FjY9OmNk2bNg29evWSOh4eHo6MjAycOnUKAwYMQJ8+ffDdd99h8+bN+OKLL6TK+/r6QkVFBerq6ryJX1v72sjNzQ1Pnjzh1k80Gj58OJ48eULrJ16BaXR2y4UIIYR0eCdX0o9v5J9PwF7c8/UVNO7aU1paCl1dXZllxGIxwsPDedGsCSGtU15eDh0dHUgkEnq/lnQaNO5JZ0TjnnQkbYqUTQghhBBCCCFAB5tQeHp6SsU+aEyrV69+3c17JQ4ODs32bceOHa+7eYQQQgghhMjUrq88/dV+//13VFdXy8zT09ODnp7e39yi9nP79m1eNPGmunfvzltkTjovegROOiMa96QzonFPOpI2PaE4d+4cFBUV4e3t3d7teSljY2Op2AeNSU9PD1lZWRAIBOjSpQuePn3KOzcnJwcCgQACgUBm3ba2tlBRUZHauQgAfvvtN0yZMgVGRkZQVVWFiYkJxowZg19++YUrc+LECbz77rvQ09ODuro6rKysMG3aNNTW1gJ4vjWum5sbunfvDlVVVfTq1QtLlizhJhFmZmb4z3/+AysrK1hZWcHW1hYuLi4ICQmBSCSSiqjt6urK9adp+vDDD6Xa/8EHH0BRURFpaWny3XBCCCGEEEJa0KYJhUgkQlhYGE6ePCkzgNrrpqWlJRUITyQSoWfPnjLLnz59GtXV1ZgwYQKSk5N5eY3bukokEuzduxdFRUXYtWsX+vbtyy0sv3btGkaOHIkBAwbg5MmTuHLlCjZu3AhlZWU8e/YMwPOtcqdOnYqjR4+iqKgIX375JbZt24bY2Fje9RwcHFBSUoI7d+4gMzMTEydOxKefforBgwfjyZMnvLIzZ85ESUkJL33++ee8MlVVVUhNTcXChQtfObI2IYQQQgghUpicnjx5wjQ1Ndkvv/zC/Pz82KpVq7i8zMxMBoAdPHiQ9e3bl6moqLCBAweyK1eucGWSkpKYjo4Oy8jIYL1792YqKirs/fffZ3fu3OHK5OXlMVdXV6apqcm0tLTYO++8w3JyclpsW+P1lyxZwtzd3bnjVVVVTEdHhy1dupTJ6nJwcDCLjo5mR44cYdbW1ry83NxcBoDdunWr2euuW7eOmZubt9i+F0VERLB//etf3OfY2FjWr18/qXKFhYVMWVmZLV68mDs2fPhwNnfu3BavIRaLmYuLCysrK2Pq6uq8+0z++Z4+fcokEgmX7t69ywAwiUTyuptGyF+Gxj3pjGjck45M7icUu3fvhq2tLWxsbBAYGIjExESwF5ZhREZGIiEhATk5OejatSt8fHx46wOqqqqwatUqpKSk4MyZMygrK4O/vz+XHxAQABMTE+Tk5ODSpUuIjo6GkpJSq9sYFBSEU6dO4c6dOwCA9PR0mJub45133pEq++TJE6SlpSEwMJB7EnHq1Ckuv2vXrlBQUMCePXu4pw0vMjQ0RElJCU6ePNnqNv7666/44YcfMHz48BbLNsat2Lt3b6vrbyQSiRAYGAgdHR14enq2OnAd+Wf49NNPoaOjwyVTU1MAwN14F9xZ0ZeXCHlTNDfuCXmT0bgnHZncE4rGL6gAMHLkSEgkEpw4cYJXJjY2FiNGjEDfvn2RnJyMhw8f8l5Bqqurw6ZNmzBo0CA4OjoiOTkZZ8+exYULFwAAd+7cgbu7O2xtbWFlZYWJEyfKFem6W7duvC/PiYmJCAkJkVk2NTUVVlZWcHBwgKKiIvz9/SESibh8Y2NjbNiwAcuWLUOXLl3w7rvv4pNPPsHNmze5MhMnTsTkyZMxfPhw9OjRA+PGjcOmTZtQXl4udb3BgwdDVVUVVlZWGDp0KFasWNGqPtna2uLWrVu8Y19//fVLd4S6ceMGsrOz4efnBwAIDAxEUlKS1ASQ/HMtWrQIEomES3fv3n3dTSLkL0fjnnRGNO5JRybXhKKoqAgXLlzA5MnPozYKhUL4+fnxvoADwKBBg7j/6+npwcbGBoWFhdwxoVAIJycn7rOtrS10dXW5MvPmzUNoaCjc3d0RHx+P4uJiuTsWEhICsViMmzdv4ty5cwgICJBZLjExkZsgAc+/dKelpfHWK8yePRsPHjzAjh07MGjQIKSlpcHBwQE//vgjgOfRvZOSknDv3j18/vnnMDY2xurVq7n1EE3t2rULP//8M7777jscOnRIZuRqWRhjUgvKAwICkJeXx0ujR4/m9c3DwwMGBgYAAC8vL0gkEhw/frxV1ySvn4qKCrS1tXmJkDcdjXvSGdG4Jx2ZXBMKkUiE+vp6GBkZQSgUQigUYvPmzUhPT4dEImm3RsXFxaGgoADe3t44fvw47O3tpRZZt8TT0xPV1dWYMWMGfHx8oK+vL1Xm2rVryM7OxsKFC7n+uLi4cAuZm9LS0oKPjw9WrVqF/Px8DB06FCtXruSVMTY2RlBQEDZt2oSCggI8ffoUW7Zs4ZUxNTWFvb09Jk+ejPj4eMTFxTX7KlVThYWFsLCw4B3T0dGR2u2qcXvZZ8+eITk5GYcOHeL6pq6ujj///JMWZxNCCCGEkHbT6glFfX09UlJSkJCQwPtFPD8/H0ZGRti5cydXNjs7m/t/aWkprl+/Djs7O15dFy9e5D4XFRWhrKyMV8ba2hoRERE4evQoxo8fj6SkJLk6JhQKMXXqVGRlZTX7upNIJMKwYcOQn5/P69O8efOknro0JRAIYGtri8rKymbLdOnSBT169HhpmYaGBtTV1aGhoeGlffnll1/www8/wNfX96Xlmjp8+DCePHmC3NxcXt927tyJvXv3cjtUEUIIIYQQ8iqErS148OBBlJaWYsaMGdDR0eHl+fr6QiQSYc2aNQCAFStWQF9fH927d8fixYthYGCAsWPHcuWVlJQQFhaGDRs2QCgUYs6cOXBxcYGzszOqq6sRGRmJCRMmwMLCAvfu3UNOTo5cX6YbffLJJ4iMjJT5dKKurg7ffvstVqxYgT59+vDyQkNDsXbtWhQUFKCurg6xsbEICgqCvb09lJWVceLECSQmJiIqKgoA8M033yAvLw/jxo2DpaUlnj59ipSUFBQUFGDjxo0AgB07dkBJSQl9+/aFiooKLl68iEWLFsHPz4+34Ly+vh4PHjxAQ0MDHj9+jKysLKxcuRL9+/dHZGQkr51VVVVScTNUVFTQpUsXiEQieHt7S609sbe3R0REBHbs2IHZs2fLfU8JIYQQQgjhae12UKNGjWJeXl4y886fP88AsPXr1zMA7MCBA8zBwYEpKyszZ2dnlp+fz5Vt3DY2PT2d9erVi6moqDB3d3d2+/ZtxhhjNTU1zN/fn5mamjJlZWVmZGTE5syZw6qrq1tsY+O2saWlpTLzMzIyuG1j9+zZwxQUFNiDBw9klrWzs2MRERHs0aNH7OOPP2Z9+vThtrHt27cv++KLL9izZ88YY4z9/PPPLDAwkFlYWDAVFRWmr6/Phg0bxr7//nuuvtTUVPbOO+8wTU1NpqGhwezt7dnq1at5/YqNjWUAGACmqKjI9PT02L/+9S+2bt069vTpU177hg8fzpVtmjw8PNiDBw+YUChku3fvltm3jz76iL399tst3k/yzyORSGgbQdLp0LgnnRGNe9KRCBhrvy1/srKy4ObmhtLSUujq6sosIxaLER4eTq/cENIG5eXl0NHRgUQioQV7pNOgcU86Ixr3pCNpU6RsQgghhBBCCAHkWEPxT+Dp6ckLOtdUTEwMYmJi/uYWEfJ6DFuyE4oqaq0qe2nN1L+4NYQQQgjpzNr0hOLcuXNQVFSEt7c377irqysYY82+7gQAwcHBbX7dafv27VJxFxrThx9+iKysLAgEAnTp0gVPnz7lnZuTkwOBQCAVy6GRra0tVFRUpBY5A8Bvv/2GKVOmwMjICKqqqjAxMcGYMWPwyy+/cGVOnDiBd999F3p6elBXV4eVlRWmTZuG2tpaAM93snJzc0P37t2hqqqKXr16YcmSJbwI4nFxcVwbhUIhDAwMMGzYMHz55ZeoqanhtcnV1ZUrq6qqCnt7e3z99ddy9YsQQgghhJBX1aYJhUgkQlhYGE6ePIn79++3d5uaZWxsLBV3oTHp6elx5bS0tKTiVohEIvTs2VNmvadPn0Z1dTUmTJiA5ORkXl5dXR1GjBgBiUSCvXv3oqioCLt27ULfvn25idG1a9cwcuRIDBgwACdPnsSVK1ewceNGKCsrczEmlJSUMHXqVBw9ehRFRUX48ssvsW3bNsTGxvKu1xgM786dO8jMzMTEiRPx6aefYvDgwbxgewAwc+ZMlJSU4Nq1a5g0aRJmz57N2773Zf0ihBBCCCGkPcg9oaioqMCuXbvw0UcfwdvbG2KxmMtrfEJw6NAhvPXWW1BVVYWLiwuuXr3KlRGLxdDV1cW+fftgZWUFVVVVeHh48ELM5+fnw83NDVpaWtDW1oajoyMvbkVLpk2bxgveVl1djdTUVEybNk1meZFIhClTpiAoKEgq6FtBQQGKi4vx9ddfw8XFBWZmZhgyZAhWrlwJFxcXAMDRo0dhaGiIzz//HH369IGlpSVGjhyJbdu2QU3t+WspvXr1wvTp09GvXz+YmZlh9OjRCAgIkHqFSygUwtDQEEZGRujbty/CwsJw4sQJXL16FZ999hmvrLq6OgwNDdGrVy/ExcXBysoK33//fav6RQghhBBCSHuQe0Kxe/du2NrawsbGBoGBgUhMTMSLG0VFRkYiISEBOTk56Nq1K3x8fHiv9lRVVWHVqlVISUnBmTNnUFZWBn9/fy4/ICAAJiYmyMnJwaVLlxAdHc2L1dCSoKAgnDp1Cnfu3AEApKenw9zcHO+8845U2SdPniAtLQ2BgYHck4imX/K7du0KBQUF7Nmzp9mI1oaGhigpKcHJkydb3cZff/0VP/zwA4YPH95iWVtbW3h6emLv3r0vLaempsa9YtVSv0jHUFNTg/Lycl4i5E1H4550RjTuSYcm7z6zgwcPZl9++SVjjLG6ujpmYGDAMjMzGWP/FwciNTWVK//48WOmpqbGdu3axRh7HocCAMvOzubKFBYWMgDs/PnzjDHGtLS0mFgslnsP3KZxKMaOHcuWL1/OGGPMzc2NrV+/nheHotHWrVtZ//79uc9z585l06ZN45XZtGkTU1dXZ1paWszNzY2tWLGCFRcXc/n19fUsODiYAWCGhoZs7NixbOPGjTL3jh40aBBTUVFhANisWbO4WBaMPY9D0a9fP5l9i4qKYmpqatzn4cOHs7lz53LX//bbbxkAtmnTplb3i/zzNY1N0jRdXWTHbi/v87qbR8hforlxT/vxkzcZjXvSkcn1hKKoqAgXLlzA5MmTATx/PcfPzw8ikYhXbtCgQdz/9fT0YGNjg8LCQu6YUCiEk5MT99nW1ha6urpcmXnz5iE0NBTu7u6Ij49HcXGxPM0EAISEhEAsFuPmzZs4d+4cAgICZJZLTExEYGAg9zkwMBBpaWm89QqzZ8/GgwcPsGPHDgwaNAhpaWlwcHDAjz/+CABQVFREUlIS7t27h88//xzGxsZYvXo1tx6iqV27duHnn3/Gd999h0OHDuGLL75oVX8YY1ILyr/++mtoampCTU0NM2fOREREBD766KNW94v88y1atAgSiYRLTV8NJORNReOedEY07klHJteEQiQSob6+HkZGRhAKhRAKhdi8eTPS09MhkUjarVFxcXEoKCiAt7c3jh8/Dnt7e6lF1i3x9PREdXU1ZsyYAR8fH+jr60uVuXbtGrKzs7Fw4UKuPy4uLqiqqkJqaiqvrJaWFnx8fLBq1Srk5+dj6NChWLlyJa+MsbExgoKCsGnTJhQUFODp06fYsmULr4ypqSns7e0xefJkxMfHIy4urtlXqZoqLCyEhYUF71hAQADy8vLw22+/obKyEmvXroWCgoJc/SL/bCoqKtDW1uYlQt50NO5JZ0TjnnRkrZ5Q1NfXIyUlBQkJCbztWvPz82FkZMTbXSg7O5v7f2lpKa5fvw47OzteXU0XWRcVFaGsrIxXxtraGhERETh69CjGjx+PpKQkuTomFAoxdepUZGVlISQkRGYZkUiEYcOGIT8/n9enefPmST11aUogEMDW1haVlZXNlunSpQt69Ojx0jINDQ2oq6tDQ0PDS/vyyy+/4IcffoCvry/vuI6ODnr37g1jY2MoKPzfn7Kt/SKEEEIIIURerQ5sd/DgQZSWlmLGjBnQ0dHh5fn6+kIkEmHNmjUAgBUrVkBfXx/du3fH4sWLYWBggLFjx3LllZSUEBYWhg0bNkAoFGLOnDlwcXGBs7MzqqurERkZiQkTJsDCwgL37t1DTk6O1Jfp1vjkk08QGRkp8+lEXV0dvv32W6xYsQJ9+vTh5YWGhmLt2rUoKChAXV0dYmNjERQUBHt7eygrK+PEiRNITExEVFQUAOCbb75BXl4exo0bB0tLSzx9+hQpKSkoKCjAxo0bAQA7duyAkpIS+vbtCxUVFVy8eBGLFi2Cn58fb8F5fX09Hjx4gIaGBjx+/BhZWVlYuXIl+vfvj8jIyBb73Np+OTg4yH0/CSGEEEIIeVGrJxQikQju7u5Skwng+YTi888/x+XLlwEA8fHxmDt3Lm7cuIH+/fvjwIEDUFZW5sqrq6sjKioKU6ZMwe+//46hQ4dyv5wrKiri8ePHmDp1Kh4+fAgDAwOMHz8ey5cvl7tzysrKMDAwkJn3/fff4/Hjxxg3bpxUnp2dHezs7CASiRATEwNzc3MsX74ct27dgkAg4D5HREQAAJydnXH69Gl8+OGHuH//PjQ1NeHg4IB9+/ZxuzgJhUJ89tlnuH79OhhjMDMzw5w5c7g6GhUUFKBHjx5QVFSEjo4O7O3tsWjRInz00UdQUVFpsc+t7dfatWtbrIv8c5lGZ9PjcEIIIYT8IwgYe2HP11eQlZUFNzc3lJaWNhstWywWIzw8vM3RsgnpzMrLy6GjowOJREITCtJp0LgnnRGNe9KRtClSNiGEEEIIIYQAcrzy9E/g6enZbHC2mJgYxMTE/M0tIuT1GLZkJxRV1F53MzqtS2umvu4mEEIIIf8Y7TqhcHV1lYqa/aLg4GAEBwe3qf7t27ejurpaZp6enl6b6iSEEEIIIYS0XZteeTp37hwUFRXh7e3d3u15KWNjY/Tu3Vtm0tPTQ1ZWFgQCAbp06YKnT5/yzs3JyYFAIJAKDtfI1tYWKioqePDgAQBwdb0sJSQkyLwWAFRVVUFbWxsbNmwAAJibm8usIz4+nndeeno6XF1doaOjA01NTbz11ltYsWIF/vzzzxbvz+nTpzFkyBDo6+tDTU0Ntra2WLduHa9McHAwd20lJSV0794dI0aMQGJiYovb1zaVn5+P0aNHo1u3blBVVYW5uTn8/Pzwxx9/IC4ursV792JbmqaRI0dy12m8b023IgaA8PBwuLq68o6Vl5dj8eLFsLW1haqqKgwNDeHu7o69e/dyE11XV1eEh4dz57z4mRBCCCGEyKdNEwqRSISwsDCcPHkS9+/fb+82vTItLS2pQHgikQg9e/aUWf706dOorq7GhAkTkJycDAAYPHgwSkpKuDRp0iSMHDmSdywoKAiVlZXYu3evVJ179uxBbW0tL1r1ihUreOeXlJQgLCyMy1+8eDH8/Pzg5OSEI0eO4OrVq0hISEB+fj6+/fbbFvutoaGBOXPm4OTJkygsLMSSJUuwZMkSbN26lVeusR+3bt3CkSNH4Obmhrlz52LUqFGor69v8TqPHj3Ce++9Bz09Pfz3v/9FYWEhkpKSYGRkhMrKSixYsIDXRxMTE6m+v9iWpqlpTBMAUFVV5bbobU5ZWRkGDx6MlJQULFq0CD///DNOnjwJPz8/LFy4sF0DLxJCCCGEkP8j94SioqICu3btwkcffQRvb2+IxWIur/FX/UOHDuGtt96CqqoqXFxccPXqVa6MWCyGrq4u9u3bBysrK6iqqsLDw4MXYj4/Px9ubm7Q0tKCtrY2HB0deYHwWjJt2jQkJiZyn6urq5Gamopp06bJLC8SiTBlyhQEBQVx5ykrK8PQ0JBLampqUFFR4R3r1q0bfHx8eNdqlJiYiLFjx/JexdLS0uKdb2hoCA0NDQDAhQsXsHr1aiQkJGDNmjUYPHgwzM3NMWLECKSnpzfb9qbefvttTJ48GQ4ODjA3N0dgYCA8PDyk1p009sPY2BjvvPMOYmJisH//fhw5coT392zOmTNnIJFIsH37drz99tuwsLCAm5sb1q1bBwsLC2hqavL6qKioKNX3F9vSNHXp0oV3vVmzZiE7OxuHDx9utk0xMTG4desWzp8/j2nTpsHe3h7W1taYOXMm8vLyoKmp2WK/CCGEEEKI/OSeUOzevRu2trawsbFBYGAgEhMTpdZNREZGIiEhATk5OejatSt8fHxQV1fH5VdVVWHVqlVISUnBmTNnUFZWBn9/fy4/ICAAJiYmyMnJwaVLlxAdHc0L/taSoKAgnDp1Cnfu3AHw/DUic3NzvPPOO1Jlnzx5grS0NAQGBmLEiBGQSCTNLvyWZcaMGTh+/Dhu377NHbt58yZOnjyJGTNmtLqeHTt2QFNTE//+979l5je3De/L5Obm4uzZs1wsjJd599130a9fP5lPW15kaGiI+vp6ZGRktLhmpj1YWFjgww8/xKJFi2S+ltXQ0IDU1FQEBATAyMhIKl9TUxNCYYfaf4BTU1OD8vJyXiLkTUfjnnRGNO5JRyb3tyyRSMS9xjNy5EhIJBKcOHGC9z57bGwsRowYAQBITk6GiYkJMjIyMGnSJADPozlv2rQJAwcO5MrY2dnhwoULcHZ2xp07dxAZGQlbW1sAgJWVlVxt7NatGzw9PSEWi7Fs2TIkJiYiJCREZtnU1FRYWVlxkaP9/f0hEokwdOjQVl3Lw8MDRkZGSEpKQlxcHIDnT2FMTU3x3nvv8cpGRUVhyZIlvGNHjhzB0KFDcePGDfTq1UuuiVNzTExM8OjRI9TX1yMuLg6hoaGtOs/W1pYLTvgyLi4uiImJwZQpU/Dhhx/C2dkZ7777LqZOnYru3bvL1daDBw9KPT2QtWPXkiVLkJSUhB07diAoKIiX97///Q+lpaXceHmTfPrppzKDOu7QXA8tVUXesZ7LrvxdzSLkL9XcuCfkTUbjnnRkcj2hKCoqwoULFzB58mQAz6M/+/n5cVGuGw0aNIj7v56eHmxsbFBYWMgdEwqFcHJy4j7b2tpCV1eXKzNv3jyEhobC3d0d8fHxKC4ulrtjISEhEIvFuHnzJs6dO4eAgACZ5RITE3nrHAIDA5GWloYnT5606jqKioqYNm0axGIxGGNoaGhAcnIypk+fDgUF/u2NjIxEXl4eLw0YMAAA2vWX/lOnTuHixYvYsmULvvzyS6k1Cc1hjDW7aP1Fq1atwoMHD7BlyxY4ODhgy5YtsLW1xZUr8n2pdXNzk7onH374oVS5rl27YsGCBVi2bBlqa2ul2v2mWrRoESQSCZeavhpIyJuKxj3pjGjck45MrgmFSCRCfX09jIyMIBQKIRQKsXnzZqSnp7frote4uDgUFBTA29sbx48fh729vdQi65Z4enqiuroaM2bMgI+PD/T19aXKXLt2DdnZ2Vi4cCHXHxcXF1RVVSE1NbXV1woJCcGdO3dw/PhxHDt2DHfv3sX06dOlyhkYGEjtTqWm9jyWgLW1NW7evMl7NaytLCws0LdvX8ycORMRERHck5OWFBYWwsLCotXX0dfXx8SJE/HFF1+gsLAQRkZG+OKLL+Rqq4aGhswdu2SZN28eqqur8fXXX/OOd+3aFbq6uvjll1/kunZHoKKiAm1tbV4i5E1H4550RjTuSUfW6glFfX09UlJSkJCQwPs1OT8/H0ZGRrxfwZtu8VlaWorr16/Dzs6OV1fTRdZFRUUoKyvjlbG2tkZERASOHj2K8ePHIykpSa6OCYVCTJ06FVlZWc2+7iQSiTBs2DDk5+fz+jRv3jyppy4vY2lpieHDhyMxMRFJSUlwd3eHmZmZXO2dMmUKKioqpL4sNyorK5OrvkYNDQ2oqalpsdzx48dx5coV+Pr6tuk6ysrKsLS0RGVlZZvObw1NTU0sXboUq1at4j1BUlBQgL+/P3bs2CFz17GKiopW7V5FCCGEEELk1+o1FAcPHkRpaSlmzJgBHR0dXp6vry9EIhHWrFkD4Pn2qPr6+ujevTsWL14MAwMDjB07liuvpKSEsLAwbNiwAUKhEHPmzIGLiwucnZ1RXV2NyMhITJgwARYWFrh37x5ycnLa9EX3k08+QWRkpMynE3V1dfj222+xYsUK9OnTh5cXGhqKtWvXoqCggFtb0ZIZM2Zg5syZANDsTklPnjzh4lw0UldXh7a2NgYOHIiFCxdi/vz5+P333zFu3DgYGRnh119/xZYtW/Cvf/0Lc+fOfWkbvvrqK/Ts2ZNbS3Dy5El88cUX+Pjjj3nlampq8ODBAzx79gwPHz7EDz/8gE8//RSjRo3C1KktRwA+ePAgUlNT4e/vD2trazDGcODAARw+fFjuiV9jW5oSCoUwMDCQWX7WrFlYt24dvvvuO24NDvD8FaysrCwMHDgQq1atwoABA6CkpIRTp07h008/RU5OTrML2x89eoS8vDzesR49esi9HoQQQgghpFNirTRq1Cjm5eUlM+/8+fMMAFu/fj0DwA4cOMAcHByYsrIyc3Z2Zvn5+VzZpKQkpqOjw9LT01mvXr2YiooKc3d3Z7dv32aMMVZTU8P8/f2ZqakpU1ZWZkZGRmzOnDmsurq6xTZmZmYyAKy0tFRmfkZGBmvs8p49e5iCggJ78OCBzLJ2dnYsIiKC+zxt2jQ2ZsyYZq9dVVXFdHR0mJ6eHnv69KlUvpmZGQMglT744ANeuV27drFhw4YxLS0tpqGhwd566y22YsWKZvvU1IYNG5iDgwNTV1dn2tra7O2332Zff/01e/bsGa8fjdcWCoWsa9euzN3dnSUmJvLKvUxxcTGbOXMms7a2ZmpqakxXV5c5OTmxpKQkmeXNzMzYunXrpI43bUvTZGNj89Jzv/vuOwaADR8+nHe8rKyMRUdHMysrK6asrMy6d+/O3N3dWUZGBmtoaGCMMTZ8+HA2d+5c7pzhw4fLbMMnn3zSqnvxd5NIJAwAk0gkr7sphPxtaNyTzojGPelIBIy134rWrKwsuLm5obS0tNlfg8ViMcLDw9v8Cg8hnVl5eTl0dHQgkUjo/VrSadC4J50RjXvSkbQpUjYhhBBCCCGEAG2IQ/E6eXp6Nht0TlbsgjeNg4MDL4BeU998802zW+PKa8eOHfjggw9k5pmZmaGgoKBdrkPabtiSnVBUUXulOi6taXm9DCGEEEJIS9r0hOLcuXNQVFSEt7c377irqysYYy+N6hwcHNzm1522b98uFbOgaeyCrKwsCAQCODg44NmzZ7xzdXV1pRZLnz17Fl5eXujSpQtUVVXRt29frF27VupcgUDAJQ0NDVhZWSE4OBiXLl2S2c579+5BWVlZarF30/r27dsnd/8PHz7M9bd79+6ora3Fjz/+iLy8PIwePZpXNjMzE15eXtDX14e6ujrs7e25Bd+NGGPYunUrBg4cCE1NTejq6mLAgAG4e/cuzp07h7y8PLz//vsYNGgQd93Dhw8DAHevG/+WYrEYAoGAt1NXo7S0NAgEApibm3PH4uLi0L9/f6myt27dgkAg4BZJv3idl/Hw8ICioiJycnJ4db0sicVimdd49uwZ1q1bh759+0JVVRVdunSBp6cnzpw5w7tmY79HjhzJO15WVgaBQICsrKwW2w0Ao0ePRs+ePaGqqooePXogKCiIt2NVYxsbN0S4vCUchSlLce/ELtRVtHxvCCGEEEL+Km2aUIhEIoSFheHkyZMyt+n8qxgbG0vFLJAVu+DmzZtISUl5aV0ZGRkYPnw4TExMkJmZiV9++QVz587FypUr4e/vLxUsLSkpCSUlJSgoKMBXX32FiooKDBw4UOZ1xGIxJk2ahPLycpw/f759Oo/nTwd69+6NBw8eoL6+HhMnTsTJkyfRu3dvaGlpceW++eYbuLu7w9DQEOnp6bh27Rq2bNkCiUSChIQErlxQUBDCw8MxZswYZGZmIi8vD0uXLsV///tfFBcXo3fv3tDW1ubFinjZdrgaGhr4448/cO7cOd5xkUiEnj17ttt9kOXOnTs4e/Ys5syZg8TERACAqakpSkpKuDR//nw4ODjwjvn5+UnVxRiDv78/VqxYgblz56KwsBBZWVkwNTWFq6ur1GRQKBTip59+QmZmZpvb7+bmht27d6OoqAjp6ekoLi7GhAkTpMo1TmKt/Rahu7M3ntwuwDVxDKofUQAkQgghhLweck8oKioqsGvXLnz00Ufw9vbm/erf+CvqoUOH8NZbb0FVVRUuLi64evUqV0YsFkNXVxf79u2DlZUVVFVV4eHhwYsImZ+fDzc3N2hpaUFbWxuOjo68uBUtCQsLQ2xsbLPxFyorKzFz5kyMHj0aW7duRf/+/WFubo7Q0FAkJydjz5492L17N+8cXV1dGBoawtzcHO+//z727NmDgIAAzJkzB6WlpVw5xhiSkpIQFBSEKVOmyBXPorVEIhGmTJmCoKAg7stzo3v37uHjjz/Gxx9/jMTERLi6usLc3BzDhg3D9u3bsWzZMgDA7t27sWPHDuzcuRMxMTFwcnKCubk5xowZg+PHj8PNzU3udgmFQkyZMoXXpnv37iErKwtTpkx5tU63ICkpCaNGjcJHH32EnTt3orq6GoqKijA0NOSSpqYmhEIh71hjYMGmdu/ejT179iAlJQWhoaGwsLBAv379sHXrVowePRqhoaG8eBsaGhoICQlBdHR0m9sfEREBFxcXmJmZYfDgwYiOjkZ2drZUoMPG7XRVu3SHnq0LbCYvgVBdG3d+Sm7ztQkhhBBCXoXcE4rdu3fD1tYWNjY2CAwMRGJiotSv+ZGRkUhISEBOTg66du0KHx8f3hejqqoqrFq1CikpKThz5gzKysrg7+/P5QcEBMDExAQ5OTm4dOkSoqOjoaSk1Oo2hoeHo76+Hhs3bpSZf/ToUTx+/BgLFiyQyvPx8YG1tTUvUF9zIiIi8OTJE/z444/csczMTFRVVcHd3R2BgYFITU1t12BvT548QVpaGgIDAzFixAhIJBLeupK0tDTU1tZi4cKFMs9vfB1tx44dsLGxwZgxY6TKNH21Rl4hISHYvXs3qqqqADyfQI4cOfIvjenQOIkLDAyEra0tevfujT179rS5vu+++w7W1tbw8fGRyps/fz4eP37M+5sDz1/hunLlyitdt9Gff/6JHTt2YPDgwWhoaEB5eTk3hpoG9AMABSVldO3nhsrfb6CusvyVr03IP0FNTQ3Ky8t5iZA3HY170pHJvShbJBIhMDAQADBy5EhIJBKcOHECrq6uXJnY2FiMGDECAJCcnAwTExNkZGRg0qRJAJ4Hldu0aRMXmCw5ORl2dna4cOECnJ2dcefOHURGRnIB2qysrORqo7q6OmJjYxETE4OZM2dKfTm+fv06AMh83x8AbG1tuTIv09i+W7duccdEIhH8/f2hqKiIPn36oFevXkhLS0NwcLBcfWhOamoqrKysuIB7/v7+EIlEGDp0KADgxo0b0NbWRo8ePV5az40bN2BjY9MubWrq7bffRq9evbBnzx4EBQVBLBZj7dq1uHnzZrtfq9FPP/2EqqoqeHh4AAACAwMhEokQFBTUpvpejOzeVOPxF8eHkZER5s6di8WLF/OCOMojKioKmzZtQlVVFVxcXHDw4EF8+umnWL58OVemcV3ODs310FJVBABkGT/BNADbg53h7OzcpmsT8k/y4rgnpDOgcU86MrmeUBQVFeHChQuYPHkygOevuPj5+Um91jNo0CDu/3p6erCxsUFhYSF3TCgUwsnJiftsa2sLXV1drsy8efMQGhoKd3d3xMfHo7i4WO6OzZgxA/r6+vjss8+aLfOqITgazxcIBACeL8Tdu3cvN+EC/u/LbXtJTEyUqj8tLY375ZoxxrWnNW3/K4SEhCApKQknTpxAZWUlvLy8/rJrAc/viZ+fH4TC5/PjyZMn48yZM20aN43acn+ioqLw6NEjqdfQWisyMhK5ubk4evQoFBUVMXXqVERHR0MikeDgwYMAwHt9kGvr//+3NX93QjqCRYsWQSKRcKnpK7GEvKlo3JOOTK4JhUgkQn19PYyMjCAUCiEUCrF582akp6dDIpG0W6Pi4uJQUFAAb29vHD9+HPb29sjIyJCrDqFQiFWrVmH9+vVSC8etra0BgDfJaaqwsJAr8zKN51tYWAB4/qrM06dPMXDgQO7+REVF4fTp06164tGSa9euITs7GwsXLuTqd3FxQVVVFVJTU7m+SSQSlJSUvLQua2tr/PLLLy1eU1tbW+bftqysDIqKitDQ0JDKCwgIQHZ2NuLi4hAUFMR90W9tvQBa/crVn3/+iYyMDHz99dfcPTE2NkZ9fX2bv9hbW1u/dGw0lnmRrq4uFi1ahOXLl3OvfMnDwMAA1tbWGDFiBFJTU3H48GHk5uZyC+MB8BbfN/r10fO1Qk130SKkI1NRUYG2tjYvEfKmo3FPOrJWTyjq6+uRkpKChIQE3nat+fn5MDIy4q05yM7O5v5fWloq9QpJfX09b5F1UVERysrKeGWsra0RERGBo0ePYvz48UhKSpK7cxMnToSDg4PUI8T3338fenp6vB2PGn3//fe4ceMG9xTmZb788ktoa2vD3d0dwPMJ1/z586Xuz9ChQ9v85bYpkUiEYcOGIT8/n3eNefPmcU9BJkyYAGVlZXz++ecy62j8wj5lyhRcv34d+/fvlyrDGOO+7NvY2KCgoEBqgfvPP/8MCwsLmWtb9PT0MHr0aJw4cQIhISEy22FjY4N79+7h4cOHUvWqqqq2eleoHTt2wMTEROqeJCQkQCwWS20B3Br+/v64ceMGDhw4IJWXkJAAfX197pW+F4WFhUFBQQHr16+X+7pNNTQ0AECzGws0elrXgJ2X/sRAM3V07dr1la5JCCGEENImrJUyMjKYsrIyKysrk8pbuHAhGzBgAMvMzGQAmIODA/vpp5/YlStX2OjRo1nPnj1ZTU0NY4yxpKQkpqSkxJydnVl2dja7ePEic3FxYS4uLowxxqqqqtjs2bNZZmYmu3XrFjt9+jSztLRkCxcubLGNjdcvLS3ljh07dowJhUImFApZUlISdzwtLY0pKiqymTNnsvz8fPbbb7+x7du3sy5durAJEyawhoYGriwAlpSUxEpKStitW7fY0aNHma+vL1NUVGQ7duxgjDGWm5vLALDCwkKpdn399dfM0NCQ1dXVcfWtXbuW5ebm8lJFRUWzfautrWVdu3Zlmzdvlsq7du0aA8CuXr3KGGPsq6++YgKBgIWEhLCsrCzuPs6aNYvNmzePMcZYQ0MD8/PzY2pqamzVqlUsJyeH3bp1ix04cIC9++67LCMjgzHGWGlpKevWrRubNGkSu3jxIrtx4wYTiURMS0uL15akpCSmo6PDfa6qqmL/+9//uM/r1q1jZmZm3Oe6ujrm4ODA3Nzc2JkzZ1hxcTFLS0tjPXr0YFFRUVy5xr/pyZMnefcqLy+PMcZYv379eOUblZWVMWVlZXbw4EHuWGxsLOvXr59U2RfHTUNDAxs3bhzr0qUL2759O/vtt99Yfn4+mzVrFhMKhdy9kdVvxhgTiURMVVWVAWCZmZlS13tRdnY227hxI8vNzWW3bt1ix44dY4MHD2aWlpbs6dOnvDZeunSJAWCHPujFNk4wYQ49VFkXdUX24+zeLV6HkI5KIpEwAEwikbzuphDyt6FxTzqSVk8oRo0axby8vGTmnT9/ngFg69evZwDYgQMHmIODA1NWVmbOzs4sPz+fK9v4BSw9PZ316tWLqaioMHd3d3b79m3GGGM1NTXM39+fmZqaMmVlZWZkZMTmzJnDqqurW2yjrAkFY4y9//773KSgqZMnTzIPDw+mra3NlJWVmYODA/viiy9YfX09rxyev6bOADBVVVVmaWnJpk2bxi5dusSVmTNnDrO3t5fZrpKSEqagoMD2798vVV/TdOrUqWb7tmfPHqagoMAePHggM9/Ozo5FRERwn3/88Ufm4eHBunTpwlRVVZmtrS1bsGABu3//Plfm2bNnbPPmzczJyYmpq6szbW1t5ujoyNavX8+qqqq4ckVFRWzcuHHMyMiIaWhosH79+rFt27bxJl2yvlg39eKEgjHGfv/9dzZt2jTWs2dPpqamxuzt7Vl8fDyrra3lyjT+TV9MioqK7OLFiwwAu3Dhgsxrenp6snHjxnGfWzuhYOz5hGfNmjXcONbW1mYeHh7s9OnTvHNl9bu+vp7Z29u3ekJx+fJl5ubmxvT09JiKigozNzdnH374Ibt3716z90FDWcDsDVXZB0MMWM4CG3Z7eZ8Wr0NIR0VfrEhnROOedCQCxtpvdW5WVhbc3NxQWlrabLRssViM8PDwNkfLJqQzKy8vh46ODiQSCb1fSzoNGvekM6JxTzqSNkXKJoQQQgghhBCgDXEoXidPT09eELemYmJiEBMT8ze3qH296f3rrFavXo3Vq1fLzBs6dCiOHDkid53DluyEoop0lO/2cGnN1L+kXkIIIYS8mdr1lae/2u+//47q6mqZeXp6etDT0/ubW9S+3vT+dVZ//vkn/vzzT5l5ampqMDY2bnVdjY/A+4VtoQkF6TTo1Q/SGdG4Jx1Jm155OnfuHBQVFeHt7d3e7XkpY2Nj9O7dW2bS09NDVlYWBAIBl7p37w5fX19elGZzc3MuX11dHX379sX27dt513mxnqbpwYMHAICqqiosWrQIlpaWUFVVRdeuXTF8+HDeNqy//fYbpkyZAiMjI6iqqsLExARjxozh4j/cunULAoEAeXl5Uv0LDQ3Fpk2buM/vvPNOu7Sb/P309PSaHbfyTCYIIYQQQv6J2vTKk0gkQlhYGEQiEe7fvw8jI6P2btcrKSoqgpaWFm7cuIFZs2bBx8cHly9fhqKiIgBgxYoVmDlzJqqqqpCWloaZM2fC2NgYnp6eUvW8+KtAt27dAAAffvghzp8/j40bN8Le3h6PHz/G2bNn8fjxYwBAXV0dRowYARsbG+zduxc9evTAvXv3cOTIkTYvSG+PdhNCCCGEENKe5H5CUVFRgV27duGjjz6Ct7c3xGIxl9f4C/mhQ4fw1ltvQVVVFS4uLrh69SpXRiwWQ1dXF/v27YOVlRVUVVXh4eHBCzGfn58PNzc3aGlpQVtbG46OjrxAeC3p1q0bevTogWHDhmHZsmW4du0afv31Vy5fS0sLhoaG6NWrF6KioqCnp4cff/xRZj2Ghoa8pKDw/JZ9//33iImJgZeXF8zNzeHo6IiwsDAukFtBQQGKi4vx9ddfw8XFBWZmZhgyZAhWrlwJFxeXVvelqfZoNyGEEEIIIe1J7m+Zu3fvhq2tLWxsbBAYGIjExES8uAwjMjISCQkJyMnJQdeuXeHj44O6ujouv6qqCqtWrUJKSgrOnDmDsrIy+Pv7c/kBAQEwMTFBTk4OLl26hOjoaJkRmVtDTe35e+a1tbVSeQ0NDUhPT0dpaSmUlZXlqtfQ0BCHDx/GkydPZOZ37doVCgoK2LNnT5uiNb/Mq7SbdCw1NTUoLy/nJULedDTuSWdE4550aPIGrhg8eDD78ssvGWPPg38ZGBhwwbsag2+lpqZy5R8/fszU1NTYrl27GGPPA4EBYNnZ2VyZwsJCBoCdP3+eMcaYlpYWE4vFcgfVeDFA2f3799ngwYOZsbExF6nbzMyMKSsrMw0NDSYUChkApqenx27cuCFVj4aGBi81DVx34sQJZmJiwpSUlNiAAQNYeHi4VNCzTZs2MXV1daalpcXc3NzYihUrWHFxMZf/22+/MQAsNzdXqi/Dhw9nc+fO5T63V7tJxxIbGyszsN/VRXbs9vI+rUqEdDTNjXsK8EXeZDTuSUcm1xOKoqIiXLhwAZMnTwYACIVC+Pn5QSQS8coNGjSI+7+enh5sbGxQWFjIHRMKhXBycuI+29raQldXlyszb948hIaGwt3dHfHx8SguLpanmTAxMYGGhgaMjIxQWVmJ9PR03i/5kZGRyMvLw/HjxzFw4ECsW7cOvXv3lqrn1KlTyMvL49Lhw4e5vGHDhuHmzZs4duwYJkyYgIKCAgwdOhSffPIJV2b27Nl48OABduzYgUGDBiEtLQ0ODg4yX1NqjfZoN+lYFi1aBIlEwqWmrwYS8qaicU86Ixr3pCOTa1G2SCRCfX09bxE2YwwqKirYtGlTuzUqLi4OU6ZMwaFDh3DkyBHExsYiNTUV48aNa9X5p06dgra2Nrp16wYtLS2pfAMDA26XnbS0NPTt2xcDBgyAvb09r5yFhUWzEb8BQElJCUOHDsXQoUMRFRWFlStXYsWKFYiKiuImMFpaWvDx8YGPjw9WrlwJDw8PrFy5EiNGjOAWTkskEqm6y8rKoKOj85e0m3QcKioqUFFRed3NIORvReOedEY07klH1uonFPX19UhJSUFCQgLv1+/8/HwYGRlh586dXNns7Gzu/6Wlpbh+/Trs7Ox4dTVdZF1UVISysjJeGWtra0RERODo0aMYP348kpKSWt0pCwsLWFpaypxMvMjU1BR+fn5YtGhRq+tvjr29Perr6/H06VOZ+QKBALa2tqisrATw/OmNgYEBLl26xCtXXl6OX3/9FdbW1n9LuwkhhBBCCGmrVj+hOHjwIEpLSzFjxgypX859fX0hEomwZs0aAM+3N9XX10f37t2xePFiGBgYYOzYsVx5JSUlhIWFYcOGDRAKhZgzZw5cXFzg7OyM6upqREZGYsKECbCwsMC9e/eQk5MDX1/f9umxDHPnzkWfPn1w8eJFDBgwgDv+xx9/SE0O9PX1oaSkBFdXV0yePBkDBgyAvr4+rl27hpiYGLi5uUFbWxt5eXmIjY1FUFAQ7O3toaysjBMnTiAxMRFRUVFcffPmzcPq1avRvXt3uLi44PHjx/jkk0/QtWtXjB8/vt3bTQghhBBCSHtq9YRCJBLB3d1dajIBPJ9QfP7557h8+TIAID4+HnPnzsWNGzfQv39/HDhwgLeGQV1dHVFRUZgyZQp+//13DB06lFuHoaioiMePH2Pq1Kl4+PAhDAwMMH78eCxfvvxV+9ose3t7vP/++1i2bBlvvYGNjY1U2XPnzsHFxQUeHh5ITk5GTEwMqqqqYGRkhFGjRmHZsmUAnq/jMDc3x/Lly7kAdo2fIyIiuPoWLlwITU1NfPbZZyguLoaenh6GDBmCzMxMboeq9mw3eTOYRmdT5FRCCCGE/CMIGHthz9dXkJWVBTc3N5SWljb7Dr9YLEZ4eHibg7sR0pmVl5dDR0cHEomEJhSk06BxTzojGvekI6FoZ4QQQgghhJA2k2uXp9fN09MTp06dkpkXExODmJiYv7lFhLwew5bshKLKy1+Jk8elNVPbrS5CCCGEdC7tOqFwdXWVipr9ouDgYAQHB7ep/u3bt6O6ulpmnp6eXpvqJIQQQgghhLRdm155OnfuHBQVFeHt7d3e7XkpY2NjLg7DiykzMxOKior4/fffZZ5rZWWFefPmcZ8PHjyI4cOHQ0tLC+rq6nBycoJYLOad07iYOi8vT2adp0+fxpAhQ6Cvrw81NTXY2tpi3bp1vDLBwcEQCAQQCARQUlJC9+7dMWLECCQmJqKhoeGV7gchhBBCCCGvW5smFCKRCGFhYTh58iTu37/f3m1qk9GjR0NfXx/JyclSeSdPnsSvv/6KGTNmAAA2btyIMWPGYMiQITh//jwuX74Mf39/fPjhh1iwYEGrr6mhoYE5c+bg5MmTKCwsxJIlS7BkyRJs3bqVV27kyJEoKSnBrVu3cOTIEbi5uWHu3LkYNWoU6uvrX63jhBBCCCGEvEZyTygqKiqwa9cufPTRR/D29ub9qp+VlQWBQIBDhw7hrbfegqqqKlxcXHD16lWujFgshq6uLvbt2wcrKyuoqqrCw8ODF2I+Pz8fbm5u0NLSgra2NhwdHXmB8GRRUlJCUFCQ1FMGAEhMTMTAgQPh4OCAu3fvYv78+QgPD8fq1athb2+P3r17Y/78+VizZg0SEhJw/vz5Vt2Lt99+G5MnT4aDgwPMzc0RGBgIDw8PqXUeKioqMDQ0hLGxMd555x3ExMRg//79OHLkiMz2EtKopqYG5eXlvETIm47GPemMaNyTDo3JSSQSsQEDBjDGGDtw4ACztLRkDQ0NjDHGMjMzGQBmZ2fHjh49yi5fvsxGjRrFzM3NWW1tLWOMsaSkJKakpMQGDBjAzp49yy5evMicnZ3Z4MGDuWs4ODiwwMBAVlhYyK5fv852797N8vLyWmxbQUEBA8BOnDjBHXvy5AnT0NBgW7duZYwxtnbtWgaA3b9/X+r8mpoapqmpyebOncsYY+y3335jAFhubm6r7s3PP//MunfvzrZt28YdmzZtGhszZozM8v369WOenp6tqpt0TrGxsQyAVLq6yI7dXt5HKhHyJmhu3EskktfdNEL+MjTuSUcm9xMKkUiEwMBAAM9f5ZFIJDhx4gSvTGxsLEaMGIG+ffsiOTkZDx8+REZGBpdfV1eHTZs2YdCgQXB0dERycjLOnj2LCxcuAADu3LkDd3d32NrawsrKChMnTkS/fv1abJu9vT1cXFyQmJjIHdu9ezcYY/D39wcAXL9+HTo6OujRo4fU+crKyujVqxeuX78u1z0xMTGBiooKBgwYgNmzZyM0NLRV59na2uLWrVtyXYt0LosWLYJEIuFS0yd5hLypaNyTzojGPenI5JpQFBUV4cKFC5g8eTIAQCgUws/Pj4ty3WjQoEHc//X09GBjY4PCwkLumFAohJOTE/fZ1tYWurq6XJl58+YhNDQU7u7uiI+PR3FxcavbGBISgj179uDJkycAnr/uNHHiRGhpacnTVbmcOnUKFy9exJYtW/Dll19i586drTqPMQaBQPCXtYt0fCoqKtDW1uYlQt50NO5JZ0TjnnRkck0oRCIR6uvrYWRkBKFQCKFQiM2bNyM9PR0SiaTdGhUXF4eCggJ4e3vj+PHjsLe35z3heJnGJxG7d+/GjRs3cObMGW4xNgBYW1tDIpHIXExeW1uL4uJiWFtby9VeCwsL9O3bFzNnzkRERATi4uJadV5hYSEsLCzkuhYhhBBCCCH/JK2eUNTX1yMlJQUJCQnIy8vjUn5+PoyMjHi/ymdnZ3P/Ly0txfXr12FnZ8erq+ki66KiIpSVlfHKWFtbIyIiAkePHsX48eORlJTUqnZqaWlh4sSJSExMRFJSEqytrTF06FAu39fXF0pKSkhISJA6d8uWLaisrOSewLRFQ0MDampqWix3/PhxXLlyBb6+vm2+FiGEEEIIIa9bqwPbHTx4EKWlpZgxYwZ0dHR4eb6+vhCJRFizZg0AYMWKFdDX10f37t2xePFiGBgYYOzYsVx5JSUlhIWFYcOGDRAKhZgzZw5cXFzg7OyM6upqREZGYsKECbCwsMC9e/eQk5Mj1xfvGTNmYOjQoSgsLERUVBQvr2fPnvj8888xf/58qKqqIigoCEpKSti/fz9iYmIwf/58DBw4kHdOUVGR1DUcHBywdetW9OzZE7a2tgCeb0/7xRdf4OOPP+aVrampwYMHD/Ds2TM8fPgQP/zwAz799FOMGjUKU6dShGJCCCGEENKBtXb19qhRo5iXl5fMvPPnzzMAbP369QwAO3DgAHNwcGDKysrM2dmZ5efnc2WTkpKYjo4OS09PZ7169WIqKirM3d2d3b59mzH2fKclf39/ZmpqypSVlZmRkRGbM2cOq66ulmu1uY2NDVNUVJS5mxNjjO3fv58NHTqUaWhoMFVVVebo6MgSExN5ZRp3eZKV7t69yzZs2MAcHByYuro609bWZm+//Tb7+uuv2bNnz7g6pk2bxp0jFApZ165dmbu7O0tMTOSVI6Q1JBIJ7fpBOh0a96QzonFPOhIBY4y11+QkKysLbm5uKC0tha6urswyYrEY4eHhKCsra6/LEtJplJeXQ0dHBxKJhBbskU6Dxj3pjGjck46kTZGyCSGEEEIIIQSQYw3FP4Gnp6dUFOpGMTExiImJ+ZtbRMjrMWzJTiiqqLWq7KU1tE6HEEIIIX+dNj2hOHfuHBQVFeHt7c077urqCsZYs687AUBwcHCbX3favn07b4eppunDDz+Eubk5BAJBs+n27dtcXQUFBZg0aRK6du0KFRUVWFtbY9myZaiqquJds7HOpjtXAUB4eDhcXV2l2njv3j0oKyujT58+MvsgEAiwb9++NvW/ka2tLVRUVPDgwQOZ+ZmZmfDy8oK+vj7U1dVhb2+P+fPn4/fff+fKMMawdetWDBw4EJqamtDV1cWAAQPw5ZdfcvcgODiYt5i+UVZWFgQCAfd3FIvFEAgEvF26GqWlpUEgEMDc3Jw7FhcXh/79+0uVvXXrFgQCAfLy8mRe52U8PDygqKiInJwcXl0vS2KxWOY1nj17hnXr1qFv375QVVVFly5d4OnpiTNnzvCu2djvkSNH8o6XlZVBIBAgKyurxXYDwOjRo9GzZ0+oqqqiR48eCAoK4m1r3NhGgUDAbYhQtHMl7p3YhbqKlu8NIYQQQshfqU0TCpFIhLCwMJw8eVJmPIe/irGxMXr37i0z6enpIScnByUlJbxUWFgIIyMj+Pj4oGfPngCeb2s7cOBA1NbW4tChQ7h+/TpWrVoFsViMESNGoLa2lnddVVVVqd2imiMWizFp0iSUl5fj/Pnz7X4PTp8+jerqakyYMAHJyclS+d988w3c3d1haGiI9PR0XLt2DVu2bIFEIuFtlRsUFITw8HCMGTMGmZmZyMvLw9KlS7F//34cPXpU7nZpaGjgjz/+wLlz53jHRSIRd9//Knfu3MHZs2cxZ84cLkq6qakpbxzMnz8fDg4OvGN+fn5SdbH/H1V9xYoVmDt3LgoLC5GVlQVTU1O4urpKTQaFQiF++uknZGZmtrn9bm5u2L17N4qKipCeno7i4mJMmDBBqlxRUREXxb2bowee3C7ANXEMqh9RNFVCCCGEvD5yTygqKiqwa9cufPTRR/D29oZYLObyGn9JPXToEN566y2oqqrCxcUFV69e5cqIxWLo6upi3759sLKygqqqKjw8PHgh5vPz8+Hm5gYtLS1oa2vD0dGRF7eiOV27doWhoSGXunXrhvDwcOjo6GDHjh0QCARgjGHGjBmws7PD3r174ezsDDMzM0ycOBEHDhzAuXPnsG7dOl69s2bNQnZ2Ng4fPvzS6zPGkJSUhKCgIEyZMkUqgnh7EIlEmDJlCoKCgrgvz43u3buHjz/+GB9//DESExPh6uoKc3NzDBs2DNu3b8eyZcsAPA/6t2PHDuzcuRMxMTFwcnKCubk5xowZg+PHj8PNzU3udgmFQkyZMoXXpnv37iErKwtTpkx5tU63ICkpCaNGjcJHH32EnTt3orq6GoqKiryxoKmpCaFQyDumpib9ytDu3buxZ88epKSkIDQ0FBYWFujXrx+2bt2K0aNHIzQ0FJWVlVx5DQ0NhISEIDo6us3tj4iIgIuLC8zMzDB48GBER0cjOzsbdXV1vHLdunVD9+7dAQBdrJ1gM3kJhOrauPOT9MSSEEIIIeTvIveEYvfu3bC1tYWNjQ0CAwORmJiIFzeKioyMREJCAnJyctC1a1f4+PjwvhxVVVVh1apVSElJwZkzZ1BWVsZFuAaAgIAAmJiYICcnB5cuXUJ0dDSUlJTk7lx0dDTOnz+P/fv3Q0tLCwCQl5eHa9euYd68eVBQ4He/X79+cHd35wXpA55Hwv7www+xaNEiNDQ0NHu9zMxMVFVVwd3dHYGBgUhNTeV9+XxVT548QVpaGgIDAzFixAhIJBLempK0tDTU1tZi4cKFMs9vfBVtx44dsLGxwZgxY6TKNH2tRl4hISHYvXs398qUWCzGyJEjuS/Bf4XGSVxgYCBsbW3Ru3dv7Nmzp831fffdd7C2toaPj49U3vz58/H48WP8+OOPvONxcXG4cuXKK1230Z9//okdO3Zg8ODBUFJSQk1NDTeGysvLUV5ezpVVUFJG135uqPz9Buoqy5urkpAOp6amhhvvL457Qt5UNO5JRyb3hEIkEiEwMBAAMHLkSEgkEpw4cYJXJjY2FiNGjEDfvn2RnJyMhw8fIiMjg8uvq6vDpk2bMGjQIDg6OiI5ORlnz57FhQsXADx/hcXd3R22trawsrLCxIkT0a9fP7nauXPnTqxduxapqamwsrLijje+MiLrff/G441lmlqyZAl+++037Nixo9lrikQi+Pv7Q1FREX369EGvXr2QlpYmV7tfprEvDg4OUFRUhL+/P+8pyI0bN6CtrY0ePXq8tJ4bN27Axsam3drV6O2330avXr2wZ88eMMYgFosREhLS7tdp6qeffkJVVRU8PDwAAIGBga/0ZOjFqO5NNR5/cXwYGRlh7ty5WLx4Merr69t03aioKGhoaEBfXx937tzB/v37AYALgAgAZmZmMDU1BQDs0FyPDK01WGX8fF3Hyvp1uLRmqsxESEfz6aefQkdHh0uN456QNxmNe9KRyTWhKCoqwoULFzB58mQAz19z8fPzk/oCN2jQIO7/enp6sLGxQWFhIXdMKBTCycmJ+2xrawtdXV2uzLx58xAaGgp3d3fEx8ejuLhYrk79/PPPmDFjBuLj47kvmi+SN/xG165dsWDBAixbtkxqjQXwfCHu3r17uckW8Opfbl+UmJgoVX9aWhqePHkC4HmfBAJBi/W0Y+gRKSEhIUhKSsKJEydQWVkJLy+vv+xawPN74ufnB6Hw+YZlkydPxpkzZ+QeM0215f5ERUXh0aNHUq+htVZkZCRyc3Nx9OhRKCoqYurUqWCMYdGiRTh48CAA4Pbt27xXA4HnERMBoBV/dkI6jEWLFkEikXDpxXFPyJuIxj3pyOSaUIhEItTX18PIyAhCoRBCoRCbN29Geno6JBJJuzUqLi4OBQUF8Pb2xvHjx2Fvb897wvEyjx49wrhx4+Dr64sFCxZI5VtbWwMAb4LTVGFhIVfmRfPmzUN1dTW+/vprqbzvvvsOT58+xcCBA7l7ExUVhdOnT8t84iGva9euITs7GwsXLuTqd3FxQVVVFVJTU7m+SSQSlJSUvLQua2tr/PLLLy1eU1tbW+bftaysDIqKitDQ0JDKCwgIQHZ2NuLi4hAUFMR90W9tvQBa/crVn3/+iYyMDHz99dfcPTE2NkZ9fX2bv9hbW1u/dGw0lnmRrq4uFi1ahOXLl0vtFNYaBgYGsLa2xogRI5CamorDhw8jOzsbKioq3H3W1taWCm7066MaAICJrrLc1yTkn0pFRYUb77LGPSFvIhr3pCNr9YSivr4eKSkpSEhI4G3Xmp+fDyMjI966g6ZbrJaWlkq9RlJfX89bZF1UVISysjJeGWtra0RERODo0aMYP348kpKSWmxjXV0dJkyYgG7dumHbtm0yy/Tv3x+2trZYt26d1HqI/Px8/PTTT9wTmBdpampi6dKlWLVqFfdUoJFIJML8+fOl7s3QoUPb/OX2xfqHDRuG/Px83jXmzZvHPQWZMGEClJWV8fnnn8uso/EL+5QpU3D9+nXutZqmGGPcl30bGxsUFBSgpqaGV+bnn3+GhYWFzHUtenp6GD16NE6cONHs6042Nja4d+8eHj58KFWvqqpqq3eF2rFjB0xMTKTuSUJCAsRiMZ49e9aqepry9/fHjRs3cODAAam8hIQE6OvrY8SIETLPDQsLg4KCAtavXy/3dZtqHJcv3vcXPa1rwM5Lf2KgmTr0NTpUSBlCCCGEvElYK2VkZDBlZWVWVlYmlbdw4UI2YMAAlpmZyQAwBwcH9tNPP7ErV66w0aNHs549e7KamhrGGGNJSUlMSUmJOTs7s+zsbHbx4kXm4uLCXFxcGGOMVVVVsdmzZ7PMzEx269Ytdvr0aWZpackWLlzYYhv//e9/Mx0dHZaTk8NKSkqkUmMbzpw5w9TV1dnYsWPZ+fPn2e3bt9nu3buZqakpGzx4MHv69ClXp5mZGVu3bh33uba2lllaWjJVVVU2fPhwxhhjubm5DAArLCyUatPXX3/NDA0NWV1dHWOMMQBs7dq1LDc3l5cqKiqa7VdtbS3r2rUr27x5s1TetWvXGAB29epVxhhjX331FRMIBCwkJIRlZWVx93DWrFls3rx5jDHGGhoamJ+fH1NTU2OrVq1iOTk57NatW+zAgQPs3XffZRkZGYwxxkpLS1m3bt3YpEmT2MWLF9mNGzeYSCRiWlpavLYkJSUxHR0d7nNVVRX73//+x31et24dMzMz4z7X1dUxBwcH5ubmxs6cOcOKi4tZWloa69GjB4uKiuLKNY6nkydP8u5VXl4eY4yxfv368co3KisrY8rKyuzgwYPcsdjYWNavXz+pso3XKC0t5e7NuHHjWJcuXdj27dvZb7/9xvLz89msWbOYUCjk7o2sfjPGmEgkYqqqqgwAy8zMlLrei7Kzs9nGjRtZbm4uu3XrFjt27BgbPHgws7S05MZhYxuLiorY9evXGQD2+Rgj5tBDlXVRV2Q/zu7Nbi/v0+K1COmoJBIJA8AkEsnrbgohfxsa96QjafWEYtSoUczLy0tm3vnz5xkAtn79egaAHThwgDk4ODBlZWXm7OzM8vPzubKNX8LS09NZr169mIqKCnN3d2e3b99mjDFWU1PD/P39mampKVNWVmZGRkZszpw5rLq6uuXOPH+lvNnU9Ave5cuXma+vL9PT02NKSkrM0tKSLVmyhFVWVvLqfHFCwRhj3333HQPATSjmzJnD7O3tZbappKSEKSgosP3797+0jadOnWq2X3v27GEKCgrswYMHMvPt7OxYREQE9/nHH39kHh4erEuXLkxVVZXZ2tqyBQsWsPv373Nlnj17xjZv3sycnJyYuro609bWZo6Ojmz9+vWsqqqKK1dUVMTGjRvHjIyMmIaGBuvXrx/btm0ba2ho4MrI+mLd1IsTCsYY+/3339m0adNYz549mZqaGrO3t2fx8fGstraWK9P4RfrFpKioyC5evMgAsAsXLsi8pqenJxs3bhz3ubUTCsaeT3jWrFnDjWFtbW3m4eHBTp8+zTtXVr/r6+uZvb19qycUly9fZm5ubkxPT4+pqKgwc3Nz9uGHH7J79+699D706dOHRUZGspKSkhavQUhHR1+sSGdE4550JALG2m+FblZWFtzc3FBaWtpstGyxWIzw8PA2R8smpDMrLy+Hjo4OJBIJvV9LOg0a96QzonFPOpI2RcomhBBCCCGEEADoUCs5PT09eYHcmoqJiUFMTMzf3KL28yb3rTNbvXo1Vq9eLTNv6NChOHLkSJvqHbZkJxRVpCN9E9JeKIYJIYSQ1mrXV55eVUuvQ/3++++orq6Wmaenpwc9Pb2/sHV/rTe5b53Zn3/+iT///FNmnpqaGoyNjeWqr/EReL+wLTShIH+pf9KEgl79IJ0RjXvSkcj1ylNwcDAEAgGX9PX1MXLkSFy+fLldGuPn5/fSmA3Gxsbo3bu3zNTcF+6dO3dCUVERs2fPlsrLysri9adr167w8vLClStXeOWa9ltJSQkWFhZYuHAhnj59KlXnvXv3oKysjD59+nDHTpw4ASUlJZw+fZpXtrKyEr169cKCBQta1beCggJMmjQJXbt2hYqKCqytrbFs2TKpuAfm5ua8fgkEApiYmDR7X5s7V0NDA++88w4X7VtWvU1TcHAwAPCOaWtrw8nJSWqL2mfPniE+Ph62trZQU1ODnp4eBg4ciO3bt7eqnR2Fnp5es39XeScThBBCCCH/RHKvoRg5ciRKSkpQUlKCY8eOQSgUYtSoUe3SGDU1NXTr1q1d6mokEomwcOFC7Ny5U+YEAHgeB6OkpAT//e9/UVNTA29vb6lo2I39vnnzJtatW4dvvvkGsbGxUnWJxWJMmjQJ5eXlOH/+PABg+PDhCAsLQ3BwMCorK7myCxcuhJqaGlauXNliP7KzszFw4EDU1tbi0KFDuH79OlatWgWxWIwRI0ZItXfFihXc36mkpAS5ubktXuPFc3Nzc+Hk5AQ/Pz+cPXsWOTk5XH3p6em8e1dSUsKLv5CUlISSkhJcvHgRQ4YMwYQJE3gTteXLl2PdunX45JNPcO3aNWRmZmLWrFm0WJ8QQgghpIORe0KhoqICQ0NDGBoaon///oiOjsbdu3fx6NEjAEBUVBSsra2hrq6OXr16YenSpairq+POz8/Ph5ubG7S0tKCtrQ1HR0cuyJ1YLJbaHerAgQNwcnKCqqoqDAwMMG7cuFa39bfffsPZs2cRHR0Na2tr7N27V2a5bt26wdDQEO+88w7Cw8Nx9+5dqUjSjf02NTXF2LFj4e7ujh9//JFXhjGGpKQkBAUFYcqUKVzAOeD5u/TKysqIiooCAGRmZmL79u1ISUmBqqrqS/vBGMOMGTNgZ2eHvXv3wtnZGWZmZpg4cSIOHDiAc+fOYd26dbxztLS0uL+ToaEhunbt2ur71niutbU1vvrqK6ipqeHAgQPo2rUrV1/jU5PGe2doaMiLcK2rq8vV8cknn6C+vh6ZmZlc/vfff49///vfmDhxIiwsLNCvXz/MmDFDZnRzQgghhBDyz/VKuzxVVFTgP//5D3r37g19fX0Az7+MisViXLt2DevXr8e2bdt4X3YDAgJgYmKCnJwcXLp0CdHR0TIjLgPAoUOHMG7cOHh5eSE3NxfHjh2Ds7Nzq9uXlJQEb29v6OjoIDAwkPcFXxaJRILU1FQAgLKycrPlrl69irNnz0qVyczMRFVVFdzd3REYGIjU1FTuiYSqqipSUlKwdetW7N+/HyEhIYiJiYGjo2OL/cjLy8O1a9cwb948KCjw/2T9+vWDu7s7L1J5exIKhVBSUpJ6AtJa9fX13H1ver8MDQ1x/PhxbiJKZKupqUF5eTkvEfKmo3FPOiMa96RDkydoxbRp05iioiLT0NBgGhoaDADr0aMHu3TpUrPnrFmzhjk6OnKftbS0mFgslln2xUBhgwYNYgEBAfI0kfPs2TNmamrK9u3bxxhj7NGjR0xZWZndvHmTK9MYMKxpfwCw0aNH8+pq2m8VFRUGgCkoKLA9e/bwyk2ZMoWFh4dzn/v168eSkpJ4ZZYtW8YUFBSYo6MjFz27JampqQwAy83NlZn/8ccfMzU1Ne6zmZkZU1ZW5vqloaHB1q9f36prNQ3kV1NTw1avXs0A8KJOMyY7IFwjAExVVZVpaGgwBQUFBoCZm5uzx48fc2UKCgqYnZ0dU1BQYH379mUffPABO3z4cKva2JnExsbKDO53dZEdu728Dy8R8qZobtxTgC/yJqNxTzoyuZ9QuLm5IS8vD3l5ebhw4QI8PDzg6emJ27dvAwB27dqFIUOGwNDQEJqamliyZAnu3LnDnT9v3jyEhobC3d0d8fHxKC4ubvZaeXl5eO+99+RtIgDgxx9/RGVlJby8vAAABgYGGDFiBBITE6XKnjp1CpcuXYJYLIa1tTW2bNnSbL/Pnz+PadOmYfr06fD19eXyy8rKsHfvXgQGBnLHZD0VWbp0KRoaGhAdHQ2hUL5de5kcG3JFRkZyf6e8vDxMndr6HVuioqKgqakJdXV1fPbZZ4iPj4e3t7dcbV23bh3y8vJw5MgR2NvbY/v27byF8/b29rh69Sqys7MREhKCP/74Az4+PggNDZXrOm+6RYsWQSKRcOnu3buvu0mE/OVo3JPOiMY96cjkjkOhoaGB3r17c5+3b98OHR0dbNu2Dd7e3ggICMDy5cvh4eEBHR0dpKamIiEhgSsfFxeHKVOm4NChQzhy5AhiY2ORmpoqc22Emlrbt8UUiUT4888/eXU0NDTg8uXLWL58Oe/VIQsLC+jq6sLGxgZ//PEH/Pz8cPLkyWb7nZiYiH79+kEkEmHGjBkAgO+++w5Pnz7FwIEDuXMYY2hoaMD169dhbW0NANwkQp7JROO5hYWFePvtt6XyCwsLuTKNDAwMeH8neURGRiI4OBiampro3r07BAKB3HUYGhpyuxklJSXBy8sL165d4y26V1BQgJOTE5ycnBAeHo7//Oc/CAoKwuLFi2FhYdGmtr9pVFRUoKKi8rqbQcjfisY96Yxo3JOO7JUjZQsEAigoKKC6uhpnz56FmZkZFi9ejAEDBsDKyop7ctGUtbU1IiIicPToUYwfPx5JSUky637rrbdw7Ngxudv0+PFj7N+/H6mpqbxf6XNzc1FaWoqjR482e+7s2bNx9epVZGRkNFtGQUEBMTExWLJkCRc7QiQSYf78+bzr5efnY+jQoTKfisijf//+sLW1xbp169DQ0MDLy8/Px08//YTJkye/0jWaapyMGBoatmky8SJnZ2c4Ojpi1apVLy1nb28PALydsAghhBBCyD+b3BOKmpoaPHjwAA8ePEBhYSHCwsJQUVEBHx8fWFlZ4c6dO0hNTUVxcTE2bNjA+2JeXV2NOXPmICsrC7dv38aZM2eQk5MDOzs7mdeKjY3Fzp07ERsbi8LCQly5cgWfffZZi2389ttvoa+vj0mTJqFPnz5c6tevH7y8vF66OFtdXR0zZ85EbGzsS18xmjhxIhQVFfHVV18hLy8PP//8M0JDQ3nX69OnDyZPnozk5GTU19e32O7mCAQCiEQiXLt2Db6+vrhw4QLu3LmDtLQ0+Pj4YNCgQQgPD29z/X+H8PBwfPPNN/j9998BABMmTMC6detw/vx53L59G1lZWZg9ezasra1ha2v7mltLCCGEEEJaS+4JxQ8//IAePXqgR48eGDhwIHJycpCWlgZXV1eMHj0aERERmDNnDvr374+zZ89i6dKl3LmKiop4/Pgxpk6dCmtra0yaNAmenp5Yvny5zGu5uroiLS0N33//Pfr37493330XFy5caLGNiYmJGDdunMxf1319ffH999/jf//7X7Pnz5kzB4WFhVxAN1mEQiHmzJmDzz//HF999RXs7e1lfhEeN24c/vjjDxw+fLjFdr/M4MGDkZ2dDUVFRXh6eqJ3795YtGgRpk2bhh9//PEf/5h05MiRsLCw4J5SeHh44MCBA/Dx8YG1tTWmTZsGW1tbHD16VO61JZ2RaXQ2ei67wkuEEEIIIa+DgMmz0pcQ8lqVl5dDR0cHEokE2trar7s5hPwtaNyTzojGPelIXnkNBSGEEEIIIaTz+ke9WyIWixEeHo6ysrKXljt16hQ8PT2bza+oqGjnlv21/q7+7NixAx988IHMPDMzMxQUFLTLdchfb9iSnVBUafsuaK/LpTWt376YEEIIIR2DXE8ogoODIRAIuKSvr4+RI0fi8uXL7dIYPz8/XL9+vcVyAwYM4O2m9GJq9Ouvv2L69OkwMTGBiooKLCwsMHnyZFy8eJFX38GDBzF8+HBoaWlBXV0dTk5OEIvFvDK3bt2S6vv777+P3NxcXL9+Herq6vjuu+945zQ0NGDw4MGYMGECAODZs2dYunQpLCwsoKamBktLS3zyySdwdHRsVX9e1ejRo5u9xquu8SCEEEIIIZ2T3E8oRo4cyW3z+uDBAyxZsgSjRo3iBa9rKzU1tVbFnlBTU2sxxsLFixfx3nvvoU+fPvjmm29ga2uLJ0+eYP/+/Zg/fz5OnDgBANi4cSPCw8MRFRWFzZs3Q1lZGfv378eHH36Iq1ev4osvvuDV+9NPP8HBwQH37t3Dxx9/DE9PT/zyyy+Ij49HWFgY3Nzc0KNHDwBAQkICbt68ie+//x4A8Nlnn2Hz5s1ITk6Gg4MDLl68iOnTp0NHRwcff/xxW26ZXLS0tKClpfWXX4cQQgghhHQecq+hUFFRgaGhIQwNDdG/f39ER0fj7t27ePToEYDnUZatra2hrq6OXr16YenSpairq+POz8/Ph5ubG7S0tKCtrQ1HR0fuiYFYLIauri7vegcOHICTkxNUVVVhYGAgMwDeixhjCA4OhpWVFU6dOgVvb29YWlqif//+iI2Nxf79+wEAd+/exfz58xEeHo7Vq1fD3t4evXv3xvz587FmzRokJCTg/PnzvLr19fVhaGiIAQMG4IsvvsDDhw9x/vx5hIWFoV+/fpg5cyYA4JdffsGyZcuwdetWGBgYAADOnj2LMWPGwNvbG+bm5pgwYQLef//9Vu1cRQghhBBCyD/RKy3KrqiowH/+8x/07t0b+vr6AJ7/Ci4Wi3Ht2jWsX78e27Ztw7p167hzAgICYGJigpycHFy6dAnR0dFQUlKSWf+hQ4cwbtw4eHl5ITc3F8eOHYOzs3OL7crLy0NBQQHmz5/Pi4jdqHHSsmfPHtTV1WHBggVSZT744ANoampi586dzV6n8WlKbW0tBAIBkpKScOrUKWzbtg3BwcHw9/fH6NGjufKDBw/GsWPHuNe68vPzcfr06ZeunyCdW01NDcrLy3mJkDcdjXvSGdG4Jx2Z3K88HTx4EJqamgCeRzTu0aMHDh48yH1xX7JkCVfW3NwcCxYsQGpqKhYuXAgAuHPnDiIjI7mYDVZWVs1ea9WqVfD39+fFqejXr1+Lbbxx4wYAtBgg7fr169DR0eFeUWpKWVkZvXr1anZNR1lZGT755BNoampykxwzMzN8+eWXCA0NhYmJiVRE7ujoaJSXl8PW1haKiop49uwZVq1ahYCAgBb7RDqnTz/9VGaclh2a66GlqvgaWvSqaFE2aVlz456QNxmNe9KRyf2Ews3NjVvIe+HCBXh4eMDT0xO3b98GAOzatQtDhgyBoaEhNDU1sWTJEt76innz5iE0NBTu7u6Ij49HcXFxs9fKy8vDe++9J3en/srQGoMHD4ampia6dOmC/Px87Nq1C927d+fyp0+fjh49eiAsLExq3+jdu3djx44d+O677/Dzzz8jOTkZX3zxBZKTk/+y9pKObdGiRZBIJFy6e/fu624SIX85GvekM6JxTzoyuScUGhoa6N27N3r37g0nJyds374dlZWV2LZtG86dO4eAgAB4eXnh4MGDyM3NxeLFi1FbW8udHxcXh4KCAnh7e+P48eOwt7dHRkaGzGu1ZoG2LNbW1gCer2NoqZxEIsH9+/el8mpra1FcXMzV1WjXrl3Iz89HaWkpiouL4eXlJXWuUCiUGe05MjIS0dHR8Pf3R9++fREUFISIiAh8+umn8nSPdCIqKirQ1tbmJULedDTuSWdE4550ZK8c2E4gEEBBQQHV1dU4e/YszMzMsHjxYgwYMABWVlbck4umrK2tERERgaNHj2L8+PHcrlEveuutt3Ds2DG529S/f3/Y29sjISEBDQ0NUvmNcS58fX2hpKSEhIQEqTJbtmxBZWUlJk+ezDtuamoKS0tLqcXjrVFVVSW1pkNRUVFmGwkhhBBCCOkI5F5DUVNTgwcPHgAASktLsWnTJlRUVMDHxwfl5eW4c+cOUlNT4eTkhEOHDvGePlRXVyMyMhITJkyAhYUF7t27h5ycHPj6+sq8VmxsLN577z1YWlrC398f9fX1OHz4MKKiol7axsYF0u7u7hg6dCgWL14MW1tbVFRU4MCBAzh69ChOnDiBnj174vPPP8f8+fOhqqqKoKAgKCkpYf/+/YiJicH8+fMxcOBAeW9Rs3x8fLBq1Sr07NkTDg4OyM3Nxdq1axESEtJu1yCEEEIIIeTvJPeE4ocffuAWMWtpacHW1hZpaWlwdXUFAERERGDOnDmoqamBt7c3li5diri4OADPf41//Pgxpk6diocPH8LAwADjx49vdhGSq6sr0tLS8MknnyA+Ph7a2toYNmxYq9rp7OyMixcvYtWqVZg5cyb+97//oUePHhg8eDC+/PJLrlx4eDh69eqFL774AuvXr8ezZ8/g4OCAzZs3Y/r06fLenpfauHEjli5din//+9/4448/YGRkhA8++ADLli1r1+sQQgghhBDydxGwv3IFMyGkXZWXl0NHRwcSiYTeryWdBo170hnRuCcdySuvoSCEEEIIIYR0XnK/8vRPcOrUqZcGg6uoqPgbW0PI32/Ykp1QVGndLmiX1lDsB0IIIYT8df5REwqxWIzw8HBuF6bmDBgwAHl5eX9LmwghhBBCCCHNk+uVp+DgYAgEAi7p6+tj5MiRuHz5crs0xs/Pr9nI1E2pqalxsTBkJeD5gu7GdqqoqMDY2Bg+Pj7Yu3dvs/Xa2tpCRUWF28WqUWVlJSwtLTFv3jze8Vu3bkFbWxvbtm0DAGRlZfHuT/fu3eHr64ubN2/ixIkTUFJSwunTp6Xq7tWrFxYsWNCqe0QIIYQQQsg/idxrKEaOHImSkhKUlJTg2LFjEAqFGDVqVLs0Rk1NDd26dWuXugBg5syZKCkpQXFxMdLT02Fvbw9/f3/MmjVLquzp06dRXV2NCRMmSEWu1tDQQFJSEjZu3IhTp04BeB6Ne/r06RgyZAhmzpzJK19UVIT79+8jLS0NBQUF8PHxwb/+9S+EhYUhODgYlZWVXNmFCxdCTU0NK1eubLd+E0IIIYQQ8neRe0KhoqICQ0NDGBoaon///oiOjsbdu3fx6NEjAEBUVBSsra2hrq6OXr16YenSpairq+POz8/Ph5ubG7S0tKCtrQ1HR0dcvHgRwPNXnl4MGHfgwAE4OTlBVVUVBgYGGDduXKvbqq6uDkNDQ5iYmMDFxQWfffYZvvnmG2zbtg0//fQTr6xIJMKUKVMQFBSExMREqbqGDRuGsLAwTJ8+HZWVlVi/fj3y8vKwfft2qbLdunVDjx49MGzYMCxbtgzXrl3Dr7/+itWrV0NZWZmLo5GZmYnt27cjJSUFqqqqre4XIYQQQggh/xSvtIaioqIC//nPf9C7d2/o6+sDeB6bQiwWw8jICFeuXMHMmTOhpaWFhQsXAgACAgLw9ttvY/PmzVBUVEReXh6UlJRk1n/o0CGMGzcOixcvRkpKCmpra3H48OFXaTKmTZuG+fPnY+/evXB3dwcAPHnyBGlpaTh//jxsbW0hkUhw6tQpDB06lHfuqlWrcPjwYQQGBuK///0vtm7dCmNj45deT03t+cLZ2tpaqKqqIiUlBYMHD8aIESMQHh6OmJgYODo6vlKfyJurpqYGNTU13Ofy8vLX2BpC/h407klnROOedGhMDtOmTWOKiopMQ0ODaWhoMACsR48e7NKlS82es2bNGubo6Mh91tLSYmKxWGbZpKQkpqOjw30eNGgQCwgIkKeJnOHDh7O5c+fKzBs4cCDz9PTkPm/dupX179+f+zx37lw2bdo0mef+8MMPDADv/EaZmZkMACstLWWMMXb//n02ePBgZmxszGpqarhyy5YtYwoKCszR0ZHV1dXJ3znSacTGxjIAUunqIjt2e3kfXiLkTdHcuJdIJK+7aYT8ZWjck45M7lee3NzckJeXh7y8PFy4cAEeHh7w9PTE7du3AQC7du3CkCFDYGhoCE1NTSxZsgR37tzhzp83bx5CQ0Ph7u6O+Ph4FBcXN3utvLw8vPfee/I2sUWMMQgEAu5zYmIiAgMDuc+BgYFIS0vDkydPpM4ViURQV1fHlStXIJFIZNZvYmICDQ0NGBkZobKyEunp6VBWVubyly5dioaGBkRHR0Mo/EdttEX+YRYtWgSJRMKlu3fvvu4mEfKXo3FPOiMa96Qjk3tCoaGhwe2m5OTkhO3bt6OyshLbtm3DuXPnEBAQAC8vLxw8eBC5ublYvHgxamtrufPj4uJQUFAAb29vHD9+HPb29sjIyJB5rcbXhdrTs2fPcOPGDVhYWAAArl27huzsbCxcuBBCoRBCoRAuLi6oqqpCamoq79xdu3bh4MGDOHv2LLS0tBARESHzGqdOncLly5dRXl6OvLw8DBw4kJffOImgyQRpiYqKCrS1tXmJkDcdjXvSGdG4Jx3ZK0fKFggEUFBQQHV1Nc6ePQszMzMsXrwYAwYMgJWVFffkoilra2tERETg6NGjGD9+PJKSkmTW/dZbb+HYsWOv2kSe5ORklJaWwtfXF8DzJw7Dhg1Dfn4+9+QlLy8P8+bNg0gk4s57+PAhZs+ejZUrV6Jfv34Qi8VISUnBkSNHpK5hYWEBS0tLaGlptWvbCSGEEEII+aeR+yfympoaLk5DaWkpNm3ahIqKCvj4+KC8vBx37txBamoqnJyccOjQId7Th+rqakRGRmLChAmwsLDAvXv3kJOTw325f1FsbCzee+89WFpawt/fH/X19Th8+DC3S1JLqqqq8ODBA9TX1+PevXvIyMjAunXr8NFHH8HNzQ11dXX49ttvsWLFCvTp04d3bmhoKNauXYuCggI4ODhg1qxZsLOzQ3h4OADA2dkZkZGRmDVrFq5evQodHR15byUhhBBCCCEdntwTih9++AE9evQA8HxHJ1tbW6SlpcHV1RUAEBERgTlz5qCmpgbe3t5YunQp4uLiAACKiop4/Pgxpk6diocPH8LAwADjx4/H8uXLZV7L1dUVaWlp+OSTTxAfHw9tbW0MGzas1W3dtm0btm3bBmVlZejr68PR0RG7du3itp79/vvv8fjxY5lb0drZ2cHOzg4ikQj9+/fHTz/9hPz8fCgo/N9DneXLl+PgwYOIiIiQudUsIX8V0+hsehxOCCGEkH8EAWOMve5GEEJap7y8HDo6OpBIJDShIJ0GjXvSGdG4Jx3JK6+hIIQQQgghhHReHXKboVOnTsHT07PZ/IqKir+xNYT84LqN5QABAABJREFU/YYt2QlFFf4uaJfWTH1NrSGEEEJIZ/aPmlCIxWKEh4ejrKzspeUGDBiAvLy8v6VNhBBCCCGEkObJ9cpTcHAwBAIBl/T19TFy5Ehcvny5XRrj5+eH69evt1hOTU2Ni4UhKwHPF3Q3tlNFRQXGxsbw8fHB3r17m63X1tYWKioq3C5WjSorK2FpaYl58+bxjt+6dQva2trYtm0bACArK4t3f7p37w5fX1/cvHkTJ06cgJKSEk6fPi1Vd69evbBgwYJW3SMA2LlzJxQVFTF79mzuWNP+ykqNi+YB4OzZs/Dy8kKXLl2gqqqKvn37Yu3atXj27BnvOo3nZmdn847X1NRAX18fAoEAWVlZvPL79u3jlc3MzISXlxf09fWhrq4Oe3t7zJ8/H7///nur+0sIIYQQQv655F5DMXLkSJSUlKCkpATHjh2DUCjEqFGj2qUxampq6NatW7vUBQAzZ85ESUkJiouLkZ6eDnt7e/j7+2PWrFlSZU+fPo3q6mpMmDABycnJvDwNDQ0kJSVh48aNOHXqFIDn0banT5+OIUOGYObMmbzyRUVFuH//PtLS0lBQUAAfHx/861//QlhYGIKDg1FZWcmVXbhwIdTU1LBy5cpW90skEmHhwoXYuXMnnj59CgDYu3cv93e5cOECAOCnn37ijjVOpDIyMjB8+HCYmJggMzMTv/zyC+bOnYuVK1fC398fL67RNzU1lYoTkpGRAU1NzRbb+c0338Dd3R2GhoZIT0/HtWvXsGXLFkgkEiQkJLS6v4QQQggh5B+MyWHatGlszJgxvGOnTp1iANgff/zBGGNs4cKFzMrKiqmpqTELCwu2ZMkSVltby5XPy8tjrq6uTFNTk2lpabF33nmH5eTkMMYYS0pKYjo6Orz6v//+ezZgwACmoqLC9PX12dixY1vV1uHDh7O5c+dKHU9MTGQA2I8//sg7HhwczKKjo9mRI0eYtbW1zDojIiKYpaUlq6ioYOvWrWO6urrs3r17XH5mZiYDwEpLS7ljO3bsYADYL7/8wqqrq5mdnR2bPXs2Y4yx48ePM2VlZXbx4sVW9Ykxxm7evMnU1NRYWVkZGzhwINuxY4dUmd9++40BYLm5ubzjFRUVTF9fn40fP17qnO+//54BYKmpqdwxAGzJkiVMW1ubVVVVccdHjBjBli5dygCwzMxMXvmMjAzGGGN3795lysrKLDw8XGY/mt4j0rynT58yiUTCpbt37zIArF/YFvbOgmReIuRN0dy4l0gkr7tphPxlaNyTjuyVdnmqqKjAf/7zH/Tu3Rv6+voAnsemEIvFuHbtGtavX49t27Zh3bp13DkBAQEwMTFBTk4OLl26hOjoaCgpKcms/9ChQxg3bhy8vLyQm5uLY8eOwdnZ+VWajGnTpqFLly68V5+ePHmCtLQ0BAYGYsSIEZBIJNyTiKZWrVoFoVCIwMBAxMTEYOPGjTA2Nn7p9dTUni+cra2thaqqKlJSUrB161bs378fISEhiImJgaOjY6vbn5SUBG9vb+jo6CAwMJAXzbslR48exePHj2W+XuXj4wNra2vs3LmTd9zR0RHm5uZIT08HANy5cwcnT55EUFDQS6+VlpaG2tpaLFy4UGa+rq5uq9vdmX366afQ0dHhkqmpKQDg5MrJuLRmKi8R8qZobtwT8iajcU86NHlmH9OmTWOKiopMQ0ODaWhoMACsR48e7NKlS82es2bNGubo6Mh91tLSYmKxWGbZF59QDBo0iAUEBMjTRE5zTygYY2zgwIHM09OT+7x161bWv39/7vPcuXPZtGnTZJ77ww8/MAC88xu9+ITi/v37bPDgwczY2JjV1NRw5ZYtW8YUFBSYo6Mjq6ura3Wfnj17xkxNTdm+ffsYY4w9evSIKSsrs5s3b/LKNfeEIj4+XuoJSlOjR49mdnZ23Gf8/ycOX375JXNzc2OMMbZ8+XI2btw4Vlpa+tInFB999BHT1tZudd+IbPSLFemMaNyTzojGPenI5H5C4ebmhry8POTl5eHChQvw8PCAp6cnbt++DQDYtWsXhgwZAkNDQ2hqamLJkiW4c+cOd/68efMQGhoKd3d3xMfHo7i4uNlr5eXl4b333pO3iS1ijEEgEHCfExMTERgYyH0ODAxEWloanjx5InWuSCSCuro6rly5AolEIrN+ExMTaGhowMjICJWVlUhPT4eysjKXv3TpUjQ0NCA6OhpCYes32vrxxx9RWVkJLy8vAICBgQFGjBghd5RuJmcsw8DAQJw7dw43b96EWCxGSEhIq67R9B6TtlFRUYG2tjYvEfKmo3FPOiMa96Qjk3tCoaGhwe2m5OTkhO3bt6OyshLbtm3DuXPnEBAQAC8vLxw8eBC5ublYvHgxamtrufPj4uJQUFAAb29vHD9+HPb29sjIyJB5rcbXhdrTs2fPcOPGDVhYWAAArl27huzsbCxcuBBCoRBCoRAuLi6oqqpCamoq79xdu3bh4MGDOHv2LLS0tBARESHzGqdOncLly5dRXl6OvLw8DBw4kJffOImQZzIBPJ/M/Pnnn1BTU+PaevjwYSQnJ6OhoaHF862trQEAhYWFMvMLCwu5Mk3p6+tj1KhRmDFjBp4+ffrSGCBNryWRSFBSUtJiWUIIIYQQ0nG9cqRsgUAABQUFVFdX4+zZszAzM8PixYsxYMAAWFlZcU8umrK2tkZERASOHj2K8ePHS+0i1Oitt97CsWPHXrWJPMnJySgtLYWvry+A51/Shw0bhvz8fO7JS15eHubNm8dbn/Dw4UPMnj0bK1euRL9+/SAWi5GSkoIjR45IXcPCwgKWlpbQ0tJqt3Y/fvwY+/fvR2pqKq+dubm5KC0txdGjR1us4/3334eenp7MHZa+//573LhxA5MnT5Z5bkhICLKysjB16lQoKiq2eK0JEyZAWVkZn3/+ucz8lmKNEEIIIYSQjkHuwHY1NTVcnIbS0lJs2rQJFRUV8PHxQXl5Oe7cuYPU1FQ4OTnh0KFDvKcP1dXViIyMxIQJE2BhYYF79+4hJyeH+3L/otjYWLz33nuwtLSEv78/6uvrcfjwYURFRbWqrVVVVXjw4AHq6+tx7949ZGRkYN26dfjoo4/g5uaGuro6fPvtt1ixYgX69OnDOzc0NBRr165FQUEBHBwcMGvWLNjZ2SE8PBwA4OzsjMjISMyaNQtXr16Fjo6OvLdSLt9++y309fUxadIkqVeJvLy8IBKJMHLkyJfWoaGhgW+++YbbOnfOnDnQ1tbGsWPHuL/LpEmTZJ47cuRIPHr0qNWPYE1NTbFu3TrMmTMH5eXlmDp1KszNzXHv3j2kpKRAU1OTto4lhBBCCHkTyLPgYtq0aQwAl7S0tJiTkxPbs2cPVyYyMpLp6+szTU1N5ufnx9atW8cttK6pqWH+/v7M1NSUKSsrMyMjIzZnzhxWXV3NGJO9bWx6ejrr378/U1ZWZgYGBjK3PJVl+PDhXDuVlZVZjx492KhRo9jevXu5Mnv27GEKCgrswYMHMuuws7NjERERLDk5mamrq7MbN27w8mtqalifPn3Y9OnTGWOyt41tDposYG6Nvn37sn//+98y83bt2sWUlZXZo0ePGGPNL8pudPLkSebh4cG0tbWZsrIyc3BwYF988QWrr69vdRtbWpTd6Mcff2QeHh6sS5cuTFVVldna2rIFCxaw+/fvt6rfhE8ikdAiPdLp0LgnnRGNe9KRCBiTc4UuIeS1KS8vh46ODiQSCS3YI50GjXvSGdG4Jx3JK6+hIIQQQgghhHRecq+h+CuJxWKEh4e3uGD31KlTL91pqKKiop1b9td7E/tE/jrDluyEosqr7YJGwfAIIYQQ0h7kekIRHBwMgUDAJX19fYwcORKXL19ul8b4+fnh+vXrLZYbMGAAb6ejFxMAuLq6cguoGz83bXtjqq+vb1XbCgoKMGnSJHTt2hUqKiqwtrbGsmXLUFVVxSsnEAiwb98+qfODg4MxduxYqeM7d+6EoqIi/vOf/0j145tvvkFlZSUqKyuhoKAAHR0dvP3221i4cCFtx0oIIYQQQv4R5H7laeTIkSgpKUFJSQmOHTsGoVCIUaNGtUtj1NTU0K1bt1aVa4yFISs1Z+bMmVzbG1NrYkFkZ2dj4MCBqK2txaFDh3D9+nWsWrUKYrEYI0aM4MXZkJdIJML/Y+/u42LM/v+Bv6bS/cxgYiek+5GyaldpNyu1RXeym1B2LK2bxWqt3FWqLVm0rMWu240arZuSu025j2jFFgpfLNYuZU27pGaURMzvD7+5Po2mmqmw6f18PM4fXde5znmfa06Px5y5rnPO3LlzkZ6ejh49eii0o3v37gCAq1ev4s6dOygoKEB4eDiOHDmCPn364OLFi82ulxBCCCGEkNag9oBCR0cHfD4ffD4fDg4OiIiIQElJCe7evQsACA8Ph0AggL6+PiwsLBATE4MnT54w158/fx7u7u5gs9ngcDjo168fzpw5A+D5K08dO3ZUqG/v3r1wcnKCrq4ujIyMEBAQ0OzG6uvrM7HLU1NkMhkmTJiA3r17Y9euXejfvz9MTU0xcuRI7N27F6dOncLy5cubFc9ff/2FvLw8REREQCAQYNeuXUrzde3aFXw+HwKBAMHBwTh58iS6dOmCqVOnNqteQgghhBBCWkuLJmVXVlZi8+bNsLKyAo/HAwCw2WyIRCJcvnwZK1euRGJiosIXbqFQiB49eqCgoABnz55FREQEOnTooLT8rKwsBAQEwNfXF4WFhcjOzkb//v1bErLaioqKcPnyZcycORMaGoq3y97eHp6enti2bVuzyk5OToafnx+4XC7GjBmjsJFeY/T09DBlyhScPHkS//77b7PqJm1DTU0NpFKpQiLkTUf9nrRH1O9JW6b2pOzMzEwYGhoCAKqqqmBsbIzMzEzmy3Z0dDST18zMDLNnz0Zqairmzp0LACguLsacOXNgY2MDALC2tm6wroULFyI4OBjz589njtnb26sbMmPNmjXYsGED8/fkyZOb3FxNPqejd+/eSs/37t0bv/76q9qxPHv2DCKRCD/++CMAIDg4GLNmzcJff/0Fc3PzJq+X37+bN2+q9JoYaZsWL16s0P/lthiuBFu36R3LAaDn1/RqHGlbGur3hLzJqN+TtkztJxTu7u7MpOH8/Hx4eXnBx8cHt27dAgCkpaVhwIAB4PP5MDQ0RHR0NIqLi5nrZ86ciYkTJ8LT0xMJCQm4ceNGg3UVFRXBw8OjGc1STigUKkx6joyMVPnaxrbr0NbWVjuWw4cPo6qqCr6+vgAAIyMjDB48GElJSWrF8+Ku2eTNEhkZCYlEwqSSkpLXHRIhLx31e9IeUb8nbZnaAwoDAwNm0rCTkxM2bNiAqqoqJCYm4tSpUxAKhfD19UVmZiYKCwsRFRWlMGk5Li4Oly5dgp+fH44ePQpbW1vs3r1baV16ei1bFvNFXC5XYdKzkZFRk9fIn6BcuXJF6fkrV65AIBAwf7PZbEgkknr5KioqwOVymb83btyI+/fvQ09PD1paWtDS0sK+ffuwadMmPHv2rMm45PGYmZk1mZe0XTo6OuBwOAqJkDcd9XvSHlG/J21Zize2Y7FY0NDQQHV1NfLy8mBqaoqoqCg4OjrC2tqaeXJRl0AgQFhYGA4dOoThw4cjOTlZadl9+/ZFdnZ2S0NskXfeeQc2NjZYvnx5vS/658+fx5EjRxASEsIc69WrF86ePauQ7+nTpzh//jwz8CgrK8Mvv/yC1NRUhScmhYWFKC8vx6FDhxqNqbq6Gj/99BNcXV3RpUuX1mkoIYQQQgghzaD2HIqamhqUlpYCAMrLy7Fq1SpUVlbC398fUqkUxcXFSE1NhZOTE7KyshSePlRXV2POnDkYMWIEzM3Ncfv2bRQUFCAwMFBpXbGxsfDw8IClpSWCg4NRW1uLffv2ITw8vJnNVR+LxcKGDRswZMgQBAYGIjIyEnw+H7/99htmzZoFLy8vTJ48mck/c+ZMTJgwATY2Nhg8eDCqqqrw448/ory8HBMnTgQA/Pzzz+DxeBg1alS9V5Z8fX2xceNGeHt7M8f+/fdfPHr0CA8ePMDZs2exZMkS3Lt3r8FVoQghhBBCCHlV1B5QHDhwAMbGxgCev95jY2OD9PR0uLm5AQDCwsIQGhqKmpoa+Pn5ISYmBnFxcQAATU1NlJWVYezYsfjnn39gZGSE4cOHNzgJyc3NDenp6ViwYAESEhLA4XDg6uravJa2wIABA3D69GnMnz8fPj4+uH//PgAgNDQUy5cvh6bm/ybHjh49GjKZDN9//z0iIiKgr6+Pfv364cSJE3jrrbcAAElJSQgICFA6/yEwMBCffvop7t27xxzr1asXWCwWDA0NYWFhgSFDhmDmzJkqLXtLCCGEEELIy8SSNTbbmCj17NkzTJgwAQcPHsTx48cbXamKkNYklUrB5XIhkUjo/VrSblC/J+0R9XvSlrR4DkV7pKGhgY0bNyI8PBy5ubmvOxxCCCGEEEJeG7VfefovyM3NhY+PT4PnKysrX3pZGhoa+Oqrr1Suh5DW5Bq9DZo6LVsF7ezSsa0UDSGEEELas//UgEIkEmHGjBmoqKhoNJ+joyOKiopapc7WLIsQQgghhJD2Rq1XnkJCQsBisZjE4/Hg7e2NCxcutEowQUFBzM7UjdHT01PYT+LFBDyf0D1jxgzmGjc3N7BYLKSmpiqUtX79enh6ejLX/vrrr7C2toa1tTV69eqFTp06wdnZGfHx8fX2l3jxfsiTfIWmO3fuoFOnTvjhhx8Urvvtt9/QoUMHZnlYkUiEjh07NtjekJAQfPzxx8zfd+/exdSpU9GzZ0/o6OiAz+fDy8sLJ0+eRE5OjtKY6qacnJxG7++vv/6KAQMGgMfjQU9Pj1k2t7GYXlRdXY3Y2FgIBALo6OjAyMgII0eOxKVLl+rlvX//PmbMmAFTU1Noa2ujW7duGD9+vMKGiPI65W3Q1taGlZUV4uPjUVtb22h7CCGEEELIy6P2HApvb2+IxWKIxWJkZ2dDS0sLQ4cObZVg9PT00LVr11YpSxldXV1ER0fjyZMnjebjcDgQi8W4ffs28vLy8PnnnyMlJQUODg64c+eOQt6690Oetm3bBgDo1q0bfvzxR0RGRuL69esAnn/RHjduHCZOnIghQ4Y0qx2BgYEoLCzEpk2bcO3aNWRkZMDNzQ1lZWVwcXFRiGXUqFH1YnRxcWm0fAMDA4SGhuLEiRO4cuUKoqOjER0djZ9++kml+GpqauDp6YmkpCR88803uHbtGvbt24fa2lo4Ozvj9OnTTN779+/jvffew5EjR7Bu3Tr88ccfSE1NxR9//AEnJyf8+eefCmXL23L9+nXMmjULcXFxWLp0qfo3kRBCCCGEtAq1BxTyX8T5fD4cHBwQERGBkpIS3L17FwAQHh4OgUAAfX19WFhYICYmRuEL/Pnz5+Hu7g42mw0Oh4N+/frhzJkzAJT/Ur937144OTlBV1cXRkZGCAgIaHZjR48ejYqKCiQmJjaaj8Vigc/nw9jYGL1798aECROQl5eHyspKzJ07t8H7IU+dOnVizo8ZMwZeXl4ICQnBs2fPEBkZiSdPnjT7S3BFRQVyc3Px7bffwt3dHaampujfvz8iIyMxbNgwaGtrK8Sip6dXL0Ztbe1G63jnnXcwevRo2NnZwczMjGmDqhPQV6xYgVOnTiEzMxOjRo1iYty5cydzP+WLi0VFReHOnTs4cuQIfHx80LNnT7i6uuLgwYPo0KEDpk2bplC2vC2mpqaYOnUqPD09kZGR0ax7SQghhBBCWq5FqzxVVlZi8+bNsLKyAo/HA/B8bwqRSITLly9j5cqVSExMVHhdRigUokePHigoKMDZs2cRERGBDh06KC0/KysLAQEB8PX1RWFhIbKzs9G/f/9mx8vhcBAVFYX4+HhUVVWpdW3Xrl0hFAqRkZGBp0+fqnXtunXrcP36dQiFQqxatQrJyckwNDRUqww5Q0NDGBoaYs+ePaipqWlWGeoqLCxEXl4eBg0apFL+rVu3YvDgwbC3t1c4rqGhgbCwMFy+fBnnz5/Hs2fPkJqaCqFQWG9PDT09PXzxxRc4ePAgs++HMnp6enj8+LH6jWojampqIJVKFRIhbzrq96Q9on5P2jK1J2VnZmYyX4arqqpgbGyMzMxMaGg8H5tER0czec3MzDB79mykpqYyv+wXFxdjzpw5sLGxAYBG93BYuHAhgoODFTa+e/FLqrq++OILrFy5Et9//z1iYmLUutbGxgYPHjxAWVkZ82pW3fshN2/ePMybN4/5u2vXrliwYAGmTJmCqVOntmhzPi0tLYhEIkyaNAnr1q3Du+++i0GDBiE4OBh9+/ZtdrnK9OjRA3fv3kVtbS3i4uKYnb6bcu3aNbi7uys917t3byaPsbExKioqmGPK8spkMvzxxx/1BpIymQzZ2dk4ePAgvvzySzVa1bYsXrxY6caPWwxXgq2rqeQK5Xp+fbE1wyLkpWqo3xPyJqN+T9oytZ9QuLu7o6ioCEVFRcjPz4eXlxd8fHxw69YtAEBaWhoGDBgAPp8PQ0NDREdHK0yunTlzJiZOnAhPT08kJCTgxo0bDdZVVFQEDw+PZjSrYTo6OoiPj8d3332nsBu1KuSv6dTd4bru/ZCnKVOmKFz39OlTiEQi6Ovr4/Tp0y2eRBwYGIg7d+4gIyMD3t7eyMnJwbvvvguRSNSicl+Um5uLM2fOYN26dVixYgUzN0QV6uyXqE5e+QBOV1cXPj4+CAoKYnZifxNFRkZCIpEwqaSk5HWHRMhLR/2etEfU70lbpvaAwsDAgFkRycnJCRs2bEBVVRUSExNx6tQpCIVC+Pr6IjMzE4WFhYiKilJ4JSUuLg6XLl2Cn58fjh49CltbW+zevVtpXXp6LVtnvyFjxoyBqakpvvnmG7Wuu3LlCjgcDvN6F6B4P+Spc+fOCtd99913+PPPP3HmzBncvn0bixYtanEbdHV1MXjwYMTExCAvLw8hISGIjY1tcbl1mZub4+2338akSZMQFham8hd3gUCAK1euKD0nPy4QCNClSxd07Nix0bwsFotZuQv43wDu+vXrqK6uxqZNm2BgYKBew9oQHR0dcDgchUTIm476PWmPqN+TtqzFO2WzWCxoaGiguroaeXl5MDU1RVRUFBwdHWFtbc08uahLIBAgLCwMhw4dwvDhw5GcnKy07L59+yI7O7ulIdajoaGBxYsXY+3atbh586ZK1/z777/YunUrPv74Y+b1LlVcunQJsbGxWLt2LXr37o21a9fim2++abWlduVsbW3VnheijmfPnqk8ZyM4OBhHjhzB+fPn65WxfPly2Nrawt7eHhoaGhg1ahS2bt2K0tJShbzV1dVYs2YNvLy8FAZo8gFcz549oaX1n9pGhRBCCCGkXVL7G1lNTQ3z5a+8vByrVq1CZWUl/P39IZVKUVxcjNTUVDg5OSErK0vh6UN1dTXmzJmDESNGwNzcHLdv30ZBQQECAwOV1hUbGwsPDw9YWloiODgYtbW12LdvH8LDw5vZ3P/x8/ODs7Mz1q9fj7feekvhnEwmQ2lpKWQyGSoqKnDq1CksWrQIXC4XCQkJDd4POS0tLRgZGaG2thbjxo3D8OHDMXz4cADPX1cKDAxESEgI8vPzmS/FT58+rbfBno6OTr35BWVlZRg5ciTGjx+Pvn37gs1m48yZM1iyZAk++uijFt8XAFi9ejV69uzJzHM5ceIEvvvuO0yfPl0hn0QiqRczj8dDWFgYfvnlF/j7+2PZsmVwdnbGP//8g0WLFuHKlSs4cuQI89rYokWLkJ2djcGDB2PJkiXo06cP/vrrL2Z539WrV7dKmwghhBBCyMuh9oDiwIEDMDY2BvB8RScbGxukp6fDzc0NABAWFobQ0FDU1NTAz88PMTExzKsympqaKCsrw9ixY/HPP//AyMgIw4cPb3ASkpubG9LT07FgwQIkJCSAw+G0aELzi7799lulezJIpVIYGxuDxWKBw+GgV69eGDduHL766qt6jyDr3g+5Xr164ffff8eiRYvw999/MxvYya1evRp2dnZYtGgRvv76awDPV8x65513FPJZWlrijz/+UDhmaGgIZ2dnLF++HDdu3MCTJ09gYmKCSZMmKUwEbwn58rZ//fUXtLS0YGlpiW+//RaTJ09WyJeTk1Mv5gkTJmDDhg04evQoFi1ahHnz5uHWrVtgs9lwd3fH6dOn0adPHyY/j8fD6dOnER8fj8mTJ6O0tBSdO3eGj48PNm/ejJ49e7ZKm940JhGn6XE4IYQQQv4TWDJ1ZsQSQl4rqVQKLpcLiURCAwrSblC/J+0R9XvSlrR4DgUhhBBCCCGk/WqTs1pzc3Ph4+PT4PnKyspXGE3bY2dnp3SyPACsX78eQqHwFUdE1OUavQ2aOqqtgnZ26diXHA0hhBBC2rP/1IBCJBJhxowZqKioaDSfo6NjvcnARHX79u3DkydPlJ57cYI6IYQQQgghjVHrlaeQkBCwWCwm8Xg8eHt7t9oSqEFBQbh27VqT+fT09Ort/VA3Ac8ndM+YMYO5xs3NDSwWC6mpqQplrVixAmZmZszfIpEIHTt2VLimoSSfiD558mRYWlpCT08PXbp0wUcffYTff/+9RffiZTI1NW3w3rHZ7NcdHiGEEEIIaUPUnkPh7e0NsVgMsViM7OxsaGlpYejQoa0SjJ6eHrp27doqZSmjq6vLLEeqil27djFtzc/PBwAcOXKEObZr1y4AQL9+/ZCcnIwrV67g4MGDkMlkGDJkCJ4+ffrS2kIIIYQQQsh/gdoDCh0dHfD5fPD5fDg4OCAiIgIlJSW4e/cuACA8PBwCgQD6+vqwsLBATEyMwhf48+fPw93dHWw2GxwOB/369cOZM2cAKD4dkNu7dy+cnJygq6sLIyMjBAQENLuxo0ePRkVFBRITE1XK37lzZ6atXbp0AfB8mVP5MfmGa59//jlcXV1hZmaGd999F9988w1KSkpU3jSPkIbU1NRAKpUqJELedNTvSXtE/Z60ZS2aQ1FZWYnNmzfDysoKPB4PwPO9KUQiEbp164aLFy9i0qRJYLPZmDt3LgBAKBTinXfewdq1a6GpqYmioiJ06NBBaflZWVkICAhAVFQUUlJS8PjxY+zbt6/Z8XI4HERFRSE+Ph7jxo2DgYFBs8tqSFVVFZKTk2Fubg4TE5NWL5+0L4sXL1a6T8sWw5Vg62qqVEZx/FKlx3t+fbFFsRHysjTU7wl5k1G/J22Z2k8oMjMzYWhoCENDQ7DZbGRkZCAtLQ0aGs+Lio6OhouLC8zMzODv74/Zs2dj+/btzPXFxcXw9PSEjY0NrK2tMXLkSNjb2yuta+HChQgODsb8+fPRu3dv2NvbIzIysplNfe6LL76Arq4uvv/++xaV86I1a9Yw92X//v04fPgwtLW1W7UO0v5ERkZCIpEwqaSk5HWHRMhLR/2etEfU70lbpvaAwt3dHUVFRSgqKkJ+fj68vLzg4+PDLEOalpaGAQMGgM/nw9DQENHR0SguLmaunzlzJiZOnAhPT08kJCTgxo0bDdZVVFQEDw+PZjSrYTo6OoiPj8d3332He/futVq5QqEQhYWFOH78OAQCAUaNGoVHjx61WvmkfdLR0QGHw1FIhLzpqN+T9oj6PWnL1B5QGBgYMCsCOTk5YcOGDaiqqkJiYiJOnToFoVAIX19fZGZmorCwEFFRUXj8+DFzfVxcHC5dugQ/Pz8cPXoUtra22L17t9K69PRUW2dfXWPGjIGpqSm++eabViuTy+XC2toarq6u2LFjB37//fcG20UIIYQQQsibosU7ZbNYLGhoaKC6uhp5eXkwNTVFVFQUHB0dYW1trXQDNYFAgLCwMBw6dAjDhw9HcnKy0rL79u2L7OzsloZYj4aGBhYvXoy1a9e+lInTMpkMMpkMNTU1rV42IYQQQggh/yVqT8quqalBaWkpAKC8vByrVq1CZWUl/P39IZVKUVxcjNTUVDg5OSErK0vhV/rq6mrMmTMHI0aMgLm5OW7fvo2CggIEBgYqrSs2NhYeHh6wtLREcHAwamtrsW/fPoSHhzezuf/j5+cHZ2dnrF+/vkWbuf35559IS0vDkCFD0KVLF9y+fRsJCQnQ09ODr69vi+MkhBBCCCHkv0ztAcWBAwdgbGwM4PmKTjY2NkhPT2c2eQsLC0NoaChqamrg5+eHmJgYxMXFAQA0NTVRVlaGsWPH4p9//oGRkRGGDx/e4KoGbm5uSE9Px4IFC5CQkAAOhwNXV9fmtVSJb7/9Fi4uLi0qQ1dXF7m5uVixYgXKy8vx1ltvwdXVFXl5eS91Tw3SvplEnKb3awkhhBDyn8CSyWSy1x0EIUQ1UqkUXC4XEomEBhSk3aB+T9oj6vekLWnxHApCCCGEEEJI+/WfGlAo2ylbmdzcXGbPB2WJEEIIIYQQ8mqoNaAICQkBi8ViEo/Hg7e3Ny5cuNAqwQQFBeHatWtN5nN0dGT2wlCWgOfzL2bMmMFc4+bmBhaLhdTUVIWyVqxYATMzM+bvuoMa+TUNJfm8EWUeP34MIyMjJCQkKD2/YMECvPXWW3jy5Em9gZRIJFJan66uLgBg3bp1YLPZqK2tZa6prKxEhw4d6sWUk5MDFovF7Pfx008/wc3NDRwOBywWCxUVFfViq1ungYEBrK2tERISgrNnzzbYXkIIIYQQ0j6p/YTC29sbYrEYYrEY2dnZ0NLSwtChQ1slGD09PZUmMuvp6TF7YShLDdHV1UV0dDSePHmiUjy7du1i2pqfnw8AOHLkCHNs165dDV6rra2NMWPGKF0SVyaTQSQSYezYsejQoYPS6zkcDlOPPMmX4HV3d0dlZSXOnDnD5M/NzQWfz8dvv/2msKHesWPH0LNnT1haWgIAHj58CG9vb8ybN6/RticnJ0MsFuPSpUtYvXo1Kisr4ezsjJSUlEavI4QQQggh7YvaAwodHR3w+Xzw+Xw4ODggIiICJSUluHv3LgAgPDwcAoEA+vr6sLCwQExMjMIX+PPnz8Pd3R1sNhscDgf9+vVjvhgre+Vp7969cHJygq6uLoyMjBAQENDsxo4ePRoVFRVITExUKX/nzp2Ztnbp0gUAwOPxmGOdO3du9PoJEybg2rVr+PXXXxWOHz9+HH/++ScmTJjQ4LUsFoupR57ky9v26tULxsbGyMnJYfLn5OTgo48+grm5OU6fPq1w3N3dnfl7xowZiIiIwHvvvddo7B07dgSfz4eZmRmGDBmCHTt2QCgUIjQ0FOXl5Y1eSwghhBBC2o8WzaGorKzE5s2bYWVlBR6PB+D5UrIikQiXL1/GypUrkZiYiOXLlzPXCIVC9OjRAwUFBTh79iwiIiIa/JU+KysLAQEB8PX1RWFhIbKzs9G/f/9mx8vhcBAVFYX4+HhUVVU1uxxVvf3223ByckJSUpLC8eTkZLi4uMDGxqbZZbu7u+PYsWPM38eOHYObmxsGDRrEHK+ursZvv/2mMKBoibCwMDx48ACHDx9ulfJI02pqaiCVShUSIW866vekPaJ+T9oytQcUmZmZzORnNpuNjIwMpKWlQUPjeVHR0dFwcXGBmZkZ/P39MXv2bGzfvp25vri4GJ6enrCxsYG1tTVGjhwJe3t7pXUtXLgQwcHBmD9/Pnr37g17e3tERkY2s6nPffHFF9DV1cX333/fonJUNWHCBKSnp6OyshIA8ODBA+zYsQPjx49v9DqJRFJvsrmPjw9z3t3dHSdPnkRtbS0ePHiAwsJCDBo0CK6ursyTi1OnTqGmpqbVBhTyAdDL2F2cKLd48WJwuVwmmZiYAABKEt5DcfzbComQN0VD/Z6QNxn1e9KWqT2gcHd3ZyY/5+fnw8vLCz4+Psz7/WlpaRgwYAD4fD4MDQ0RHR2N4uJi5vqZM2di4sSJ8PT0REJCAjNZWJmioiJ4eHg0o1kN09HRQXx8PL777jvcu3evVctWZvTo0Xj69CkzqJIPvoKCghq9js1m15tsvmHDBua8m5sbqqqqUFBQgNzcXAgEAnTp0gWDBg1i5lHk5OTAwsICPXv2bJW2yLcsYbFYrVIeaVpkZCQkEgmTSkpKXndIhLx01O9Je0T9nrRlag8oDAwMmMnPTk5O2LBhA6qqqpCYmIhTp05BKBTC19cXmZmZKCwsRFRUFB4/fsxcHxcXh0uXLsHPzw9Hjx6Fra0tdu/erbQuPT295resEWPGjIGpqSm++eabl1J+XRwOByNGjGAmZycnJ2PUqFFNLm+roaFRb7J59+7dmfNWVlbo0aMHjh07hmPHjmHQoEEAgG7dusHExAR5eXk4duwYPvzww1Zry5UrVwAA5ubmrVYmaZyOjg44HI5CIuRNR/2etEfU70lb1uJ9KFgsFjQ0NFBdXY28vDyYmpoiKioKjo6OsLa2Zp5c1CUQCBAWFoZDhw5h+PDhSldCAoC+ffsiOzu7pSHWo6GhgcWLF2Pt2rWv5PWdCRMm4Ndff0VmZiby8vIanYytDnd3d+Tk5CAnJ0dhuVhXV1fs378f+fn5rfa6E/B8iV0OhwNPT89WK5MQQgghhLRtWupeUFNTg9LSUgBAeXk5Vq1ahcrKSvj7+0MqlaK4uBipqalwcnJCVlaWwtOH6upqzJkzByNGjIC5uTlu376NgoICBAYGKq0rNjYWHh4esLS0RHBwMGpra7Fv3z6Eh4c3s7n/4+fnB2dnZ6xfv55ZPellcXV1hZWVFcaOHQsbGxu4uLg0eY1MJmPuc11du3Zl5qu4u7tj2rRpePLkCfOEAgAGDRqE0NBQPH78uN6AorS0FKWlpfjjjz8AABcvXgSbzUbPnj0VVq2qqKhAaWkpampqcO3aNaxfvx579uxBSkqKSpsPEkIIIYSQ9kHtAcWBAwdgbGwM4Pl7/jY2NkhPT2d+IQ8LC0NoaChqamrg5+eHmJgYxMXFAQA0NTVRVlaGsWPH4p9//oGRkRGGDx+O+fPnK63Lzc0N6enpWLBgARISEsDhcODq6tq8lirx7bffqvTlvqVYLBbGjx+PefPmqTypXCqVMve5LrFYDD6fD+D5gKK6uho2NjYKg6JBgwbhwYMHzPKyda1bt07hfsvvZ3JyMkJCQpjjn332GYDne3d0794dH3zwAfLz8/Huu++q1mjyUplEnKbH4YQQQgj5T2DJ5DNtCSH/eVKpFFwuFxKJhAYUpN2gfk/aI+r3pC1p8RwKQgghhBBCSPvVJgcUubm59fZoqJtelS1btjQYg52d3SuLgxBCCCGEkNdF7TkUL5NIJMKMGTNQUVHRaD5HR0cUFRW9kpgaM2zYMDg7Oys919Du34QQQgghhLxJ1HpCERISAhaLxSQejwdvb29cuHChVYIJCgrCtWvXmsynp6dXb4+Gugl4PqF7xowZzDVubm5gsVhITU1VKGvFihUwMzNj/haJRMwqRvJrGkr+/v4NxmBsbAwjIyMkJCQobcOCBQvw1ltv4cmTJwp1ymNQVp+uri6A5xOr2Ww2amtrmWsqKyvRoUMHheVjASAnJwcsFovZQPCnn36Cm5sbOBwOWCyW0sFb3ToNDAxgbW2NkJAQnD17trGPpZ6nT59i+fLlePvtt6Grq4tOnTrBx8cHJ0+eVMjXUHvlG/k1df7u3buYOnUqevbsCR0dHfD5fHh5eSnUY2ZmprSMhIQExMXFNfo500Z+hBBCCCENU/sJhbe3N7NvRGlpKaKjozF06FCF3bCbS09P76VtZgc8X7EoOjoagYGBKj1B2LVrF7MpX0lJCfr3748jR44wrzNpa2s3eK22tjbGjBmD5ORkREREKJyTyWQQiUQYO3Zsg3FwOBxcvXpV4Zj8i627uzsqKytx5swZvPfeewCevwbG5/OZXbLlg49jx46hZ8+esLS0BAA8fPgQ3t7e8Pb2bnTFqeTkZHh7e+PRo0e4du0afvrpJzg7OyMpKQljx45t8Lq6bQwODsaRI0ewdOlSeHh4QCqVYvXq1czqXR9//HGj7eVyuSqdDwwMxOPHj7Fp0yZYWFjgn3/+QXZ2NsrKyhTyx8fHY9KkSQrH2Gw2ZDIZpkyZwhxzcnLC559/Xi8vIYQQQgipT+0BhfwXYADg8/mIiIjAwIEDcffuXXTp0gXh4eHYvXs3bt++DT6fD6FQiK+//pr54nz+/HnMmDEDZ86cAYvFgrW1NdavXw9HR0elrzzt3bsX8fHxuHjxIgwNDTFw4MAGd9ZuyujRo5GRkYHExER88cUXTeavuy/Do0ePAAA8Ho9pf1MmTJiAlStX4tdff8UHH3zAHD9+/Dj+/PPPRje4Y7FYDdYjXw42JyeHGVDk5OTgo48+wtGjR3H69GnmSUVOTo7CXhTypzY5OTmNxt6xY0emfjMzMwwZMgTjxo1DaGgo/P390alTp0av3759O3bs2IGMjAz4+/szx3/66SeUlZVh4sSJGDx4MAwMDJpsb2PnKyoqkJubi5ycHGYvDlNTU/Tv379eXjab3WAddefeaGpqNpqXEEIIIYT8T4smZVdWVmLz5s2wsrICj8cD8PxLm0gkwuXLl7Fy5UokJiZi+fLlzDVCoRA9evRAQUEBzp49i4iIiAZ/pc/KykJAQAB8fX1RWFiI7OxspV8UVcXhcBAVFYX4+HhUVVU1uxxVvf3223ByckJSUpLC8eTkZLi4uMDGxqbZZbu7u+PYsWPM38eOHYObmxsGDRrEHK+ursZvv/3Wartlh4WF4cGDBzh8+HCTebdu3QqBQKAwmJCbNWsWysrKVCqnKfJJ8Hv27EFNTU2Ly/uvqampgVQqVUiEvOmo35P2iPo9acvUHlBkZmYyX+LYbDYyMjKQlpbG7N4cHR0NFxcXmJmZwd/fH7Nnz8b27duZ64uLi+Hp6QkbGxtYW1tj5MiRsLe3V1rXwoULERwcjPnz56N3796wt7dXeWO4hnzxxRfQ1dXF999/36JyVDVhwgSkp6ejsrISAPDgwQPs2LED48ePb/Q6iURSb+UoHx8f5ry7uztOnjyJ2tpaPHjwAIWFhRg0aBBcXV2Zpw+nTp1CTU1Nqw0o5AOgmzdvNpn32rVr6N27t9Jz8uN158u82N4Xnw40dF5LSwsikQibNm1Cx44dMWDAAMybN0/pvJ7w8PB69zQ3N1eltr8uixcvBpfLZZKJiQkAoCThPRTHv62QCHlTNNTvCXmTUb8nbZnaAwp3d3cUFRWhqKgI+fn58PLygo+PD27dugUASEtLw4ABA8Dn82FoaIjo6GiF+RUzZ87ExIkT4enpiYSEBGaysDJFRUXw8PBoRrMapqOjg/j4eHz33Xe4d+9eq5atzOjRo/H06VNmUCUffAUFBTV6HZvNZu6zPMknIQPPJ4xXVVWhoKAAubm5EAgE6NKlCwYNGsTMo8jJyYGFhQV69uzZKm2R74Go6iRldfZMfLG9eXl5Kp8PDAzEnTt3kJGRAW9vb+Tk5ODdd9+FSCRSKGPOnDn17qmjo6PKMb4OkZGRkEgkTCopKXndIRHy0lG/J+0R9XvSlqk9h8LAwIBZSQkANmzYAC6Xi8TERPj5+UEoFGL+/Pnw8vICl8tFamoqli1bxuSPi4vDJ598gqysLOzfvx+xsbFITU1FQEBAvbpe1gTtMWPG4LvvvsM333yjsMLTy8DhcDBixAgkJydj/PjxSE5OxqhRo5rcL0NDQ0PhPr/IysoKPXr0wLFjx1BeXs7MH+jWrRtMTEyQl5eHY8eO4cMPP2y1tly5cgUAYG5u3mRegUDA5G+oHIFAwBxrqr1NndfV1cXgwYMxePBgxMTEYOLEiYiNjUVISAiTx8jIqNEy/ot0dHSgo6PzusMg5JWifk/aI+r3pC1r8cZ2LBYLGhoaqK6uRl5eHkxNTREVFQVHR0dYW1szTy7qEggECAsLw6FDhzB8+HBm1agX9e3bF9nZ2S0NsR4NDQ0sXrwYa9euVen1nZaaMGECfv31V2RmZiIvL6/RydjqcHd3R05ODnJychSWi3V1dcX+/fuRn5/faq87Ac+X2OVwOPD09Gwyb3BwMK5fv469e/fWO7ds2TLweDwMHjy41WJ7ka2t7SuZJ0MIIYQQ0t6p/YSipqYGpaWlAIDy8nKsWrUKlZWV8Pf3h1QqRXFxMVJTU+Hk5ISsrCyFFZmqq6sxZ84cjBgxAubm5rh9+zYKCgoQGBiotK7Y2Fh4eHjA0tISwcHBqK2txb59+xAeHt7M5v6Pn58fnJ2dsX79erz11lstLq8xrq6usLKywtixY2FjYwMXF5cmr5HJZMx9rqtr167MfBV3d3dMmzYNT548YZ5QAMCgQYMQGhqKx48f1xtQlJaWorS0FH/88QcA4OLFi2Cz2ejZs6fCqlYVFRUoLS1FTU0Nrl27hvXr12PPnj1ISUlR2DOjIcHBwUhPT8e4cePqLRubkZGB9PR0ZoWnligrK8PIkSMxfvx49O3bF2w2G2fOnMGSJUvw0UcfKeR98OBBvXuqr68PDofT4jgIIYQQQtortQcUBw4cgLGxMYDn77Xb2NggPT2d+YU8LCwMoaGhqKmpgZ+fH2JiYhAXFwfg+XKcZWVlGDt2LP755x8YGRlh+PDhmD9/vtK65PsVLFiwAAkJCeBwOHB1dW1eS5X49ttvVfpy31IsFgvjx4/HvHnzVJ5ULpVKmftcl1gsZiYku7u7o7q6GjY2NgqDokGDBuHBgwfM8rJ1rVu3TuF+y+9ncnKywutBn332GYDnrxJ1794dH3zwAfLz8/Huu++q3Obt27djxYoVWL58OTMZ/v3330dOTg4GDBigUjlNMTQ0hLOzM5YvX44bN27gyZMnMDExwaRJkzBv3jyFvF9//TW+/vprhWOTJ0/GunXrWiWWV8kk4jQNhAghhBDyn8CSqTNzlhDyWkmlUnC5XEgkEhpQkHaD+j1pj6jfk7akxXMoCCGEEEIIIe2X2q88vUzKdspWJjc3V2FPhhfJ93x42bZs2YLJkycrPWdqaopLly69kjheBx8fnwb3cJg3b169141I63KN3gZNHdVWQTu7dOxLjoaQV0Odfi9H/Z+0dc3p942h/wnyMqj1hCIkJAQsFotJPB4P3t7eSjcRa46goCCFzc4a4ujoWG8/gboJeD7/gsViISEhod71fn5+YLFYzNyOurZt2wZNTU1MmzaNOSYv68U0ZswYVFVVwc7Orl4M+/btUyjXzMwMLBYLqamp9eq0s7MDi8Wqt28C8HyjG01NTSxdurReWQ2lunMhGnL8+HF8+OGH6Ny5M/T19WFtbY1x48bh8ePHAICcnBywWCylgzszMzO899579do8ZcoUVFdX48mTJ/WuEYlETHwaGhowNjZGUFCQwh4ljd3rKVOmMHnqHjcwMIC1tTVCQkJw9uzZJttNCCGEEEJal9qvPHl7e0MsFkMsFiM7OxtaWloYOnRoqwSjp6eHrl27qpTPysqqwSRnYmJS70v633//jezsbKUTngFg48aNmDt3LrZt24ZHjx4BAHbt2sW0OT8/HwBw5MgR5tj+/fvrxWBqalqvbBMTk3pL5J4+fRqlpaUNrniUlJSEuXPnIikpiTlWUFDA1L1z504AwNWrV5ljK1eubPT+Xb58Gd7e3nB0dMSJEydw8eJF/Pjjj9DW1sbTp08bvVaOy+XWa/Mvv/yCuXPnKh00Ac/35BCLxfj777+xc+dOXL16FSNHjqyXb9KkSUxb5GnJkiUKeZKTkyEWi3Hp0iWsXr0alZWVcHZ2RkpKikrxE0IIIYSQ1qH2gEJHRwd8Ph98Ph8ODg6IiIhASUkJ7t69CwAIDw+HQCCAvr4+LCwsEBMTo/CL9fnz5+Hu7g42mw0Oh4N+/frhzJkzAJ7/iv3ikqR79+6Fk5MTdHV1YWRkpHQDvIYMHToU9+7dw8mTJ5ljmzZtwpAhQ5QOXP766y/k5eUhIiICAoEAu3btAgB07tyZaXOXLl0AADwejzlWd7nVxgiFQhw/flxh98ukpCQIhUJoadV/++z48eOorq5GfHw8pFIpszt0ly5d6tXdtWtX5hiXy200jkOHDoHP52PJkiXo06cPLC0t4e3tjcTExGZvJthQrHWxWCzw+XwYGxvDxcUFEyZMQH5+PqRSqUI+fX19pi3y9OKEtI4dO4LP58PMzAxDhgzBjh07IBQKERoaivLy8ma1gRBCCCGEqK9Fk7IrKyuxefNmWFlZgcfjAXi+lKxIJMLly5excuVKJCYmYvny5cw1QqEQPXr0QEFBAc6ePYuIiAh06NBBaflZWVkICAiAr68vCgsLkZ2djf79+6scn7a2NoRCocJTAZFIhPHjxyvNn5ycDD8/P3C5XIwZMwYbN25UuS5VvPXWW/Dy8sKmTZsAAA8fPkRaWlqD8WzcuBGjR49Ghw4dMHr06FaLh8/nQywW48SJE61SHqB+rP/++y92794NTU1NaGpqtkoMYWFhePDgAQ4fPtwq5f0X1NTUQCqVKiRC3nTU70l7RP2etGVqT8rOzMyEoaEhAKCqqgrGxsbIzMxkNluLjo5m8pqZmWH27NlITU3F3LlzAQDFxcWYM2cObGxsAADW1tYN1rVw4UIEBwcr7Jtgb2+vVrzjx4/HwIEDsXLlSpw9exYSiQRDhw6tN3/i2bNnEIlE+PHHHwE835ht1qxZ+Ouvv2Bubq5WnU3FM2vWLERFRWHHjh2wtLSEg4NDvXxSqRQ7duzAqVOnAABjxoxh2iG//801cuRIHDx4EIMGDQKfz8d7770HDw8PjB07tt6TgB49etS7/uHDh82KVSKRwNDQEDKZjClj+vTp9V73WrNmDTZs2KBwbP369RAKhY22S96nXsXu56/K4sWLle7TssVwJdi6igOxnl9ffFVhEfJSNdTvCXmTUb8nbZnaTyjc3d2ZSbj5+fnw8vKCj48Pbt26BQBIS0vDgAEDwOfzYWhoiOjoaIWJtzNnzsTEiRPh6emJhIQE3Lhxo8G6ioqK4OHh0Yxm/Y+9vT2sra2xY8cOJCUl4dNPP1X6etHhw4dRVVUFX19fAICRkREGDx6sMHehNfj5+aGyshInTpxAUlJSg08ntm3bBktLS2YA5eDgAFNTU6SlpbU4Bk1NTSQnJ+P27dtYsmQJunfvjkWLFsHOzg5isVghb25ubr3J1926dWtWrGw2G0VFRThz5gyWLVuGd999FwsXLqwXn1AorFfnsGHDmmyXfEsVFoul1v34L4uMjIREImFS3dflCHlTUb8n7RH1e9KWqT2gMDAwYCbhOjk5YcOGDaiqqkJiYiJOnToFoVAIX19fZGZmorCwEFFRUczKQQAQFxeHS5cuwc/PD0ePHoWtrS12796ttK7mvs//ovHjx2P16tXYsWNHo68X3b9/H3p6etDS0oKWlhb27duHTZs24dmzZ60SBwBoaWnh008/RWxsLH777bcGf3XfuHEjLl26xMSipaWFy5cvt+oAp3v37vj000+xatUqXLp0CY8ePaq3a7S5uXm9ydcvDshUjVVDQwNWVlbo3bs3Zs6ciffeew9Tp06tF5eyCd9sNrvJ9ly5coWJ+U2ho6MDDoejkAh501G/J+0R9XvSlrV4Hwr5MqDV1dXIy8uDqakpoqKimPPyJxd1CQQCCAQChIWFYfTo0UhOTlY62bpv377Izs7GZ5991qIYP/nkE8yePRv29vawtbWtd76srAy//PILUlNTYWdnxxx/+vQpPvjgAxw6dAje3t4tiqGu8ePH47vvvkNQUBA6depU7/zFixdx5swZ5OTkKEz4vn//Ptzc3PD7778zr/e0lk6dOsHY2BhVVVVqXdeSWCMiImBpaYmwsDC8++67LYofAFasWAEOhwNPT88Wl0UIIYQQQlSj9oCipqYGpaWlAIDy8nKsWrUKlZWV8Pf3h1QqRXFxMVJTU+Hk5ISsrCyFpw/V1dWYM2cORowYAXNzc9y+fRsFBQUIDAxUWldsbCw8PDxgaWmJ4OBg1NbWYt++fQgPD1cr5k6dOkEsFjc4+fvnn38Gj8fDqFGj6r0u4+vri40bN7bqgKJ37964d+8e9PX1lZ7fuHEj+vfvD1dX13rnnJycsHHjRoV9KdS1fv16FBUVISAgAJaWlnj06BFSUlJw6dIlZg6JqloSq4mJCQICAvD1118jMzOTOf7w4UOmj8np6OgoDL4qKipQWlqKmpoaXLt2DevXr8eePXuQkpJSb6UwQgghhBDy8qj9ytOBAwdgbGwMY2NjODs7o6CgAOnp6XBzc8OwYcMQFhaG0NBQODg4IC8vDzExMcy1mpqaKCsrw9ixYyEQCDBq1Cj4+Pg0OAnJzc0N6enpyMjIgIODAz788ENmHwh1dezYsdG9HgICApS+ex8YGIiMjAzcu3evWfU2hMfjKX2l6/Hjx9i8eXODg6zAwECkpKQo3TxOVf3790dlZSWmTJkCOzs7DBo0CKdPn8aePXswaNAglctpjVjDwsKQlZWl8LkmJiYyfUyeRo8erXDdZ599BmNjY9jY2GDq1KkwNDREfn4+PvnkE5XjJ4QQQgghLceSyWeyEkL+86RSKbhcLiQSCb1fS9oN6vekPaJ+T9qSFu1DQQghhBBCCGnfWjwp+3XIzc2Fj49Pg+crKytfYTTAli1bMHnyZKXnTE1NcenSpVcaz6JFi7Bo0SKl5wYOHIj9+/e/0nhI63ON3gZNHdVWQTu7dOxLjoYQQggh7dl/akAhEokwY8YMVFRUNJrP0dERRUVFryQmVQwbNgzOzs5KzzU0EfxlmjJlCkaNGqX0XGstxUsIIYQQQgig5itPISEhYLFYTOLxePD29saFCxdaJZigoCBcu3atyXx6enr19imom4DnE7pZLBYSEhLqXe/n5wcWi6WwW7aZmRlWrFhRL29cXJzCTtYhISH4+OOPFfKw2ex6Mejq6sLW1hZ+fn5K21D3PhoYGMDa2hohISE4e/asQr6cnBwmn4aGBrhcLt555x3MnTu33iZ0Dx8+RGRkJJycnNCnTx+8//77mDBhAi5dusTENWDAAJXb+TI/a0IIIYQQ8mZQew6Ft7c3xGIxxGIxsrOzoaWlhaFDh7ZKMHp6eujatWurlAU8X5ZUJBIpHPv777+RnZ0NY2PjVqtHGZFIhFGjRkEqleK3335Tmic5ORlisRiXLl3C6tWrUVlZCWdnZ6SkpNTLe/XqVdy5cwcFBQUIDw/HkSNH0KdPH1y8eJHJM2XKFOzatQs//vgjfv/9dxw4cAAjRoxAWVlZs9rwMj9rQgghhBDyZlB7QKGjowM+nw8+nw8HBwdERESgpKQEd+/eBQCEh4dDIBBAX18fFhYWiImJUVg29Pz583B3dwebzQaHw0G/fv1w5swZAM+/hL+4h8DevXvh5OQEXV1dGBkZKd0AryFDhw7FvXv3cPLkSebYpk2bMGTIkFYduLxIJpMhOTkZn376KT755BNs3LhRab6OHTuCz+fDzMwMQ4YMwY4dOyAUChEaGory8nKFvF27dgWfz4dAIEBwcDBOnjyJLl26KOw0nZGRgXnz5sHX1xdmZmbo168fvvzyywZ3B29KU581IYQQQgghLVrlqbKyEps3b4aVlRV4PB6A56//iEQiXL58GStXrkRiYiKWL1/OXCMUCtGjRw8UFBTg7NmziIiIaHCeQVZWFgICAuDr64vCwkJkZ2ejf//+Ksenra0NoVCI5ORk5phIJGr2F2xVHTt2DA8fPoSnpyfGjBmD1NRUlXegDgsLw4MHD3D48OFG8+np6WHKlCk4efIk/v33XwAAn8/Hvn378ODBgxa34UXKPmvy8tXU1EAqlSokQt501O9Je0T9nrRlak/KzszMhKGhIQCgqqoKxsbGyMzMhIbG87FJdHQ0k9fMzAyzZ89Gamoq5s6dCwAoLi7GnDlzYGNjAwCwtrZusK6FCxciODhYYeM7e3t7teIdP348Bg4ciJUrV+Ls2bOQSCQYOnSowvyJ1rZx40YEBwdDU1MTffr0gYWFBdLT0xESEtLktfL7cvPmTbXydu3aFT/99BOEQiF4PB7s7e3xwQcfYMSIERgwYECz2tHUZ01evsWLFyvd+HGL4UqwdTVVKqM4XvlO5T2/vqj0OCGvW0P9npA3GfV70pap/c3Q3d0dRUVFKCoqQn5+Pry8vODj44Nbt24BANLS0jBgwADw+XwYGhoiOjoaxcXFzPUzZ87ExIkT4enpiYSEBNy4caPBuoqKiuDh4dGMZv2Pvb09rK2tsWPHDiQlJeHTTz+FltbLW9yqoqICu3btwpgxY5hjY8aMafC1pxfJ9xlUtmt3U3ldXV3x559/Ijs7GyNGjMClS5cwcOBALFiwQN1mAGj6syYvX2RkJCQSCZNKSkped0iEvHTU70l7RP2etGVqDygMDAyYFYOcnJywYcMGVFVVITExEadOnYJQKISvry8yMzNRWFiIqKgoPH78mLk+Li4Oly5dgp+fH44ePQpbW1vs3r1baV2ttcTp+PHjsXr1auzYsaPB1504HA4kEkm94xUVFeByuSrXtXXrVjx69AjOzs7Q0tKClpYWwsPD8euvv6q0gtWVK1cAAObm5irnNTMzY4516NABAwcORHh4OA4dOoT4+HgsWLCA+QzUaWdjnzV5NXR0dMDhcBQSIW866vekPaJ+T9qyFr+7Il/OtLq6Gnl5eTA1NUVUVBQcHR1hbW2t9NdsgUCAsLAwHDp0CMOHD1eY41BX3759kZ2d3dIQ8cknn+DixYvo06cPbG1tlebp1atXvSVbAeDcuXMQCAQq17Vx40bMmjWL+WW/qKgI58+fx8CBA5GUlNTk9StWrACHw4Gnp2ej+aqrq/HTTz/B1dUVXbp0aTCfra0tamtr8ejRIwAta2fdz5oQQgghhBCgGXMoampqUFpaCgAoLy/HqlWrUFlZCX9/f0ilUhQXFyM1NRVOTk7IyspSePpQXV2NOXPmYMSIETA3N8ft27dRUFCAwMBApXXFxsbCw8MDlpaWCA4ORm1tLfbt24fw8HC1Yu7UqRPEYnGjm8yFhYVh4MCBWLhwIYYPH46nT59i27ZtOHXqFNasWaOQVyKR1NtYj8fjoaysDOfOncOWLVuY+Q1yo0ePRnx8PL755hvmlauKigqUlpaipqYG165dw/r167Fnzx6kpKTUW+3q33//xaNHj/DgwQOcPXsWS5Yswb1797Br1y4mj5ubG0aPHg1HR0fweDxcvnwZ8+bNg7u7O/NLhzrtbOyzJoQQQgghBAAgU8O4ceNkAJjEZrNlTk5Osh07djB55syZI+PxeDJDQ0NZUFCQbPny5TIulyuTyWSympoaWXBwsMzExESmra0t69atmyw0NFRWXV0tk8lksuTkZCav3M6dO2UODg4ybW1tmZGRkWz48OEqxTpo0CDZV1991eB5e3t7WWxsrMKxgwcPygYMGCDr1KmTjMfjydzc3GTHjx9v9B7I04QJE2ShoaEyW1tbpfWJxWKZhoaG7JdffpHJZDKFa3V1dWWWlpaycePGyc6ePatw3bFjx5h8LBZLxmazZfb29rI5c+bIxGKxQt5FixbJ3n//fVnnzp1lurq6MgsLC9n06dNl9+7da3E7lX3W5NWTSCQyADKJRPK6QyHklaF+T9oj6vekLWHJZP9/Zi8h5D9PKpWCy+VCIpHQ+7Wk3aB+T9oj6vekLaH1PwkhhBBCCCHN9vLWT32JcnNz4ePj0+D5ysrKVxgNIa+ea/Q2aOqotgra2aVjX3I0hBBCCGnP/lMDCpFIhBkzZqCioqLRfI6OjvUmRRNCCCGEEEJePbVeeQoJCQGLxWISj8eDt7c3Lly40CrBBAUFqbRXg56eHrM/grIEPF/xiMViISEhod71fn5+YLFYCrtlm5mZYcWKFfXyxsXFwcHBgfk7JCQEH3/8MfP3zZs3Fe6JsiQSiZCTkwMWi9XkYAkAk1eeunTpAl9fX1y8qLiz8Yufhzx5e3srtEt+XE9PD2ZmZhg1ahSOHj2qtE5l8Sm7N8eOHYOvry94PB709fVha2uLWbNm4e+//1bahrpJvnIUIYQQQghp+9SeQ+Ht7Q2xWAyxWIzs7GxoaWlh6NChrRKMnp4eunbt2iplAYCJiQlEIpHCsb///hvZ2dkwNjZutTrk90MsFmPWrFmws7NTOBYUFNSssq9evQqxWIyDBw+ipqYGfn5+CpsEAoqfhzxt27ZNIU98fDzEYjGuXr3KLEnr6emJhQsXNiuu9evXw9PTE3w+Hzt37sTly5exbt06SCQSLFu2TGkb6qbW/IwJIYQQQsjrpfaAQkdHB3w+H3w+Hw4ODoiIiEBJSQnu3r0LAAgPD4dAIIC+vj4sLCwQExODJ0+eMNefP38e7u7uYLPZ4HA46NevH86cOQPg+StPL+6/sHfvXjg5OUFXVxdGRkYICAhQOdahQ4fi3r17OHnyJHNs06ZNGDJkSKt9qdXU1GTuB5/Ph6GhIbS0tBSONXfH765du4LP5+Pdd9/FjBkzUFJSgt9//10hT93PQ546deqkkIfNZoPP56Nnz55wdXXFTz/9hJiYGHz99de4evWqWjHdvn0b06dPx/Tp05GUlAQ3NzeYmZnB1dUVGzZswNdff620DXWThgatBaCqmpoaSKVShUTIm476PWmPqN+TtqxFcygqKyuxefNmWFlZgcfjAXj+5VUkEqFbt264ePEiJk2aBDabjblz5wIAhEIh3nnnHaxduxaampooKipqcMO5rKwsBAQEICoqCikpKXj8+DH27duncnza2toQCoVITk7GgAEDADwftCxZskThdaf/OolEgtTUVADP29QavvrqKyxYsAC//PIL89moIj09HY8fP27wmhcHhKRlFi9ejPnz59c7fuKb0bSMIHljNdTvCXmTUb8nbZnaPxVnZmbC0NAQhoaGYLPZyMjIQFpaGvOrc3R0NFxcXGBmZgZ/f3/Mnj0b27dvZ64vLi6Gp6cnbGxsYG1tjZEjR8Le3l5pXQsXLkRwcDDmz5+P3r17w97eHpGRkWrFO378eGzfvh1VVVU4ceIEJBJJq72i9bL16NEDhoaG6NixI7Zu3Yphw4bV24G77uchT4sWLWqy7M6dO6Nr1664efOmWjFdv34dHA5H5VfG5G2QJzs7O7Xqa+8iIyMhkUiYVFJS8rpDIuSlo35P2iPq96QtU/sJhbu7O9auXQsAKC8vx5o1a+Dj44P8/HyYmpoiLS0NP/zwA27cuIHKykrU1tYq/JI6c+ZMTJw4ET///DM8PT0xcuRIWFpaKq2rqKgIkyZNambTnrO3t4e1tTV27NiBY8eO4dNPP4WW1n9qcasG5ebmQl9fH6dPn8aiRYuwbt26ennqfh5ynTt3Vql8mUwGFoulVkzqXpObmws2m8383dDTKKKcjo4OdHR0XncYhLxS1O9Je0T9nrRlan+zNjAwYFZSAoANGzaAy+UiMTERfn5+EAqFmD9/Pry8vMDlcpGamqowUTcuLg6ffPIJsrKysH//fsTGxiI1NVXp3Ijmzj140fjx47F69WpcvnwZ+fn5SvNwOBxIJJJ6xysqKsDlclslDnWZm5ujY8eO6NWrF/79918EBQXhxIkTCnle/DxUVVZWhrt378Lc3BwAmEGfRCKp99pS3XsgEAggkUggFotVekohbwMhhBBCCHkztXh2LIvFgoaGBqqrq5GXlwdTU1NERUXB0dER1tbWuHXrVr1rBAIBwsLCcOjQIQwfPhzJyclKy+7bty+ys7NbGiI++eQTXLx4EX369IGtra3SPL169cLZs2frHT937hwEAkGLY2ipadOm4f/+7/+we/fuVilv5cqV0NDQYJbAtba2hoaGRr178Oeff0IikTD3YMSIEdDW1saSJUuUlqvKsriEEEIIIeTNofYTipqaGmYfgfLycqxatQqVlZXw9/eHVCpFcXExUlNT4eTkhKysLIUvwNXV1ZgzZw5GjBgBc3Nz3L59GwUFBQgMDFRaV2xsLDw8PGBpaYng4GDU1tZi3759CA8PVyvmTp06QSwWN/q6TVhYGAYOHIiFCxdi+PDhePr0KbZt24ZTp05hzZo1CnklEkm9jfV4PB5MTEzUiksd+vr6mDRpEmJjY/Hxxx8zrx3V/TzktLS0YGRkxPz94MEDlJaW4smTJ/jrr7+wefNmbNiwAYsXL2aebrDZbEycOBGzZs2ClpYW3n77bZSUlCA8PBzvvfceXFxcADxfJnf58uUIDQ2FVCrF2LFjYWZmhtu3byMlJQWGhoYKT6T+/fdfPHr0SCE+Ho9Hrz4RQgghhLwpZGoYN26cDACT2Gy2zMnJSbZjxw4mz5w5c2Q8Hk9maGgoCwoKki1fvlzG5XJlMplMVlNTIwsODpaZmJjItLW1Zd26dZOFhobKqqurZTKZTJacnMzkldu5c6fMwcFBpq2tLTMyMpINHz5cpVgHDRok++qrrxo8b29vL4uNjVU4dvDgQdmAAQNknTp1kvF4PJmbm5vs+PHjjd4DeZowYYJMJpPJYmNjZfb29vXqO3bsmAyArLy8vMnYG8pbXFws09LSkqWlpTUaS69evZhrTE1NmePa2tqynj17ykaNGiU7evRovXqrq6tlsbGxMhsbG5menp7M3Nxc9vnnn8vu3r1bL+/hw4dlXl5esk6dOsl0dXVlNjY2stmzZ8vu3Lmj0AZl6dSpU03eA6KcRCKRAZBJJJLXHQohrwz1e9IeUb8nbQlLJpPJXtXghRDSMlKpFFwuFxKJhJaNJe0G9XvSHlG/J20J7TBGCCGEEEIIabb/1IBC2U7ZyuTm5tbbe6Fu+q/z8fFpMHZV9pAghBBCCCHkv0KtAUVISAhYLBaTeDwevL29ceHChVYJJigoCNeuXWsyn6OjI4qKihpMAODm5gYWi8XsMC23YsUKmJmZMX+LRCKFNsmTrq4uk+fu3buYOnUqevbsCR0dHfD5fHh5eeHkyZPIyclRen3dlJOTo1DPgQMHUFVVhaqqKjx58oSJe8iQIYiKigKLxUKHDh3w1ltvYfDgwUhKSsKzZ89Uvo9mZmZYsWKFwt8sFgunT59WyDdjxgy4ubkxf8fFxcHBwUHhmoZSSEiIyvEQQgghhJA3l9qrPHl7ezPLvJaWliI6OhpDhw5FcXFxi4PR09NTae8JPT09lfZe0NXVRXR0NAIDAxtdVYjD4eDq1asKx+pu3hYYGIjHjx9j06ZNsLCwwD///IPs7GyUlZXB29sbYrGYyfvVV19BKpUqLIXbuXNn3Lx5s8F63nrrLSYO+f19+vQp/vnnHxw4cABfffUVduzYgYyMjGZvyqerq4vw8HAcP35cpfwFBQV4+vQpACAvLw+BgYG4evUq8x5na+0RQgghhBBC2ja1X3mS/0LP5/Ph4OCAiIgIlJSU4O7duwCA8PBwCAQC6Ovrw8LCAjExMXjy5Alz/fnz5+Hu7g42mw0Oh4N+/frhzJkzAJS/8rR37144OTlBV1cXRkZGSjfAa8jo0aNRUVGBxMTERvOxWCymTfIk/5JfUVGB3NxcfPvtt3B3d4epqSn69++PyMhIDBs2DNra2grX6enpKdwjPp8PbW3tJut58f52794d7777LubNm4dffvkF+/fvh0gkUrntL/r8889x+vRp7Nu3T6X8Xbp0YWKU77zdtWtX5tjr2uyPEEIIIYT8t7RoDkVlZSU2b94MKysr8Hg8AM/3MxCJRLh8+TJWrlyJxMRELF++nLlGKBSiR48eKCgowNmzZxEREdHg04OsrCwEBATA19cXhYWFyM7ORv/+/VWOj8PhICoqCvHx8aiqqmpWG+VzG/bs2YOamppmldFSH374Iezt7bFr165ml2Fubo4pU6YgMjJSrdenyOtVU1MDqVSqkAh501G/J+0R9XvSlqk9oMjMzGS+ZLPZbGRkZCAtLQ0aGs+Lio6OhouLC8zMzODv74/Zs2dj+/btzPXFxcXw9PSEjY0NrK2tMXLkSNjb2yuta+HChQgODsb8+fPRu3dv2NvbIzIyUq14v/jiC+jq6uL7779vMI9EIqk3OdrHxwfA803iRCIRNm3ahI4dO2LAgAGYN29es+aNNFZPU2xsbHDz5k2166wrOjoaf/31F7Zs2dKicsirs3jxYnC5XCbJN08sSXgPxfFvKyRC3hQN9XtC3mTU70lbpvaAwt3dnZlEnJ+fDy8vL/j4+ODWrVsAgLS0NAwYMAB8Ph+GhoaIjo5WmF8xc+ZMTJw4EZ6enkhISMCNGzcarKuoqAgeHh7NaNb/6OjoID4+Ht999x3u3bunNA+bza43sXvDhg3M+cDAQNy5cwcZGRnw9vZGTk4O3n33XbVfQWqqnsbIZDKFeR3N0aVLF8yePRtff/01Hj9+3KKyyKsRGRkJiUTCpJKSktcdEiEvHfV70h5RvydtmdoDCgMDA1hZWcHKygpOTk7YsGEDqqqqkJiYiFOnTkEoFMLX1xeZmZkoLCxEVFSUwpfXuLg4XLp0CX5+fjh69ChsbW2xe/dupXW11sTfMWPGwNTUFN98843S8xoaGkyb5Kl79+4KeXR1dTF48GDExMQgLy8PISEhiI2NVSsOVeppyJUrV2Bubq5WfcrMnDkT1dXVWLNmTYvLIi+fjo4OOByOQiLkTUf9nrRH1O9JW9bifShYLBY0NDRQXV2NvLw8mJqaIioqCo6OjrC2tmaeXNQlEAgQFhaGQ4cOYfjw4QorItXVt29fZGdntzREaGhoYPHixVi7dm2LXxuSs7W1bfa8DHUdPXoUFy9eRGBgYIvLMjQ0RExMDBYuXIgHDx60QnSEEEIIIaQ9U3sN0pqaGpSWlgIAysvLsWrVKlRWVsLf3x9SqRTFxcVITU2Fk5MTsrKyFJ4+VFdXY86cORgxYgTMzc1x+/ZtFBQUNPhFOTY2Fh4eHrC0tERwcDBqa2uxb98+hIeHq91QPz8/ODs7Y/369fVWVpLJZEyb6uratSvKy8sxcuRIjB8/Hn379gWbzcaZM2ewZMkSfPTRR2rF0Fg98jko8vtbd9nYxYsXY+jQoRg7dqxa9TXk888/x/Lly7F161Y4Ozu3SpmEEEIIIaR9UntAceDAARgbGwN4PifAxsYG6enpzAZpYWFhCA0NRU1NDfz8/BATE4O4uDgAgKamJsrKyjB27Fj8888/MDIywvDhwzF//nyldbm5uSE9PR0LFixAQkICOBwOXF1dm9dSAN9++y1cXFzqHZdKpUyb6hKLxejUqROcnZ2xfPly3LhxA0+ePIGJiQkmTZqEefPmqVV/Y/Xw+XwA/7u/Wlpa6NSpE+zt7fHDDz9g3LhxzKCjpTp06IAFCxbgk08+aZXyyKtnEnGaHocTQggh5D+BJZPJZK87CEKIaqRSKbhcLiQSCQ0oSLtB/Z60R9TvSVvSOj95E0IIIYQQQtqlNjmgyM3NrbefQ930JtuyZUuD7bazs3vd4RFCCCGEkHZG7TkUL5NIJMKMGTNQUVHRaD5HR0cUFRW9kpj+a4YNG9bgROqGdhwnhBBCCCHkZVHrCUVISAhYLBaTeDwevL29m7VrtDJBQUG4du1ak/n09PTq7edQNwHPJ3TL49TV1YWtra3C3gsikQgdO3ZUK77q6mp07twZRkZGqKmpYcqpe0+UJflStffv38eMGTNgamoKbW1tdOvWDePHj1fY+A/4332eMmVKvRgiIiJgbW2Nb775hmnvN998g9mzZ8PU1JTJV1paii+//BIWFhbQ0dGBiYkJ/P39W2UZXkIIIYQQQuTUfuXJ29sbYrEYYrEY2dnZ0NLSwtChQ1slGD09PXTt2rVVygKASZMmQSwW4/Llyxg1ahSmTZuGbdu2Nbu8nTt3ws7ODjY2NtizZw+A54Mg+f0Qi8V4//33mXrlycTEBPfv38d7772HI0eOYN26dfjjjz+QmpqKP/74A05OTvjzzz8V6jIxMUFqaiqqq6uZY48ePcLWrVvRs2fPRuO8efMm+vXrh6NHj2Lp0qW4ePEiDhw4AHd3d0ybNq3Z7SeEEEIIIeRFag8odHR0wOfzwefz4eDggIiICJSUlODu3bsAgPDwcAgEAujr68PCwgIxMTF48uQJc/358+fh7u4ONpsNDoeDfv364cyZMwCUPzXYu3cvnJycoKurCyMjIwQEBKgcq76+Pvh8PiwsLBAXFwdra2tkZGSo22TGxo0bMWbMGIwZMwYbN24E8HwQJL8ffD4f2traTL3ypKmpiaioKNy5cwdHjhyBj48PevbsCVdXVxw8eBAdOnSo90X/3XffhYmJCXbt2sUc27VrF3r27Il33nmn0Ti/+OILsFgs5OfnIzAwEAKBAHZ2dpg5cyZOnz7d7PYTQgghhBDyohZNyq6srMTmzZthZWUFHo8H4PneFCKRCJcvX8bKlSuRmJiI5cuXM9cIhUL06NEDBQUFOHv2LCIiIhp89z8rKwsBAQHw9fVFYWEhsrOz0b9//2bHq6enh8ePHzfr2hs3buDUqVMYNWoURo0ahdzcXKW7gCvz7NkzpKamQigUMvtN1I3piy++wMGDB3H//n2Fc+PHj1fYRTwpKQmfffZZo3Xdv38fBw4cwLRp02BgYFDvvLqveZHXq6amBlKpVCER8qajfk/aI+r3pC1Te0CRmZnJrCrEZrORkZGBtLQ0ZtO16OhouLi4wMzMDP7+/pg9eza2b9/OXF9cXAxPT0/Y2NjA2toaI0eOhL29vdK6Fi5ciODgYMyfPx+9e/eGvb09IiMj1W7k06dPsXnzZly4cAEffvih2tcDz7/M+/j4oFOnTujcuTO8vLwUvuw35u7du6ioqEDv3r2Vnu/duzdkMhn++OMPheNjxozBr7/+ilu3buHWrVs4efIkxowZ02hdf/zxB2QyGWxsbFRrGPlPW7x4MbhcLpNMTExed0iEvHTU70l7RP2etGVqDyjc3d1RVFSEoqIi5Ofnw8vLCz4+Psyv9WlpaRgwYAD4fD4MDQ0RHR2tMOl45syZmDhxIjw9PZGQkIAbN240WFdRURE8PDya0azn1qxZA0NDQ+jp6WHSpEkICwvD1KlT1S7n6dOn2LRpk8KX+TFjxkAkEuHZs2cql6PuHoJdunSBn58fRCIRkpOT4efnByMjo1atg/y3RUZGQiKRMKmkpOR1h0TIS0f9nrRH1O9JW6b2srEGBgbMSkoAsGHDBnC5XCQmJsLPzw9CoRDz58+Hl5cXuFwuUlNTsWzZMiZ/XFwcPvnkE2RlZWH//v2IjY1Famqq0rkRenp6zWzWc0KhEFFRUdDT04OxsTHzFEVdBw8exN9//42goCCF40+fPkV2djYGDx7c6PVdunRBx44dceXKFaXnr1y5AhaLpXBf5caPH4/Q0FAAwOrVq5uM1draGiwWC7///nuTecl/n46ODnR0dF53GIS8UtTvSXtE/Z60ZS3e2I7FYkFDQwPV1dXIy8uDqakpoqKi4OjoCGtra6XzDAQCAcLCwnDo0CEMHz68wVeH+vbt26JlTrlcLqysrNC9e/dmDyaA55Oxg4ODmScz8hQcHMxMzm6MhoYGRo0aha1bt6K0tFThXHV1NdasWQMvLy907ty53rXe3t54/Pgxnjx5Ai8vrybrkr+OtXr1alRVVdU739QeH4QQQgghhKhD7ScUNTU1zJfi8vJyrFq1CpWVlfD394dUKkVxcTFSU1Ph5OSErKws7N69m7m2uroac+bMwYgRI2Bubo7bt2+joKAAgYGBSuuKjY2Fh4cHLC0tERwcjNraWuzbtw/h4eHNbK767t69i7179yIjIwN9+vRRODd27FgEBATg/v37SgcDdS1atIh5mrFkyRL06dMHf/31F6Kjo/HkyZMGnz5oamoyTzY0NTVVinn16tUYMGAA+vfvj/j4ePTt2xe1tbU4fPgw1q5d2+CTEkIIIYQQQtSl9s/2Bw4cgLGxMYyNjeHs7IyCggKkp6fDzc0Nw4YNQ1hYGEJDQ+Hg4IC8vDzExMQw12pqaqKsrAxjx46FQCDAqFGj4OPjg/nz5yuty83NDenp6cjIyICDgwM+/PBD5OfnN7+1zZCSkgIDAwOlczk8PDygp6eHzZs3N1kOj8fD6dOn4e7ujsmTJ8PS0hKjRo2CpaUlCgoKYGFh0eC1HA4HHA5H5ZgtLCxw7tw5uLu7Y9asWejTpw8GDx6M7OxsrF27VuVyCCGEEEIIaQpLRrN4CWkzpFIpuFwuJBKJWoNMQtoy6vekPaJ+T9qSFs+hIIQQQgghhLRf/6kBhbKdspXJzc1l9sJQltRlZ2fXYFlbtmxpRksIIYQQQghpH9QaUISEhIDFYjGJx+PB29sbFy5caJVggoKCcO3atSbzOTo61ltxqW4Cns+/kMepq6sLW1tbrFmzhimj7uBl3759DZY1bNgwiEQipiwNDQ0YGxsjKChIYX+NF+usm6ZMmcLkqXvcwMAA1tbWCAkJwdmzZxXKamxwxWKxsGfPHoVjO3fuhJubG7hcLgwNDdG3b1/Ex8czu2/XbUPdpKur2+T9JoQQQgghpCFqP6Hw9vaGWCyGWCxGdnY2tLS0MHTo0FYJRk9PD127dlUpn5WVVYNJbtKkSRCLxbh8+TJGjRqFadOmYdu2bfXKMzU1bbAsNpsN4PnEaLFYjL///hs7d+7E1atXMXLkyHplyeusm5YsWaKQJzk5GWKxGJcuXcLq1atRWVkJZ2dnpKSkqHvLAABRUVEICgqCk5MT9u/fj//7v//DsmXLcP78efz8889MPnkb6iZly/oSQgghhBCiKrUHFDo6OuDz+eDz+XBwcEBERARKSkpw9+5dAEB4eDgEAgH09fVhYWGBmJgYPHnyhLn+/PnzcHd3B5vNBofDQb9+/XDmzBkAyn+V37t3L5ycnKCrqwsjIyOlG+A1RF9fH3w+HxYWFoiLi4O1tTUyMjLUbTKA508F+Hw+jI2N4eLiggkTJiA/Px9SqVRpnXXTi5OpOnbsCD6fDzMzMwwZMgQ7duyAUChEaGgoysvL1YorPz8fixYtwrJly7B06VK4uLjAzMwMgwcPxs6dOzFu3Lh6baib3nrrrWbdD0IIIYQQQoAWzqGorKzE5s2bYWVlBR6PBwBgs9kQiUS4fPkyVq5cicTERCxfvpy5RigUokePHigoKMDZs2cRERGBDh06KC0/KysLAQEB8PX1RWFhIbKzs9G/f/9mx6unp4fHjx83+3q5f//9F7t374ampqbKe0M0JSwsDA8ePMDhw4fVum7Lli0wNDTEF198ofS8KnNSyH9XTU0NpFKpQiLkTUf9nrRH1O9JW6b2xnaZmZnMxOeqqioYGxsjMzOT2Yk6OjqayWtmZobZs2cjNTUVc+fOBQAUFxdjzpw5sLGxAQBYW1s3WNfChQsRHByssE+Fvb29uiHj6dOn2LZtGy5cuIDPP/9c7esBQCKRwNDQEDKZDA8fPgQATJ8+HQYGBgr51qxZgw0bNigcW79+PYRCYaPly+/HzZs31Yrr+vXrsLCwaHBQVpe8DXUNHDgQ+/fvV6tO8uosXry4wX1aCHlTUb8n7RH1e9KWqT2gcHd3ZzZHKy8vx5o1a+Dj44P8/HyYmpoiLS0NP/zwA27cuIHKykrU1tYqvPIzc+ZMTJw4ET///DM8PT0xcuRIWFpaKq2rqKgIkyZNambT/vfl/vHjx9DU1ERYWBimTp3arLLYbDbOnTuHJ0+eYP/+/diyZQsWLlxYL59QKERUVJTCMVVeK5JvB8JisdSKS51tRORtqEtPT0+t+sirFRkZiZkzZzJ/S6VSmJiYvMaICHn5qN+T9oj6PWnL1B5QGBgYKEx83rBhA7hcLhITE+Hn5wehUIj58+fDy8sLXC4XqampWLZsGZM/Li4On3zyCbKysrB//37ExsYiNTVV6dyIln7ZlX+519PTg7GxMfMUpTk0NDSYdvfu3Rs3btzA1KlTFSY9AwCXy1W4P6q6cuUKAMDc3BzA8wnUVVVVePbsmULcFRUVTD0AIBAI8Ouvv+LJkydNPqWo2wbSNujo6EBHR+d1h0HIK0X9nrRH1O9JW9bifSjkS6lWV1cjLy8PpqamiIqKgqOjI6ytrZWuIiQQCBAWFoZDhw5h+PDhSE5OVlp23759kZ2d3ezY5F/uu3fv3qLBhDIRERFIS0ur94t/c61YsQIcDgeenp4AgF69eqG2tpZZBldOXp9AIAAAfPLJJ6isrFRYErcu+QCEEEIIIYSQl0HtJxQ1NTUoLS0F8PyVp1WrVqGyshL+/v6QSqUoLi5GamoqnJyckJWVhd27dzPXVldXY86cORgxYgTMzc1x+/ZtFBQUIDAwUGldsbGx8PDwgKWlJYKDg1FbW4t9+/YhPDy8mc1tPSYmJggICMDXX3+NzMxM5vjDhw+Z+yOno6ODTp06MX9XVFSgtLQUNTU1uHbtGtavX489e/YgJSWFmURtZ2eHIUOGYPz48Vi2bBksLCxw9epVzJgxA0FBQejevTsAwNnZGXPnzsWsWbPw999/IyAgAN26dcMff/yBdevW4YMPPsBXX30F4PnrUS/GBgBdu3Zt9QEXIYQQQghpH9QeUBw4cADGxsYAnr+Tb2Njg/T0dLi5uQF4vlpRaGgoampq4Ofnh5iYGMTFxQEANDU1UVZWhrFjx+Kff/6BkZERhg8f3uAkJDc3N6Snp2PBggVISEgAh8OBq6tr81r6EoSFheH9999Hfn4+s/pUYmIiEhMTFfJ5eXnhwIEDzN+fffYZAEBXVxfdu3fHBx98gPz8fLz77rsK16WlpSE2NhaTJ0/GnTt30KNHDwQEBCAmJkYh37fffot+/fph9erVWLduHZ49ewZLS0uMGDFCYdlYqVTKfHZ1icVi8Pn8lt0MQgghhBDSLrFk6szqJYS8VlKpFFwuFxKJpN7+JoS8qajfk/aI+j1pS+g9F0IIIYQQQkiztckBRW5uLgwNDRtM6rKzs2uwrC1btryEFhDSMq7R29BvTsrrDoMQQgghRP05FC+TSCTCjBkzmlyZyNHRsd7qRy2xb98+PHnyROk5VfaQIIQQQgghpL1S6wlFSEgIWCwWk3g8Hry9vXHhwoVWCSYoKAjXrl1rMp+enh6srKwaTMDzCd3yOHV1dSEQCLB48WKFjeBu3rwJFosFMzMzWFtbK6R79+7BysoKO3fuZMrR1NREp06d4OzsjPj4eEgkEoW43NzcMGPGjHrxikQiZvUmOalUiqioKNjY2EBXVxd8Ph+enp7YtWsXE2PdNtRNU6ZMYcoZNmwYevbsCV1dXRgbG+PTTz/FnTt3VLrfOTk5YLFYzABO/rednR2ePn2qkLdjx44QiURMnsZSTk6OSvUTQgghhJC2T+1Xnry9vSEWiyEWi5GdnQ0tLS0MHTq0VYLR09ND165dW6UsAJg0aRLEYjGuXr2KyMhIfP3111i3bl29fEeOHGHaJE/9+vVjznM4HIjFYty+fRt5eXn4/PPPkZKSAgcHB5W/vNdVUVEBFxcXpKSkIDIyEufOncOJEycQFBSEuXPnKgxU5G2om5YsWcKcd3d3x/bt23H16lXs3LkTN27cwIgRI9SOqa4///wTKSnKX6dxcXFRiGXUqFEKfUIsFsPFxaVF9RNCCCGEkLZD7QGFjo4O+Hw++Hw+HBwcEBERgZKSEty9excAEB4eDoFAAH19fVhYWCAmJkbhdaLz58/D3d0dbDYbHA4H/fr1w5kzZwAo/yV/7969cHJygq6uLoyMjJTuqN0QfX198Pl8mJqa4rPPPkPfvn1x+PDhevl4PB7TJnmqu+s0i8UCn8+HsbExevfujQkTJiAvLw+VlZWYO3euOrcPADBv3jzcvHkTv/32G8aNGwdbW1sIBAJMmjQJRUVFCvNA5G2om+qu9hAWFob33nsPpqamcHFxQUREBE6fPt3gK1yq+PLLLxEbG4uampp657S1tRVi0dPTU+gTfD4f2traza6bEEIIIYS0LS2alF1ZWYnNmzfDysoKPB4PwPO9KUQiES5fvoyVK1ciMTERy5cvZ64RCoXo0aMHCgoKcPbsWURERCh8ea8rKysLAQEB8PX1RWFhIbKzs5n9HtQhk8mQm5uL33//vdW+7Hbt2hVCoRAZGRn1Xg9qzLNnz5CamgqhUIhu3brVO29oaAgtreZNbbl//z62bNkCFxeXBu+pKmbMmIHa2lr8+OOPzS6DtI6amhpIpVKFRMibjvo9aY+o35O2TO0BRWZmJrMCEpvNRkZGBtLS0pidlqOjo+Hi4gIzMzP4+/tj9uzZ2L59O3N9cXExPD09YWNjA2tra4wcORL29vZK61q4cCGCg4Mxf/589O7dG/b29oiMjFQ51jVr1sDQ0BA6OjpwdXXFs2fPMH369Hr5XFxcmrVSlI2NDR48eICysjKVY7p37x7Ky8thY2OjVhsaW3kqPDwcBgYG4PF4KC4uxi+//KJyPMro6+sjNjYWixcvrjdPhLxaixcvBpfLZZKJiQkA4MQ3o3F26djXHB0hL0dD/Z6QNxn1e9KWqT2gcHd3R1FREYqKipCfnw8vLy/4+Pjg1q1bAJ7v7jxgwADw+XwYGhoiOjoaxcXFzPUzZ87ExIkT4enpiYSEBNy4caPBuoqKiuDh4dGMZj0nFApRVFSEkydPwsfHB1FRUUrf709LS2PaJE+qkE+eZrFYKsek7j6C8jbUTcOGDVPIM2fOHBQWFuLQoUPQ1NTE2LFj1a7nRRMmTACPx8O3337bonJIy0RGRkIikTCppKTkdYdEyEtH/Z60R9TvSVum9rs1BgYGzEpKALBhwwZwuVwkJibCz88PQqEQ8+fPh5eXF7hcLlJTU7Fs2TImf1xcHD755BNkZWVh//79iI2NRWpqqtK5EXp6es1s1nNcLpeJdfv27bCyssJ7770HT09PhXwmJiYKbVLVlStXwOFwmNe9OByO0l/0KyoqwOVyAQBdunRBx44d8fvvv6vdhoYYGRnByMgIAoEAvXv3homJCU6fPo33339fzRb9j5aWFhYuXIiQkBCEhoY2uxzSMjo6OtDR0XndYRDySlG/J+0R9XvSlrV4YzsWiwUNDQ1UV1cjLy8PpqamiIqKgqOjI6ytrZknF3UJBAKEhYXh0KFDGD58OJKTk5WW3bdvX2RnZ7c0RADP5yZ89dVXmD17dot/vQeAf//9F1u3bsXHH3/MvO7Vq1cvnDt3rl7ec+fOQSAQAAA0NDQQHByMLVu2KF0hqrKyErW1tc2O69mzZwCgdEK1ukaOHAk7OzvMnz+/xWURQgghhJA3k9oDipqaGpSWlqK0tBRXrlzBl19+icrKSvj7+8Pa2hrFxcVITU3FjRs38MMPP2D37t3MtdXV1QgNDUVOTg5u3bqFkydPoqCgAL1791ZaV2xsLLZt24bY2FhcuXIFFy9ebNErOJMnT8a1a9ewc+dOheNlZWVMm+Tp0aNHzHmZTIbS0lKIxWJcuXIFSUlJcHFxAZfLRUJCApNv6tSpuHbtGqZPn44LFy7g6tWr+P7777Ft2zbMmjWLybdw4UKYmJjA2dkZKSkpuHz5Mq5fv46kpCS88847qKysZPI+fPiwXmzl5eUAgN9++w2rVq1CUVERbt26haNHj2L06NGwtLRs0dOJuhISEpCUlISqqqpWKY8QQgghhLxZ1B5QHDhwAMbGxjA2NoazszMKCgqQnp4ONzc3DBs2DGFhYQgNDYWDgwPy8vIQExPDXKupqYmysjKMHTsWAoEAo0aNgo+PT4O/gLu5uSE9PR0ZGRlwcHDAhx9+iPz8/GY3tnPnzhg7dizi4uKYX/IBwNPTk2mTPO3Zs4c5L5VKYWxsjO7du+P999/H+vXrMW7cOBQWFsLY2JjJZ2FhgRMnTuD333+Hp6cnnJ2dsX37dqSnp8Pb21shjtOnT2PMmDH45ptv8M4772DgwIHYtm0bli5dyrweBQCJiYn1Yhs9ejSA55Ond+3aBQ8PD/Tq1QsTJkxA3759cfz48VZ7bPrhhx/iww8/bNFTE0IIIYQQ8uZiyVrj/R9CyCshlUrB5XIhkUgU9iMh5E1G/Z60R9TvSVvS4jkUhBBCCCGEkPareTuovWa5ubnw8fFp8HzdOQjtmY+PD3Jzc5WemzdvHubNm/eKIyKtxTV6GzR1VFsFjfarIIQQQsjL9J8aUIhEIsyYMQMVFRWN5nN0dFR5r4j2bMOGDaiurlZ6rnPnzq84GkIIIYQQ8iZS65WnkJAQsFgsJvF4PHh7e+PChQutEkxQUBCuXbvWZD49PT1YWVk1mIDnE7rlcerq6kIgEGDx4sUKS8bevHlToT110+nTpwE8H+TIj2lqaqJTp05wdnZGfHx8vT0n3NzcMGPGjHrxikQidOzYUeGYVCpFVFQUbGxsoKurCz6fD09PT+zatYuJsW4b6qYpU6aodD//+OMPfP755+jfvz/69u0LHx8fLFiwAD179sTMmTMbbDuLxYKZmZnK9zEnJwcsFkvpQNDMzAwrVqxQOHbs2DH4+vqCx+NBX18ftra2mDVrFv7+++96fayhuAghhBBCyH+D2nMovL29IRaLIRaLkZ2dDS0tLQwdOrRVgtHT00PXrl1bpSwAmDRpEsRiMa5evYrIyEh8/fXXWLduXb18R44cYdokT/369WPOczgciMVi3L59G3l5efj888+RkpICBwcHpXtJNKWiogIuLi5ISUlBZGQkzp07hxMnTiAoKAhz585VGKjI21A3LVmypMk6Ll++DG9vbzg6OuLEiRO4ePEifvzxR2hra+Pp06dYuXKlQpkAkJyczPxdUFCg9n1Uxfr16+Hp6Qk+n4+dO3fi8uXLWLduHSQSCZYtW6ZWXIQQQggh5PVT+5UnHR0d8Pl8AACfz0dERAQGDhyIu3fvokuXLggPD8fu3btx+/Zt8Pl8CIVCfP311+jQoQMA4Pz585gxYwbOnDkDFosFa2trrF+/Ho6Ojkpfedq7dy/i4+Nx8eJFGBoaYuDAgQp7WzRGX1+fifWzzz7DqlWrcPjwYUydOlUhH4/HY/Ipw2KxmPPGxsbo3bs3/P39YWdnh7lz52Lz5s0q3z/g+fyFmzdv4tq1a+jWrRtzXCAQYPTo0dDV1VXaBnUcOnQIfD5fYfBhaWnJLF+rp6ensDwtAHTs2FFpXarex6bcvn0b06dPx/Tp07F8+XLmuJmZGVxdXZkdxVWNqz2oqalR2KRQKpW+xmgIeTWo35P2iPo9actaNIeisrISmzdvhpWVFXg8HgCAzWZDJBKhW7duuHjxIiZNmgQ2m425c+cCAIRCId555x2sXbsWmpqaKCoqYgYbL8rKykJAQACioqKQkpKCx48fY9++fWrHKZPJ8Ouvv+L333+HtbV18xtcR9euXSEUCpGUlISnT59CU1NTpeuePXuG1NRUCIVChcGEnKGhYavEx+fzIRaLceLECbi6urZKmS29j+np6Xj8+DHTF1704mthBFi8eLHSfVpOfDOalhEkb6yG+j0hbzLq96QtU/uVp8zMTBgaGsLQ0BBsNhsZGRlIS0uDhsbzoqKjo+Hi4gIzMzP4+/tj9uzZ2L59O3N9cXExPD09YWNjA2tra4wcORL29vZK61q4cCGCg4Mxf/589O7dG/b29oiMjFQ51jVr1sDQ0BA6OjpwdXXFs2fPMH369Hr5XFxcmDbJkypsbGzw4MEDlJWVqRzTvXv3UF5eDhsbG7XaUDdt2bKlyetGjhyJ0aNHY9CgQTA2NkZAQABWrVrVrF88VL2PTbl+/To4HI7CZoCkcZGRkZBIJEwqKSl53SER8tJRvyftEfV70pap/YTC3d0da9euBQCUl5djzZo18PHxQX5+PkxNTZGWloYffvgBN27cQGVlJWpraxV+SZ05cyYmTpyIn3/+GZ6enhg5ciQsLS2V1lVUVIRJkyY1s2nPn4ZERUWhvLwcsbGxcHFxgYuLS718aWlp6N27t9rlyycms1gsta9RlbwNdb311ltNXqepqYnk5GR88803OHr0KH777TcsWrQI3377LfLz89X6Uq/qfWyKTCZT616R568Yttau54S0FdTvSXtE/Z60ZWo/oTAwMGBWU3JycsKGDRtQVVWFxMREnDp1CkKhEL6+vsjMzERhYSGioqLw+PFj5vq4uDhcunQJfn5+OHr0KGxtbRucE6Gnp9o6+w3hcrlMnNu3b8eqVatw5MiRevlMTEyUrhTVlCtXroDD4TCve3E4nHorPwFg5gYAQJcuXdCxY0f8/vvvarWhbmKz2SpdCwDdu3fHp59+ilWrVuHSpUt49OiR2hOqm7qP8gFjU20XCASQSCTMZGtCCCGEENL2tXinbBaLBQ0NDVRXVyMvLw+mpqaIioqCo6MjrK2tcevWrXrXCAQChIWF4dChQxg+fDiSk5OVlt23b19kZ2e3NEQAz+cmfPXVV5g9e7baTwmU+ffff7F161Z8/PHHzOtevXr1wrlz5+rlPXfuHAQCAQBAQ0MDwcHB2LJli9IVouRPdV6GTp06wdjYGFVVVc0uQ9l9tLa2hoaGBs6ePauQ988//4REImHaPmLECGhraze4SlVT+48QQgghhJD/HrUHFDU1NSgtLUVpaSmuXLmCL7/8EpWVlfD394e1tTWKi4uRmpqKGzdu4IcfflB4+lBdXY3Q0FDk5OTg1q1bOHnyJAoKChp83Sg2Nhbbtm1DbGwsrly5gosXL+Lbb79tdmMnT56Ma9euYefOnQrHy8rKmDbJ06NHj5jzMpkMpaWlEIvFuHLlCpKSkuDi4gIul4uEhAQm39SpU3Ht2jVMnz4dFy5cwNWrV/H9999j27ZtmDVrFpNv4cKFMDExgbOzM1JSUnD58mVcv34dSUlJeOeddxR2+n748GG92MrLy5ts6/r16zF16lQcOnQIN27cwKVLlxAeHo5Lly7B39+/2fcQqH8f2Ww2Jk6ciFmzZiEjIwN//fUXTpw4AaFQiPfee495PcrExATLly/HypUrMWHCBBw/fpzpB5MnT8aCBQtaFBchhBBCCHkNZGoYN26cDACT2Gy2zMnJSbZjxw4mz5w5c2Q8Hk9maGgoCwoKki1fvlzG5XJlMplMVlNTIwsODpaZmJjItLW1Zd26dZOFhobKqqurZTKZTJacnMzkldu5c6fMwcFBpq2tLTMyMpINHz5cpVgHDRok++qrr+odnzx5sszOzk729OlT2V9//aXQnrpp27ZtTEzyYywWS8blcmX9+/eXxcfHyyQSSb3y8/PzZYMHD5Z16dJFxuVyZc7OzrLdu3fXy1dRUSGLiIiQWVtby7S1tWVvvfWWzNPTU7Z7927Zs2fPmDYoi83Ly6vJ9p87d042ZswYmbm5uUxHR0fG4/Fkrq6usoyMDKX5ASiNU5X7KJPJZNXV1bLY2FiZjY2NTE9PT2Zubi77/PPPZXfv3q137eHDh2VeXl6yTp06yXR1dWU2Njay2bNny+7cuaNyXO2VRCKRAVDa9wh5U1G/J+0R9XvSlrBkslZ4/4cQ8kpIpVJwuVxIJBJaNpa0G9TvSXtE/Z60JS2eQ0EIIYQQQghpv/5TAwqRSKTS5ma5ubn19mZQdw+Jtm7RokUNtt/Hx+d1h0cIIYQQQtoJtQYUISEhYLFYTOLxePD29saFCxdaJZigoCBcu3atyXyOjo4oKipSmjIzMxViVJZEIhFycnIUjnXp0gW+vr64ePGi0jq9vLygqamJgoKCeufq3hdtbW1YWVkhPj5epdWa5HHIVziS/21nZ4enT58q5O3YsSMTe1RUFKqqqpSmAwcOICcnp8m6CSGEEEIIaSm1n1B4e3tDLBZDLBYjOzsbWlpaGDp0aKsEo6enh65du6qU78W9GeRp4MCBTHxisRizZs2CnZ2dwrGgoCCmrKtXr0IsFuPgwYOoqamBn5+fwr4ZwPPdvfPy8hAaGoqkpCSlMcnvy/Xr1zFr1izExcVh6dKlzb4Xf/75J1JSUpSec3FxUWjPqFGjFD4XsVjcrI3nCCGEEEIIUZfaAwodHR3w+Xzw+Xw4ODggIiICJSUluHv3LgAgPDwcAoEA+vr6sLCwQExMDJ48ecJcf/78ebi7u4PNZoPD4aBfv344c+YMAOWvPO3duxdOTk7Q1dWFkZERAgICGo1PU1OTiY/P58PQ0BBaWloKx+pumNe1a1fw+Xy8++67mDFjBkpKSuptOpecnIyhQ4di6tSp2LZtG6qrqxu8L6amppg6dSo8PT2RkZGh1r2t68svv0RsbCxqamrqndPW1q7XnrqfC5/Ph7a2drPrJoQQQgghRFUtmkNRWVmJzZs3w8rKitktms1mQyQS4fLly1i5ciUSExOxfPly5hqhUIgePXqgoKAAZ8+eRUREBDp06KC0/KysLAQEBMDX1xeFhYXIzs5G//79WxJygyQSCVJTUwFA4cu4TCZDcnIyxowZAxsbG1hZWWHHjh1Nlqenp1fvSYc6ZsyYgdraWvz444/NLoO0fTU1NZBKpQqJkDcd9XvSHlG/J22ZlroXZGZmMhOfq6qqYGxsjMzMTGa36OjoaCavmZkZZs+ejdTUVMydOxfA89eH5syZAxsbGwDPd1luyMKFCxEcHIz58+czx+zt7dUNuVE9evRg2gIAw4YNY2IDgCNHjuDhw4fw8vICAIwZMwYbN27Ep59+qrQ8mUyG7OxsHDx4EF9++WWz49LX10dsbCzmzZuHSZMmgcvlNrss0nYtXrxYof8T0h5QvyftEfV70pap/YTC3d2dmQCdn58PLy8v+Pj44NatWwCAtLQ0DBgwgHndKDo6GsXFxcz1M2fOxMSJE+Hp6YmEhATcuHGjwbqKiorg4eHRjGapLjc3F2fPnoVIJIJAIMC6desUziclJSEoKAhaWs/HXqNHj8bJkyfrxS0faOnq6sLHxwdBQUGIi4trUWwTJkwAj8dr0e7gpG2LjIyERCJhUklJyesOiZCXjvo9aY+o35O2TO0BhYGBATMB2snJCRs2bEBVVRUSExNx6tQpCIVC+Pr6IjMzE4WFhYiKilJ49ScuLg6XLl2Cn58fjh49CltbW+zevVtpXXXnOrws5ubm6NWrF8aNG4eJEycqTNi+f/8+du/ejTVr1kBLSwtaWlro3r07amtr603Olg+0rl+/jurqamzatAkGBgYtik1LSwsLFy7EypUrcefOnRaVRdomHR0dcDgchUTIm476PWmPqN+TtqzF+1CwWCxoaGiguroaeXl5MDU1RVRUFBwdHWFtbc08uahLIBAgLCwMhw4dwvDhw5GcnKy07L59+yI7O7ulIaps2rRp+L//+z9mgLNlyxb06NED58+fV1iadtmyZRCJRArLusoHWj179mSeZrSGkSNHws7Ojh6DEkIIIYSQ/yS1v/nW1NSgtLQUAFBeXo5Vq1ahsrIS/v7+kEqlKC4uRmpqKpycnJCVlaXw9KG6uhpz5szBiBEjYG5ujtu3b6OgoACBgYFK64qNjYWHhwcsLS0RHByM2tpa7Nu3D+Hh4c1sbuP09fUxadIkxMbG4uOPP8bGjRsxYsQI9OnTRyGfiYkJIiMjceDAAfj5+b2UWOpKSEhg5nAQQgghhBDyX6L2E4oDBw7A2NgYxsbGcHZ2RkFBAdLT0+Hm5oZhw4YhLCwMoaGhcHBwQF5eHmJiYphrNTU1UVZWhrFjx0IgEGDUqFHw8fFp8Nd3Nzc3pKenIyMjAw4ODvjwww+Rn5/f/NaqIDQ0FFeuXMGSJUtw/vx5pYMdLpcLDw8PbNy48aXGIvfhhx/iww8/VGmjPEIIIYQQQl4llkwmk73uIAghqpFKpeByuZBIJPR+LWk3qN+T9oj6PWlLWjyHghBCCCGEENJ+td7s4VcoNzcXPj4+DZ6vrKx8hdE0zsfHB7m5uUrPzZs3D/PmzXvFEZE3gWv0Nmjq/G8VtLNLx77GaAghhBDSnrXJAYWjoyOKiopedxgq2bBhA6qrq5We69y58yuOhhBCCCGEkNbVrFeeSktL8eWXX8LCwgI6OjowMTGBv7//K1viVU9Pj9kLQ1lSlUgkQseOHZWeY7FY2LNnT73jkydPhqamJtLT0+udi4uLg4ODg8Kx7t27M3GZm5tj7969CAgIQJ8+fWBpaQkfHx+cPHlSrZhZLBazXG+PHj3w2Wef4d9//1XIt3jxYmhqamLp0qVKy1HlMzQzM8OKFSuYv2UyGWbPng0Oh4OcnByleczMzMBisXD69GmF+mbMmAE3NzeFY1KpFDExMbCzs4Oenh54PB6cnJywZMkSlJeXq3xPCCGEEELI66P2gOLmzZvo168fjh49iqVLl+LixYs4cOAA3N3dMW3atJcR43/Gw4cPkZqairlz59bb2K4pMpkMwcHBiI+Px1dffYUrV64gJycHJiYmcHNzUzp4aQiHw4FYLMbt27eRmJiI/fv349NPP1XIk5SU1GCczfkMnz59igkTJiAlJQXHjh2rNzioS1dXt8mlfe/fv4/33nsPycnJmD17Nn777TecO3cOCxcuRGFhIbZu3dr0jSCEEEIIIa+d2gOKL774AiwWC/n5+QgMDIRAIICdnR1mzpzJ/CpdXFyMjz76CIaGhuBwOBg1ahT++ecfpgz5L/lJSUno2bMnDA0N8cUXX+Dp06dYsmQJ+Hw+unbtioULFyrUzWKxsH79egwdOhT6+vro3bs3Tp06hT/++ANubm4wMDCAi4sLbty40cLbolx6ejpsbW0RERGBEydOoKSkROVrt2/fjh07diAlJQUTJ06Eubk57O3t8dNPP2HYsGGYOHEiqqqqVCqLxWKBz+ejW7du8PHxwfTp03HkyBHm1arjx4+juroa8fHxkEqlyMvLU7helc+wrpqaGowcORJHjhxBbm4u+vXr12h8n3/+OU6fPo19+/Y1mGfevHkoLi5Gfn4+PvvsM/Tt2xempqYYMmQItm3bhi+++EKle0EIIYQQQl4vtQYU9+/fx4EDBzBt2jQYGBjUO9+xY0c8e/YMH330Ee7fv4/jx4/j8OHD+PPPPxEUFKSQ98aNG9i/fz8OHDiAbdu2YePGjfDz88Pt27dx/PhxfPvtt4iOjsZvv/2mcN2CBQswduxYFBUVwcbGBp988gkmT56MyMhInDlzBjKZDKGhoc24FU3buHEjxowZAy6XCx8fH4hEIpWv3bp1KwQCAfz9/eudmzVrFsrKynD48OFmxaWnp4dnz54x+1Rs3LgRo0ePRocOHTB69GiF/TJU+QzrqqyshJ+fHy5fvoyTJ0+iV69eTcZjbm6OKVOmIDIyEs+ePat3/tmzZ0hLS8OYMWPQrVs3pWWwWKwm62kPampqIJVKFRIhbzrq96Q9on5P2jK1BhR//PEHZDIZbGxsGsyTnZ2NixcvYuvWrejXrx+cnZ2RkpKC48ePo6CggMn37NkzJCUlwdbWFv7+/nB3d8fVq1exYsUK9OrVC5999hl69eqFY8eOKZT/2WefYdSoURAIBAgPD8fNmzchFArh5eWF3r1746uvvmLe71eFRCKBoaFhvfSi69ev4/Tp08zAaMyYMUhOToaq23hcu3YNvXv3VnpOfvzatWsqx103rnXr1sHR0RFsNhtSqRQ7duzAmDFjmDi3b9/OrHylymdY14IFC1BUVITc3FyYmJioHFd0dDT++usvbNmypd65u3fvoqKiot7gpF+/fsz9Hz16tMp1vckWL14MLpfLJPlnsMVwJXazl+Ls0rG0whN54zTU7wl5k1G/J22ZWgMKVb48X7lyBSYmJgr/CLa2tujYsSOuXLnCHDMzMwObzWb+fuutt2BrawsNDQ2FYy9ONu7bt6/CeQB4++23FY49evRI5ZE9m81GUVFRvfSipKQkeHl5wcjICADg6+sLiUSCo0ePqlQPoNr9U4V8EKSvr49evXrhrbfeYr64b9u2DZaWlrC3twcAODg4wNTUFGlpac2KYciQIaiqqsKiRYvUuq5Lly6YPXs2vv76azx+/Fila3bv3o2ioiJ4eXk1uDJWexMZGQmJRMIkdV6zI6Ston5P2iPq96QtU2vZWGtra7BYLPz+++8trrhDhw4Kf7NYLKXHXnxlpm4e+Wsxyo4pe9VGGQ0NjSZXhnr69Ck2bdqE0tJSaGlpKRxPSkqCh4dHk/UIBAKFAVVd8uMCgUClmNlsNs6dOwcNDQ0YGxtDT+9/+xFs3LgRly5dUohT/jRowoQJan+GHh4e+PLLL/HRRx/h2bNnWLlypUrXAcDMmTOxZs0arFmzRuF4ly5d0LFjR1y9elXheM+ePZn2VVRUqFzPm0xHRwc6OjqvOwxCXinq96Q9on5P2jK1nlB07twZXl5eWL16tdIJxBUVFejduzdKSkoURtaXL19GRUUFbG1tWx7xa7Bv3z48ePAAhYWFCk8xtm3bhl27dqn05Tc4OBjXr1/H3r17651btmwZeDweBg8erFI88kGQhYWFwmDi4sWLOHPmDHJychTizMnJwalTp/D777+r9Bm+aMiQIdi7dy8SExMxffp0lWIEAENDQ8TExGDhwoV48OCBQvyjRo3C5s2bcefOHZXLI4QQQggh/z1qr/K0evVqPH36FP3798fOnTtx/fp1XLlyBT/88APef/99eHp64u2334ZQKMS5c+eQn5+PsWPHYtCgQXB0dHwZbXjp5BPG7e3t0adPHyaNGjUKHTt2VJgnUF1dXe/1qRs3biA4OBgBAQEYN24cNm7ciJs3b+LChQuYPHkyMjIysGHDBqWTpNWNs3///nB1dVWI09XVFU5OTszk7KY+Q2U8PT2RmZmJjRs3qjXp/fPPPweXy623DOyiRYvQvXt39O/fH0lJSbhw4QJu3LiB3bt349SpU9DU1Gz+jSCEEEIIIa+M2gMKCwsLnDt3Du7u7pg1axb69OmDwYMHIzs7G2vXrgWLxcIvv/yCTp06wdXVFZ6enrCwsGDe4W9r/vnnH2RlZSEwMLDeOQ0NDQQEBCisonTt2jW88847Cmny5MlgsVjYvn075s2bh+XLl6NXr14YOHAgbt26hZycHHz88cctivPx48fYvHmz0jgBIDAwECkpKXjy5EmTn2FDPvzwQ2RlZUEkEmHatGkqzcfo0KEDFixYgEePHikc5/F4zGBz6dKl6N+/P95++23ExcUhKCgIiYmJ6t2AdsYk4jR6fn3xdYdBCCGEEAKWrLVmChNCXjqpVAoulwuJRAIOh/O6wyHklaB+T9oj6vekLVH7CQUhhBBCCCGEyKm1ylNbY2dnh1u3bik9t379egiFwlccUdPaYszk1XON3gZNnf9NyKe9KAghhBDyujTrCUVpaSm+/PJLWFhYQEdHByYmJvD390d2dnZrx9ci+/btU7rHRFFREYYNGwaRSFRvZ2g5FouFPXv21Ds+efJkaGpqIj09vd65uLg4ODg4NBjP06dPsXz5crz99tvQ1dVFp06d4OPjg5MnT6oVM4vFAovFgoaGBnr06IHPPvus3n4dixcvhqamJpYuXao0FlU+QzMzM6xYsYL5WyaTYfbs2eBwOMzmgS/mMTMzA4vFwunTpxXqmzFjBtzc3BSOSaVSxMTEwM7ODnp6euDxeHBycsKSJUtQXl7e4H2sy83NjbkfdZN81/AX45N78bO6e/cupk6dip49e0JHRwd8Ph9eXl4Kn428bS+mhIQEAMDNmzcVjrPZbNjZ2WHatGm4fv26Su0hhBBCCGlr1H5CcfPmTQwYMAAdO3bE0qVL8fbbb+PJkyc4ePAgpk2b1ip7VLQWU1PTVi3v4cOHSE1Nxdy5c5GUlISRI0eqfK1MJkNwcDCOHDmCpUuXwsPDA1KpFKtXr4abmxvS09Px8ccfqxQzh8PB1atX8ezZM5w/fx6fffYZ7ty5g4MHDzJ5kpKSmDjnzJmjcH1zPsOnT59i0qRJyMzMxLFjx9CvX78G49PV1UV4eDiOHz/eYJ779+/jgw8+gFQqxYIFC9CvXz9wuVxcvXoVycnJ2Lp1K6ZNm9bkvQCASZMmIT4+XuFY3X04VBEYGIjHjx9j06ZNsLCwwD///IPs7GyUlZUp5IuPj8ekSZMUjtXdoBEAjhw5Ajs7Ozx8+BAXL17EypUrYW9vj71796q0ZwkhhBBCSFui9oDiiy++AIvFQn5+vsIyp3Z2dhg/fjwAoLi4GF9++SWys7OhoaEBb29v/Pjjj8zO1nFxcdizZw+mT5+OuLg43L9/H2PHjsWPP/6IZcuW4fvvv8ezZ8/w1VdfISoqiqmDxWJh3bp12Lt3L44ePQpTU1MkJSWhS5cumDhxIgoKCmBvb4+ff/4ZlpaWLb039aSnp8PW1hYRERHo1q0bSkpKFHYEb8z27duxY8cOZGRkwN/fnzn+008/oaysDBMnTsTgwYNVWjqWxWKBz+cDALp164bp06cjJiYG1dXV0NPTw/Hjx1FdXY34+HikpKQgLy8PLi4uzPWqfIZ11dTUYPTo0Thz5gxy/x97dx5XY97/D/x16ui0nNNm6bQpLZI222C4RTOZyuQuskyTaDQYJGYsDdMkGWVyowwZTIu1yVhiYkTIUkjMQUpFmhg1S3SyVarr94df19dxTnUOx5Lez8fj87id67Nc7+vqc9/3+Zzr+nw+p07BxsamxfimTp2KH3/8EQcPHsSIESNkllm0aBHKyspQVFQEIyMj9riZmRk++ugjhXb01tTUZO/Hi6iqqsKpU6eQmZmJoUOHsnH0799fqqxAIGj1XB07dmTLWFhYYOTIkfjwww8RGBiIGzdu0JK4hBBCCHmnKPTK0927d3Ho0CHMnDlT5hdfXV1dNDY2wsvLC3fv3sWJEydw5MgRlJSUYPz48RJlb9y4gd9++w2HDh1CcnIyu9fD7du3ceLECXz//fcIDQ3FuXPnJOotXboUEydOhEgkQo8ePfDpp59i2rRpWLhwIXJzc8EwjEL7JCgiPj4eEyZMgI6ODjw8PJCUlCR33R07dqB79+4Sg4kmc+fORWVlJY4cOfJCcWloaKCxsZF9zSc+Ph6+vr7o0KEDfH19JZa1ledv+KwHDx7g448/Rn5+PrKyslodTABAt27d8MUXX2DhwoUydyxvbGxESkoKJkyYIDGYeFbTjuevA5/PB5/PR2pqKmpra5XevoqKCmbPno0//vgDFy5cUKhubW0tqqurJRIh7zrq96Q9on5P2jKFBhTXr18HwzDo0aNHs2WOHj2KK1euYMeOHejbty8GDBiALVu24MSJEzh//jxbrrGxEQkJCejZsydGjhwJFxcXFBYWIiYmBjY2Nvjss89gY2OD48ePS7T/2WefYdy4cejevTtCQkJQWloKPz8/uLm5wdbWFrNnz2bf75eHWCxmv1A+m55XXFyMs2fPsgOjCRMmIDExUe5f0ouKimBrayszr+l4UVGR3HE/G9ePP/6Ifv36QSAQoLq6Grt27cKECRPYOHfu3IkHDx4AkO9v+KylS5dCJBLh1KlTcj+NAYDQ0FDcvHlTYtO/Jv/88w+qqqqkBid9+/Zl77+vr6/c54qLi5P4282dO1fuusDT16OSkpKwefNm6OrqYvDgwVi0aBEuX74sVTYkJESqr5w6darVczTd79LSUoVii4qKgo6ODpua/gbb+bHYK1iBCysm0oRs8s5prt8T8i6jfk/aMoUGFPJ8eS4oKICpqanEfxF69uwJXV1dFBQUsMfMzc0l3j03MDBAz549oaKiInHs+cnGjo6OEvkA4ODgIHGspqZG7pG9QCCQOQH6eQkJCXBzc0OnTp0AACNGjIBYLMaxY8fkOg8g3/2TR9MgSFNTEzY2NjAwMGC/uCcnJ8PS0hJOTk4AgF69esHMzIzdWFDRGD766CM8fPgQkZGRCtXr3Lkz5s2bh7CwMNTV1clVZ+/evRCJRHBzc8Pjx4/lPpefn5/E327hwoUKxQo8nUNx584d7N+/H+7u7sjMzESfPn2knkLNnz9fqq/IswN8031X9MnLwoULIRaL2XTr1i2F6hPSFlG/J+0R9XvSlik0h8La2hocDkcpE687dOgg8ZnD4cg89vwrM8+WafpyJuuYrFdtZFFRUYGVlVWLZRoaGrB582ZUVFRITPZtaGhAQkKCXBNtu3fvLjGgelbT8e7du8sVs0AgwMWLF6GiogJDQ0NoaPzf8qHx8fG4evWqRJxNT4MCAwMV/ht++OGHmDVrFry8vNDY2IjY2Fi56gHAV199hbi4OMTFxUkc79y5M3R1dVFYWChxvGvXruz1VVVVyX0eHR2dZv+G2traEIvFUserqqqgo6MjcUxdXR3Dhw/H8OHD8e233+Lzzz/H4sWLERAQwJbp1KlTq/1Flqa/cbdu3RSqx+PxwOPxFD4fIW0Z9XvSHlG/J22ZQk8o9PX14ebmhnXr1uHhw4dS+VVVVbC1tcWtW7ckRtb5+fmoqqpCz549Xz7iN+DgwYO4f/8+fv/9d4lfppOTk7Fnzx65vvx+8sknKC4uxq+//iqVt3LlSnTs2BHDhw+XK56mQZCFhYXEYOLKlSvIzc1FZmamRJyZmZk4c+YMrl27Jtff8HkfffQRfv31V2zatAnBwcFyxQg8nZvw7bffYtmyZbh//75E/OPGjcO2bdtw584dudt7ETY2NjLnLVy8eLHVAVzPnj1l3iNFNTY2Ys2aNejWrRt69+790u0RQgghhLxNFF7lad26dRg8eDD69++PiIgIODo6or6+HkeOHMH69euRn58PBwcH+Pn5ISYmBvX19ZgxYwaGDh0q16shb6OmCeNNrxE16dmzJ7788kts376dXeL08ePHUq9MCQQCfPLJJ/jll18wadIkqWVj9+/fj19++UWuFZ5ai7N///5wdnaWynvvvfcQHx+PFStWtPo3lPUkxdXVFWlpaRg5ciQaGxuxdu1auWKaOnUqVq9ejR07dmDAgAHs8cjISGRmZrIx9OvXD1paWrh8+TLOnDkDe3v7F78Rz/jyyy8xZMgQLFu2DKNHj0ZDQwOSk5Nx5swZ9slJZWUlxo4di8mTJ8PR0RECgQC5ubmIjo6Gl5eXRHv3799HRUWFxDFNTU1oa2uznysrK1FRUYFHjx4hLy8PMTExyMnJwYEDB2iFJ0IIIYS8cxTe2M7CwgIXL16Ei4sL5s6dC3t7ewwfPhxHjx7F+vXrweFwsG/fPujp6cHZ2Rmurq6wsLBg3+Fva/766y8cOHAAPj4+UnkqKioYNWqUxCpKRUVF6N27t0SaNm0aOBwOdu7ciUWLFmH16tWwsbHBkCFD8McffyAzMxPe3t4vFWddXR22bdsmM07g6RyBLVu24MmTJ63+DZvzwQcf4MCBA0hKSsLMmTPlmo/RoUMHLF26FDU1NRLHO3bsiJycHEycOBErVqxA//794eDggPDwcIwfPx6bNm1S7AY0Y9CgQfjtt9/w22+/YfDgwRg2bBiys7Nx9OhRdtDC5/MxYMAArF69Gs7OzrC3t8e3336LKVOmSA2cwsLCYGhoKJEWLFggUcbV1RWGhoZwcHDA119/DVtbW1y+fBkuLi5KuSZCCCGEkLcJh1HWTGFCyCtXXV0NHR0diMViiacihLzLqN+T9oj6PWlLFH5CQQghhBBCCCFNFJ5D0ZbY2dnhjz/+kJm3YcMG+Pn5veaIWtcWY35VTp06BQ8Pj2bzm/bWaI+cQ5OhytNovWAbR3tsEEIIIW+/t2ZAMWzYMPTq1QsxMTFKa/PgwYN48uSJzLymPSzeNm0x5lelX79+MvcEIYQQQgghbw+FXnkKCAh46cnDr1pAQAA4HA44HA6srKwwePBgTJ8+HSdPnoSFhQWsrKxgZWUFgUAAc3NziQGMubk5W7cpmZiYyJ3fkmframlpoU+fPvjll1/Y/PDwcHA4HJibm8PGxgYuLi6Ijo6Gvr6+VMzPx8DhcLB8+XIAT3difva4QCCAnZ0dZs6cieLiYomYkpKSoKurK3Gsrq4O0dHRcHJygqamJjp16oTBgwcjMTERT548kXnuZ1N4eLhif7AWaGhosNcuKxFCCCGEkDfvrXlCoUzu7u5ITExEQ0MD/vrrLxw6dAizZ8/Grl27sH//folN354XERGBKVOmsJ+fX+aztfyWNNWtrq7GypUrMX78eBgbG2PQoEEAnr7ulJGRgYaGBhQUFGDy5MkQi8VSK2Q9HwMAiV3HASAjIwN2dnZ49OgRrly5gtjYWDg5OeHXX39tdiO+uro6uLm54dKlS1i6dCkGDx4MbW1tnD17Fv/73//Qu3dvlJeXs+VTUlIQFhYmsUEdn8+X+34QQgghhJC2T2kDiqqqKoSEhCA1NRVisRhWVlZYvnw5PD09UVlZiaCgIJw8eRL37t2DpaUlFi1aBF9f32bbi4uLw+rVq3Hr1i3o6OhgyJAh2LVrl1yx8Hg8CIVCAICxsTH69OmDgQMH4sMPP0RSUhI+//zzZusKBAK27ovkt6SprlAoxLp167Bt2zb8+uuv7ICCy+VKxD127FgkJia+UAwdO3Zky1hYWGDkyJH48MMPERgYiBs3bsgcCMXExODkyZPIzc2V2IDNwsICY8eORV1dncReGTo6OuBwOC98PwghhBBCSNunlAFFY2MjPDw8cP/+fWzbtg2WlpbIz89nv7TW1NSgb9++CAkJgba2Ng4cOAB/f39YWlqif//+Uu3l5uYiODgYW7duxaBBg3D37l2cOnXqpWL84IMP4OTkhD179rQ4oHhduFwuOnTogLq6Opn5paWlSE9Ph5qamlLOp6KigtmzZ2PUqFG4cOGCzPu+fft2uLq6ytzNuUOHDujQoYNSYiHyq62tRW1tLfu5urr6DUZDyOtB/Z60R9TvSVumlAFFRkYGcnJyUFBQgO7duwN4+qt2E2NjY8ybN4/9PGvWLKSnp2Pnzp0yv9iWlZVBS0sLnp6eEAgEMDMzk/klV1E9evTA5cuXWywTEhKC0NBQ9nNkZCSCg4PlzpdHXV0dVq5cCbFYjA8++IA9fuXKFfD5fDQ0NLAbwa1atarVGAHgt99+w5AhQ1o8b48ePQA8HazIuu/FxcUYNmyYQtdCXq2oqCgsWbJE6vh2fiwE6u1h121a5ak9aq7fE/Iuo35P2jKlDChEIhFMTEzYwcTzGhoaEBkZiZ07d+LPP/9EXV0damtroampKbP88OHDYWZmBgsLC7i7u8Pd3R2jRo1qtry8GIYBh8Npscz8+fMREBDAfu7UqZNC+S1pGgjU1NSAz+dj+fLl+Pjjj9l8Gxsb7N+/HzU1Ndi2bRtEIhFmzZrVaozA00Fba5r2MGzuHtAeh2+fhQsX4quvvmI/V1dXw9TU9A1GRMirR/2etEfU70lbppQBhYZGy+vhr1ixArGxsYiJiYGDgwO0tLQwZ86cZl/3EQgEuHjxIjIzM3H48GGEhYUhPDwc58+fl1qVSBEFBQXo1q1bi2U6derU4gpCreW3pGkgwOfzYWBgIPXFXk1NjW27abCxZMkSLF26VCkxFBQUAECz96B79+64du2awu2SV4fH44HH473pMAh5rajfk/aI+j1py5SyU7ajoyNu376NoqIimflZWVnw8vLChAkT4OTkBAsLi2bLNuFyuXB1dUV0dDQuX76M0tJSHDt27IVjPHbsGK5cuQIfH58XbuNlNQ0EhEJhq09KACA0NBT/+9//cOfOnZc+d2NjI9asWYNu3bo1+/rYp59+ioyMDPz+++9SeU+ePMHDhw9fOg5CCCGEEPJuUfgJhVgsltpszMLCAs7OzvDx8cGqVatgZWWFa9eugcPhwN3dHdbW1ti1axeys7Ohp6eHVatW4a+//kLPnj1lniMtLQ0lJSVwdnaGnp4eDh48iMbGRtjY2MgVY21tLSoqKiSWjY2KioKnpycmTmw772S///77cHR0RGRkJNauXcsev3//PioqKiTKampqQltbm/1cWVmJiooKPHr0CHl5eYiJiUFOTg4OHDjQ7FK3c+bMwYEDB/Dhhx9i6dKl+M9//gOBQIDc3Fx8//33iI+PR69evV7JtRJCCCGEkLZJ4QFFZmam1C/cgYGB2L17N+bNmwdfX188fPiQXTYWePpLe0lJCdzc3KCpqYmpU6fC29sbYrFY5jl0dXWxZ88ehIeHo6amBtbW1khOToadnZ1cMR46dAiGhobgcrnQ09ODk5MT1qxZg0mTJkFFRSkPZV6bL7/8EgEBAQgJCWHfpQwLC0NYWJhEuWnTpuHHH39kP7u6ugJ4OtAwMzODi4sLNm7c2OKrUjweD0eOHMHq1auxYcMGzJs3D5qamrC1tUVwcDDs7e1fwRWSF2H69VmJASQhhBBCyJvCYWgmLiFtRnV1NXR0dCAWi2lAQdoN6vekPaJ+T9qStvVzPSGEEEIIIeStorSdsl+HsrKyZuddAEB+fj66du36GiN6avv27Zg2bZrMPDMzM1y9evU1R0Tedc6hyVDltby6WmsurGg784kIIYQQ8vZ6awYUw4YNQ69evRATE9NsGSMjI6kJ4c/nvwn//e9/MWDAAJl5tLs0IYQQQgh5lyn0ylNAQAC8vb1fUSit43K5sLKyajZxuVwEBASAw+FIJXd3d4m2srOzMWLECOjp6UFdXR0ODg5YtWoVGhoaJMqdOHECH3zwAfT19aGpqQlra2tMmjRJYg8NgUDQbExmZmav5d4QQgghhBDyJryTcyjc3d1RXl4ukZKTk9n8vXv3YujQoTAxMcHx48dx7do1zJ49G9999x0++eQTdsfo/Px8uLu7o1+/fjh58iSuXLmCH374AWpqalIDD0IIIYQQQtojpQ0oqqqqMG3aNBgYGEBdXR329vZIS0sD8HRPBF9fXxgbG0NTUxMODg4SX/BliYuLg7W1NdTV1WFgYIAxY8bIHQuPx4NQKJRIenp6AICHDx9iypQp+O9//4uNGzeiV69eMDc3x+eff47Nmzdj165d2LlzJwDg8OHDEAqFiI6Ohr29PSwtLeHu7o5Nmza1ujs4IcpQW1uL6upqiUTIu476PWmPqN+TtkwpcygaGxvh4eGB+/fvY9u2bbC0tER+fj67gVpNTQ369u2LkJAQaGtr48CBA/D394elpSX69+8v1V5ubi6Cg4OxdetWDBo0CHfv3sWpU6eUESoOHz6MyspKzJs3Typv5MiR6N69O5KTkzF+/HgIhUKUl5fj5MmTcHZ2Vsr5CVFEVFQUlixZInV8Oz8WAnXJDQq7hl15XWER8ko11+8JeZdRvydtmVIGFBkZGcjJyUFBQQG6d+8O4Onu2U2MjY0lvsDPmjUL6enp2Llzp8wBRVlZGbS0tODp6QmBQAAzMzOpzfRakpaWBj6fL3Fs0aJFWLRoEYqKigAAtra2Muv26NGDLTN27Fikp6dj6NChEAqFGDhwID788ENMnDiR1oQmr8XChQvx1VdfsZ+rq6vZDQ4JeVdRvyftEfV70pYpZUAhEolgYmLCDiae19DQgMjISOzcuRN//vkn6urqUFtbC01NTZnlhw8fDjMzM1hYWMDd3R3u7u4YNWpUs+Wf5+LigvXr10sc09fXl/gsz35+qqqqSExMxHfffYdjx47h3LlziIyMxPfff4+cnBwYGhrKFQ8hL4rH44HH473pMAh5rajfk/aI+j1py5Qyh6K1+QQrVqxAbGwsQkJCcPz4cYhEIri5uUmslPQsgUCAixcvIjk5GYaGhggLC4OTkxOqqqrkikdLS0tqtaWmAUXToKegoEBm3WefsjQxNjaGv78/1q5di6tXr6KmpgY//vijXLEQQgghhBDyLlPKgMLR0RG3b99mXxV6XlZWFry8vDBhwgQ4OTnBwsKi2bJNuFwuXF1dER0djcuXL6O0tBTHjh176Vg/+ugj6OvrY+XKlVJ5+/fvR3FxMXx9fZutr6enB0NDQzx8+PClYyGEEEIIIaStU/iVJ7FYLLW5nIWFBZydneHj44NVq1bBysoK165dY/d/sLa2xq5du5CdnQ09PT2sWrUKf/31V7O7XqelpaGkpATOzs7Q09PDwYMH0djYCBsbG7lirK2tRUVFheSFcrno1KkTtLS0sGHDBnzyySeYOnUqgoKCoK2tjaNHj2L+/PkYM2YMxo0bBwDYsGEDRCIRRo0aBUtLS9TU1GDLli24evUqfvjhB0VvHSGEEEIIIe8chQcUmZmZUhOkAwMDsXv3bsybNw++vr54+PAhrKyssHz5cgBAaGgoSkpK4ObmBk1NTUydOhXe3t4Qi8Uyz6Grq4s9e/YgPDwcNTU1sLa2RnJyMuzs7OSK8dChQ1LzG2xsbHDt2jUAwJgxY3D8+HEsW7YMQ4YMYc/xzTffYM6cOeBwOACA/v374/Tp0/jiiy9w584d8Pl82NnZITU1FUOHDlXovhGiTKZfn6WFAQghhBDyVuAw8sxOJoS8Faqrq6GjowOxWEwDCtJuUL8n7RH1e9KWvJM7ZRNCCCGEEEJeD6UsG6sMw4YNQ69evRATE9NsmbKysmbnXQBAfn4+unbt+gqiI+Tt4hyaDFWe5OpqF1ZMfEPREEIIIaQ9U+gJRUBAALy9vV9RKK0zMjKCSCRqNhkZGSEgIAAcDkcqXb9+XeY1PFu+Q4cO6NatGxYsWICamhqJc584cQIffPAB9PX1oampCWtra0yaNAl1dXXNnrMpmZubt3ptw4YNY8vzeDwYGxtj5MiR2LNnj1RZDoeD1NRUic/Pp//85z9y5xNCCCGEEPKi3ponFPLgcrmwsrJqtZy7uzsSExMljnXu3LnV8k+ePMGFCxcwadIkcDgcfP/99wCePvlwd3fHrFmzsGbNGmhoaKC4uBi7d+9GQ0MDYmNj2QnoAGBoaIjExES4u7sDeLpBnjymTJmCiIgI1NfX4/bt29i7dy8++eQTBAQEYOPGjS3WffZ8AKCmpqZQPiGEEEIIIS9CaQOKqqoqhISEIDU1FWKxmF3lydPTE5WVlQgKCsLJkydx7949WFpaYtGiRS3u9xAXF4fVq1fj1q1b0NHRwZAhQ7Br1y65YuHxeBAKhXLH/mx5U1NTuLq64siRI+yA4vDhwxAKhYiOjmbrWFpasl/QNTQ0oKOjI9Gmrq6uQjEAgKamJlvHxMQEAwcORI8ePTB58mSMGzcOrq6uzdZt7XwvEg8hhBBCCCGtUcqAorGxER4eHrh//z62bdsGS0tL5Ofns7/M19TUoG/fvggJCYG2tjYOHDgAf39/WFpaon///lLt5ebmIjg4GFu3bsWgQYNw9+5dnDp1ShmhtiovLw/Z2dkwMzNjjwmFQpSXl+PkyZNwdnZ+LXE0mTRpEubOnYs9e/a0OKAg76ba2lrU1tayn6urq99gNIS8HtTvSXtE/Z60ZUoZUGRkZCAnJwcFBQXo3r07gKeb3TUxNjbGvHnz2M+zZs1Ceno6du7cKXNAUVZWBi0tLXh6ekIgEMDMzExq74uWpKWlgc/ns589PDzwyy+/tFq+vr4etbW1UFFRwdq1a9n8sWPHIj09HUOHDoVQKMTAgQPx4YcfYuLEia98KTcVFRV0794dpaWlLZbz9fWVeLVq27ZtEnNFWssnb6eoqCgsWbJE6vh2fiwE6s+/SkeTssm7obl+T8i7jPo9acuUsmysSCSCiYkJO5h4XkNDA5YuXQoHBwfo6+uDz+cjPT0dZWVlMssPHz4cZmZmsLCwgL+/P7Zv345Hjx7JHY+Li4vEZO01a9bIVf7cuXOYNGkSPvvsM/j4+LD5qqqqSExMxO3btxEdHQ1jY2NERkbCzs4O5eXlcsf1ohiGYTfba87q1aslrnn48OEK5ZO308KFCyEWi9l069atNx0SIa8c9XvSHlG/J22ZUgYUGhoaLeavWLECsbGxCAkJwfHjxyESieDm5oa6ujqZ5QUCAS5evIjk5GQYGhoiLCwMTk5OqKqqkiseLS0tWFlZsen5XbObK+/k5ISEhAScO3cO8fHxUuWMjY3h7++PtWvX4urVq6ipqcGPP/4oV0wvqqGhAcXFxejWrVuL5YRCocQ1a2lpKZRP3k48Hg/a2toSiZB3HfV70h5RvydtmVIGFI6Ojrh9+zaKiopk5mdlZcHLywsTJkyAk5MTLCwsmi3bhMvlwtXVFdHR0bh8+TJKS0tx7NgxZYTbIhUVFSxatAihoaF4/Phxs+X09PRgaGiIhw8fvtJ4Nm/ejHv37kk8MSGEEEIIIeRtofAcCrFYDJFIJHHMwsICzs7O8PHxwapVq2BlZYVr166Bw+HA3d0d1tbW2LVrF7Kzs6Gnp4dVq1bhr7/+anaTurS0NJSUlMDZ2Rl6eno4ePAgGhsbYWNj80IXqaixY8di/vz5WLduHebNm4cNGzZAJBJh1KhRsLS0RE1NDbZs2YKrV6/ihx9+UNp5Hz16hIqKCollY1evXo3p06fDxcVFaechhBBCCCFEWRQeUGRmZkpNkA4MDMTu3bsxb948+Pr64uHDh+yysQAQGhqKkpISuLm5QVNTE1OnToW3tzfEYrHMc+jq6mLPnj0IDw9HTU0NrK2tkZycDDs7uxe4RMVxuVwEBQUhOjoa06dPR//+/XH69Gl88cUXuHPnDvh8Puzs7JCamoqhQ4cq7bybNm3Cpk2boKamho4dO6Jv375ISUnBqFGjlHYO8m4w/fosPQ4nhBBCyFuBwzAM86aDIITIp7q6Gjo6OhCLxTSgIO0G9XvSHlG/J22JUuZQEEIIIYQQQtonpe2U/TqUlZU1O+8CAPLz89G1a9fXGJF8Tp06BQ8Pj2bzHzx48BqjIe8C59BkqPIkV1e7sIL2oSCEEELI6/fWDCiGDRuGXr16ISYmptkyRkZGUhPCn89/G/Xr16/FuAkhhBBCCGmrFHrlKSAg4I3urszlciX2Ung+cblcBAQEgMPhSKXr16/LvIZny3fo0AHdunXDggULUFNTI3HuEydO4IMPPoC+vj40NTVhbW2NSZMmoa6urtlzNiVbW9sW4waeDqg4HA47kf1ZH3/8MTgcDsLDw9ljw4YNw5w5cyQ+czgc/PzzzxJ1Y2JiYG5u/nI3nhBCCCGEkGa8k3Mo3N3dUV5eLpFa2hiuqXxJSQlWr16NDRs2YPHixWx+fn4+3N3d0a9fP5w8eRJXrlzBDz/8ADU1NTQ0NCA2NlbiXACQmJjIfj5//rxccZuamiIpKUni2J9//omjR4+2ujkfAKirqyM0NBRPnjyR63yEEEIIIYS8LKUNKKqqqjBt2jQYGBhAXV0d9vb2SEtLAwBUVlbC19cXxsbG0NTUhIODA5KTk1tsLy4uDtbW1lBXV4eBgQHGjBkjdyw8Hg9CoVAiqaqqtlre1NQU3t7ecHV1xZEjR9j8w4cPQygUIjo6Gvb29rC0tIS7uzs2bdoEDQ0N6OjoSJwLeLr0bdPnzp07yxW3p6cn/v33X2RlZbHHNm/ejI8++ghdunRptb6vry+qqqqwadMmuc5HCCGEEELIy1LKgKKxsREeHh7IysrCtm3bkJ+fj+XLl7Nf4mtqatC3b18cOHAAeXl5mDp1Kvz9/ZGTkyOzvdzcXAQHByMiIgKFhYU4dOgQnJ2dlRFqq/Ly8pCdnQ01NTX2mFAoRHl5OU6ePPlKz62mpgY/Pz8kJiayx5KSkjB58mS56mtra+Obb75BRETEK9/Bm7wetbW1qK6ulkiEvOuo35P2iPo9acuUMik7IyMDOTk5KCgoQPfu3QE83T27ibGxMebNm8d+njVrFtLT07Fz5070799fqr2ysjJoaWnB09MTAoEAZmZmUpvptSQtLQ18Pp/97OHhgV9++aXV8vX19aitrYWKigrWrl3L5o8dOxbp6ekYOnQohEIhBg4ciA8//BATJ05U+trQkydPxpAhQxAbG4sLFy5ALBbD09NTYv5ES2bMmIHY2FisWrUK3377rVJjI69fVFQUlixZInX85He+tC45eWc11+8JeZdRvydtmVKeUIhEIpiYmLCDiec1NDRg6dKlcHBwgL6+Pvh8PtLT01FWViaz/PDhw2FmZgYLCwv4+/tj+/btePTokdzxuLi4QCQSsWnNmjVylT937hwmTZqEzz77DD4+Pmy+qqoqEhMTcfv2bURHR8PY2BiRkZGws7Nj50woi5OTE6ytrbFr1y4kJCTA398fXK784z4ej4eIiAj873//w7///qvU2Mjrt3DhQojFYjbdunXrTYdEyCtH/Z60R9TvSVumlAGFhoZGi/krVqxAbGwsQkJCcPz4cYhEIri5uaGurk5meYFAgIsXLyI5ORmGhoYICwuDk5MTqqqq5IpHS0tLYhWl1iY0N5V3cnJCQkICzp07h/j4eKlyxsbG8Pf3x9q1a3H16lXU1NTgxx9/lCsmRUyePBnr1q3Drl275H7d6VkTJkyAmZkZvvvuO6XHRl4vHo8HbW1tiUTIu476PWmPqN+TtkwpAwpHR0fcvn0bRUVFMvOzsrLg5eWFCRMmwMnJCRYWFs2WbcLlcuHq6oro6GhcvnwZpaWlOHbsmDLCbZGKigoWLVqE0NBQPH78uNlyenp6MDQ0fCVzFT799FNcuXIF9vb2LW7k1xwVFRVERUVh/fr1KC0tVXp8hBBCCCGENFF4DoVYLJbapM3CwgLOzs7w8fHBqlWrYGVlhWvXroHD4cDd3Z19hSc7Oxt6enpYtWoV/vrrr2a/LKelpaGkpATOzs7Q09PDwYMH0djYCBsbmxe6SEWNHTsW8+fPx7p16zBv3jxs2LABIpEIo0aNgqWlJWpqarBlyxZcvXoVP/zwg9LPr6enh/LycnTo0OGF2/j4448xYMAAbNiwAQYGBkqMjhBCCCGEkP+j8IAiMzNTaoJ0YGAgdu/ejXnz5sHX1xcPHz6ElZUVu0lbaGgoSkpK4ObmBk1NTUydOhXe3t4Qi8Uyz6Grq4s9e/YgPDwcNTU1sLa2RnJyMuzs7F7gEhXH5XIRFBSE6OhoTJ8+Hf3798fp06fxxRdf4M6dO+Dz+bCzs0NqaiqGDh36SmLQ1dV96Ta+//57DBo06OWDIYQQQgghpBkchmGYNx0EIUQ+1dXV0NHRgVgspvdrSbtB/Z60R9TvSVvyTu6UTQghhBBCCHk9lLIPxetSVlbW4iTl/Px8dO3a9TVGJJ9Tp07Bw8Oj2fwHDx68xmjIu8A5NBmqPMnV1S6smPiGoiGEEEJIe/bWDCiGDRuGXr16ISYmptkyRkZGUhPCn89/G/Xr16/FuAkhhBBCCGmrFHrlKSAgAN7e3q8olNZxuVyJ/SWeT1wuFwEBAeBwOFLp+vXrMq/h2fIdOnRAt27dsGDBAtTU1Eic+8SJE/jggw+gr68PTU1NWFtbY9KkSairq2v2nE3J1ta2xbgB4ObNm/j0009hZGQEdXV1mJiYwMvLC9euXQMAlJaWgsPhyByYDBs2DHPmzGE/m5ubg8Ph4Oeff5Yqa2dnBw6Hg6SkpJf7YxBCCCGEEIJ3dA6Fu7s7ysvLJVK3bt1aLV9SUoLVq1djw4YNWLx4MZufn58Pd3d39OvXDydPnsSVK1fwww8/QE1NDQ0NDYiNjZU4FwAkJiayn8+fP99ivE+ePMHw4cMhFouxZ88eFBYWIiUlBQ4ODnJv5vc8U1NTJCYmShw7e/YsKioqoKWl9UJtEkIIIYQQ8jylDSiqqqowbdo0GBgYQF1dHfb29khLSwMAVFZWwtfXF8bGxtDU1ISDgwOSk5NbbC8uLg7W1tZQV1eHgYEBxowZI3csPB4PQqFQIqmqqrZa3tTUFN7e3nB1dcWRI0fY/MOHD0MoFCI6Ohr29vawtLSEu7s7Nm3aBA0NDejo6EicC3i67GvT586dO7cY79WrV3Hjxg3ExcVh4MCBMDMzw+DBg/Hdd99h4MCBcl/3s/z8/HDixAncunWLPZaQkAA/Pz9wuW/Nm26kFbW1taiurpZIhLzrqN+T9oj6PWnLlDKgaGxshIeHB7KysrBt2zbk5+dj+fLl7Jf4mpoa9O3bFwcOHEBeXh6mTp0Kf39/5OTkyGwvNzcXwcHBiIiIQGFhIQ4dOgRnZ2dlhNqqvLw8ZGdnQ01NjT0mFApRXl6OkydPvpJzdu7cGSoqKti1axcaGhqU0qaBgQHc3NywefNmAMCjR4+QkpKCyZMnK6V98npERUVBR0eHTaampgCA7fxY7BWskEiEvCua6/eEvMuo35O2TCkDioyMDOTk5GDPnj0YPnw4LCws4Onpya5sZGxsjHnz5qFXr16wsLDArFmz4O7ujp07d8psr6ysDFpaWvD09ISZmRl69+6N4OBgueNJS0sDn89n09ixY+Uqr66uDgcHB/z999+YP38+mz927Fj4+vpi6NChMDQ0xKhRo7B27Vql/XpgbGyMNWvWICwsDHp6evjggw+wdOlSlJSUvFS7kydPRlJSEhiGwa5du2BpaYlevXopJWbyeixcuBBisZhNzz5xIuRdRf2etEfU70lbppQBhUgkgomJCbp37y4zv6GhAUuXLoWDgwP09fXB5/ORnp6OsrIymeWHDx8OMzMzWFhYwN/fH9u3b8ejR4/kjsfFxQUikYhNa9askav8uXPnMGnSJHz22Wfw8fFh81VVVZGYmIjbt28jOjoaxsbGiIyMhJ2dHTtn4mXNnDkTFRUV2L59O95//3388ssvsLOzk3j1SlEff/wxHjx4gJMnTyIhIYGeTrRBPB4P2traEomQdx31e9IeUb8nbZlSBhQaGhot5q9YsQKxsbEICQnB8ePHIRKJ4Obmhrq6OpnlBQIBLl68iOTkZBgaGiIsLAxOTk5yT1DW0tKSWEXJ0NBQrvJOTk5ISEjAuXPnEB8fL1XO2NgY/v7+WLt2La5evYqamhr8+OOPcsUkD4FAgJEjR2LZsmW4dOkShgwZgu+++w4A2P9hEYvFUvWqqqqgo6MjdZzL5cLf3x+LFy/GuXPn4Ofnp7RYCSGEEEIIAZQ0oHB0dMTt27dRVFQkMz8rKwteXl6YMGECnJycYGFh0WzZJlwuF66uroiOjsbly5dRWlqKY8eOKSPcFqmoqGDRokUIDQ3F48ePmy2np6cHQ0NDPHz48JXEweFw0KNHD7Z9fX19dOrUCRcuXJAoV11djevXrzf7dGjy5Mk4ceIEvLy8oKen90piJYQQQggh7ZfCy/2IxWKpvRAsLCzg7OwMHx8frFq1ClZWVrh27Ro4HA7c3d1hbW2NXbt2ITs7G3p6eli1ahX++uuvZne9TktLQ0lJCZydnaGnp4eDBw+isbERNjY2L3SRiho7dizmz5+PdevWYd68ediwYQNEIhFGjRoFS0tL1NTUYMuWLbh69Sp++OGHlz6fSCTC4sWL4e/vj549e0JNTQ0nTpxAQkICQkJC2HJfffUVIiMjYWBggIEDB6KyshJLly5F586dMXr0aJlt29ra4t9//4WmpuZLx0kIIYQQQsjzFB5QZGZmonfv3hLHAgMDsXv3bsybNw++vr54+PAhrKyssHz5cgBAaGgoSkpK4ObmBk1NTUydOhXe3t4yX98Bni65umfPHoSHh6OmpgbW1tZITk6GnZ3dC1yi4rhcLoKCghAdHY3p06ejf//+OH36NL744gvcuXMHfD4fdnZ2SE1NxdChQ1/6fCYmJjA3N8eSJUvYDeyaPn/55ZdsuQULFoDP5+P777/HjRs3oK+vj8GDB+P48eMtvnbWsWPHl46RvF1Mvz5L79cSQggh5K3AYRiGedNBEELkU11dDR0dHYjFYhpQkHaD+j1pj6jfk7aEdjgjpA1yDk2GKq/lxRBelwsrJr7pEAghhBDyBiltp+yXNWzYMMyZM6fFMmVlZRL7SzyfmluG9k07depUi3ETQgghhBDSVik0oAgICIC3t/crCqV1RkZGEvtLPJ+MjIwAABUVFZg9ezasrKygrq4OAwMDDB48GOvXr5fYz8Lc3BwcDkcqNc39aJrP0KVLF9y/f18ill69eiE8PFyuuL/55huMGTOm2bg5HA5SU1PZ8hwOB+rq6vjjjz8k2vH29kZAQIBc5wwICGCvp0OHDujWrRsWLFiAmpoaiXKyrp/D4eDnn39myzAMg40bN2LAgAHg8/nQ1dVFv379EBMTw97P5vpGZmYmOBwOu+RvUlISew4VFRUYGhpi/Pjxb+1gkBBCCCGEtKxNvfLE5XJhZWXVYpmSkhIMHjwYurq6iIyMhIODA3g8Hq5cuYKNGzfC2NgY//3vf9nyERERmDJlikQbAoFA4vP9+/fxv//9D0uWLHmhuFVUVKCrq9tq7M/icDgICwvD5s2bX+icAODu7o7ExEQ8efIEFy5cwKRJk8DhcPD9999LlEtMTIS7u7vEMV1dXfbf/v7+2LNnD0JDQ7F27Vp07twZly5dQkxMDMzNzRUeZGpra6OwsBAMw+DmzZuYMWMGxo4di3Pnzr3opRJCCCGEkDdEaa88VVVVYdq0aTAwMIC6ujrs7e2RlpYGAKisrISvry+MjY2hqakJBwcHJCcnt9heXFwcrK2t2ScMY8aMkSuOGTNmgMvlIjc3F+PGjYOtrS0sLCzg5eWFAwcOYOTIkRLlBQIBhEKhRNLS0pIoM2vWLKxatQp///23Anfk5QQFBWHbtm3Iy8t74TZ4PB6EQiFMTU3h7e0NV1dXmTtv6+rqSt0DdXV1AMDOnTuxfft2JCcnY9GiRXjvvfdgbm4OLy8vHDt2DC4uLgrHxeFwIBQKYWhoiEGDBiEwMBA5OTmorq5+4WslhBBCCCFvhlKeUDQ2NsLDwwP379/Htm3bYGlpifz8fKiqqgIAampq0LdvX4SEhEBbWxsHDhyAv78/LC0t0b9/f6n2cnNzERwcjK1bt2LQoEG4e/cuTp061WoclZWVOHz4MCIjI6UGBU04HI7C1+fr64sjR44gIiICa9euVbj+ixg8eDCKiorw9ddfswOzl5GXl4fs7GyYmZkpVG/79u2wsbGBl5eXVB6Hw5G5Q7ci/v77b+zduxeqqqpsfyH/p7a2FrW1texnGnSR9oD6PWmPqN+TtkwpA4qMjAzk5OSgoKCA3bHZwsKCzTc2Nsa8efPYz7NmzUJ6ejp27twpc0BRVlYGLS0teHp6QiAQwMzMTGrvC1muX78OhmGkNsDr1KkTO3dg5syZEq/8hISEIDQ0VKL8b7/9hiFDhrCfm+ZVjBw5El9++SUsLS1bjUUZoqKi4OjoiFOnTknEI6+0tDTw+XzU19ejtrYWKioqMgdEvr6+Ul/m8/Pz0bVrVxQXFyt9Q0GxWAw+nw+GYdg5GMHBwc0OAtuzqKgoma/abefHQqD+agZgXcOuvJJ2CZFXc/2ekHcZ9XvSlinllSeRSAQTExN2MPG8hoYGLF26FA4ODtDX1wefz0d6enqzE3GHDx8OMzMzWFhYwN/fH9u3b5eYTK2onJwciEQi2NnZSYz+AWD+/PlSk6T79esn1Yabmxv+85//4Ntvv33hOBTVs2dPTJw4EV9//fUL1XdxcYFIJMK5c+cwadIkfPbZZ/Dx8ZEqt3r16mYnuL+KbUoEAgFEIhFyc3OxcuVK9OnTB8uWLVP6ed4FCxcuhFgsZtOtW7fedEiEvHLU70l7RP2etGVKeULR0i7NALBixQrExsYiJiYGDg4O0NLSwpw5c1BXVyezvEAgwMWLF5GZmYnDhw8jLCwM4eHhOH/+vMRk4edZWVmBw+GgsLBQ4njT0xJZcXbq1EnuydLLly/H+++/j/nz58tVXhmWLFmC7t27S6wCJS8tLS322hISEuDk5IT4+HgEBgZKlBMKhc3eg+7du+PatWutnktbW1tqVSrg6dwaVVVViacPKioq7PlsbW1x48YNTJ8+HVu3bpX72toLHo8HHo/3psMg5LWifk/aI+r3pC1TyhMKR0dH3L59G0VFRTLzs7Ky4OXlhQkTJsDJyQkWFhbNlm3C5XLh6uqK6OhoXL58GaWlpTh27FiLdTp27Ijhw4dj7dq1ePjw4QtfT3P69++P0aNHv/ATgxdhamqKoKAgLFq0CA0NDS/cjoqKChYtWoTQ0FA8fvxY7nqffvopioqKsG/fPqk8hmEgFosBADY2Nrh69arUE6CLFy+iW7du6NChQ7Pn+Prrr5GSkoKLFy/KHRchhBBCCHk7KDygEIvFUq/HWFhYwNnZGT4+Pjhy5Ahu3ryJ3377DYcOHQIAWFtb48iRI8jOzkZBQQGmTZuGv/76q9lzpKWlYc2aNRCJRPjjjz+wZcsWNDY2yvUuf1xcHOrr69GvXz+kpKSgoKAAhYWF2LZtG65duyY1V+D+/fuoqKiQSC1NhFq2bBmOHTsm9RSkNf/884/UfWvpHjxr4cKFuHPnDjIyMhQ65/PGjh0LVVVVrFu3TuJ4VVWV1D1oGpCNGzcO48ePh6+vLyIjI5Gbm4s//vgDaWlpcHV1xfHjxwEAfn5+4HA4mDhxIi5cuIDr168jISEBMTExmDt3botxmZqaYtSoUQgLC3up6yOEEEIIIW8Ao4BJkyYxAKRSYGAgU1lZyXz22WdMx44dGXV1dcbe3p5JS0tjGIZhKisrGS8vL4bP5zNdunRhQkNDmYkTJzJeXl5s20OHDmVmz57NMAzDnDp1ihk6dCijp6fHaGhoMI6OjkxKSorccd65c4cJCgpiunXrxnTo0IHh8/lM//79mRUrVjAPHz5ky5mZmcm8nmnTpjEMwzA3b95kADC///67RPtTp05lADCLFy+WK56hQ4fKPM/SpUsZhmEYAMzevXvZ8s9/ZhiGiYyMZAAwkyZNkuuckyZNkri/TaKiopjOnTszDx48YM8lK0VFRbF1GhoamPXr1zPvvfceo6mpyWhrazN9+/ZlYmNjmUePHrHlCgsLmVGjRjFGRkaMlpYW4+TkxGzatIlpbGxkyyQmJjI6OjpScZ05c4YBwJw7d06u62uvxGIxA4ARi8VvOhRCXhvq96Q9on5P2hIOw7yCWbeEkFeiuroaOjo6EIvF0NbWftPhEPJaUL8n7RH1e9KWKG1jO0IIIYQQQkj7o5RVnl6XsrIy9OzZs9n8pr0TXqdTp07Bw8Oj2fwHDx4o/Zxv430gr5dzaDJUeS2vrtbkwoqJrzgaQgghhLRnb82AYtiwYejVqxdiYmKaLWNkZASRSNRi/uvWr1+/FmN6Fd7G+0AIIYQQQtonhV55CggIgLe39ysKpXVcLhdWVlbNJi6X22yMmZmZ4HA4qKqqwtatW6GlpYXr169LlLlz5w709PTY3aTNzc3B4XDA4XCgoaEBc3NzjBs3TmL5Wg0NDXC5XFhbW7Opf//+CAwMRHl5uVQcd+/exZw5c2BmZgY1NTUYGRlh8uTJzW7yJ0t2dja+/PJLODs7w9raGnl5eVL3YdiwYWzsPB4PxsbGGDlyJPbs2SP3eQghhBBCCGlNu5xD4e/vDzc3NwQEBKCxsZE9PmXKFPTt2xczZ85kj0VERKC8vByFhYXYsmULdHV14erqKnNn54yMDJSXl+PkyZMwMjKCp6enxNKwd+/excCBA5GRkYEff/wR169fx88//4zr16/jvffeQ0lJiVzxP3z4EE5OTlLLvz5vypQpKC8vx40bN7B792707NkTn3zyCaZOnSrXeQghhBBCCGmN0gYUVVVVmDZtGgwMDKCurg57e3ukpaUBACorK+Hr6wtjY2NoamrCwcEBycnJLbYXFxcHa2trqKurw8DAAGPGjFFWqACADRs2oKioCKtWrQIAJCUlISsrC4mJieBwOGw5gUAAoVCIrl27wtnZGRs3bsS3336LsLAwqb0oOnbsCKFQCHt7eyxatAjV1dU4d+4cm//NN9+w+0l4eHiwbaanp6NDhw4SA5mWeHh44LvvvsOoUaNaLKepqQmhUAgTExMMHDgQ33//PTZs2IBNmza99J4W5PWora1FdXW1RCLkXUf9nrRH1O9JW6aUORSNjY3w8PDA/fv3sW3bNlhaWiI/P5/dRK6mpgZ9+/ZFSEgItLW1ceDAAfj7+8PS0hL9+/eXai83NxfBwcHYunUrBg0ahLt37+LUqVPKCJXVuXNnbNy4Eb6+vnBycsKXX36J2NhYmJqatlp39uzZWLp0Kfbt24cFCxZI5T9+/BhbtmwBAKipqQF4eo9+/vln+Pn5QSgUSpTX0NDAjBkzEBoairt370JfX18JVyjbpEmTMHfuXOzZsweurq6v7DxEOaKiorBkyRKp49v5sRCoS27S2DXsyusKi5BXqrl+T8i7jPo9acuUMqDIyMhATk4OCgoK0L17dwCAhYUFm29sbIx58+axn2fNmoX09HTs3LlT5oCirKwMWlpa8PT0hEAggJmZGXr37i13PGlpaeDz+RLHGhoapMp5e3tj3LhxcHd3x8iRIzFp0iS52tfX10eXLl1QWloqcXzQoEFQUVHBo0ePwDAM+vbtiw8//BDA052yq6qqYGtrK7NNW1tbMAyD69evy7wnyqKiooLu3btLxU7eTgsXLsRXX33Ffq6urpZr0EtIW0b9nrRH1O9JW6aUAYVIJIKJiQk7mHheQ0MDIiMjsXPnTvz555+oq6tDbW0tNDU1ZZYfPnw4zMzMYGFhAXd3d7i7u2PUqFHNln+ei4sL1q9fL3Hs3LlzmDBhglTZb7/9Flu2bEFoaKhcbTdhGEbi1SgASElJQY8ePZCXl4cFCxYgKSkJHTp0kKr3psmKnbydeDweeDzemw6DkNeK+j1pj6jfk7ZMKQMKDY2W18NfsWIFYmNjERMTAwcHB2hpaWHOnDmoq6uTWV4gEODixYvIzMzE4cOHERYWhvDwcJw/fx66urqtxqOlpQUrKyuJY7dv35ZZlsvlSvynPCorK/HPP/+gW7duEsdNTU3ZlZ7q6+sxatQo5OXlgcfjoXPnztDV1UVBQYHMNgsKCsDhcKTiVraGhgYUFxfjvffee6XnIYQQQggh7YNSJmU7Ojri9u3bKCoqkpmflZUFLy8vTJgwAU5OTrCwsGi2bBMulwtXV1dER0fj8uXLKC0tlViu9U2KjY2FiopKi0vojhkzBlwuF3FxcQCevmo0btw47NixAxUVFRJlHz9+jLi4OLi5ub3S+RMAsHnzZty7dw8+Pj6v9DyEEEIIIaR9UPgJhVgsltpUzcLCAs7OzvDx8cGqVatgZWWFa9eugcPhwN3dHdbW1ti1axeys7Ohp6eHVatW4a+//mp2t+e0tDSUlJTA2dkZenp6OHjwIBobG2FjY/NCF/ky7t+/j4qKCjx58gQ3b97Etm3b8NNPPyEqKqrFpwkcDgfBwcEIDw/HtGnToKmpicjISBw9ehTDhw9HdHQ07O3tcfPmTYSGhuLJkyetLgPb5MGDBxJ7aNy8eRMikQj6+voSO2Q/evQIFRUVqK+vx+3bt7F3716sXr0a06dPh4uLy4vfFEIIIYQQQv4/hQcUmZmZUhOkAwMDsXv3bsybNw++vr54+PAhrKyssHz5cgBAaGgoSkpK4ObmBk1NTUydOhXe3t4Qi8Uyz6Grq4s9e/YgPDwcNTU1sLa2RnJyMuzs7F7gEl9OWFgYwsLCoKamBqFQiIEDB+Lo0aNyfSGfNGkSvvnmG6xduxYLFixAx44dcfbsWURERGDatGmoqKiAvr4+PDw8sG3bNonBQEtyc3Mlzt80iWvSpElISkpij2/atAmbNm2CmpoaOnbsiL59+yIlJaXV5WbJ28/067PQ1tZ+02EQQgghhIDDvA2zhAkhcqmuroaOjg7EYjENKEi7Qf2etEfU70lb0i53yiaEEEIIIYQoh1JWeVKGYcOGoVevXoiJiWm2TFlZWbPzLgAgPz9f7teG3lbt4RrJy3MOTYYqr+XV1dqjCysmvukQCCGEkHZHoScUAQEBLa5s9KoZGRlBJBI1m4yMjJqNMTMzExwOB1VVVdi6dSu0tLQkJjYDwJ07d6Cnp4e1a9cCAMzNzcHhcMDhcKChoQFzc3OMGzdOarWp0tJSthyHw4G+vj6GDh0qc3fvu3fvYs6cOTAzM4OamhqMjIwwefJklJWVyX2NUVFReO+99yAQCNClSxd4e3ujsLBQ4jzyxk4IIYQQQsjLaFOvPHG5XFhZWTWb5N1Lwt/fH25ubggICEBjYyN7fMqUKejbty9mzpzJHouIiEB5eTkKCwuxZcsW6OrqwtXVFcuWLZNqNyMjA+Xl5Th58iSMjIzg6emJv/76i82/e/cuBg4ciIyMDPz444+4fv06fv75Z1y/fh3vvfceSkpK5LrGEydOYObMmTh79iyOHDmCJ0+e4KOPPsLDhw8l4lEkdkIIIYQQQl6E0gYUVVVVmDZtGgwMDKCurg57e3ukpaUBeLoRnK+vL4yNjaGpqQkHBwckJye32F5cXBysra2hrq4OAwMDjBkzRlmhAgA2bNiAoqIirFq1CgCQlJSErKwsJCYmSuwiLRAIIBQK0bVrVzg7O2Pjxo349ttvERYWJvVUoGPHjhAKhbC3t8eiRYtQXV2Nc+fOsfnffPMN7ty5g4yMDHh4eLBtpqeno0OHDhIDmZYcOnQIAQEBsLOzg5OTE5KSklBWVoYLFy5IlFMkdkIIIYQQQl6EUgYUjY2N8PDwQFZWFrZt24b8/HwsX74cqqqqAICamhr07dsXBw4cQF5eHqZOnQp/f3/k5OTIbC83NxfBwcGIiIhAYWEhDh06BGdnZ2WEyurcuTP7BfvIkSP48ssvERsbC1NT01brzp49GwzDYN++fTLzHz9+jC1btgAA1NTUADy9Rz///DP8/PwgFAolymtoaGDGjBlIT0/H3bt3Fb6WpuV35dkUr7XYydultrYW1dXVEomQdx31e9IeUb8nbZlSJmVnZGQgJycHBQUF6N69O4Cnm901MTY2xrx589jPs2bNQnp6Onbu3In+/ftLtVdWVgYtLS14enpCIBDAzMxMau+LlqSlpYHP50sca2hokCrn7e2NcePGwd3dHSNHjsSkSZPkal9fXx9dunRBaWmpxPFBgwZBRUUFjx49AsMw6Nu3Lz788EMAwD///IOqqirY2trKbNPW1hYMw+D69esy70lzGhsbMWfOHAwePBj29vYvHDt5O0VFRWHJkiVSx7fzYyFQV30DEUnqGnblTYdA3kHN9XtC3mXU70lbppQnFCKRCCYmJuxg4nkNDQ1YunQpHBwcoK+vDz6fj/T0dHYi8vOGDx8OMzMzWFhYwN/fH9u3b8ejR4/kjsfFxUVqMvNPP/0ks+y3336LxsZGhIaGyt0+ADAMI/FqFACkpKTg999/x+7du2FlZYWkpCR06NBBqp4yzZw5E3l5efj555/lriMrdvJ2WrhwIcRiMZtu3br1pkMi5JWjfk/aI+r3pC1TyhMKDY2Wl69csWIFYmNjERMTAwcHB2hpaWHOnDmoq6uTWV4gEODixYvIzMzE4cOHERYWhvDwcJw/fx66urqtxqOlpQUrKyuJY7dv35ZZtmkit7wTuoGnc0L++ecfdOvWTeK4qakprK2tYW1tjfr6eowaNQp5eXng8Xjo3LkzdHV1UVBQILPNgoICcDgcqbhbEhQUhLS0NJw8eRImJiYvFTt5O/F4PPB4vDcdBiGvFfV70h5RvydtmVKeUDg6OuL27dsoKiqSmZ+VlQUvLy9MmDABTk5OsLCwaLZsEy6XC1dXV0RHR+Py5csoLS19a5Y8jY2NhYqKSotL6I4ZMwZcLhdxcXEAABUVFYwbNw47duxARUWFRNnHjx8jLi4Obm5ucs2DYBgGQUFB2Lt3L44dO6bQ4ECe2AkhhBBCCJGXwk8oxGIxRCKRxDELCws4OzvDx8cHq1atgpWVFa5duwYOhwN3d3dYW1tj165dyM7Ohp6eHlatWoW//vqr2Q3c0tLSUFJSAmdnZ+jp6eHgwYNobGyEjY3NC13ky7h//z4qKirw5MkT3Lx5E9u2bcNPP/2EqKioFp8mcDgcBAcHIzw8HNOmTYOmpiYiIyNx9OhRDB8+HNHR0bC3t8fNmzcRGhqKJ0+eYN26dXLFNHPmTOzYsQP79u2DQCBgByg6OjoST4teNHZCCCGEEELkpfATiszMTPTu3VsiLVmyBLt378Z7770HX19f9OzZEwsWLGAnQoeGhqJPnz5wc3PDsGHDIBQKW/yFXFdXF3v27MEHH3wAW1tb/Pjjj0hOToadnd0LX+iLCgsLg6GhIaysrODv7w+xWIyjR48iJCSk1bqTJk3CkydP2I3yOnbsiLNnz8LFxQXTpk2DpaUlxo0bB0tLS5w/f15iIntL1q9fD7FYjGHDhsHQ0JBNKSkpSoudEEIIIYQQeXAYZc8SJoS8MtXV1dDR0YFYLIa2tvabDoeQ14L6PWmPqN+TtqRN7ZRNCCGEEEIIebsoZZWn16WsrKzZeRcAkJ+fj65du77GiJSvPVwjeXnOoclQ5bW8utq74MKKiW86BEIIIYS04q0ZUAwbNgy9evVCTExMs2WMjIykJoQ/n9/WtYdrJIQQQggh7w6FXnkKCAh4o8uNcrlcWFlZNZu4XK5UjAEBAeBwOFi+fLlEW6mpqezmbk1lmkvm5uatxjZs2DC2vLq6Onr27MkuGQsASUlJbL6KigoMDQ0xfvx4qc39XF1d2b0snk3/+9//2Gt8NjYtLS1YW1sjICAAFy5ckGgrMzMTHA4HVVVV7DGGYbBx40YMGDAAfD4furq66NevH2JiYvDo0SOYm5u3eC8CAgLk+2MRQgghhJB2oV3MoVBXV8f333+Pe/fuycyPjY1FeXk5mwAgMTGR/Xz+/Hm5zjNlyhSUl5cjPz8f48aNw8yZM5GcnMzma2tro7y8HH/++Sd2796NwsJCjB07ttl2nk3R0dESZZriu3r1KtatW4cHDx5gwIAB2LJlS4sx+vv7Y86cOfDy8sLx48chEonw7bffYt++fTh8+DDOnz/PnnP37t0AgMLCQvZYbGysXPeCEEIIIYS0D0obUFRVVWHatGkwMDCAuro67O3tkZaWBuDp7sy+vr4wNjaGpqYmHBwcJL5oyxIXFwdra2uoq6vDwMAAY8aMeeHYXF1dIRQKERUVJTNfR0cHQqGQTcDTpWubPnfu3Fmu82hqakIoFMLCwgLh4eGwtrbG/v372XwOhwOhUAhDQ0MMGjQIgYGByMnJQXV1tcx2nk3Pr/DQFJ+5uTk++ugj7Nq1C35+fggKCmp24LRz505s374dycnJWLRoEd577z2Ym5vDy8sLx44dg4uLCzp37syes2mTvS5durDHdHR05LoXhBBCCCGkfVDKHIrGxkZ4eHjg/v372LZtGywtLZGfnw9VVVUAQE1NDfr27YuQkBBoa2vjwIED8Pf3h6WlJfr37y/VXm5uLoKDg7F161YMGjQId+/exalTp144PlVVVURGRuLTTz9FcHAwTExMXrgtRWhoaKCurk5m3t9//429e/dCVVWVvU8v68svv8SWLVtw5MgRjBs3Tip/+/btsLGxgZeXl1Qeh8OhwcJbqLa2FrW1tezn5wefhLyLqN+T9oj6PWnLlDKgyMjIQE5ODgoKCtC9e3cAkNikzdjYGPPmzWM/z5o1C+np6di5c6fMAUVZWRm0tLTg6ekJgUAAMzMz9O7d+6ViHDVqFHr16oXFixcjPj7+pdpqTUNDA5KTk3H58mVMnTqVPS4Wi8Hn88EwDB49egQACA4OhpaWlkT9uLg4/PTTTxLHNmzYAD8/vxbP26NHDwBAaWmpzPzi4uI3sts4eXFRUVFYsmSJ1PHt/FgI1CUHol3DrryusAh5pZrr94S8y6jfk7ZMKa88iUQimJiYsIOJ5zU0NGDp0qVwcHCAvr4++Hw+0tPTpSYkNxk+fDjMzMxgYWEBf39/bN++nf0C/jK+//57bN68GQUFBS/dlixxcXHg8/nQ0NDAlClT8OWXX2L69OlsvkAggEgkQm5uLlauXIk+ffpg2bJlUu34+flBJBJJpP/+97+tnr9pj8KmyebN5ZO2Y+HChRCLxWy6devWmw6JkFeO+j1pj6jfk7ZMKU8oNDRaXg9/xYoViI2NRUxMDBwcHKClpYU5c+Y0+zqQQCDAxYsXkZmZicOHDyMsLAzh4eE4f/48dHV1XzhOZ2dnuLm5YeHCha9ktSI/Pz9888030NDQgKGhIVRUJMdrKioqsLKyAgDY2trixo0bmD59OrZu3SpRTkdHhy2niKaBUrdu3WTmd+/eHdeuXVO4XfLm8Hg88Hi8Nx0GIa8V9XvSHlG/J22ZUp5QODo64vbt2ygqKpKZn5WVBS8vL0yYMAFOTk6wsLBotmwTLpcLV1dXREdH4/LlyygtLcWxY8deOtbly5fj119/xZkzZ166rec1DQSMjY2lBhOyfP3110hJScHFixeVcv6YmBhoa2vD1dVVZv6nn36KoqIi7Nu3TyqPYRiIxWKlxEEIIYQQQtoPhZ9QiMViqY3XLCws4OzsDB8fH6xatQpWVla4du0aOBwO3N3dYW1tjV27diE7Oxt6enpYtWoV/vrrr2Z3hE5LS0NJSQmcnZ2hp6eHgwcPorGxUSnv/zs4OMDPzw9r1qx56bZelqmpKUaNGoWwsDB2RSwAePToESoqKiTK8ng86OnpsZ+rqqpQUVGB2tpaFBUVYcOGDUhNTcWWLVuafYozbtw47N27F76+vggNDcVHH32Ezp0748qVK1i9ejVmzZr1RvcZIYQQQgghbY/CA4rMzEypCdKBgYHYvXs35s2bB19fXzx8+BBWVlbsZnKhoaEoKSmBm5sbNDU1MXXqVHh7ezf7i7iuri727NmD8PBw1NTUwNraGsnJybCzs3uBS5QWERGBlJQUpbT1sr788ku8//77yMnJYSeob9q0CZs2bZIo5+bmhkOHDrGfP/vsMwBP99gwNjbGf/7zH+Tk5KBPnz7NnovD4WDHjh3YuHEjEhISsGzZMnC5XFhbW2PixIlwc3N7BVdIXgXTr89KLSVMCCGEEPImcBiaqUtIm1FdXQ0dHR2IxWIaUJB2g/o9aY+o35O2pF3slE0IIYQQQgh5NZSyytPrUlZW1uy8CwDIz89H165dlX7eU6dOwcPDo9n8Bw8eKP2chLTEOTQZqryWV1drzYUVE5UUDSGEEELas7dmQDFs2DD06tULMTExzZYxMjKSmhD+fP6r0K9fvxbPSwghhBBCSHul0CtPAQEBb3QVIC6XCysrq2YTl8tFQEAAOBwOOBwO1NTUYGVlhYiICNTX1wN4Oqmcw+Ggqqqq1fO5ublBVVUVeXl5Uuf67rvv2NWrnpWamiq1sRzDMNi4cSMGDBgAPp8PXV1d9OvXDzExMeyGfeHh4ejVq5dEvVOnTkFXVxdz5swBwzAyywDA7du3oaamBnt7e5nXweFwoK6ujj/++EPiuLe39yvZj4MQQgghhLQf7+QcCnd3d5SXl6O4uBhz585FeHg4VqxYoVAbZWVlyM7ORlBQEBISEmSWUVdXx/fff4979+612Ja/vz/mzJkDLy8vHD9+HCKRCN9++y327duHw4cPy6xz4MABuLm54auvvkJMTEyzu18DQFJSEsaNG4fq6mqcO3dOZhkOh4OwsLAW4ySEEEIIIURRShtQVFVVYdq0aTAwMIC6ujrs7e3ZvRUqKyvh6+sLY2NjaGpqwsHBAcnJyS22FxcXB2tra6irq8PAwABjxoyROxYejwehUAgzMzNMnz4drq6u2L9/v0LXk5iYCE9PT0yfPh3Jycl4/PixVBlXV1cIhUJERUU1287OnTuxfft2JCcnY9GiRXjvvfdgbm4OLy8vHDt2DC4uLlJ1duzYgdGjRyM6OrrVQQDDMEhMTIS/vz8+/fRTxMfHyywXFBSEbdu2IS8vr5UrJ2+T2tpaVFdXSyRC3nXU70l7RP2etGVKmUPR2NgIDw8P3L9/H9u2bYOlpSXy8/OhqqoKAKipqUHfvn0REhICbW1tHDhwAP7+/rC0tGT3XnhWbm4ugoODsXXrVgwaNAh3797FqVOnXjg+DQ0NVFZWyl2+6Uv6unXr0KNHD1hZWWHXrl3w9/eXKKeqqorIyEh8+umnCA4OhomJiVRb27dvh42NDby8vKTyOBwOdHR0JI6tW7cOX331FRISEuDn59dqrMePH8ejR4/g6uoKY2NjDBo0CKtXr4aWlpZEucGDB6OoqAhff/21xCZ65O0WFRWFJUuWSB3fzo+FQF1Vrja6hl1RdliEvFLN9XtC3mXU70lbppQnFBkZGcjJycGePXswfPhwWFhYwNPTk10ZydjYGPPmzUOvXr1gYWGBWbNmwd3dHTt37pTZXllZGbS0tODp6QkzMzP07t0bwcHBCsfFMAwyMjKQnp6ODz74QKHrefToEbvR24QJE5r95X/UqFHo1asXFi9eLDO/uLhY7h2+CwoKEBQUhPXr18s1mACA+Ph4fPLJJ1BVVYW9vT0sLCzwyy+/yCwbFRWFQ4cOvdTgjLxeCxcuhFgsZtOtW7fedEiEvHLU70l7RP2etGVKGVCIRCKYmJige/fuMvMbGhqwdOlSODg4QF9fH3w+H+np6SgrK5NZfvjw4TAzM4OFhQX8/f2xfft2dvKyPNLS0sDn86Gurg4PDw+MHz8e4eHhctdPSEjA+PHjweU+fYDj6+uLrKws3LhxQ2b577//Hps3b0ZBQYFUniL7BpqYmKBPnz5YsWIFysvLWy1fVVWFPXv2YMKECeyxlgY/PXv2xMSJE/H111/LHRN5s3g8HrS1tSUSIe866vekPaJ+T9oypQwoNDRaXg9/xYoViI2NRUhICDsp2c3NDXV1dTLLCwQCXLx4EcnJyTA0NERYWBicnJzkWpkJAFxcXCASiVBcXIzHjx9j8+bNUq8ANefu3bvYu3cv4uLiwOVyweVyYWxsjPr6+mYnZzs7O8PNzQ0LFy6UyuvevTuuXbsm17kFAgEyMjKgpaUFFxeXVgcVO3bsQE1NDQYMGMDGGhISgtOnT6OoqEhmnSVLluDixYtITU2VKyZCCCGEEEJaopQBhaOjI27fvt3sl9isrCx4eXlhwoQJcHJygoWFRbNlm3C5XLi6uiI6OhqXL19GaWkpjh07Jlc8WlpasLKyQteuXdmnDPLavn07TExMcOnSJYhEIjatXLkSSUlJaGhokFlv+fLl+PXXX3HmzBmJ459++imKioqwb98+qToMw0AsFksc09PTQ0ZGBrS1tTFs2DDcuXOn2Vjj4+Mxd+5ciTgvXbqEIUOGNDv4MTU1RVBQEBYtWtTstRBCCCGEECIvhQcUYrFY4gusSCSChYUFnJ2d4ePjgyNHjuDmzZv47bffcOjQIQCAtbU1jhw5guzsbBQUFGDatGn466+/mj1HWloa1qxZA5FIhD/++ANbtmxBY2Oj3HMR5HHlyhWpL+LA0y/pY8aMgb29vUQKDAzEv//+y17T8xwcHODn54c1a9ZIHB83bhzGjx8PX19fREZGIjc3F3/88QfS0tLg6uqK48ePS7Wlq6uLI0eOQE9Pr9lBhUgkwsWLF/H5559Lxerr64vNmzeze288b+HChbhz5w4yMjIUvW2EEEIIIYRIUHiVp8zMTPTu3VviWGBgIHbv3o158+bB19cXDx8+hJWVFZYvXw4ACA0NRUlJCdzc3KCpqYmpU6fC29tb6tf5Jrq6utizZw/Cw8NRU1MDa2trJCcnw87O7gUuUTZnZ2eJz6qqqjh37hwuXbqETZs2SZXX0dHBhx9+iPj4eHz88ccy24yIiEBKSorEMQ6Hgx07dmDjxo1ISEjAsmXLwOVyYW1tjYkTJ7ITv2Wd7/Dhw3B3d8fQoUORmZkpkR8fH4+ePXuiR48eUnVHjRqFoKAgHDx4EP/973+l8vX19RESEoJFixbJPDd5+5l+fZberyWEEELIW4HDKDJrmBDyRlVXV0NHRwdisZgGFKTdoH5P2iPq96QtUco+FISQ18s5NBmqvJYXQ2jNhRUTlRQNIYQQQtozpe2U/bKGDRuGOXPmtFimrKwMfD6/2dTcMrSEEEIIIYSQV0OhAUVAQAC8vb1fUSitMzIykpoQ/mwyMzMDh8NpNoWHh6O0tFTimL6+PoYOHSq12Vt4eDh69eol8bmpDpfLRadOneDs7IyYmBjU1tZK1G1ucJScnAxVVVXMnDlT5vVVV1fj22+/hZ2dHTQ0NNCxY0e89957iI6Oxr179+S6R8OGDZN57V988QVbhsPhNLtsbGZmJjgcDrtEb9NnPT091NTUSJQ9f/482z4hhBBCCGmf2tQrT1wuF1ZWVs3mP7tvQ0pKCsLCwlBYWMge4/P5+PfffwE83Q3bzs4O//77L5YtWwZPT08UFRXBwMCg2fbt7OyQkZGBxsZGVFZWIjMzE9999x22bt2KzMxMCASCFuOPj4/HggULsGHDBqxcuRLq6ups3t27d/Gf//wH1dXVWLp0Kfr27QsdHR0UFhYiMTERO3bsaHYg8rwpU6YgIiJC4pimpqZcdZsjEAiwd+9e+Pr6SlxP165d6ckQIYQQQkg7prRXnqqqqjBt2jQYGBhAXV0d9vb2SEtLAwBUVlbC19cXxsbG0NTUhIODA5KTk1tsLy4uDtbW1lBXV4eBgQHGjBnTagxCoZBNOjo64HA4Esf4fD5btmPHjhAKhbC3t8eiRYtQXV2Nc+fOtdg+l8uFUCiEkZERHBwcMGvWLJw4cQJ5eXn4/vvvW6x78+ZNZGdn4+uvv0b37t2xZ88eifxFixahrKwMOTk5+Oyzz+Do6AgzMzN89NFHSE5OxowZM1q9/iaampoS1y0UCl96QtekSZMk9rZ4/Pgxfv75Z0yaNOml2iWEEEIIIW2bUgYUjY2N8PDwQFZWFrZt24b8/HwsX74cqqqqAICamhr07dsXBw4cQF5eHqZOnQp/f3/k5OTIbC83NxfBwcGIiIhAYWEhDh06JLXMq7I8fvwYW7ZsAQCoqakpXL9Hjx7w8PCQGiA8LzExER9//DF0dHQwYcIExMfHs3mNjY1ISUnBhAkTYGRkJLP+m36tyN/fH6dOnWKfRuzevRvm5ubo06fPG43rXVdbW4vq6mqJRMi7jvo9aY+o35O2TCmvPGVkZCAnJwcFBQXo3r07AMDCwoLNNzY2xrx589jPs2bNQnp6Onbu3In+/ftLtVdWVgYtLS14enpCIBDAzMxMau+LlzVo0CCoqKjg0aNHYBgGffv2xYcffvhCbfXo0QOHDx9uNr+xsRFJSUn44YcfAACffPIJ5s6di5s3b6Jbt274559/UFVVJbVxX9++fdlXtkaOHNnqU50mcXFx+OmnnySObdiwAX5+fopcloQuXbrAw8MDSUlJCAsLQ0JCAiZPnvzC7RH5REVFYcmSJVLHt/NjIVBXlTjWNezK6wqLkFequX5PyLuM+j1py5TyhEIkEsHExIQdTDyvoaEBS5cuhYODA/T19cHn85Gent7su/fDhw+HmZkZLCws4O/vj+3bt+PRo0fKCJWVkpKC33//Hbt374aVlRWSkpLQoUOHF2qLYZgWnyAcOXIEDx8+xIgRIwAAnTp1wvDhwyVeIZJl7969EIlEcHNzw+PHj+WOx8/PT2rCuqwN7hQ1efJkJCUloaSkBGfOnHmpAQqRz8KFCyEWi9l069atNx0SIa8c9XvSHlG/J22ZUp5QaGi0vB7+ihUrEBsbi5iYGDg4OEBLSwtz5sxBXV2dzPICgQAXL15EZmYmDh8+jLCwMISHh+P8+fPQ1dVVRsgwNTWFtbU1rK2tUV9fj1GjRiEvLw88Hk/htgoKCtCtW7dm8+Pj43H37l2J+9TY2IjLly9jyZIl6Ny5M3R1dSUmkANA165dATy9H02rLslDR0enxcnrL8rDwwNTp05FYGAgRo4ciY4dOyr9HEQSj8d7oT5JSFtG/Z60R9TvSVumlCcUjo6OuH37NoqKimTmZ2VlwcvLCxMmTICTkxMsLCyaLduEy+XC1dUV0dHRuHz5MkpLS3Hs2DFlhCtlzJgx4HK5iIuLU7jutWvXcOjQIfj4+MjMr6ysxL59+/Dzzz9LPDH4/fffce/ePRw+fBgqKioYN24ctm3bhjt37rzs5bwyXC4XEydORGZmJr3uRAghhBBCALzAEwqxWAyRSCRxzMLCAs7OzvDx8cGqVatgZWWFa9eugcPhwN3dHdbW1ti1axeys7Ohp6eHVatW4a+//kLPnj1lniMtLQ0lJSVwdnaGnp4eDh48iMbGRqk5BsrC4XAQHByM8PBwTJs2rdklVuvr61FRUSG1bGyvXr0wf/58mXW2bt2Kjh07Yty4cVKvRY0YMQLx8fFwd3dHZGQkMjMz0b9/f0RERKBfv37Q0tLC5cuXcebMGdjb28t9PY8ePUJFRYXEMR6PBz09PfbzzZs3pf6O1tbWrba9dOlSzJ8/n55OEEIIIYQQAC8woMjMzJSaIB0YGIjdu3dj3rx58PX1xcOHD2FlZYXly5cDAEJDQ1FSUgI3Nzdoampi6tSp8Pb2hlgslnkOXV1d7NmzB+Hh4aipqYG1tTWSk5NhZ2f3Apcon0mTJuGbb77B2rVrsWDBApllrl69CkNDQ6iqqkJHRwc9e/bEwoULMX369GYfUyYkJGDUqFEy51j4+PjA398f//77Lzp16oScnBx8//33WLFiBW7evAkVFRVYW1tj/Pjxre4i/qxNmzZh06ZNEsfc3Nxw6NAh9vNXX30lVe/5zf1kUVNTQ6dOneSOhbwapl+ffemlgAkhhBBClIHDMAzzpoMghMinuroaOjo6EIvFNKAg7Qb1e9IeUb8nbYnSNrYjhBBCCCGEtD9KWeXpdSkrK2t23gUA5OfnsysjvYtOnToFDw+PZvMfPHjwGqMhb5JzaDJUeS2vrvYyLqyY+MraJuRFvep+Lw/67wZ53eh/70lb8NoGFElJSZgzZ47cy59mZmbCxcUF9+7dY5eKNTIykppI/Kzmdpl+GeHh4UhNTW3xvK9Lv3793oo4CCGEEEIIaaLQK08BAQHgcDjgcDhQU1ODlZUVIiIiUF9f/6rik8DlcmFlZdVs4nLfvgcuUVFReO+99yAQCNClSxd4e3tL7Tdhbm4ODoeDn3/+Waq+nZ0dOBwOkpKSoKGhASsrK7i6usLa2hq5ubkS1/98eUIIIYQQQl41hedQuLu7o7y8HMXFxZg7dy7Cw8OxYsWKVxHbO+HEiROYOXMmzp49iyNHjuDJkyf46KOP8PDhQ4lypqamSExMlDh29uxZVFRUQEtLS6pdRcsTQgghhBDyKig8oODxeBAKhTAzM8P06dPh6uqK/fv34969e5g4cSL09PSgqakJDw8PFBcXy2yjtLQUKioqyM3NlTgeExMDMzMzNDY2sseysrLg6OgIdXV1DBw4EHl5eRJ1Tp8+jSFDhkBDQwOmpqYIDg6W+LJubm6OyMhITJ48GQKBAF27dsXGjRsl2rh9+zZ8fX2hr68PLS0t9OvXD+fOnZMos3XrVpibm0NHRweffPIJ7t+/L9f9OnToEAICAmBnZwcnJyckJSWhrKwMFy5ckCjn5+eHEydO4NatW+yxhIQE+Pn5yXzyomh5QgghhBBCXoWXXuVJQ0MDdXV1CAgIQG5uLvbv348zZ86AYRiMGDECT548kapjbm4OV1dXqV/YExMTERAQABWV/wtr/vz5WLlyJc6fP4/OnTtj5MiRbJs3btyAu7s7fHx8cPnyZaSkpOD06dMICgqSaHflypXo168ffv/9d8yYMQPTp09nXzt68OABhg4dij///BP79+/HpUuXsGDBAolBzY0bN5Camoq0tDSkpaXhxIkT7B4bimrae0NfX1/iuIGBAdzc3LB582YATzenS0lJaXZHakXLk7aptrYW1dXVEomQdx31e9IeUb8nbdkL/5TNMAyOHj2K9PR0eHh4IDU1FVlZWRg0aBAAYPv27TA1NUVqairGjh0rVf/zzz/HF198gVWrVoHH4+HixYu4cuUK9u3bJ1Fu8eLFGD58OABg8+bNMDExwd69ezFu3DhERUXBz8+P3fTN2toaa9aswdChQ7F+/Xqoq6sDeLoj9YwZMwAAISEhWL16NY4fPw4bGxvs2LED//zzD86fP89+yW+aj9CksbERSUlJEAgEAAB/f38cPXoUy5YtU+ieNTY2Ys6cORg8eLDMna8nT56MuXPn4ptvvsGuXbtgaWmJXr16NdueouVJ2xMVFYUlS5ZIHd/Oj4VAXVWuNrqGXVF2WIS8Us31e0LeZdTvSVum8BOKtLQ08Pl8qKurw8PDA+PHj0dAQAC4XC4GDBjAluvYsSNsbGxQUFAgsx1vb2+oqqpi7969AJ6uAuXi4gJzc3OJcu+//z77b319fYk2L126hKSkJPD5fDa5ubmhsbERN2/eZOs5Ojqy/+ZwOBAKhfj7778BACKRCL1795Z6YvAsc3NzdjABAIaGhmx9RcycORN5eXkyJ18DwMcff4wHDx7g5MmTSEhIaPVpg6LlSduzcOFCiMViNj37ihsh7yrq96Q9on5P2jKFn1C4uLhg/fr1UFNTg5GREbhcLvbv36/widXU1DBx4kQkJiZi9OjR2LFjB2JjYxVq48GDB5g2bRqCg4Ol8p7dj6JDhw4SeRwOh32lSUOj9bWdW6ovr6CgIKSlpeHkyZMwMTGRWYbL5cLf3x+LFy/GuXPn2MFWcxQtT9oeHo8HHo/3psMg5LWifk/aI+r3pC1T+AmFlpYWrKys0LVrV3byr62tLerr6yUmMldWVqKwsLDFjeg+//xzZGRkIC4uDvX19Rg9erRUmbNnz7L/vnfvHoqKimBrawsA6NOnD/Lz82UuIaumpibX9Tg6OkIkEuHu3btylVcUwzAICgrC3r17cezYMXTr1q3F8pMnT8aJEyfg5eUFPT29VttXtDwhhBBCCCHK9NKTsoGncxe8vLwwZcoUnD59GpcuXcKECRNgbGwMLy+vZuvZ2tpi4MCBCAkJga+vr8ynBRERETh69Cjy8vIQEBCATp06wdvbG8DT+RDZ2dkICgqCSCRCcXEx9u3bJzUpuyW+vr4QCoXw9vZGVlYWSkpKsHv3bpw5c0bh+yDLzJkzsW3bNuzYsQMCgQAVFRWoqKjA48ePZZa3tbXFv//+KzVhvTmKlieEEEIIIUSZlLa+aGJiImbPng1PT0/U1dXB2dkZBw8elHpd6HmBgYHIzs5u9v3/5cuXY/bs2SguLkavXr3w66+/sk8fHB0dceLECXzzzTcYMmQIGIaBpaUlxo8fL3fcampqOHz4MObOnYsRI0agvr4ePXv2xLp16+S/+BasX78eADBs2DCJ400rWsnSsWNHhc6haHnS9pl+fRba2tpvOgxCXquT3/lSvyftDvV70hZwGIZh3mQAS5cuxS+//ILLly+/yTAIaROqq6uho6MDsVhM/wdD2g3q96Q9on5P2hKlvPL0Ih48eIC8vDysXbsWs2bNelNhEEIIIYQQQl7Ca9tSOSkpCXPmzEFVVRWAp6seJScnw9vbW+brTpmZmXBxccG9e/egq6v7usKUEh4ejtTUVIhEIqm8srKyFied5+fnS6w2RYiyOIcmQ5XX+gplr9OFFRPfdAjkHfc29vsm1P/Jq6LMfk/9lLwqCj2hCAgIAIfDAYfDgZqaGqysrBAREYH6+nqFT5yUlITa2lqkpKRAVVW+DbreNkZGRhCJRM0mIyMjrF+/Ho6OjtDW1oa2tjbef/99/PbbbxLtmJubg8PhyNyfws7ODhwOB0lJSS9cnhBCCCGEkFdF4ScU7u7uSExMRG1tLQ4ePIiZM2eiQ4cOWLhw4auI763G5XKldtV+nomJCZYvXw5ra2swDIPNmzfDy8sLv//+O+zs7NhypqamSExMxCeffMIeO3v2LCoqKqClpSXVrqLlCSGEEEIIeRUUnkPB4/EgFAphZmaG6dOnw9XVFfv378e9e/cwceJE6OnpQVNTEx4eHiguLpbZRmlpKVRUVJCbmytxPCYmBmZmZhKbxmVlZcHR0RHq6uoYOHAg8vLyJOqcPn0aQ4YMgYaGBkxNTREcHIyHDx+y+ebm5oiMjMTkyZMhEAjQtWtXbNy4UaKN27dvw9fXF/r6+tDS0kK/fv0k9tQAgK1bt8Lc3Bw6Ojr45JNPcP/+fbnu18iRIzFixAhYW1uje/fuWLZsGfh8vsT+GgDg5+eHEydOSOyMmZCQAD8/P3a/j5cpTwghhBBCyKvw0pOyNTQ0UFdXh4CAAOTm5mL//v04c+YMGIbBiBEj8OTJE6k65ubmcHV1ldo7oWkpVRWV/wtr/vz5WLlyJc6fP4/OnTtj5MiRbJs3btyAu7s7fHx8cPnyZaSkpOD06dNS+1CsXLkS/fr1w++//44ZM2Zg+vTpKCwsBPB0cvjQoUPx559/Yv/+/bh06RIWLFggMai5ceMGUlNTkZaWhrS0NJw4cQLLly9X+F41NDTg559/xsOHD/H+++9L5BkYGMDNzQ2bN28GADx69AgpKSnNLqeraHnSNtXW1qK6uloiEfKuo35P2iPq96Qte+GfshmGwdGjR5Geng4PDw+kpqYiKysLgwYNAgBs374dpqamSE1NxdixY6Xqf/755/jiiy+watUq8Hg8XLx4EVeuXMG+ffskyi1evBjDhw8HAGzevBkmJibYu3cvxo0bh6ioKPj5+WHOnDkAnm6wt2bNGgwdOhTr16+Huro6AGDEiBGYMWMGgKeb4a1evRrHjx+HjY0NduzYgX/++Qfnz5+Hvr4+AEi9xtTY2IikpCQIBAIAgL+/P44ePYply5bJda+uXLmC999/HzU1NeDz+di7d6/MydyTJ0/G3Llz8c0332DXrl2wtLREr169mm1X0fKk7YmKisKSJUukjm/nx0Kg/nJzj7qGXXmp+oS8Ks31e0LeZdTvSVum8BOKtLQ08Pl8qKurw8PDA+PHj0dAQAC4XC4GDBjAluvYsSNsbGxQUFAgsx1vb2+oqqpi7969AJ5O0nZxcYG5ublEuWd/ydfX15do89KlS0hKSgKfz2eTm5sbGhsbcfPmTbaeo6Mj+28OhwOhUIi///4bACASidC7d292MCGLubk5O5gAAENDQ7a+PGxsbCASiXDu3DlMnz4dkyZNQn5+vlS5jz/+GA8ePMDJkyeRkJDQ6tMGRcuTtmfhwoUQi8VsevYVN0LeVdTvSXtE/Z60ZQo/oXBxccH69euhpqYGIyMjcLlc7N+/X+ETq6mpYeLEiUhMTMTo0aOxY8cOxMbGKtTGgwcPMG3aNAQHB0vlPbtc6/O7dXM4HPaVJg2N1pdia6m+PJpWxAKAvn374vz584iNjcWGDRskynG5XPj7+2Px4sU4d+4cO9hqjqLlSdvD4/HA4/HedBiEvFbU70l7RP2etGUKP6HQ0tKClZUVunbtyk7+tbW1RX19vcRE5srKShQWFra4T8Pnn3+OjIwMxMXFob6+HqNHj5Yq8+zk5Xv37qGoqAi2trYAgD59+iA/Px9WVlZSSU1NTa7rcXR0hEgkwt27d+UqrwyNjY2ora2VmTd58mScOHECXl5e0NPTa7UtRcsTQgghhBCiTEpZDsja2hpeXl6YMmUKNmzYAIFAgK+//hrGxsbw8vJqtp6trS0GDhyIkJAQTJ48WebTgoiICHTs2BEGBgb45ptv0KlTJ3h7ewN4Oh9i4MCBCAoKwueffw4tLS3k5+fjyJEjWLt2rVyx+/r6IjIyEt7e3oiKioKhoSF+//13GBkZSU2cfhELFy6Eh4cHunbtivv372PHjh3IzMxEenq6zPK2trb4999/oampKVf7ipYnhBBCCCFEmV56lacmiYmJ6Nu3Lzw9PfH++++DYRgcPHhQ6nWh5wUGBqKurq7Z9/+XL1+O2bNno2/fvqioqMCvv/7KPn1wdHTEiRMnUFRUhCFDhqB3794ICwuDkZGR3HGrqanh8OHD6NKlC0aMGAEHBwcsX75caZvt/f3335g4cSJsbGzw4Ycf4kbcioYAAKI1SURBVPz580hPT2cnmsvSsWNHuV7FetHyhBBCCCGEKAuHYRjmTQawdOlS/PLLL7h8+fKbDIOQNqG6uho6OjoQi8XQ1tZ+0+EQ8lpQvyftEfV70pYo7QmFoh48eIC8vDysXbsWs2bNelNhEEIIIYQQQl7CG9tSOSgoCMnJyfD29m6zy52WlZW1OOk8Pz9fYrUpQpTFOTQZqry34zW3CysmvukQCCGEEPIGvbYBRVJSEubMmYOqqir2c1JSUrPlMzMz4eLignv37kFXV/e1xChLeHg4UlNTIRKJpPKMjIxkHn82nxBCCCGEkHeZQq88BQQEgMPhgMPhsHsrREREoL6+/lXF91bjcrkyl6xtSk3L6gLAmTNnoKqqio8//liqndLSUva+cjgcCAQC2NnZYebMmSguLpYom5SU9EYHWIQQQgghhDxL4TkU7u7uKC8vR3FxMebOnYvw8HCsWLHiVcT2TomPj8esWbNw8uRJ3LlzR2aZjIwMlJeX49KlS4iMjERBQQGcnJxw9OjR1xwtIYQQQggh8lF4QMHj8SAUCmFmZobp06fD1dUV+/fvx7179zBx4kTo6elBU1MTHh4eUr+uNyktLYWKigpyc3MljsfExMDMzExiF+qsrCw4OjpCXV0dAwcORF5enkSd06dPY8iQIdDQ0ICpqSmCg4Px8OFDNt/c3ByRkZGYPHkyBAIBunbtio0bN0q0cfv2bfj6+kJfXx9aWlro16+fxCZ9ALB161aYm5tDR0cHn3zyCe7fvy/3PXvw4AFSUlIwffp0fPzxx82+6tWxY0cIhUJYWFjAy8sLGRkZGDBgAAIDA9HQ0CD3+QghhBBCCHldXnqVJw0NDdTV1SEgIAC5ubnYv38/zpw5A4ZhMGLECDx58kSqjrm5OVxdXZGYmChxPDExEQEBAVBR+b+w5s+fj5UrV+L8+fPo3LkzRo4cybZ548YNuLu7w8fHB5cvX0ZKSgpOnz6NoKAgiXZXrlyJfv364ffff8eMGTMwffp0FBYWAnj6ZX/o0KH4888/sX//fly6dAkLFiyQGNTcuHEDqampSEtLQ1paGk6cOIHly5fLfY927tyJHj16wMbGBhMmTEBCQgLkWa1XRUUFs2fPxh9//IELFy7IfT7y7qitrUV1dbVEIuRdR/2etEfU70lb9sKTshmGwdGjR5Geng4PDw+kpqYiKysLgwYNAgBs374dpqamSE1NxdixY6Xqf/755/jiiy+watUq8Hg8XLx4EVeuXMG+ffskyi1evJjdBG7z5s0wMTHB3r17MW7cOERFRcHPzw9z5swB8HTH7jVr1mDo0KFYv3491NXVAQAjRozAjBkzADzdXXv16tU4fvw4bGxssGPHDvzzzz84f/489PX1AQBWVlYSMTQ2NiIpKQkCgQAA4O/vj6NHj2LZsmVy3av4+HhMmDABwNNXxsRiMU6cOIFhw4a1WrdHjx4Anj7V6d+/v1znI++OqKgoLFmyROr4dn4sBOrK2Xzx5dEqT0S5muv3hLzLqN+TtkzhJxRpaWng8/lQV1eHh4cHxo8fj4CAAHC5XAwYMIAt17FjR9jY2KCgoEBmO97e3lBVVcXevXsBPJ1s7OLiAnNzc4ly77//PvtvfX19iTYvXbqEpKQk8Pl8Nrm5uaGxsRE3b95k6zk6OrL/5nA4EAqF+PvvvwEAIpEIvXv3ZgcTspibm7ODCQAwNDRk67emsLAQOTk58PX1BfB0Ivf48eMRHx8vV/2mJxkcDkeu8uTdsnDhQojFYjbdunXrTYdEyCtH/Z60R9TvSVum8BMKFxcXrF+/HmpqajAyMgKXy8X+/fsVPrGamhomTpyIxMREjB49Gjt27EBsbKxCbTx48ADTpk1DcHCwVN6z+z906NBBIo/D4bCvNGlotL6Wf0v1WxMfH4/6+nqJJWQZhgGPx8PatWuho6PTYv2mwVO3bt3kOh95t/B4PPB4vDcdBiGvFfV70h5RvydtmcIDCi0tLalXgmxtbVFfX49z586xrzxVVlaisLCwxY3fPv/8c9jb2yMuLg719fUYPXq0VJmzZ8+yg4N79+6hqKgItra2AIA+ffogPz9fKh5FODo64qeffsLdu3dbfErxIurr67FlyxasXLkSH330kUSet7c3kpOT8cUXXzRbv7GxEWvWrEG3bt3Qu3dvpcZGCCGEEEKIMrz0pGzg6dwFLy8vTJkyBadPn8alS5cwYcIEGBsbw8vLq9l6tra2GDhwIEJCQuDr6yvzaUFERASOHj2KvLw8BAQEoFOnTvD29gbwdD5EdnY2goKCIBKJUFxcjH379klNym6Jr68vhEIhvL29kZWVhZKSEuzevRtnzpxR+D48Ly0tDffu3UNgYCDs7e0lko+Pj9RrT5WVlaioqEBJSQn2798PV1dX5OTkID4+Hqqqb8v78oQQQgghhPwfpe2UnZiYiNmzZ8PT0xN1dXVwdnbGwYMHpV4Xel5gYCCys7MxefJkmfnLly/H7NmzUVxcjF69euHXX3+FmpoagKdPF06cOIFvvvkGQ4YMAcMwsLS0xPjx4+WOW01NDYcPH8bcuXMxYsQI1NfXo2fPnli3bp38F9+M+Ph4uLq6ynytycfHB9HR0bh8+TK0tbUBAK6urgAATU1NmJmZwcXFBRs3bnypJzDk3WT69Vm23xBCCCGEvEkcRp71S1+hpUuX4pdffsHly5ffZBiEtAnV1dXQ0dGBWCymAQVpN6jfk/aI+j1pS5TyytOLePDgAfLy8rB27VrMmjXrTYVBCCGEEEIIeQlKe+VJUUFBQUhOToa3t3ezrzu97crKylqcdJ6fny+x2hQhyuIcmgxVXusrlAHAhRW0TwQhhBBCXp3XNqBISkrCnDlzUFVVxX5OSkpqtnxmZiZcXFxw79496OrqvpYYZQkPD0dqaipEIpFUnpGRkczjz+YTQgghhBDyLlPolaeAgABwOBxwOByoqanBysoKERERqK+vf1XxvdW4XC6srKyaTVzu/43Xzpw5A1VVVXz88cfssWfvp6z07CZ/UVFRUFVVxYoVK6TiCAkJgbm5Oe7fvy9xfOTIkXB2dpZ7zwxCCCGEEEIUpfAcCnd3d5SXl6O4uBhz585FeHi4zC+5RFJ8fDxmzZqFkydP4s6dOwCA2NhYlJeXswl4ulpW0+fz58+z9RMSErBgwQIkJCRItR0REQE+n4+vvvpKovzx48eRmJgIFZU3NlWGEEIIIYS84xT+psnj8SAUCmFmZobp06fD1dUV+/fvx7179zBx4kTo6elBU1MTHh4eKC4ultlGaWkpVFRUkJubK3E8JiYGZmZmEr+oZ2VlwdHREerq6hg4cCDy8vIk6pw+fRpDhgyBhoYGTE1NERwcjIcPH7L55ubmiIyMxOTJkyEQCNC1a1ds3LhRoo3bt2/D19cX+vr60NLSQr9+/XDu3DmJMlu3boW5uTl0dHTwySefSD0NaMmDBw+QkpKC6dOn4+OPP2Zf9dLR0YFQKGQTAOjq6rKfO3fuDAA4ceIEHj9+jIiICFRXVyM7O1uifR6Ph82bN2Pz5s04dOgQysrK8OWXXyI6OhqWlpZyx0nePrW1taiurpZIhLzrqN+T9oj6PWnTGAVMmjSJ8fLykjj23//+l+nTpw/z3//+l7G1tWVOnjzJiEQixs3NjbGysmLq6uoYhmGYxMRERkdHh603fPhwZsaMGRJtOTo6MmFhYQzDMMzx48cZAIytrS1z+PBh5vLly4ynpydjbm7Otnn9+nVGS0uLWb16NVNUVMRkZWUxvXv3ZgICAtg2zczMGH19fWbdunVMcXExExUVxaioqDDXrl1jGIZh7t+/z1hYWDBDhgxhTp06xRQXFzMpKSlMdnY2wzAMs3jxYobP5zOjR49mrly5wpw8eZIRCoXMokWL5L5v8fHxTL9+/RiGYZhff/2VsbS0ZBobG6XKAWD27t0rddzf35+ZN28ewzAMM3fuXGby5MkyzxMWFsYYGxszzs7OjKurq8xzkLZl8eLFDACpJBaL33RohLwy1O9Je0T9nrRlLzygaGxsZI4cOcLweDzG29ubAcBkZWWxZf/9919GQ0OD2blzJ8Mw0gOKlJQURk9Pj6mpqWEYhmEuXLjAcDgc5ubNmwzD/N+A4ueff2brVFZWMhoaGkxKSgrDMAwTGBjITJ06VSLGU6dOMSoqKszjx48Zhnk6oJgwYQKb39jYyHTp0oVZv349wzAMs2HDBkYgEDCVlZUyr3nx4sWMpqYmU11dzR6bP38+M2DAALnv26BBg5iYmBiGYRjmyZMnTKdOnZjjx49LlZM1oBCLxYyGhgYjEokYhmGY33//neHz+cz9+/el6tfV1TGmpqYMj8dj/vjjD7njI2+vmpoaRiwWs+nWrVv0fzDknUf9nrRH1O9JW6bwK09paWng8/lQV1eHh4cHxo8fj4CAAHC5XAwYMIAt17FjR9jY2KCgoEBmO97e3lBVVcXevXsBPF31ycXFRWIiMgC8//777L/19fUl2rx06RKSkpLA5/PZ5ObmhsbGRty8eZOt5+joyP6bw+FAKBTi77//BgCIRCL07t0b+vr6zV6zubk5BAIB+9nQ0JCt35rCwkLk5OTA19cXwNOJ3OPHj0d8fLxc9ZOTk2FpaQknJycAQK9evWBmZoaUlBSpskeOHEFFRQUaGxsl5l+QtovH40FbW1siEfKuo35P2iPq96QtU3jZWBcXF6xfvx5qamowMjICl8vF/v37FT6xmpoaJk6ciMTERIwePRo7duxAbGysQm08ePAA06ZNQ3BwsFTes/s/dOjQQSKPw+Gw8zQ0NFpfy7+l+q2Jj49HfX29xBKyDMOAx+Nh7dq10NHRabX+1atXJVaMamxsREJCAgIDA9lj9+7dw5QpUxAaGgqGYTBjxgwMHToUnTp1kitOQgghhBBCXoTCAwotLS1YWVlJHLO1tUV9fT3OnTuHQYMGAQAqKytRWFjY4sZvn3/+Oezt7REXF4f6+nqMHj1aqszZs2fZwcG9e/dQVFQEW1tbAECfPn2Qn58vFY8iHB0d8dNPP+Hu3bstPqV4EfX19diyZQtWrlyJjz76SCLP29sbycnJ+OKLL5qtf+XKFeTm5iIzM1Mitrt372LYsGG4du0aevToAQCYNWsWhEIhFi1aBADYt28fZs6cKfNJBiGEEEIIIcqilPVEra2t4eXlhSlTpuD06dO4dOkSJkyYAGNjY3h5eTVbz9bWFgMHDkRISAh8fX1lPi2IiIjA0aNHkZeXh4CAAHTq1Ane3t4Anu6/kJ2djaCgIIhEIhQXF2Pfvn0ICgqSO3ZfX18IhUJ4e3sjKysLJSUl2L17N86cOaPwfXheWloa7t27h8DAQNjb20skHx+fVl97io+PR//+/eHs7CxR19nZGe+99x5bf+/evfjll1+wefNmcLlccLlcbN68Gampqdi9e/dLXwchhBBCCCHNUdoGBYmJiejbty88PT3x/vvvg2EYHDx4UOp1oecFBgairq4OkydPlpm/fPlyzJ49G3379kVFRQV+/fVXqKmpAXj6dOHEiRMoKirCkCFD0Lt3b4SFhSm0Q7WamhoOHz6MLl26YMSIEXBwcMDy5cuhqqoq/8U3Iz4+Hq6urjJfa/Lx8UFubi4uX74ss25dXR22bdsGHx8fmfk+Pj7YsmUL/vnnH3zxxRdYvHgx7O3t2XwHBwcsXrwYM2bMwL///vvS10IIIYQQQogsHIZhmDcZwNKlS/HLL780+8WaEPJ/qquroaOjA7FYTBP2SLtB/Z60R9TvSVvyxrZQfvDgAfLy8rB27VrMmjXrTYVBCCGEEEIIeQkKT8p+UUlJSZgzZw6qqqoAAEFBQUhOToa3t7fM150yMzPh4uKCe/fuQVdX93WFKSU8PBypqakQiURSeWVlZS1OOs/Pz5dYbYoQZXEOTYYqr/UVyt6UCysmvukQCCGEEPKaKPSEIiAgABwOBxwOB2pqarCyskJERATq6+sVPnFSUhJqa2uRkpKilPkKb4KRkRFEIlGzycjISOKePZuuX78OQPKedujQAQYGBhg+fDgSEhLYpWkzMzNltvFsyszMRFJSEvtZVVUVenp6GDBgACIiIiAWi+W+rqioKLz33nsQCATo0qULvL29UVhYKFHG3NycPZeGhgbMzc0xbtw4HDt2THk3mBBCCCGEvPUUfuXJ3d0d5eXlKC4uxty5cxEeHo4VK1a8itjeelwuF1ZWVs2mpr0jmu7Zs6lbt25sO035paWl+O233+Di4oLZs2fD09MT9fX1GDRokETdcePGSbXZtFyvtrY2ysvLcfv2bWRnZ2Pq1KnYsmULevXqhTt37sh1XSdOnMDMmTNx9uxZHDlyBE+ePMFHH32Ehw8fSpSLiIhAeXk5CgsLsWXLFujq6sLV1RXLli1T0h0mhBBCCCFvO4UHFDweD0KhEGZmZpg+fTpcXV2xf/9+3Lt3DxMnToSenh40NTXh4eGB4uJimW2UlpZCRUUFubm5EsdjYmJgZmYmsWlcVlYWHB0doa6ujoEDByIvL0+izunTpzFkyBBoaGjA1NQUwcHBEl98zc3NERkZicmTJ0MgEKBr167YuHGjRBu3b9+Gr68v9PX1oaWlhX79+uHcuXMSZbZu3Qpzc3Po6Ojgk08+wf379xW+Z8+mZ5/KNOUbGxujT58+WLRoEfbt24fffvsNSUlJUFNTk6iroaEh1WbTyldNO4EbGhrC1tYWgYGByM7OxoMHD7BgwQK54j106BACAgJgZ2cHJycnJCUloaysDBcuXJAoJxAIIBQK0bVrVzg7O2Pjxo349ttvERYWJvVEgxBCCCGEvJteelK2hoYG6urqEBAQgNzcXOzfvx9nzpwBwzAYMWIEnjx5IlXH3Nwcrq6uSExMlDiemJiIgIAAqKj8X1jz58/HypUrcf78eXTu3BkjR45k27xx4wbc3d3h4+ODy5cvIyUlBadPn5bah2LlypXo168ffv/9d8yYMQPTp09nv/A+ePAAQ4cOxZ9//on9+/fj0qVLWLBggcSg5saNG0hNTUVaWhrS0tJw4sQJLF++/GVvXYs++OADODk5Yc+ePS/dVpcuXeDn54f9+/ejoaFB4fpNr0vJs/Hf7NmzwTAM9u3bp/B5iLTa2lpUV1dLJELeddTvSXtE/Z60ZS88KZthGBw9ehTp6enw8PBAamoqsrKy2Fdvtm/fDlNTU6SmpmLs2LFS9T///HN88cUXWLVqFXg8Hi5evIgrV65IfRFdvHgxhg8fDgDYvHkzTExMsHfvXowbNw5RUVHw8/PDnDlzADzdYG/NmjUYOnQo1q9fD3V1dQDAiBEjMGPGDABPN8NbvXo1jh8/DhsbG+zYsQP//PMPzp8/z35hfn7n7cbGRiQlJUEgEAAA/P39cfToUblf7UlLSwOfz2c/e3h44Jdffmm1Xo8ePZS2nG6PHj1w//59VFZWokuXLnLXa2xsxJw5czB48GCJfS6ao6+vjy5duqC0tPQloiVNoqKisGTJEqnj2/mxEKi/3NyjrmFXXqo+Ia9Kc/2ekHcZ9XvSlin8hKLpy7G6ujo8PDwwfvx4BAQEgMvlYsCAAWy5jh07wsbGBgUFBTLb8fb2hqqqKvbu3Qvg6SRtFxcXmJubS5R7//332X/r6+tLtHnp0iUkJSWBz+ezyc3NDY2Njbh58yZbz9HRkf130ytBf//9NwBAJBKhd+/eLf76bm5uzg4mAMDQ0JCtLw8XFxeJydpr1qyRqx7DMOBwOHKfp7W2ACjc3syZM5GXl4eff/5ZoXMpK+72buHChRCLxWy6devWmw6JkFeO+j1pj6jfk7ZM4ScULi4uWL9+PdTU1GBkZAQul4v9+/crfGI1NTVMnDgRiYmJGD16NHbs2IHY2FiF2njw4AGmTZuG4OBgqbxnl2t9frduDofDvtKkodH60pst1ZeHlpaW1FMPeRQUFEhM3n4ZBQUF0NbWRseOHeWuExQUhLS0NJw8eRImJiZy1amsrMQ///yjtLjbOx6PBx6P96bDIOS1on5P2iPq96QtU3hAIevLsa2tLerr63Hu3Dn2lafKykoUFha2uE/D559/Dnt7e8TFxaG+vh6jR4+WKnP27Fl2cHDv3j0UFRXB1tYWANCnTx/k5+e/0Jf1Jo6Ojvjpp59w9+5dueYIvC7Hjh3DlStX8OWXX750W3///Td27NgBb29vifkpzWEYBrNmzcLevXuRmZmp0OAgNjYWKioq8Pb2fomICSGEEEJIW6GUnbKtra3h5eWFKVOm4PTp07h06RImTJgAY2NjeHl5NVvP1tYWAwcOREhICHx9fWU+LYiIiMDRo0eRl5eHgIAAdOrUif2yGhISguzsbAQFBUEkEqG4uBj79u2TmpTdEl9fXwiFQnh7eyMrKwslJSXYvXs3zpw5o/B9eFG1tbWoqKjAn3/+iYsXLyIyMhJeXl7w9PTExImKbRDGMAwqKipQXl6OgoICJCQkYNCgQdDR0ZF7IvnMmTOxbds27NixAwKBABUVFaio+H/s3XdYVMf+P/D3wrILshQpuojAKk0sqIiCeoFg8FIUQYmFiLgCxliiJhYuNryYqCm2xHI1UjRGJTYkXDUqihHExAIoQgARojEQvIggCYLI/P7gx/l6sqCsgoh8Xs8zz7N7zsycOYcBdnZaMaqqqnjxHj58iOLiYty5cwc//vgj3nvvPXz88cf45JNPXqqRRwghhBBC2o8W2yk7Ojqa2zuhpqYGzs7OOHbsmMJwob9rWNa0sd2yAWDt2rWYN28e8vLyMGDAAHz//ffcEqm2trY4d+4cli5dCicnJzDGYG5ujokTJza73CKRCCdPnsSCBQvg5eWF2tpa9O7dG1u2bGn+zb+kEydOwMjICEKhEJ07d0b//v3x5ZdfYurUqc3qUXhaRUUFjIyMIBAIoK2tDWtra0ydOhXz5s2DtrZ2s/LYtm0bAOCtt97iHW9YhavBihUrsGLFCm5ZW0dHRyQmJsLV1VWpMhPlmfzrYrN/noQQQgghrUnAGmbrtpFVq1bhwIEDLbaaESFvsoqKCujo6KC8vJwaFKTDoHpPOiKq96Q9aZEhTy+isrISmZmZ2Lx5Mz744IO2KgYhhBBCCCHkJbTYkCdlzZkzB/v27YOvr2+Tw51ed7dv337mpPOsrCzealOvg/ZYZqLIedk+qIr5c46ufK7cfBtC2huq96QjaqzeNwf9bpBX6ZU1KGJiYjB//nw8ePCAex8TE9Nk/KSkJLi6uqKsrAy6urqvpIyNWblyJeLi4pCenq5wrlu3bo0ef/r866Y9lpkQQgghhLy+lBryJJfLIRAIIBAIIBKJYGFhgYiICNTW1rZW+V5rQqEQFhYWTQahUMh7Zk+HmzdvAqh/ps9aYrWqqgrh4eGwsrKCWCyGgYEBxo8fjxs3bgAAvvnmG2hqanL5Nfj999/RuXNnbN68GUD95nwCgQBqamro168f3NzcsGTJEty+fVuhzE0xMjJSWCnqX//6FwQCAZKSknjH33rrLUyZMoV3zN3dHaqqqrh06ZJC3k8/JzU1NfTo0QOLFy/Go0ePePHOnTuHESNGQE9PD506dYKlpSWmTp2KmpoaAPUNUYFAwDVcnyaTybBx40aF42vWrIGqqio+//xzhXMxMTHPbNA+7+dHCCGEEPKmU3oOhYeHB4qKipCXl4cFCxZg5cqVjX4QI/+n4Zk9HZqzt0N1dTXc3NwQFRWFjz/+GLm5uTh27Bhqa2vh4OCAixcvYsqUKXB3d4dcLudttjd9+nQMGjQIs2fP5o5FRESgqKgIOTk52L17N3R1deHm5oZPPvmkWffx1ltvKTQczp49CxMTE97xR48e4eLFixgxYgR37Pbt29wSv1FRUc98Trdu3cKGDRuwfft2hIeHc+ezsrLg4eEBe3t7/Pjjj7h+/Tq++uoriEQiPHnypFn30JioqCgsXry4yXIRQgghhJCmKd2gEIvFkEqlMDMzw8yZM+Hm5ob4+HiUlZUhMDAQnTt3RqdOneDp6Ym8vLxG8ygsLISKigouX77MO75x40aYmZnxPhinpKTA1tYW6urqcHR0RGZmJi9NcnIynJycoKGhARMTE8ydOxd//vknd14mk2H16tUICgqClpYWTE1NsWPHDl4ev/32G/z9/aGnpwdNTU3Y29vjp59+4sX55ptvIJPJoKOjg0mTJuHhw4dKP7Ong6qq6nPTbdy4EampqUhISMCECRNgZmaGIUOG4NChQ7CxsUFwcDAYY9i+fTtyc3Oxfv16APXfqqekpCA6OhoCgYDLT0tLC1KpFKampnB2dsaOHTuwfPlyrFixAjk5Oc8tj6urK1JSUrgeqYcPHyItLQ2hoaG8BkVqaiqqq6t5y8dGR0dj9OjRmDlzJvbt26ewp8XTz8nExAS+vr5wc3PDqVOnuPMnT56EVCrFZ599hr59+8Lc3BweHh74+uuvm7XjeWPOnTuHqqoqREREoKKiAhcuXHihfAghhBBCOqqXXuVJQ0MDNTU1kMvluHz5MuLj45GamgrGGLy8vPD48WOFNDKZDG5uboiOjuYdb9jn4Om9FxYtWoR169bh0qVLMDQ0hLe3N5dnfn4+PDw84Ofnh2vXriE2NhbJyckKG9utW7cO9vb2SEtLw6xZszBz5kzuA3RlZSVcXFxw9+5dxMfHIyMjA4sXL+Y1avLz8xEXF4eEhAQkJCTg3Llzzd4k7mXs3bsXI0eORP/+/XnHVVRU8OGHHyIrKwsZGRkwNDTkGgenTp3Chx9+iE2bNsHExOS515g3bx4YYzh69Ohz47q6uqKyspIbsnT+/HlYWVnBz88PP/30Ezc86ezZs5DJZJDJZADqN9uLjo5GQEAAevXqBQsLCxw8ePCZ18rMzMSFCxe4PUcAQCqVoqioCD/++ONzy9pckZGR8Pf3h5qaGvz9/REZGdliebeE6upqVFRU8AIhbzqq96QjonpP2rMXblAwxnD69Gn88MMPMDU1RXx8PHbu3AknJyf0798f3377Le7evYu4uLhG04eEhGDfvn2orq4GAFy9ehXXr1/HtGnTePHCw8MxcuRI9OvXD7t27cIff/yBI0eOAKgf+z558mTMnz8flpaWGDZsGL788kvs3r2bN/bey8sLs2bNgoWFBUJDQ2FgYICzZ88CqP/Qfu/ePcTFxeEf//gHLCwsMGHCBAwdOpRLX1dXh5iYGPTt2xdOTk6YMmUKEhMTm/2sEhISIJFIuDB+/PhmpcvNzYWNjU2j5xqO5+bmAgB8fX0xYcIEeHh4wMXFBVOnTm3WNfT09NClSxcUFhY+N66lpSWMjY253oikpCS4uLhwvR4Nu4s3TKhvcPr0afz1119wd3cHAAQEBDT6wb3hOamrq6Nfv34oKSnBokWLuPPjx4+Hv78/XFxcYGRkhLFjx2Lz5s2N/tHt3r0775lLJBLcvn2bF6eiogIHDx5EQEAAV67vvvsOlZWVz30Wr8qaNWugo6PDhYZG4reSTTii9TkvEPKmaKreE/Imo3pP2jOlGxRPf+jz9PTExIkTIZfLIRQK4eDgwMXT19eHtbU1srOzG83H19cXqqqqXOMgJiYGrq6u3LfaDZ7+YK+np8fLMyMjAzExMbwPje7u7qirq0NBQQGXztbWlnstEAgglUpRUlICAEhPT8fAgQOhp6fX5D3LZDJoaWlx742MjLj0zeHq6or09HQufPnll81Oq8y+g8uXL0ddXR2WLVvW7DQN13h6aNSzPD2PIikpidtN28XFBUlJSaiqqsJPP/3Ea1BERUVh4sSJ3IRvf39/pKSkID8/n5d3w3P66aefMHXqVEybNg1+fn7ceVVVVURHR+O3337DZ599BmNjY6xevRp9+vRBUVERL6/z58/znnl6errCClb79u2Dubk51wM0YMAAmJmZITY2tlnP4lUICwtDeXk5F+7cudPWRSKk1VG9Jx0R1XvSnindoGj40JeXl4eqqirs2rWr2R9GnyYSiRAYGIjo6GjU1NRg7969Su9HUVlZiRkzZvA+NGZkZCAvLw/m5uZcPDU1NV46gUDADWlqztj7Z6VvDk1NTd5KSkZGRs1KZ2Vl1WSDrOG4lZUVd6zhA/uzVmr6u9LSUty7d69Zk8SB/5tHUVpairS0NLi4uACob1CcPXsWFy5cQE1NDTch+/79+zhy5Ai2bt0KoVAIoVAIY2Nj1NbWKkyCbnhO/fv3R1RUFH766adGezKMjY0xZcoUbN68GTdu3MCjR4/wn//8hxenR48eja669bTIyEjcuHGDK5dQKERWVtZrNTlbLBZDW1ubFwh501G9Jx0R1XvSnindoGj40Gdqasp9QLOxsUFtbS1vInNpaSlycnKeuYlaSEgITp8+ja1bt6K2thbjxo1TiHPx4kXudVlZGW8YkJ2dHbKyshpdsvXpsffPYmtri/T0dNy/f79Z8V+lSZMm4fTp08jIyOAdr6urw4YNG9C7d2+F+RXK2rRpE1RUVJq99Kmrqyv+/PNPrF+/HpaWlujSpQsAwNnZGT///DOOHz/ODY0CgG+//Rbdu3dHRkYGr+G3bt06xMTENLk6k4qKCpYsWYJly5Y1OoG7QefOnWFkZMSbiN8c169fx+XLl5GUlMQrV1JSElJTU/HLL78olR8hhBBCSEfVIhvbWVpawsfHB9OnT8f27duhpaWFf/3rXzA2NoaPj0+T6WxsbODo6IjQ0FAEBQU12lsQEREBfX19dO3aFUuXLoWBgQH34Tc0NBSOjo6YM2cOQkJCoKmpiaysLJw6dYrbf+F5/P39sXr1avj6+mLNmjUwMjJCWloaunXrxhtu1ZrKy8sVNpvT19fHhx9+iKNHj8Lb2xvr1q2Dg4MD/vjjD6xevRrZ2dk4ffq0Ur1DDx8+RHFxMR4/foyCggLs2bMHO3fuxJo1a2BhYdGsPHr27AlTU1N89dVXmDx5MnfcxMQE3bp1w44dO+Dv788dj4yMxDvvvIO+ffvy8jExMUFYWBhOnDiBUaNGNXqt8ePHY9GiRdiyZQsWLlyI7du3Iz09HWPHjoW5uTkePXqE3bt348aNG/jqq6+a/RwayjVkyBA4OzsrnBs8eDAiIyO55ZCfPHmi8PMRi8Vcw7apnx+NfyWEEEJIR9BiO2VHR0dj3rx5GD16NGpqauDs7Ixjx44pDBf6u+DgYFy4cKHJ4U5r167FvHnzkJeXhwEDBuD777/neh9sbW1x7tw5LF26FE5OTmCMwdzcHBMnTmx2uUUiEU6ePIkFCxbAy8sLtbW16N27N7Zs2dL8m39JSUlJGDhwIO9YcHAwdu7ciTNnzmD16tVYsmQJfv31V2hpacHV1RUXL15U+JD+PCtWrMCKFSsgEokglUrh6OiIxMRE3nyH5nB1dcWuXbu4+RMNXFxcuLkwAHDlyhVkZGTg66+/VshDR0cHb7/9NiIjI5tsUAiFQsyZMwefffYZZs6ciSFDhiA5ORnvv/8+fv/9d0gkEvTp0wdxcXHc0KvmqKmpwZ49exAaGtroeT8/P6xbtw6rV68GUD+07u8/H3Nzc24zwWf9/FqLyb8uUnc46XB+/Nif6j3pcKjek/ZAwJSZ9dsKVq1ahQMHDuDatWttWQxC2oWKigro6OigvLyc/sGQDoPqPemIqN6T9uSl96F4UZWVlcjMzMTmzZvxwQcftFUxCCGEEEIIIS+hxYY8PU9MTAzmz5+PBw8eAADmzJmDffv2wdfXt9HhTg17GZSVlUFXV/dVFVPBypUrERcXpzBGHgBu3779zEnnWVlZMDU1bcXStaz3338fe/bsafRcQECAwkpKpO04L9sHVbFyu4Nf+TywlUpDyKvxIvW+Oeh3g7zOWqvePw/9XhBlKNVDIZfLIRAIIBAIIBKJYGFhgYiICNTW1ip94ZiYGFRXVyM2NhaqqqpKp38ddOvWTWGvg8b2PSguLsa8efNgYWEBdXV1dO3aFcOHD8e2bdvw119/cfnJZDLu+T4dGnblLiwshEAggKqqKu7evcsrS1FREYRCIQQCAbdJnbLxIyIimryXiIiIVnqKhBBCCCGkPVO6h8LDwwPR0dGorq7GsWPHMHv2bKipqSEsLKw1yvdaEwqFz10d6datWxg+fDh0dXWxevVq9OvXD2KxGNevX8eOHTtgbGyMMWPGcPEjIiIwffp0Xh5Pb6oH1O/DsHv3bt4z37VrF4yNjRV2g1YmfpcuXbhlYAkhhBBCCGkOpedQiMViSKVSmJmZYebMmXBzc0N8fDzKysoQGBiIzp07o1OnTvD09EReXl6jeRQWFkJFRQWXL1/mHd+4cSPMzMx4m8alpKTA1tYW6urqcHR0RGZmJi9NcnIynJycoKGhARMTE8ydO5e3J4FMJsPq1asRFBQELS0tmJqaYseOHbw8fvvtN/j7+0NPTw+ampqwt7fn7akBAN988w1kMhl0dHQwadIkPHz4sFnPa9asWRAKhbh8+TImTJgAGxsb9OzZEz4+Pvjvf/8Lb29vXnwtLS1IpVJe0NTU5MWZOnUqoqOjeceio6MxderURsugbHxCCCGEEEKa66UnZWtoaKCmpgZyuRyXL19GfHw8UlNTwRiDl5cXHj9+rJBGJpPBzc2t0Q+5crkcKir/V6xFixZh3bp1uHTpEgwNDeHt7c3lmZ+fDw8PD/j5+eHatWuIjY1FcnIy5syZw8t33bp1sLe3R1paGmbNmoWZM2ciJycHQP3kcBcXF9y9exfx8fHIyMjA4sWLeY2a/Px8xMXFISEhAQkJCTh37hw3DOlZSktLcfLkScyePVuhUdDgRXYZHzNmDMrKypCcnAygvlFVVlam0Dh50fjk9VFdXY2KigpeIORNR/WedERU70l79sKTshljSExMxA8//ABPT0/ExcUhJSUFw4YNA1C/Q7KJiQni4uIwfvx4hfQhISF4//33sX79eojFYly9ehXXr1/H0aNHefHCw8MxcuRIAPXDdLp3744jR45gwoQJWLNmDSZPnoz58+cDqN9g78svv4SLiwu2bdsGdXV1AICXlxdmzZoFoH4zvA0bNuDs2bOwtrbG3r17ce/ePVy6dAl6enoAoDCMqa6uDjExMdzQoylTpiAxMRGffPLJM5/RzZs3wRiDtbU177iBgQEePXoEAJg9ezY+/fRT7lxoaCiWLVvGi3/8+HE4OTlx79XU1BAQEICoqCj84x//QFRUFAICAprc80PZ+OT1sWbNGvz73/9WOP6tZBO01Plzj0xXXH9VxSKkVTVV7wl5k1G9J+2Z0j0UCQkJkEgkUFdXh6enJyZOnAi5XA6hUAgHBwcunr6+PqytrZGdnd1oPr6+vlBVVcWRI0cAgNsQTSaT8eI9vVu1np4eL8+MjAzExMRAIpFwwd3dHXV1dSgoKODS2dracq8FAgGkUilKSkoAAOnp6Rg4cCDXmGiMTCbjzWMwMjLi0r+In3/+Genp6ejTpw+qq6t55xYtWqQwIdre3l4hj6CgIBw4cADFxcU4cOBAkxsDvmh88noICwtDeXk5F+7cudPWRSKk1VG9Jx0R1XvSnindQ+Hq6opt27ZBJBKhW7duEAqFiI+PV/rCIpEIgYGBiI6Oxrhx47B3715s2rRJqTwqKysxY8YMzJ07V+Hc08u1/v2beIFAwA1p0tB4/lJsz0r/LBYWFhAIBNzwqgY9e/Zs8toGBgbPnegNAP369UOvXr3g7+8PGxsb9O3bt9GlbV80Pnk9iMViiMXiti4GIa8U1XvSEVG9J+2Z0j0UmpqasLCwgKmpKYTC+vaIjY0NamtreROZS0tLkZOT88x9GkJCQnD69Gls3boVtbW1GDdunEKcixcvcq/LysqQm5sLGxsbAICdnR2ysrJgYWGhEEQiUbPux9bWFunp6bh//36z4itDX18fI0eOxObNm3kTxVtKUFAQkpKSmt3boGx8QgghhBBCnqdFdsq2tLSEj48Ppk+fjuTkZGRkZCAgIADGxsbw8fFpMp2NjQ0cHR0RGhoKf3//Rr+xj4iIQGJiIjIzMyGXy2FgYABfX18A9fMNLly4gDlz5iA9PR15eXk4evSowqTsZ/H394dUKoWvry9SUlJw69YtHDp0CKmpqUo/h8Y0NJbs7e0RGxuL7Oxs5OTkYM+ePfjll18U9uB4+PAhiouLeaGpiVnTp0/HvXv3EBIS0qyyKBufEEIIIYSQ52mRBgVQv0LToEGDMHr0aAwdOhSMMRw7duy5E3+Dg4NRU1PT5Lfma9euxbx58zBo0CAUFxfj+++/53ofbG1tce7cOeTm5sLJyQkDBw7EihUruA3lmkMkEuHkyZPo0qULvLy80K9fP6xdu7bFNtszNzdHWloa3NzcEBYWhv79+8Pe3h5fffUVFi5ciFWrVvHir1ixAkZGRrywePHiRvMWCoUwMDDgeoqeR9n4hBBCCCGEPI+AMcbasgCrVq3CgQMHcO3atbYsBiHtQkVFBXR0dFBeXg5tbe22Lg4hrwTVe9IRUb0n7UmL9VAoq7KyEpmZmdi8eTM++OCDtioGIYQQQggh5CW02diXOXPmYN++ffD19W23k4Rv3779zEnnWVlZvNWmCGkpzsv2QVX8/BXKnuXK54EtVBpCCCGEdGSvrEERExOD+fPn48GDB9z7mJiYJuMnJSXB1dUVZWVl0NXVfSVlbMzKlSsRFxfX6BKr3bp1e+bSq8rM5SCEEEIIIaQ9UmrIk1wuh0AggEAggEgkgoWFBSIiIlBbW9ta5XutCYXCRpesbQgNk5+Li4sxb948WFhYQF1dHV27dsXw4cOxbds2/PXXX1x+MpmMe75Ph7Vr1wIACgsLIRAIoKqqirt37/LKUlRUBKFQCIFAgMLCQly5cgUCgYC37O7T3n77bW6Z3qd/rk8HDw+PRsvWqVMn9OvXDzt37mzR50kIIYQQQtofpXsoPDw8EB0djerqahw7dgyzZ8+GmpoawsLCWqN87d6tW7cwfPhw6OrqYvXq1ejXrx/EYjGuX7+OHTt2wNjYGGPGjOHiR0REYPr06bw8nt6lGwCMjY2xe/du3jPftWsXjI2Ncfv2bQDAoEGD0L9/f0RFRcHR0ZGXvrCwEGfPnsX333/PHWv4uT7t7xvsNJTtr7/+woEDBzB9+nQYGxvD09PzBZ4MIYQQQgh5Eyg9KVssFkMqlcLMzAwzZ86Em5sb4uPjUVZWhsDAQHTu3BmdOnWCp6cn8vLyGs2jsLAQKioquHz5Mu/4xo0bYWZmxtuFOiUlBba2tlBXV4ejoyMyMzN5aZKTk+Hk5AQNDQ2YmJhg7ty5vE3kZDIZVq9ejaCgIGhpacHU1BQ7duzg5fHbb7/B398fenp60NTUhL29PW+TPgD45ptvIJPJoKOjg0mTJuHhw4fNel6zZs2CUCjE5cuXMWHCBNjY2KBnz57w8fHBf//7X3h7e/Pia2lpQSqV8oKmpiYvztSpUxU+/EdHR2Pq1Km8Y8HBwYiNjeX1ggD1w82MjIx4PRANP9enQ+fOnRstW8+ePREaGgo9PT2cOnWqWc+BEEIIIYS8mV56lScNDQ3U1NRALpfj8uXLiI+PR2pqKhhj8PLywuPHjxXSyGQyuLm5NfqhWC6XQ0Xl/4q1aNEirFu3DpcuXYKhoSG8vb25PPPz8+Hh4QE/Pz9cu3YNsbGxSE5OVtjYbt26dbC3t0daWhpmzZqFmTNnIicnB0D9alMuLi64e/cu4uPjkZGRgcWLF/MaNfn5+YiLi0NCQgISEhJw7tw5bhjSs5SWluLkyZOYPXu2QqOggUAgeG4+fzdmzBiUlZUhOTkZQH2jqqysTKFxMnnyZFRXV+PgwYPcMcYYdu3aBblc/sJ7bdTV1eHQoUMoKytr9o7k5MVUV1ejoqKCFwh501G9Jx0R1XvSrjElTJ06lfn4+DDGGKurq2OnTp1iYrGY+fr6MgAsJSWFi/u///2PaWhosO+++44xxlh0dDTT0dHhzsfGxrLOnTuzR48eMcYYu3LlChMIBKygoIAxxtjZs2cZALZ//34uTWlpKdPQ0GCxsbGMMcaCg4PZe++9xyvj+fPnmYqKCquqqmKMMWZmZsYCAgK483V1daxLly5s27ZtjDHGtm/fzrS0tFhpaWmj9xweHs46derEKioquGOLFi1iDg4Oz31eFy9eZADY4cOHecf19fWZpqYm09TUZIsXL+aOm5mZMZFIxJ1rCD/++CNjjLGCggIGgKWlpbH58+ezadOmMcYYmzZtGvvwww9ZWloaA8A9Q8YYmzRpEnNxceHeJyYmMgAsLy+POzZ16lSmqqqqcN1PPvmk0bIJhUIGgOnp6fHyIS0vPDycAVAImWE27Nd/9+UFQt4UTdX78vLyti4aIa2G6j1pz5TuoUhISIBEIoG6ujo8PT0xceJEyOVyCIVCODg4cPH09fVhbW2N7OzsRvPx9fWFqqoqjhw5AqB+GI6rqytkMhkv3tChQ7nXenp6vDwzMjIQExMDiUTCBXd3d9TV1aGgoIBLZ2try70WCASQSqUoKSkBAKSnp2PgwIHQ09Nr8p5lMhlvHoORkRGX/kX8/PPPSE9PR58+fVBdXc07t2jRIqSnp/OCvb29Qh5BQUE4cOAAiouLceDAgSaX3g0KCsKPP/6I/Px8AEBUVBRcXFxgYWHBi+fq6qpw3ffff7/Rsp05cwYODg7YsGGDQj6kZYWFhaG8vJwLd+7caesiEdLqqN6TjojqPWnPlJ6U7erqim3btkEkEqFbt24QCoWIj49X+sIikQiBgYGIjo7GuHHjsHfvXmzatEmpPCorKzFjxgzMnTtX4dzT+z+oqanxzgkEAm5Ik4bG89fyf1b6Z7GwsIBAIOCGVzXo2bNnk9c2MDBo1of0fv36oVevXvD394eNjQ369u3b6BK2b7/9NkxNTRETE4NFixbh8OHD2L59u0I8TU3N5163oWwWFhY4cOAA+vXrB3t7+2fuxUFejlgsVpgcT8ibjuo96Yio3pP2TOkeioYPnqamptyyqDY2NqitreVNZC4tLUVOTs4zP2yGhITg9OnT2Lp1K2pra7llTJ/29LKnZWVlyM3NhY2NDQDAzs4OWVlZjS7Z2tyx/ba2tkhPT8f9+/ebFV8Z+vr6GDlyJDZv3sybKN5SgoKCkJSU9MyNAVVUVDBt2jTs2rULe/fuhUgkwjvvvPPS1zYxMcHEiRNpdS9CCCGEkA7upSdlA4ClpSV8fHwwffp0JCcnIyMjAwEBATA2NoaPj0+T6WxsbODo6IjQ0FD4+/s3+o19REQEEhMTkZmZCblcDgMDA/j6+gIAQkNDceHCBcyZMwfp6enIy8vD0aNHFSZlP4u/vz+kUil8fX2RkpKCW7du4dChQ0hNTVX6OTSmobFkb2+P2NhYZGdnIycnB3v27MEvv/yiMDH64cOHKC4u5oWmJmZNnz4d9+7dQ0hIyDPLMG3aNNy9exdLlixp8jlXV1crXPd///vfM/OdN28evv/+e4XVugghhBBCSMfRIg0KoH6FpkGDBmH06NEYOnQoGGM4duyYwnChvwsODkZNTU2T37KvXbsW8+bNw6BBg1BcXIzvv/+e632wtbXFuXPnkJubCycnJwwcOBArVqxQaodqkUiEkydPokuXLvDy8kK/fv2wdu3aF14B6e/Mzc2RlpYGNzc3hIWFoX///rC3t8dXX32FhQsXYtWqVbz4K1asgJGRES8sXry40byFQiEMDAy4nqKmmJqaws3NDWVlZU0+5xMnTihc9x//+Mcz8+3duzf++c9/YsWKFc+MR1qeyb8uwnTFdV4ghBBCCGkLAsYYa8sCrFq1CgcOHMC1a9fashiEtAsVFRXQ0dFBeXk5tLW127o4hLwSVO9JR0T1nrQnLdZDoazKykpkZmZi8+bN+OCDD9qqGIQQQgghhJCXoPQqTy1lzpw52LdvH3x9fZ85qfh1dvv27WdOOs/KyuKtNkVIS3Fetg+q4uevUAYAVz4PbOXSEEIIIaQje2UNipiYGMyfPx8PHjzg3sfExDQZPykpCa6urigrK4Ouru4rKWNjVq5cibi4uEaXZO3WrVujx58+TwghhBBCyJtMqSFPcrkcAoEAAoEAIpEIFhYWiIiIQG1tbWuV77UmFAobXbK2ITRMli4uLsa8efNgYWEBdXV1dO3aFcOHD8e2bdvw119/cfnJZDLu+T4d1q5dy8U5cuQIHB0doaOjAy0tLfTp0wfz58/nzq9cuRIDBgxQKGthYSEEAgHXAEpKSoJAIEDnzp3x6NEjXtxLly5x126gTPxDhw5BVVUVd+/ebfS5WVpa4qOPPnr+AyaEEEIIIa89pedQeHh4oKioCHl5eViwYAFWrlyJzz//vDXK9ka4desWBg4ciJMnT2L16tVIS0tDamoqFi9ejISEBJw+fZoXPyIiAkVFRbzQMMckMTEREydOhJ+fH37++WdcuXIFn3zyCR4/fvzC5dPS0uJ2K28QGRnZ5FCt5sQfM2YM9PX1sWvXLoX0P/74I27evIng4OAXLjMhhBBCCHl9KN2gEIvFkEqlMDMzw8yZM+Hm5ob4+HiUlZUhMDAQnTt3RqdOneDp6Ym8vLxG8ygsLISKiorC/gUbN26EmZkZbxfqlJQU2NraQl1dHY6OjsjMzOSlSU5OhpOTEzQ0NGBiYoK5c+fyNpGTyWRYvXo1goKCoKWlBVNTU+zYsYOXx2+//QZ/f3/o6elBU1MT9vb2vE36AOCbb76BTCaDjo4OJk2ahIcPHzbrec2aNQtCoRCXL1/GhAkTYGNjg549e8LHxwf//e9/4e3tzYuvpaUFqVTKC5qamgCA77//HsOHD8eiRYtgbW0NKysr+Pr6YsuWLc0qS2OmTp2KqKgo7n1VVRX279+PqVOnvnB8NTU1TJkypdEhbVFRUXBwcECfPn1euMwdSXV1NSoqKniBkDcd1XvSEVG9J+3ZS6/ypKGhgZqaGsjlcly+fBnx8fFITU0FYwxeXl6Nfnsuk8ng5uaG6Oho3vHo6GjI5XKoqPxfsRYtWoR169bh0qVLMDQ0hLe3N5dnfn4+PDw84Ofnh2vXriE2NhbJyckKG9utW7cO9vb2SEtLw6xZszBz5kzk5OQAqF9tysXFBXfv3kV8fDwyMjKwePFiXqMmPz8fcXFxSEhIQEJCAs6dO8cbhtSU0tJSnDx5ErNnz+YaBX/39LCi55FKpbhx44ZCo+plTJkyBefPn8ft27cB1A9XkslksLOze6n4wcHByMvLw48//sgdq6ysxMGDB6l3Qglr1qyBjo4OF0xMTAAAP37sjyufBzYrENLeNFXvCXmTUb0n7RpTwtSpU5mPjw9jjLG6ujp26tQpJhaLma+vLwPAUlJSuLj/+9//mIaGBvvuu+8YY4xFR0czHR0d7nxsbCzr3Lkze/ToEWOMsStXrjCBQMAKCgoYY4ydPXuWAWD79+/n0pSWljINDQ0WGxvLGGMsODiYvffee7wynj9/nqmoqLCqqirGGGNmZmYsICCAO19XV8e6dOnCtm3bxhhjbPv27UxLS4uVlpY2es/h4eGsU6dOrKKigju2aNEi5uDg8NzndfHiRQaAHT58mHdcX1+faWpqMk1NTbZ48WLuuJmZGROJRNy5hvDjjz8yxhirrKxkXl5eDAAzMzNjEydOZJGRkdwzbChv//79FcpSUFDAALC0tDTG2P8937KyMubr68v+/e9/M8YYc3V1ZZs2bWJHjhxhT1cPZeMzxpijoyObOnUq9z4yMlLhWZJne/ToESsvL+fCnTt3GABWXl7e1kUjpNVQvScdEdV70p4p3UORkJAAiUQCdXV1eHp6YuLEiZDL5RAKhXBwcODi6evrw9raGtnZ2Y3m4+vrC1VVVW48fkxMDFxdXSGTyXjxhg4dyr3W09Pj5ZmRkYGYmBhIJBIuuLu7o66uDgUFBVw6W1tb7rVAIIBUKkVJSQkAID09HQMHDoSenl6T9yyTyaClpcW9NzIy4tK/iJ9//hnp6eno06cPqqureecWLVqE9PR0XrC3twcAaGpq4r///S9u3ryJZcuWQSKRYMGCBRgyZAhvcreygoKCEBMTg1u3biE1NRWTJ09ukfhBQUE4ePAgNzwsKioK48eP5z1L8mxisRja2tq8QMibjuo96Yio3pP2TOkGhaurK9LT05GXl4eqqirs2rVLqWE7DUQiEQIDAxEdHY2amhrs3btX6f0oKisrMWPGDN6H74yMDOTl5cHc3JyLp6amxksnEAi4IU0aGs9fy/9Z6Z/FwsICAoGAG17VoGfPnrCwsGj02gYGBgqrRf09nrm5OUJCQrBz505cvXoVWVlZiI2NBQBoa2ujvLxcId+G5Xp1dHQUznl6eqKqqgrBwcHw9vaGvr7+M++rufEnTZoEAPjuu++Ql5eHlJQUGu5ECCGEEPKGUbpBoampCQsLC5iamnLLotrY2KC2tpY3kbm0tBQ5OTnP3PgtJCQEp0+fxtatW1FbW4tx48YpxLl48SL3uqysDLm5ubCxsQEA2NnZISsrq9ElW0UiUbPux9bWFunp6bh//36z4itDX18fI0eOxObNm3kTxVuSTCZDp06duPytra3x22+/4Y8//uDFu3r1KtTV1RtdvUkoFCIwMBBJSUnNatQ1N76WlhbGjx+PqKgoREdHw8rKCk5OTkreISGEEEIIeZ299KRsoH5fAR8fH0yfPh3JycnIyMhAQEAAjI2N4ePj02Q6GxsbODo6IjQ0FP7+/o1+Yx8REYHExERkZmZCLpfDwMAAvr6+AIDQ0FBcuHABc+bM4XpNjh49qjAp+1n8/f0hlUrh6+uLlJQU3Lp1C4cOHUJqaqrSz6ExDY0le3t7xMbGIjs7Gzk5OdizZw9++eUXqKqq8uI/fPgQxcXFvNCw0sPKlSuxePFiJCUloaCgAGlpaQgKCsLjx48xcuRIAIC7uzusra3h7++PCxcu4NatWzh48CCWLVuGefPmKVyvwapVq3Dv3j24u7s3676aGz84OBgXLlzAf/7zn3a7IzohhBBCCGlaizQogPoVmgYNGoTRo0dj6NChYIzh2LFjCsOF/i44OBg1NTVNfthcu3Yt5s2bh0GDBqG4uBjff/891/tga2uLc+fOITc3F05OThg4cCBWrFih1A7VIpEIJ0+eRJcuXeDl5YV+/fph7dq1TX7wVpa5uTnS0tLg5uaGsLAw9O/fH/b29vjqq6+wcOFCrFq1ihd/xYoVMDIy4oXFixcDAFxcXHDr1i0EBgaiV69e8PT0RHFxMU6ePAlra2sA9b0HJ0+ehKmpKfz9/dG3b1+Eh4dj3rx5Ctf6+3MwMDBo9vC15sb/xz/+AWtra1RUVCAwkFYcIoQQQgh50wgYY6wtC7Bq1SocOHAA165da8tiENIuVFRUQEdHB+Xl5TRhj3QYVO9JR0T1nrQnLdZDoazKykpkZmZi8+bN3E7QhBBCCCGEkPZF+KouFBMTg/nz53OrDc2ZMwf79u2Dr69vo8OdkpKS4OrqirKyMujq6r6qYipYuXIl4uLikJ6ernDu9u3bz5x0npWV1egkaEJelvOyfVAVP3+Fsga0wR0hhBBCWotSPRRyuRwCgQACgQAikQgWFhaIiIhAbW2t0heOiYlBdXU1YmNjW2y+wqvWrVs3hT0jng7dunWDXC7nJpE/LSkpCQKBgGtgNbxvLBQXF/PS/vbbbxCJROjbty93bOXKlU2mbwjPs23bNtja2nLrXw8dOhTHjx/nxZHJZFx+GhoakMlkmDBhAs6cOaP8AySEEEIIIe2e0kOePDw8UFRUhLy8PCxYsAArV67E559/3hple+0JhcJGl6xtCA3L6iojJycHRUVFvNClSxdenJiYGEyYMAEVFRXcUr0LFy7kpenevTsiIiJ4x56ne/fuWLt2La5cuYLLly9jxIgR8PHxwY0bN3jxGvLNycnB7t27oaurCzc3N3zyySdK3y8hhBBCCGnflG5QiMViSKVSmJmZYebMmXBzc0N8fDzKysoQGBiIzp07o1OnTvD09EReXl6jeRQWFkJFRQWXL1/mHd+4cSPMzMx4m8alpKTA1tYW6urqcHR0RGZmJi9NcnIynJycoKGhARMTE8ydO5e354NMJsPq1asRFBQELS0tmJqaYseOHbw8fvvtN/j7+0NPTw+ampqwt7fn7akBAN988w1kMhl0dHQwadIkbvfnltalSxdIpVJeUFH5vx8TYwzR0dGYMmUK3n33XURGRgIAJBIJL42qqiq0tLR4x57H29sbXl5esLS0hJWVFT755BNIJBLeXiAAuHxNTU3h7OyMHTt2YPny5VixYoXCJn6EEEIIIeTN9tKTsjU0NFBTUwO5XI7Lly8jPj4eqampYIzBy8sLjx8/Vkgjk8ng5uaG6Oho3vHo6GjI5XLeB+hFixZh3bp1uHTpEgwNDeHt7c3lmZ+fDw8PD/j5+eHatWuIjY1FcnKywj4U69atg729PdLS0jBr1izMnDmT++BbWVkJFxcX3L17F/Hx8cjIyMDixYt5jZr8/HzExcUhISEBCQkJOHfuHNauXfuyj+6FnD17Fn/99Rfc3NwQEBCA/fv3t8qmeU+ePOHyHjp06HPjz5s3D4wxHD16tMXL0pFVV1ejoqKCFwh501G9Jx0R1XvSnr3wpGzGGBITE/HDDz/A09MTcXFxSElJwbBhwwAA3377LUxMTBAXF4fx48crpA8JCcH777+P9evXQywW4+rVq7h+/brCB9Lw8HBu07Zdu3ahe/fuOHLkCCZMmIA1a9Zg8uTJmD9/PoD6Dfa+/PJLuLi4YNu2bVBXVwcAeHl5YdasWQDqN8PbsGEDzp49C2tra+zduxf37t3DpUuXoKenBwCwsLDglaGurg4xMTHQ0tICAEyZMgWJiYnNHuKTkJAAiUTCO/bkyZNG43bv3p333szMjDfkKDIyEpMmTYKqqir69u2Lnj174sCBA5DL5c0qy/Ncv34dQ4cOxaNHjyCRSHDkyJFnTjxvoKenhy5duqCwsLBFykHqrVmzBv/+978Vjn8r2QQt9ebNPTJdcb2li0VIq2qq3hPyJqN6T9ozpXsoGj4cq6urw9PTExMnToRcLodQKISDgwMXT19fH9bW1sjOzm40H19fX6iqquLIkSMA6ucFuLq6QiaT8eI9/e24np4eL8+MjAzExMRAIpFwwd3dHXV1dSgoKODS2dracq8FAgGkUilKSkoAAOnp6Rg4cCDXmGiMTCbjGhMAYGRkxKVvDldXV4UJ2zt37mw07vnz53nxjh07xp178OABDh8+jICAAO5YQEAAN+ypJVhbWyM9PR0//fQTZs6cialTpyIrK6tZaRljzd4YjzRPWFgYysvLuXDnzp22LhIhrY7qPemIqN6T9kzpHgpXV1ds27YNIpEI3bp1g1AoRHx8vNIXFolECAwMRHR0NMaNG4e9e/di06ZNSuVRWVmJGTNmYO7cuQrnnl6u9e+7dQsEAm5Ik4bG85fefFb65tDU1FTo9fjtt98ajdujR48ml8ndu3cvHj16xGu4McZQV1eH3NxcWFlZNbtMTWlYvQsABg0ahEuXLmHTpk3Yvn37M9OVlpbi3r176NGjx0uXgfwfsVgMsVjc1sUg5JWiek86Iqr3pD1Tuoei4cOxqakpt4qRjY0NamtreROZS0tLkZOT88zhMiEhITh9+jS2bt2K2tpajBs3TiHO0xOCy8rKkJubCxsbGwCAnZ0dsrKyGl1hSSQSNet+bG1tkZ6ejvv37zcrfluKjIzEggULeD0YGRkZcHJyQlRUVKtcs66uDtXV1c+Nt2nTJqioqDS6RC4hhBBCCHlztcjGdpaWlvDx8cH06dOxfft2aGlp4V//+heMjY3h4+PTZDobGxs4OjoiNDQUQUFBjfYWREREQF9fH127dsXSpUthYGDAfWgNDQ2Fo6Mj5syZg5CQEGhqaiIrKwunTp3C5s2bm1V2f39/rF69Gr6+vlizZg2MjIyQlpaGbt26NWsycksrKSnBo0ePeMf09fVx48YNXL16Fd9++y169erFO+/v74+IiAh8/PHHL7RUbYOwsDB4enrC1NQUDx8+xN69e5GUlIQffviBF+/hw4coLi7G48ePUVBQgD179mDnzp1Ys2aNQk8MIYQQQgh5s7XYTtnR0dGYN28eRo8ejZqaGjg7O+PYsWMKw4X+Ljg4GBcuXGh0t2wAWLt2LebNm4e8vDwMGDAA33//Pdf7YGtri3PnzmHp0qVwcnICYwzm5uaYOHFis8stEolw8uRJLFiwAF5eXqitrUXv3r2xZcuW5t98C7K2tlY4lpqaim+//Ra9e/dWaEwAwNixYzFnzhwcO3YMY8aMeeFrl5SUIDAwEEVFRdDR0YGtrS1++OEHblJ8gxUrVmDFihUQiUSQSqVwdHREYmIiXF1dX/jaRDkm/7oIbW3tti4GIYQQQggEjDHWlgVYtWoVDhw4gGvXrrVlMQhpFyoqKqCjo4Py8nJqUJAOg+o96Yio3pP25KX3oXhRlZWVyMzMxObNm/HBBx+0VTEIIYQQQgghL6HFhjwpa86cOdi3bx98fX2bHO70urt9+/YzJ51nZWXxVptqS+2prOT5nJftg6r4+SuUAcCVzwNbuTSEEEII6cheWYMiJiYG8+fPx4MHD7j3MTExTcZPSkqCq6srysrKmlxG9VVYuXIl4uLikJ6ernCuW7dujR5/+vzroj2VlRBCCCGEtB9KDXmSy+UQCAQQCATcfgURERGora1trfK91oRCYaNL1jYEoVAIuVze6FKqa9asgaqqKj7//PNG8y4uLsYHH3yAnj17QiwWw8TEBN7e3khMTOTFu3DhAry8vNC5c2eoq6ujX79+WL9+vcJO3GpqarC0tISlpSV69eqFESNGYOvWrTAxMeHKGhMT0+zGW1FREd59911YWVlBRUWF2638aStXruTqi1AohIGBAZydnbFx48ZmLUVLCCGEEEJef0rPofDw8EBRURHy8vKwYMECrFy5sskPxaRpUVFRWLx4caP7RxQWFmLQoEE4c+YMPv/8c1y/fh0nTpyAq6srZs+ezcU7cuQIXFxc0L17d5w9exa//PIL5s2bh48//hiTJk3C3+fbR0dHo6ioCAUFBdi6dSu++eYbfPzxxy9U/urqahgaGmLZsmXo379/k/H69OmDoqIi3L59G2fPnsX48eOxZs0aDBs2DA8fPnyhaxNCCCGEkNeH0g0KsVgMqVQKMzMzzJw5E25uboiPj0dZWRkCAwPRuXNndOrUCZ6ensjLy2s0j8LCQqioqODy5cu84xs3boSZmRlvF+qUlBTY2tpCXV0djo6OyMzM5KVJTk6Gk5MTNDQ0YGJigrlz5+LPP//kzstkMqxevRpBQUHQ0tKCqakpduzYwcvjt99+g7+/P/T09KCpqQl7e3veJn0A8M0330Amk0FHRweTJk16qQ/D586dQ1VVFSIiIlBRUYELFy7wzs+aNQsCgQA///wz/Pz8YGVlhT59+uCjjz7iNvr7888/MX36dIwZMwY7duzAgAEDIJPJEBISgl27duHgwYP47rvvePnq6upCKpXCxMQEo0ePho+PD65evfpC9yCTybBp0yYEBgZCR0enyXhCoRBSqRTdunVDv3798MEHH+DcuXPIzMzEp59++kLXJoQQQgghr4+XXuVJQ0MDNTU1kMvluHz5MuLj45GamgrGGLy8vPD48WOFNDKZDG5uboiOjuYdj46Ohlwuh4rK/xVr0aJFWLduHS5dugRDQ0N4e3tzeebn58PDwwN+fn64du0aYmNjkZycjDlz5vDyXbduHezt7ZGWloZZs2Zh5syZyMnJAVC/2pSLiwvu3r2L+Ph4ZGRkYPHixbxGTX5+PuLi4pCQkICEhAScO3cOa9eufeFnFhkZCX9/f6ipqcHf3x+RkZHcufv37+PEiROYPXs2NDU1FdI2DEk6efIkSktLsXDhQoU43t7esLKywr59+5osQ25uLs6cOQMHB4cXvo8X1atXL3h6euLw4cOv/NrtTXV1NSoqKniBkDcd1XvSEVG9J+3ZC0/KZowhMTERP/zwAzw9PREXF4eUlBQMGzYMAPDtt9/CxMQEcXFxGD9+vEL6kJAQvP/++1i/fj3EYjGuXr2K69ev4+jRo7x44eHh3MZqu3btQvfu3XHkyBFMmDABa9asweTJk7nx+5aWlvjyyy/h4uKCbdu2QV1dHQDg5eWFWbNmAajfXXvDhg04e/YsrK2tsXfvXty7dw+XLl2Cnp4eACjs9lxXV4eYmBhoaWkBAKZMmYLExER88sknSj+3iooKHDx4EKmpqQCAgIAAODk5YdOmTZBIJLh58yYYY41uYPe03NxcAPW7jTemV69eXJwG/v7+UFVVRW1tLaqrqzF69GiEhYUpfQ8toVevXjh58mSbXLs9WbNmDf79738rHP9Wsgla6qrNzIVWeSLtS1P1npA3GdV70p4p3UORkJAAiUQCdXV1eHp6YuLEiZDL5RAKhbxvu/X19WFtbY3s7OxG8/H19YWqqiqOHDkCoH7VJ1dXV8hkMl68oUOHcq/19PR4eWZkZCAmJgYSiYQL7u7uqKurQ0FBAZfO1taWey0QCCCVSlFSUgIASE9Px8CBA7nGRGNkMhnXmAAAIyMjLr2y9u3bB3Nzc27ewYABA2BmZobY2FgAUJj38DzKxN+wYQPS09ORkZGBhIQE5ObmYsqUKUpdr6UwxiAQCNrk2u1JWFgYysvLuXDnzp22LhIhrY7qPemIqN6T9kzpHgpXV1ds27YNIpEI3bp1g1AoRHx8vNIXFolECAwMRHR0NMaNG4e9e/di06ZNSuVRWVmJGTNmYO7cuQrnnt5TQU1NjXdOIBBwQ5o0NJ6/lv+z0isrMjISN27cgFD4f4++rq4OUVFRCA4OhqWlJQQCAX755Zdn5mNlZQUAyM7O5nqFnpadna2w74RUKuV6X6ytrfHw4UP4+/vj448/VuiVaW3Z2dno0aPHK71meyQWiyEWi9u6GIS8UlTvSUdE9Z60Z0r3UGhqasLCwgKmpqbch2IbGxvU1tbyJjKXlpYiJyfnmZuphYSE4PTp09i6dStqa2sxbtw4hTgNk5ABoKysDLm5udwwHzs7O2RlZTW6ZKtIJGrW/dja2iI9PR33799vVvyXcf36dVy+fBlJSUlIT0/nQlJSElJTU/HLL79AT08P7u7u2LJlC29yeYOGfTz++c9/Qk9PD+vWrVOIEx8fj7y8PPj7+z+zPKqq9UNmqqqqXv7mlPDLL7/gxIkT8PPze6XXJYQQQgghLe+lJ2UD9XMXfHx8MH36dCQnJyMjIwMBAQEwNjaGj49Pk+lsbGzg6OiI0NBQ+Pv7N9pbEBERgcTERGRmZkIul8PAwIDb1yE0NBQXLlzAnDlzkJ6ejry8PBw9elRhUvaz+Pv7QyqVwtfXFykpKbh16xYOHTrEzXFoSZGRkRgyZAicnZ3Rt29fLjg7O2Pw4MHc5OwtW7bgyZMnGDJkCA4dOoS8vDxkZ2fjyy+/5IaAaWpqYvv27Th69Cjee+89XLt2DYWFhYiMjIRcLsc777yDCRMm8K7/4MEDFBcX4/fff8e5c+cQEREBKyurJudhPE9Dg6iyshL37t1Deno6srKyeHFqa2u5a16/fh1fffUVXFxcMGDAACxatOiFrksIIYQQQl4fLbZTdnR0NObNm4fRo0ejpqYGzs7OOHbsmMJwob8LDg7GhQsXEBQU1Oj5tWvXYt68ecjLy8OAAQPw/fffc70Ptra2OHfuHJYuXQonJycwxmBubo6JEyc2u9wikQgnT57EggUL4OXlhdraWvTu3Rtbtmxp/s0/Q11dHYRCIWpqarBnzx6EhoY2Gs/Pzw/r1q3D6tWr0bNnT1y9ehWffPIJFixYgKKiIhgaGmLQoEHYtm0bl+add97B2bNn8cknn8DJyQmPHj2CpaUlli5divnz5yvMUZg2bRqA/5tH4uzsjNWrV/OGXylj4MCB3OsrV65g7969MDMzQ2FhIXf8xo0bMDIygqqqKnR0dNC7d2+EhYVh5syZ1LX7Ekz+dRHa2tptXQxCCCGEEAiYsrOAW9iqVatw4MABXLt2rS2L0Wo8PDxgYWGBzZs3t3VRyBugoqICOjo6KC8vpwYF6TCo3pOOiOo9aU9aZMjTi6isrERmZiY2b96MDz74oK2K0WrKysqQkJCApKQkuLm5tXVxCCGEEEIIaRUtNuRJWXPmzMG+ffvg6+vb5HCn193t27ebnHT+559/QiAQICws7JnzSF5Xffr0wa+//troue3bt2Py5MmvuETkac7L9kFV/PwVygDgyue0DwUhhBBCWs8ra1DExMRg/vz53CpFMTExiImJaTJ+UlISXF1dUVZWxu0O3RZWrlyJuLg4pKenK5zr1q1bo8cbyGSyF56f0NaOHTvW6C7nANC1a9dXXBpCCCGEEPK6UmrIk1wuh0AggEAggEgkgoWFBSIiIlBbW9ta5XutCYXCRpesbQhCoRByuZxbleppa9asgaqqKj7//PNG8y4uLsYHH3yAnj17QiwWw8TEBN7e3khMTOTFu3DhAry8vNC5c2eoq6ujX79+WL9+PZ48ecKL1/BzEwgEEAqFMDU1xUcffYTq6mouTkxMDNd4MzMza/K+tLS0cPjwYYwcORKGhobQ1tbG0KFD8cMPP/Cu+XR9UVNTQ9euXTFy5EhERUW98D4ehBBCCCHk9aL0HAoPDw8UFRUhLy8PCxYswMqVK5v8UEyaFhUVhcWLFyMqKkrhXGFhIQYNGoQzZ87g888/x/Xr13HixAm4urpi9uzZXLwjR47AxcUF3bt3x9mzZ/HLL79g3rx5+PjjjzFp0iSFXbSjo6NRVFSEgoICbN26Fd988w0+/vjjFyr/jz/+iJEjR+LYsWO4cuUKXF1d4e3tjbS0NF68hvpSWFiI48ePw9XVlVsNrKM2RAkhhBBC3iRKNyjEYjGkUinMzMwwc+ZMuLm5IT4+HmVlZQgMDETnzp3RqVMneHp6Ii8vr9E8CgsLoaKigsuXL/OOb9y4EWZmZrxvr1NSUmBrawt1dXU4OjoiMzOTlyY5ORlOTk7Q0NCAiYkJ5s6dy9sQTiaTYfXq1QgKCoKWlhZMTU2xY8cOXh6//fYb/P39oaenB01NTdjb2/M26QOAb775BjKZDDo6Opg0aRIePnyo7KPjnDt3DlVVVYiIiEBFRQUuXLjAOz9r1iwIBAL8/PPP8PPzg5WVFfr06YOPPvqI2+jvzz//xPTp0zFmzBjs2LEDAwYMgEwmQ0hICHbt2oWDBw/iu+++4+Wrq6sLqVQKExMTjB49Gj4+Prh69eoL3cPGjRuxePFiDB48GJaWlli9ejUsLS3x/fff8+I11BdjY2PY2dlhyZIlOHr0KI4fP/7MIW+kXnV1NSoqKniBkDcd1XvSEVG9J+3ZS6/ypKGhgZqaGsjlcly+fBnx8fFITU0FYwxeXl6NjsOXyWRwc3NDdHQ073h0dDTkcjlUVP6vWIsWLcK6detw6dIlGBoawtvbm8szPz8fHh4e8PPzw7Vr1xAbG4vk5GSFje3WrVsHe3t7pKWlYdasWZg5cyZycnIA1K825eLigrt37yI+Ph4ZGRlYvHgxr1GTn5+PuLg4JCQkICEhAefOncPatWtf+JlFRkbC398fampq8Pf35za0A4D79+/jxIkTmD17NjQ1NRXSNgxJOnnyJEpLS7Fw4UKFON7e3rCyssK+ffuaLENubi7OnDkDBweHF76Pp9XV1eHhw4fQ09N7btwRI0agf//+OHz4cItc+022Zs0a6OjocMHExAQA8K1kE45ofd6sQEh701S9J+RNRvWetGcv3KBgjOH06dP44YcfYGpqivj4eOzcuRNOTk7o378/vv32W9y9exdxcXGNpg8JCcG+ffu4MfxXr17F9evXuc3XGoSHh2PkyJHo168fdu3ahT/++ANHjhwBUP/LN3nyZMyfPx+WlpYYNmwYvvzyS+zevRuPHj3i8vDy8sKsWbNgYWGB0NBQGBgY4OzZswCAvXv34t69e4iLi8M//vEPWFhYYMKECdyO1ED9h+WYmBj07dsXTk5OmDJlisJchuaqqKjAwYMHERAQAAAICAjAd999h8rKSgDAzZs3wRhDr169nplPbm4uADS5y3WvXr24OA38/f0hkUigrq4Oa2tr9OnTB2FhYS90H3/3xRdfoLKyUmF37qb06tWLtwEeaVxYWBjKy8u5cOfOnbYuEiGtjuo96Yio3pP2TOkGRUJCAveh1NPTExMnToRcLodQKOR9262vrw9ra2tkZ2c3mo+vry9UVVW5xkFMTAxcXV0hk8l48Z7+YK+np8fLMyMjAzExMZBIJFxwd3dHXV0dCgoKuHS2trbc64ZdoktKSgAA6enpGDhw4DO/WZfJZNDS0uLeGxkZcemVtW/fPpibm6N///4AgAEDBsDMzAyxsbEAoDDv4XmUib9hwwakp6cjIyMDCQkJyM3NxZQpU5S6XmP27t2Lf//73/juu+/QpUuXZqVhjCns5E0UicViaGtr8wIhbzqq96QjonpP2jOlGxSurq5IT09HXl4eqqqqsGvXrhf6YCgSiRAYGIjo6GjU1NRg7969Su9HUVlZiRkzZiA9PZ0LGRkZyMvLg7m5ORdPTU2Nl04gEHBDmjQ0nr+W/7PSKysyMhI3btyAUCjkQlZWFjc529LSEgKBAL/88ssz87GysgKAJhts2dnZXJwGUqkUFhYWsLa2xqhRo/Dvf/8bsbGxuHnz5gvdCwDs378fISEh+O6775TawC87Oxs9evR44esSQgghhJDXg9INCk1NTVhYWMDU1JTbY8HGxga1tbW8icylpaXIyclpcuM3oH7Y0+nTp7F161bU1tZi3LhxCnEaJiED9btP5+bmcsN87OzskJWV1ejSpiKRqFn3Y2tri/T0dNy/f79Z8V/G9evXcfnyZSQlJfEaQUlJSUhNTcUvv/wCPT09uLu7Y8uWLbzJ5Q0a9vH45z//CT09Paxbt04hTnx8PPLy8uDv7//M8qiqqgIAqqqqXuh+9u3bh2nTpmHfvn0YNWpUs9OdOXMG169fh5+f3wtdlxBCCCGEvD5eelI2UP+tuo+PD6ZPn47k5GRkZGQgICAAxsbGz9wl2sbGBo6OjggNDYW/v3+jvQURERFITExEZmYm5HI5DAwMuH0dQkNDceHCBcyZM4frNTl69KjCpOxn8ff3h1Qqha+vL1JSUnDr1i0cOnQIqampSj+H54mMjMSQIUPg7OyMvn37csHZ2RmDBw/mJmdv2bIFT548wZAhQ3Do0CHk5eUhOzsbX375JTcETFNTE9u3b8fRo0fx3nvv4dq1aygsLERkZCTkcjneeecdhfkMDx48QHFxMX7//XecO3cOERERsLKyanIexrPs3bsXgYGBWLduHRwcHFBcXIzi4mKUl5fz4lVXV6O4uBh3797F1atXsXr1avj4+GD06NEIDKQdnAkhhBBC2rsW28Y5Ojqa21+gpqYGzs7OOHbsmMJwob8LDg7GhQsXmhzutHbtWsybNw95eXkYMGAAvv/+e673wdbWFufOncPSpUvh5OQExhjMzc0xceLEZpdbJBLh5MmTWLBgAby8vFBbW4vevXtjy5Ytzb/5Z6irq4NQKERNTQ327NmD0NDQRuP5+flh3bp1WL16NXr27ImrV6/ik08+wYIFC1BUVARDQ0MMGjQI27Zt49K88847OHv2LD755BM4OTnh0aNHsLS0xNKlSzF//nyFoWgNE94b5pE4Oztj9erVL7Sb944dO1BbW4vZs2fz9saYOnUqbznYEydOwMjICEKhEJ07d0b//v3x5ZdfYurUqbzVvIhyTP51kcbXEkIIIeS1IGDKzgJuYatWrcKBAwdw7dq1tixGq/Hw8ICFhQU2b97c1kUhb4CKigro6OigvLycGhSkw6B6TzoiqvekPWmxHgplVVZWorCwEJs3b37h3ZpfZ2VlZUhJSUFSUhLef//9ti4OecM4L9sHVfHzFxQAgCuf09AyQgghhLSeVzbmJCYmhtuUDQDmzJmDQYMG4a233mp0uFNSUhIEAgE3CbmtrFy5EgMGDGj03O3bt3lL1j4d9PT0MGbMGCxYsOCZ80heV3369Gny3r799tu2Lh4hhBBCCHlNKNWgkMvlEAgEEAgEEIlEsLCwQEREBGpra5W+cExMDKqrqxEbG8utNtTedOvWjbda09MhLy8PNTU1uHv3LlRUVBrtpZg9ezYEAgHkcjmA+h2uPTw8Gr3W+fPnIRAIMG7cOO5n0FRoCceOHWvy3saMGdMi1yCEEEIIIe2f0kOePDw8EB0djerqahw7dgyzZ8+Gmppai+243J4IhUJYWFg8N56JiQn279+PDRs2cCtZPXr0CHv37oWpqSkXLzg4GH5+fvjtt9/QvXt3Xh7R0dGwt7fH7t27uV21AWDw4MF47733MH369Ba6q3pmZmYtmh8hhBBCCHkzKT3kSSwWQyqVwszMDDNnzoSbmxvi4+NRVlaGwMBAdO7cGZ06dYKnpyfy8vIazaOwsBAqKiq4fPky7/jGjRthZmbG2zQuJSUFtra2UFdXh6OjIzIzM3lpkpOT4eTkBA0NDZiYmGDu3Lm8/RtkMhlWr16NoKAgaGlpwdTUFDt27ODl8dtvv8Hf3x96enrQ1NSEvb09b08NAPjmm28gk8mgo6ODSZMm4eHDh81+ZnZ2djAxMcHhw4e5Y4cPH4apqSkGDhzIHRs9ejQMDQ15qyQB9fNNDhw4gODgYEgkEkilUi6oqqpCS0uLd4wQQgghhJBX5aXnUGhoaKCmpgZyuRyXL19GfHw8UlNTwRiDl5cXHj9+rJBGJpPBzc0N0dHRvOPR0dGQy+W85UQXLVqEdevW4dKlSzA0NIS3tzeXZ35+Pjw8PODn54dr164hNjYWycnJCvtQrFu3Dvb29khLS8OsWbMwc+ZM5OTkAKj/sO7i4oK7d+8iPj4eGRkZWLx4Ma9Rk5+fj7i4OCQkJCAhIQHnzp3D2rVrlXpOQUFBvPuNiorilnFtIBQKERgYiJiYGDy9+NaBAwfw5MmT525UR9481dXVqKio4AVC3nRU70lHRPWetGtMCVOnTmU+Pj6MMcbq6urYqVOnmFgsZr6+vgwAS0lJ4eL+73//YxoaGuy7775jjDEWHR3NdHR0uPOxsbGsc+fO7NGjR4wxxq5cucIEAgErKChgjDF29uxZBoDt37+fS1NaWso0NDRYbGwsY4yx4OBg9t577/HKeP78eaaiosKqqqoYY4yZmZmxgIAA7nxdXR3r0qUL27ZtG2OMse3btzMtLS1WWlra6D2Hh4ezTp06sYqKCu7YokWLmIODg1LPrKSkhInFYlZYWMgKCwuZuro6u3fvHvPx8WFTp07l4mdnZzMA7OzZs9wxJycn3j08zczMjG3YsKFZZSHtT3h4OAOgEMrLy9u6aIS0Gqr3pCOiek/aM6V7KBISEiCRSKCurg5PT09MnDgRcrkcQqEQDg4OXDx9fX1YW1sjOzu70Xx8fX2hqqqKI0eOAKifpO3q6gqZTMaL17AzNADo6enx8szIyEBMTAxvBSJ3d3fU1dWhoKCAS2dra8u9btjUraSkBACQnp6OgQMHQk9Pr8l7lslk0NLS4t4bGRlx6ZvL0NAQo0aNQkxMDKKjozFq1CgYGBgoxOvVqxeGDRuGqKgoAMDNmzdx/vx5BAcHK3U98mYICwtDeXk5F+7cudPWRSKk1VG9Jx0R1XvSnik9KdvV1RXbtm2DSCRCt27dIBQKER8fr/SFRSIRAgMDER0djXHjxmHv3r3YtGmTUnlUVlZixowZmDt3rsK5pyc7/323boFAwA1papgk/SzPSq+MoKAgbjjWs3biDg4OxgcffIAtW7YgOjoa5ubmcHFxUfp6pP0Ti8UQi8VtXQxCXimq96QjonpP2jOleyg0NTVhYWEBU1NTCIX17REbGxvU1tbyJjKXlpYiJycHvXv3bjKvkJAQnD59Glu3bkVtbS3GjRunEOfixYvc67KyMuTm5sLGxgZA/WTnrKwsWFhYKASRSNSs+7G1tUV6ejru37/frPgvw8PDAzU1NXj8+DHc3d2bjDdhwgSoqKhg79692L17N4KCglpsOVhCCCGEEEJaUotsbGdpaQkfHx9Mnz4dycnJyMjIQEBAAIyNjZ+5qZuNjQ0cHR0RGhoKf3//RnsLIiIikJiYiMzMTMjlchgYGMDX1xcAEBoaigsXLmDOnDnc3g9Hjx5VmJT9LP7+/pBKpfD19UVKSgpu3bqFQ4cOITU1Venn8DyqqqrIzs5GVlbWM/fekEgkmDhxIsLCwlBUVMTtU0EIIYQQQsjrpsV2yo6OjsagQYMwevRoDB06FIwxHDt2TGG40N8FBwejpqam0d2yAWDt2rWYN28eBg0ahOLiYnz//fdc74OtrS3OnTuH3NxcODk5YeDAgVixYgW6devW7HKLRCKcPHkSXbp0gZeXF/r164e1a9e22mZ72tra0NbWfm684OBglJWVwd3dXan7IYQQQggh5FUSMPbU+qRtYNWqVThw4ACuXbvWlsUgpF2oqKiAjo4OysvLm9UwJeRNQPWedERU70l70mI9FMqqrKxEZmYmNm/ejA8++KCtikEIIYQQQgh5CUqv8tRS5syZg3379sHX17fJ4U6vu9u3bz9z0nlWVhZvtSlCWorzsn1QFT9/hTIAuPJ5YCuXhhBCCCEdWZs1KGJiYhATE9NWl28R3bp1Q3p6+jPPE0IIIYQQ8iZTesjTvXv3MHPmTJiamkIsFkMqlcLd3R0pKSkA6vdoiIuLa+lytolevXpBLBajuLhY4dxbb70FNTU1WFpaok+fPnBxccGHH36Ia9eucUvXNiyrKxAIuKCpqQlLS0vI5XJcuXLlVd8SIYQQQgghLUrpBoWfnx/S0tKwa9cu5ObmIj4+Hm+99RZKS0ubnUdNTY2yl33lkpOTUVVVhXfeeQe7du1qNM706dNRVFSE/Px8HDp0CL1798akSZPw3nvvKcSNjo5GUVERbty4gS1btqCyshIODg7YvXt3a98KIYQQQgghrUapBsWDBw9w/vx5fPrpp3B1dYWZmRmGDBmCsLAwjBkzBjKZDAAwduxYCAQC7v3KlSsxYMAA7Ny5Ez169IC6ujqXX0hICAwNDaGtrY0RI0YgIyODu15+fj58fHzQtWtXSCQSDB48GKdPn+aVSSaT4eOPP0ZgYCAkEgnMzMwQHx+Pe/fuwcfHBxKJBLa2trh8+bJSDyYyMhLvvvsupkyZgqioqEbjdOrUCVKpFN27d4ejoyM+/fRTbN++HV9//bVCOXV1dSGVSiGTyfDPf/4TBw8exOTJkzFnzhyUlZUpVTbScVRXV6OiooIXCHnTUb0nHRHVe9KeKdWgkEgkkEgkiIuLQ3V1tcL5S5cuAfi/b+Mb3gPAzZs3cejQIRw+fJibdzB+/HiUlJTg+PHjuHLlCuzs7PD2229zu1ZXVlbCy8sLiYmJSEtLg4eHB7y9vXH79m3edTds2IDhw4cjLS0No0aNwpQpUxAYGIiAgABcvXoV5ubmCAwMRHNXyH348CEOHDiAgIAAjBw5EuXl5Th//nyz0k6dOhWdO3fG4cOHnxv3ww8/xMOHD3Hq1Klm5U06njVr1kBHR4cLJiYmAIBvJZtwROtzXrjyeWCjgZD2pql6T8ibjOo9ac+UalAIhULExMRg165d0NXVxfDhw7FkyRJuDwlDQ0MA//dtfMN7oH6Y0+7duzFw4EDY2toiOTkZP//8Mw4cOAB7e3tYWlriiy++gK6uLg4ePAgA6N+/P2bMmIG+ffvC0tISq1atgrm5OeLj43nl8vLywowZM2BpaYkVK1agoqICgwcPxvjx42FlZYXQ0FBkZ2fjjz/+aNZ97t+/n5sboaqqikmTJiEyMrJZaVVUVGBlZYXCwsLnxu3VqxcANCsu6ZjCwsJQXl7OhTt37rR1kQhpdVTvSUdE9Z60Zy80h+L3339HfHw8PDw8kJSUBDs7u+eu2GRmZsZrYGRkZKCyshL6+vpcz4dEIkFBQQHy8/MB1PdQLFy4EDY2NtDV1YVEIkF2drZCD4WtrS33umvXrgCAfv36KRwrKSlp1j1GRUUhICCAex8QEIADBw7g4cOHzUrPGINAIGhWPADNiks6JrFYzO2u3txd1glp76jek46I6j1pz15o2Vh1dXWMHDkSI0eOxPLlyxESEoLw8HDI5fIm02hqavLeV1ZWwsjICElJSQpxdXV1AQALFy7EqVOn8MUXX8DCwgIaGhp45513FCZ1q6mpca8bPpw3dqyuru6595aVlYWLFy/i559/RmhoKHf8yZMn2L9/P6ZPn/7M9E+ePEFeXh4GDx783GtlZ2cDAHr06PHcuIQQQgghhLyOWmQfit69e3NLxaqpqeHJkyfPTWNnZ4fi4mIIhUJu8vbfpaSkQC6XY+zYsQDqGyGtPTwoMjISzs7O2LJlC+94dHQ0IiMjn9ug2LVrF8rKyuDn5/fca23cuBHa2tpwc3N7qTITQgghhBDSVpRqUJSWlmL8+PEICgqCra0ttLS0cPnyZXz22Wfw8fEBUL/qUmJiIoYPHw6xWIzOnTs3mpebmxuGDh0KX19ffPbZZ7CyssLvv/+O//73vxg7diw3r+Lw4cPw9vaGQCDA8uXLm9XL8KIeP36Mb775BhEREejbty/vXEhICNavX48bN26gT58+AIC//voLxcXFqK2txW+//YYjR45gw4YNmDlzJlxdXXnpHzx4gOLiYlRXVyM3Nxfbt29HXFwcdu/ezfXIEEIIIYQQ0t4o1aCQSCRwcHDAhg0bkJ+fj8ePH8PExATTp0/HkiVLAADr1q3DRx99hK+//hrGxsZN9igIBAIcO3YMS5cuxbRp03Dv3j1IpVI4Oztzcx7Wr1+PoKAgDBs2DAYGBggNDW3VZdTi4+NRWlrK9Yg8zcbGBjY2NoiMjMT69esBAF9//TW+/vpriEQi6OvrY9CgQYiNjW00/bRp0wDUDxczNjbGP/7xD/z888+ws7Nrtfshby6Tf12k8bWEEEIIeS0IWHPXUiWEtLmKigro6OigvLycGhSkw6B6TzoiqvekPVF6lSdCCCGEEEIIadAik7LbE09PzyY3qVuyZAk3dIuQ15nzsn1QFWvwjtEmdoQQQghpC0r3UNy7dw8zZ86EqakpxGIxpFIp3N3dkZKSAqB+bkTDik+vo507dyI9Pb3R8P777wOo3x9ix44dcHBwgEQiga6uLuzt7bFx40b89ddfXF7379/H/PnzYWZmBpFIhG7duiEoKEhhnwy5XA6BQACBQACRSAQLCwtERESgtrYWwcHB6Nevn8JSuMeOHYNIJMLVq1db/6EQQgghhBDygpTuofDz80NNTQ127dqFnj174o8//kBiYiJKS0ubnUdNTQ1EIpGyl24RxsbGz40zZcoUHD58GMuWLcPmzZthaGiIjIwMbNy4ETKZDL6+vrh//z4cHR0hEonwn//8B3369EFhYSGWLVuGwYMHIzU1FT179uTy9PDwQHR0NKqrq3Hs2DHMnj0bampq2LBhA2xtbREeHo41a9YAqF8Ravr06Vi+fDlN2iaEEEIIIa83poSysjIGgCUlJTV63szMjAHggpmZGWOMsfDwcNa/f3/29ddfM5lMxgQCAZdfcHAwMzAwYFpaWszV1ZWlp6dz+d28eZONGTOGdenShWlqajJ7e3t26tQphWuuWrWKTZkyhWlqajJTU1N29OhRVlJSwsaMGcM0NTVZv3792KVLl5p1j7GxsQwAi4uLUzhXV1fHHjx4wBhj7P3332eampqsqKiIF+evv/5ixsbGzMPDgzs2depU5uPjw4s3cuRI5ujoyBhj7MyZM0xNTY1dvHiRiz948GD2+PHjZpWZdBzl5eUMAOv/wX+Y3cJdvEDIm6qh3peXl7d1UQh5Zajek/ZEqSFPEokEEokEcXFxqK6uVjh/6dIlAPWbwBUVFXHvAeDmzZs4dOgQDh8+jPT0dADA+PHjUVJSguPHj+PKlSuws7PD22+/jfv37wOo38jOy8sLiYmJSEtLg4eHB7y9vRWGFG3YsAHDhw9HWloaRo0ahSlTpiAwMBABAQG4evUqzM3NERgYCNaMBa2+/fZbWFtbc/tqPE0gEEBHRwd1dXXYv38/Jk+eDKlUyoujoaGBWbNm4YcffuDuozEaGhrcMCdXV1fMmjULU6dOxYEDB/Ddd99h9+7dEAo73BQX8jfV1dWoqKjgBULedFTvSUdE9Z60a8q2QA4ePMg6d+7M1NXV2bBhw1hYWBjLyMjgzgNgR44c4aUJDw9nampqrKSkhDt2/vx5pq2tzR49esSLa25uzrZv397k9fv06cO++uor7r2ZmRkLCAjg3hcVFTEAbPny5dyx1NRUBkChN6ExNjY2bMyYMc+MU1xczACwDRs2NHr+8OHDDAD76aefGGP8Hoq6ujp26tQpJhaL2cKFC7k0f/31F7O2tmYqKipN5ks6nvDwcF6vX0PIDLNhv/67Ly8Q8qZoqt7TN7XkTUb1nrRnSk/K9vPzw++//474+Hh4eHggKSkJdnZ2iImJeWY6MzMzGBoacu8zMjJQWVkJfX19rudDIpGgoKAA+fn5AOp7KBYuXAgbGxvo6upCIpEgOztboYfC1taWe92wKV6/fv0UjpWUlDz3/pgS23IoEzchIQESiQTq6urw9PTExIkTsXLlSu68hoYGFi5ciE6dOmHevHnNzpe82cLCwlBeXs6FO3futHWRCGl1VO9JR0T1nrRnLzSmRl1dHSNHjsTIkSOxfPlyhISEIDw8HHK5vMk0mpqavPeVlZUwMjJCUlKSQlxdXV0AwMKFC3Hq1Cl88cUXsLCwgIaGBt555x2FFZHU1NS41wKBoMljdXV1z703Kysr/PLLL8+MY2hoCF1dXWRnZzd6Pjs7GwKBABYWFtwxV1dXbNu2jVsNqrHhTEKhEKqqqlx5CRGLxRCLxW1dDEJeKar3pCOiek/asxbZ2K537974888/AdR/kH/y5Mlz09jZ2aG4uBhCoRAWFha8YGBgAABISUmBXC7H2LFj0a9fP0ilUhQWFrZEkZv07rvvIjc3F0ePHlU4xxhDeXk5VFRUMGHCBOzduxfFxcW8OFVVVdi6dSvc3d2hp6fHHdfU1ISFhQVMTU1pbgQhhBBCCHljKNWgKC0txYgRI7Bnzx5cu3YNBQUFOHDgAD777DNuErNMJkNiYiKKi4tRVlbWZF5ubm4YOnQofH19cfLkSRQWFuLChQtYunQpLl++DACwtLTkJnFnZGTg3XffbVYvw8uYMGECJk6cCH9/f6xevRqXL1/Gr7/+ioSEBLi5ueHs2bMAgNWrV0MqlWLkyJE4fvw47ty5gx9//BHu7u54/PgxtmzZ0qrlJIQQQggh5HWg9CpPDg4O2LBhA5ydndG3b18sX74c06dPx+bNmwEA69atw6lTp2BiYoKBAwc2mZdAIMCxY8fg7OyMadOmwcrKCpMmTcKvv/7KzXlYv349OnfujGHDhsHb2xvu7u6tvi+DQCDA3r17sX79esTFxcHFxQW2trZYuXIlfHx84O7uDgDQ19fHxYsX4erqihkzZsDc3BwTJkyAubk5Ll26xNuDghBCCCGEkDeVgCkzs5gQ0qYqKiqgo6OD8vJyaGtrt3VxCHklqN6TjojqPWlPWmQOBSGEEEIIIaRj6nCzgz09PXH+/PlGzy1ZsgRLlix5xSUiRHnOy/ZBVazRrLhXPg9s5dIQQgghpCPrcA2KnTt3oqqqqtFzT6/KRAghhBBCCHk+pYc83bt3DzNnzoSpqSnEYjGkUinc3d2RkpICoH5Sc1xcXEuXs8UYGxsrLFPbEPT09JCUlASBQACBQAAVFRXo6Ohg4MCBWLx4MYqKihTyu3//PubPnw8zMzNuj4mgoCDe5nsN+TUVnt7gjhBCCCGEkPZE6R4KPz8/1NTUYNeuXejZsyf++OMPJCYmorS0tNl51NTUQCQSKXvpVyonJwfa2tqoqKjA1atX8dlnnyEyMhJJSUncLtz379+Ho6MjRCIR/vOf/6BPnz4oLCzEsmXLMHjwYKSmpqJnz568hkhsbCxWrFiBnJwc7phEInnl90cIIYQQQkhLUKqH4sGDBzh//jw+/fRTuLq6wszMDEOGDEFYWBjGjBkDmUwGABg7diwEAgH3fuXKlRgwYAB27tyJHj16QF1dncsvJCQEhoaG0NbWxogRI5CRkcFdLz8/Hz4+PujatSskEgkGDx6M06dP88okk8nw8ccfIzAwEBKJBGZmZoiPj8e9e/fg4+MDiUQCW1tbbm+L5urSpQukUim3nG1KSgoMDQ0xc+ZMLs7SpUvx+++/4/Tp0/D09ISpqSmcnZ3xww8/QE1NDbNnzwYASKVSLujo6EAgEPCOUYOCEEIIIYS0V0rvQyGRSBAXF4fq6mqF85cuXQIAREdHo6ioiHsPADdv3sShQ4e4jeoAYPz48SgpKcHx48dx5coV2NnZ4e2338b9+/cBAJWVlfDy8kJiYiLS0tLg4eEBb29v3nAiANiwYQOGDx+OtLQ0jBo1ClOmTEFgYCACAgJw9epVmJubIzAwEC+zQq6Ghgbef/99pKSkoKSkBHV1ddi/fz8mT54MqVSqEHfWrFn44YcfuHsh5EVUV1ejoqKCFwh501G9Jx0R1XvSrjElHTx4kHXu3Jmpq6uzYcOGsbCwMJaRkcGdB8COHDnCSxMeHs7U1NRYSUkJd+z8+fNMW1ubPXr0iBfX3Nycbd++vcnr9+nTh3311VfcezMzMxYQEMC9LyoqYgDY8uXLuWOpqakMACsqKnru/Z09e5YBYGVlZQrnjh8/zgCwn376iRUXFzMAbMOGDY3mc/jwYS7u06Kjo5mOjs5zy0EIY/W/OwAUQnl5eVsXjZBWQ/WedERU70l7pvSkbD8/P/z++++Ij4+Hh4cHkpKSYGdnh5iYmGemMzMzg6GhIfc+IyMDlZWV0NfX53o+JBIJCgoKkJ+fD6C+h2LhwoWwsbGBrq4uJBIJsrOzFXoobG1tudcNu2w3zHN4+lhJSYmyt8vD/n8Ph0AgUDhGSGsICwtDeXk5F+7cudPWRSKk1VG9Jx0R1XvSnr3QsrHq6uoYOXIkRo4cieXLlyMkJATh4eGQy+VNptHU1OS9r6yshJGREZKSkhTi6urqAgAWLlyIU6dO4YsvvoCFhQU0NDTwzjvvoKamhhdfTU2Ne93wYb+xY3V1dcrcpoLs7GwA9fM29PX1oauryx1rLK5AIICFhcVLXZN0bGKxGGKxuK2LQcgrRfWedERU70l71iI7Zffu3Rt//vkngPoP8k+ePHluGjs7OxQXF0MoFCos32pgYAAASElJgVwux9ixY9GvXz9IpVIUFha2RJGVVlVVhR07dsDZ2RmGhoZQUVHBhAkTsHfvXhQXFyvE3bp1K9zd3WlvC0IIIYQQ8kZTqkFRWlqKESNGYM+ePbh27RoKCgpw4MABfPbZZ/Dx8QFQ/+19YmIiiouLUVZW1mRebm5uGDp0KHx9fXHy5EkUFhbiwoULWLp0Kbcik6WlJTeJOyMjA+++++5L9zI0V0lJCYqLi5GXl4f9+/dj+PDh+N///odt27ZxcVavXg2pVIqRI0fi+PHjuHPnDn788Ue4u7vj8ePH2LJlyyspKyGEEEIIIW1FqSFPEokEDg4O2LBhA/Lz8/H48WOYmJhg+vTpWLJkCQBg3bp1+Oijj/D111/D2Ni4yR4FgUCAY8eOYenSpZg2bRru3bsHqVQKZ2dnbs7D+vXrERQUhGHDhsHAwAChoaGvbNUDa2trCAQCSCQS9OzZE//85z/x0Ucf8VZ00tfXx8WLFxEREYEZM2aguLgYenp68PT0xJ49e2BqavpKykoIIYQQQkhbETCaVUxIu1FRUQEdHR2Ul5dDW1u7rYtDyCtB9Z50RFTvSXvSInMoCCGEEEIIIR3TC63y1J55enri/PnzjZ5bsmQJN3SLkNeZ87J9UBVr8I5d+TywjUpDCCGEkI5M6R6Ke/fuYebMmTA1NYVYLIZUKoW7uztSUlIA1M+NiIuLa+lytpidO3ciPT290fD+++8jKSkJAoEAnTt3xqNHj3hpL126BIFAwNuHIiYmhlvm9u+efhaFhYUQCATcLuGEEEIIIYS8CZTuofDz80NNTQ127dqFnj174o8//kBiYiJKS0ubnUdNTQ1EIpGyl24RxsbGzYqnpaWFI0eOwN/fnzsWGRkJU1NThY31CCGEEEII6aiU6qF48OABzp8/j08//RSurq4wMzPDkCFDEBYWhjFjxkAmkwEAxo4dC4FAwL1fuXIlBgwYgJ07d6JHjx5QV1fn8gsJCYGhoSG0tbUxYsQIZGRkcNfLz8+Hj48PunbtColEgsGDB+P06dO8MslkMnz88ccIDAyERCKBmZkZ4uPjce/ePfj4+EAikcDW1pZbira5pk6diqioKO59VVUV9u/fj6lTpyqVDyGEEEIIIW8ypRoUEokEEokEcXFxqK6uVjh/6dIlAEB0dDSKioq49wBw8+ZNHDp0iNtXAgDGjx+PkpISHD9+HFeuXIGdnR3efvtt3L9/H0D9btpeXl5ITExEWloaPDw84O3trdBDsGHDBgwfPhxpaWkYNWoUpkyZgsDAQAQEBODq1aswNzdHYGAglFnQasqUKTh//jx3rUOHDkEmk8HOzk6ZR0bIS6murkZFRQUvEPKmo3pPOiKq96Q9U6pBIRQKERMTg127dkFXVxfDhw/HkiVLcO3aNQCAoaEhAEBXVxdSqZR7D9QPc9q9ezcGDhwIW1tbJCcn4+eff8aBAwdgb28PS0tLfPHFF9DV1cXBgwcBAP3798eMGTPQt29fWFpaYtWqVTA3N0d8fDyvXF5eXpgxYwYsLS2xYsUKVFRUYPDgwRg/fjysrKwQGhqK7Oxs/PHHH82+1y5dusDT0xMxMTEAgKioKAQFBSnzuAh5aWvWrIGOjg4XTExMAADfSjbhiNbnvEDIm6Kpek/Im4zqPWnPlJ6U7efnh99//x3x8fHw8PBAUlIS7OzsuA/eTTEzM+M1MDIyMlBZWQl9fX2u50MikaCgoAD5+fkA6nsoFi5cCBsbG+jq6kIikSA7O1uhh8LW1pZ73bApXr9+/RSOlZSUKHWvQUFBiImJwa1bt5CamorJkycrlZ6QlxUWFoby8nIu3Llzp62LREiro3pPOiKq96Q9e6FlY9XV1TFy5EiMHDkSy5cvR0hICMLDwyGXy5tMo6mpyXtfWVkJIyMjJCUlKcRtWDVp4cKFOHXqFL744gtYWFhAQ0MD77zzDmpqanjx1dTUuNcNKzA1dqyurk6Z24Snpyfee+89BAcHw9vbG/r6+gpxtLW18eeff6Kurg4qKv/XPnvw4AEAQEdHR6lrEvI0sVgMsVjc1sUg5JWiek86Iqr3pD1rkX0oevfuzS2PqqamhidPnjw3jZ2dHYqLiyEUCrnJ23+XkpICuVyOsWPHAqhvhBQWFrZEkZtFKBQiMDAQn332GY4fP95oHGtra9TW1iI9PZ03v+Lq1asAACsrq1dSVkIIIYQQQtqCUkOeSktLMWLECOzZswfXrl1DQUEBDhw4gM8++ww+Pj4A6lddSkxMRHFxMcrKyprMy83NDUOHDoWvry9OnjyJwsJCXLhwAUuXLuVWZLK0tOQmcWdkZODdd99VupfhZa1atQr37t2Du7t7o+f79OmDf/7znwgKCkJiYiIKCgpw4sQJzJo1CxMnTlRYpjYnJ0dh/4vHjx+/ilshhBBCCCGkxSnVQyGRSODg4IANGzYgPz8fjx8/homJCaZPn87tML1u3Tp89NFH+Prrr2FsbNxkj4JAIMCxY8ewdOlSTJs2Dffu3YNUKoWzszM352H9+vUICgrCsGHDYGBggNDQ0Fe+6oFIJIKBgcEz48TGxiI8PBwzZszA77//ju7du2Ps2LFYvny5QtxJkyYpHLtz5w66d+/eYmUmhBBCCCHkVREwZdZSJYS0qYqKCujo6KC8vBza2tptXRxCXgmq96QjonpP2hOlV3kihBBCCCGEkAYtMim7PfH09MT58+cbPbdkyRJu6BYhrzPnZfugKtZoVtwrnwe2cmkIIYQQ0pF1uAbFzp07UVVV1eg5PT29V1waQgghhBBC2jelhzzdu3cPM2fOhKmpKcRiMaRSKdzd3ZGSkgKgfrJ1wxKyryNjY2NYWFg0Gj766CMIBIImQ8Pytm+99RZ3TF1dHVZWVlizZg2eno5SWFgIgUCA9PR0hTK4u7tDVVUVly5dUjgnl8u5vNXU1NC1a1eMHDkSUVFRr3yFK0IIIYQQQp7nhXbKTktLw65du5Cbm4v4+Hi89dZbKC0tbXYef9+Y7nWxadMmFBUVcQEAoqOjufdPNwCmT5+OoqIi5OTkICwsDCtWrMB//vOf517j9u3buHDhAubMmYOoqKhG43h4eKCoqAiFhYU4fvw4XF1dMW/ePIwePRq1tbUtc7OEEEIIIYS0AKUaFA8ePMD58+fx6aefwtXVFWZmZhgyZAjCwsIwZswY7hv8sWPH8r7RX7lyJQYMGICdO3eiR48eUFdX5/ILCQmBoaEhtLW1MWLECGRkZHDXy8/Ph4+PD7p27QqJRILBgwfj9OnTvDLJZDJ8/PHHCAwMhEQigZmZGeLj43Hv3j34+PhAIpHA1taW29viWXR0dCCVSrkA1O/a3fDe0NCQi9upUydIpVKYmZlh2rRpsLW1xalTp557jejoaIwePRozZ87Evn37Gh1+1dDzY2xsDDs7OyxZsgRHjx7F8ePHERMT89xrEEIIIYQQ8qoo1aCQSCSQSCSIi4tDdXW1wvmGb/AbvtV/+hv9mzdv4tChQ9xGdQAwfvx4lJSU4Pjx47hy5Qrs7Ozw9ttv4/79+wDqd8b28vJCYmIi0tLS4OHhAW9vb9y+fZt33Q0bNmD48OFIS0vDqFGjMGXKFAQGBiIgIABXr16Fubk5AgMD0Ror5DLGcP78efzyyy8QiUTPjRsdHY2AgAD06tULFhYWOHjwYLOuM2LECPTv3x+HDx9uiWKTdqK6uhoVFRW8QMibjuo96Yio3pN2jSnp4MGDrHPnzkxdXZ0NGzaMhYWFsYyMDO48AHbkyBFemvDwcKampsZKSkq4Y+fPn2fa2trs0aNHvLjm5uZs+/btTV6/T58+7KuvvuLem5mZsYCAAO59UVERA8CWL1/OHUtNTWUAWFFRkVL32ti9MMaYi4sLU1NTY5qamkxNTY0BYOrq6iwlJYWLU1BQwACwtLQ07tjJkyeZoaEhe/z4MWOMsQ0bNjAXFxde3lOnTmU+Pj6NlmfixInMxsZGqXsg7Vt4eDgDoBAyw2zYr//uywuEvCmaqvfl5eVtXTRCWg3Ve9KevdAcit9//x3x8fHw8PBAUlIS7OzsnjsUx8zMjDdkKCMjA5WVldDX1+d6PiQSCQoKCpCfnw+gvodi4cKFsLGxga6uLiQSCbKzsxV6KGxtbbnXDbts9+vXT+FYSUmJsrfbpMmTJyM9PR0pKSnw9PTE0qVLMWzYsGemiYqKwsSJEyEU1i+u5e/vj5SUFO5+n4cxBoFA8NJlJ+1HWFgYysvLuXDnzp22LhIhrY7qPemIqN6T9uyFlo1VV1fHyJEjMXLkSCxfvhwhISEIDw+HXC5vMo2mpibvfWVlJYyMjJCUlKQQV1dXFwCwcOFCnDp1Cl988QUsLCygoaGBd955R2FSt5qaGve64QN3Y8dacpUkHR0dWFhYAAC+++47WFhYwNHREW5ubo3Gv3//Po4cOYLHjx9j27Zt3PEnT54gKioKn3zyyXOvmZ2djR49erTMDZB2QSwWQywWt3UxCHmlqN6TjojqPWnPWmQfit69e3NLxaqpqeHJkyfPTWNnZ4fi4mIIhUJu8vbfpaSkQC6XY+zYsQDqGyGFhYUtUeQWJZFIMG/ePCxcuBBpaWmN9iJ8++236N69u8KSuidPnsS6desQEREBVVXVJq9x5swZXL9+HR9++GFLF58QQgghhJAXptSQp9LSUowYMQJ79uzBtWvXUFBQgAMHDuCzzz6Dj48PgPpVlxITE1FcXIyysrIm83Jzc8PQoUPh6+uLkydPorCwEBcuXMDSpUu5FZksLS25SdwZGRl49913X9u9GGbMmIHc3FwcOnSo0fORkZF455130LdvX14IDg7G//73P5w4cYKLW11djeLiYty9exdXr17F6tWr4ePjg9GjRyMwkHY9JoQQQgghrw+leigkEgkcHBywYcMG5Ofn4/HjxzAxMcH06dOxZMkSAMC6devw0Ucf4euvv4axsXGTPQoCgQDHjh3D0qVLMW3aNNy7dw9SqRTOzs7cnIf169cjKCgIw4YNg4GBAUJDQ1/bVQ/09PQQGBiIlStXYty4cbxzV65cQUZGBr7++muFdDo6Onj77bcRGRmJUaNGAQBOnDgBIyMjCIVCdO7cGf3798eXX36JqVOnQkVF6Wkv5A1k8q+L0NbWbutiEEIIIYRAwFgrrKVKCGkV5eXl0NXVxZ07d6hBQdqUlpbWK1skguo9eV1QvScdUXPqfYvMoSCEvBoNO9KbmJi0cUlIR1deXv7KPuRQvSevC6r3pCNqTr3vcA0KT09PnD9/vtFzS5Ys4YZuEfI60tPTAwDcvn0bOjo6bVya11dFRQVMTEzom73neJnnpKWl1UqlUtQR6n1HqLNvwj1SvW//3oR6+Ko1p953uAbFzp07UVVV1ei5hl9eQl5XDXNodHR06A9hM2hra9NzaobX/Tl1pHr/uv8sWkJHuMeW0JHqfVugetiyOlyDwtjYuK2LQAghhBBCyBuDlgwihBBCCCGEvDBqUBDSjojFYoSHh9Nuqs9Bz6l52stzai/lfBl0j+Tv6Hm1DnqurYOWjSWEEEIIIYS8MOqhIIQQQgghhLwwalAQQgghhBBCXhg1KAghhBBCCCEvjBoUhBBCCCGEkBdGDQpC2pEtW7ZAJpNBXV0dDg4O+Pnnn9u6SK/Mjz/+CG9vb3Tr1g0CgQBxcXG884wxrFixAkZGRtDQ0ICbmxvy8vJ4ce7fv4/JkydDW1sburq6CA4ORmVl5Su8i9a3Zs0aDB48GFpaWujSpQt8fX2Rk5PDi/Po0SPMnj0b+vr6kEgk8PPzwx9//MGLc/v2bYwaNQqdOnVCly5dsGjRItTW1r7KW+G0l3q/cuVKCAQCXujVqxd3vqWee1JSEuzs7CAWi2FhYYGYmJhWu6dX9Xt37do1ODk5QV1dHSYmJvjss88UynLgwAH06tUL6urq6NevH44dO9bi9/s6aS/1/nXwJv7da3cYIaRd2L9/PxOJRCwqKorduHGDTZ8+nenq6rI//vijrYv2Shw7dowtXbqUHT58mAFgR44c4Z1fu3Yt09HRYXFxcSwjI4ONGTOG9ejRg1VVVXFxPDw8WP/+/dnFixfZ+fPnmYWFBfP393/Fd9K63N3dWXR0NMvMzGTp6enMy8uLmZqassrKSi7O+++/z0xMTFhiYiK7fPkyc3R0ZMOGDePO19bWsr59+zI3NzeWlpbGjh07xgwMDFhYWNgrv5/2VO/Dw8NZnz59WFFRERfu3bvHnW+J537r1i3WqVMn9tFHH7GsrCz21VdfMVVVVXbixIlWuadX8XtXXl7OunbtyiZPnswyMzPZvn37mIaGBtu+fTsXJyUlhamqqrLPPvuMZWVlsWXLljE1NTV2/fr1Vrnvttae6v3r4E37u9ceUYOCkHZiyJAhbPbs2dz7J0+esG7durE1a9a0Yanaxt8/2NTV1TGpVMo+//xz7tiDBw+YWCxm+/btY4wxlpWVxQCwS5cucXGOHz/OBAIBu3v37isr+6tWUlLCALBz584xxuqfi5qaGjtw4AAXJzs7mwFgqampjLH6D5EqKiqsuLiYi7Nt2zamra3NqqurX2n521O9Dw8PZ/3792/0XEs998WLF7M+ffrw8p44cSJzd3dv4btR1Fq/d1u3bmWdO3fm1a3Q0FBmbW3NvZ8wYQIbNWoUrzwODg5sxowZLXqPr4v2VO9fR+397157REOeCGkHampqcOXKFbi5uXHHVFRU4ObmhtTU1DYs2euhoKAAxcXFvOejo6MDBwcH7vmkpqZCV1cX9vb2XBw3NzeoqKjgp59+euVlflXKy8sBAHp6egCAK1eu4PHjx7xn1atXL5iamvKeVb9+/dC1a1cujru7OyoqKnDjxo1XVvb2WO/z8vLQrVs39OzZE5MnT8bt27cBtNxzT01N5eXREKctnkdL/d6lpqbC2dkZIpGIi+Pu7o6cnByUlZVxcV6X+25t7bHev27a89+99ooaFIS0A//73//w5MkT3h86AOjatSuKi4vbqFSvj4Zn8KznU1xcjC5duvDOC4VC6OnpvbHPsK6uDvPnz8fw4cPRt29fAPXPQSQSQVdXlxf378+qsWfZcO5VaW/13sHBATExMThx4gS2bduGgoICODk54eHDhy323JuKU1FRgaqqqla6s8a11O/dy9z361gPXlZ7q/evm/b+d6+9ErZ1AQghhLSO2bNnIzMzE8nJyW1dlA7B09OTe21rawsHBweYmZnhu+++g4aGRhuWjJCOg/7utQ3qoSCkHTAwMICqqqrCihR//PEHpFJpG5Xq9dHwDJ71fKRSKUpKSnjna2trcf/+/TfyGc6ZMwcJCQk4e/Ysunfvzh2XSqWoqanBgwcPePH//qwae5YN516V9l7vdXV1YWVlhZs3b7bYc28qjra29itvtLTU793L3Hd7qAfKau/1vi29CX/32itqUBDSDohEIgwaNAiJiYncsbq6OiQmJmLo0KFtWLLXQ48ePSCVSnnPp6KiAj/99BP3fIYOHYoHDx7gypUrXJwzZ86grq4ODg4Or7zMrYUxhjlz5uDIkSM4c+YMevTowTs/aNAgqKmp8Z5VTk4Obt++zXtW169f530QPHXqFLS1tdG7d+9XcyNo//W+srIS+fn5MDIyarHnPnToUF4eDXHa4nm01O/d0KFD8eOPP+Lx48dcnFOnTsHa2hqdO3fm4rwu993a2nu9bwtv0t+9dqutZ4UTQppn//79TCwWs5iYGJaVlcXee+89pqury1uR4k328OFDlpaWxtLS0hgAtn79epaWlsZ+/fVXxlj98pW6urrs6NGj7Nq1a8zHx6fR5SsHDhzIfvrpJ5acnMwsLS3fuGVjZ86cyXR0dFhSUhJv+dK//vqLi/P+++8zU1NTdubMGXb58mU2dOhQNnToUO58w/KJ//znP1l6ejo7ceIEMzQ0bLNlY9tLvV+wYAFLSkpiBQUFLCUlhbm5uTEDAwNWUlLCGGuZ596wbOyiRYtYdnY227JlS6suG/sqfu8ePHjAunbtyqZMmcIyMzPZ/v37WadOnRSWjRUKheyLL75g2dnZLDw8/I1fNra91PvXwZv2d689ogYFIe3IV199xUxNTZlIJGJDhgxhFy9ebOsivTJnz55lABTC1KlTGWP1S1guX76cde3alYnFYvb222+znJwcXh6lpaXM39+fSSQSpq2tzaZNm8YePnzYBnfTehp7RgBYdHQ0F6eqqorNmjWLde7cmXXq1ImNHTuWFRUV8fIpLCxknp6eTENDgxkYGLAFCxawx48fv+K7qdde6v3EiROZkZERE4lEzNjYmE2cOJHdvHmTO99Sz/3s2bNswIABTCQSsZ49e/J+ti3tVf3eZWRksH/84x9MLBYzY2NjtnbtWoWyfPfdd8zKyoqJRCLWp08f9t///rfV7vt10F7q/evgTfy7194IGGPs1fWHEEIIIYQQQt4kNIeCEEIIIYQQ8sKoQUEIIYQQQgh5YdSgIIQQQgghhLwwalAQQgghhBBCXhg1KAghhBBCCCEvjBoUhBBCCCGEkBdGDQpCCCGEEELIC6MGBSGEEEIIIeSFUYOCEEIIIYQQ8sKoQUEIeeXkcjkEAgEX9PX14eHhgWvXrjU7D5lMho0bN7ZaudTU1NCjRw8sXrwYjx49UohbVVUFTU1NZGZmQiAQ4OLFi7zzjo6OUFdX56V99OgR1NXVERkZ2aLlJm+mv/+eNISbN29CLpfD19e3ybRVVVUIDw+HlZUVxGIxDAwMMH78eNy4cYMXb+XKlVy+QqEQMpkMH374ISorK1v57sibpr3U13PnzsHExKTRMr/I/yKgdf4ftTfUoCCEtAkPDw8UFRWhqKgIiYmJEAqFGD16dFsXiyvXrVu3sGHDBmzfvh3h4eEK8U6dOgUzMzP07dsXUqkUSUlJ3LmHDx/i6tWrMDQ05DU0UlNTUV1djREjRryKWyFvgKd/TxpCjx49npmmuroabm5uiIqKwscff4zc3FwcO3YMtbW1cHBwUGj89unTB0VFRSgsLMSnn36KHTt2YMGCBa15W+QN1R7q69GjR+Ht7d1omV+n/0XtDTUoCCFtQiwWQyqVQiqVYsCAAfjXv/6FO3fu4N69exgxYgTmzJnDi3/v3j2IRCIkJibirbfewq+//ooPP/yQ+2apQXJyMpycnKChoQETExPMnTsXf/75J3d+69atsLS0hLq6Orp27Yp33nmn0XKZmJjA19cXbm5uOHXqlEL5jx49ijFjxgAAXF1deQ2K5ORkWFlZwdvbm3c8KSkJZmZmz/0HS0iDp39PGoKqquoz02zcuBGpqalISEjAhAkTYGZmhiFDhuDQoUOwsbFBcHAwGGNcfKFQCKlUiu7du2PixImYPHky4uPjAQAZGRlwdXWFlpYWtLW1MWjQIFy+fLlV75m0X+2hvsbHx3N/u/9e5r//LwLQqv+P3iTUoCCEtLnKykrs2bMHFhYW0NfXR0hICPbu3Yvq6mouzp49e2BsbIwRI0bg8OHD6N69OyIiIrhvlgAgPz8fHh4e8PPzw7Vr1xAbG4vk5GTun8Hly5cxd+5cREREICcnBydOnICzs3OT5crMzMSFCxcgEol4x+vq6pCQkAAfHx8A9Q2K5ORk1NbWAgDOnj2Lt956Cy4uLjh79iyX7uzZs3B1dW2Zh0ZIE/bu3YuRI0eif//+vOMqKir48MMPkZWVhYyMjCbTa2hooKamBgAwefJkdO/eHZcuXcKVK1fwr3/9C2pqaq1aftKxvMr6euPGDZSUlDTZS/z3/0UAWu3/0ZuGGhSEkDaRkJAAiUQCiUQCLS0txMfHIzY2FioqKhg3bhyA+l6ABjExMdx4Vz09PaiqqkJLS4v7ZgkA1qxZg8mTJ2P+/PmwtLTEsGHD8OWXX2L37t149OgRbt++DU1NTYwePRpmZmYYOHAg5s6d22i51NXV0a9fP5SUlGDRokW8OA1d8A4ODgDqGxR//vknLl26BKC+J8LFxQXOzs746aef8OjRI1RVVeHnn3+mBgVRytO/JxKJBOPHj39umtzcXNjY2DR6ruF4bm5uo+evXLmCvXv3ch+4bt++DTc3N/Tq1QuWlpYYP368wgc/Qhq87vX16NGjcHd3531J9Kz/RQBa7f/Rm0bY1gUghHRMrq6u2LZtGwCgrKwMW7duhaenJ37++WeYmZlhypQpiIqKwoQJE3D16lVkZmZy3dpNycjIwLVr1/Dtt99yxxhjqKurQ0FBAUaOHAkzMzP07NkTHh4e8PDwwNixY9GpUyeFcv3555/YsGEDhEIh/Pz8eNc5evQoRo8ezf3DsbCwQPfu3ZGUlIQ+ffogLS0NLi4u6NKlC0xNTZGamgrGGKqrq6lBQZTy9O8JAGhqajYr3dNDRJ7n+vXrkEgkePLkCWpqajBq1Chs3rwZAPDRRx8hJCQE33zzDdzc3DB+/HiYm5srdxOkw3jd6+vRo0cVegie979IXV29Vf4fNdWIaq+oh4IQ0iY0NTVhYWEBCwsLDB48GDt37sSff/6Jr7/+GkB9N/OpU6fw22+/ITo6GiNGjICZmdkz86ysrMSMGTOQnp7OhYyMDOTl5cHc3BxaWlq4evUq9u3bByMjI6xYsQL9+/fHgwcPFMrVv39/REVF4aefflJYlenvY3AB4K233sLZs2dx/vx5WFpaokuXLgDADXs6e/YsLCwsuNVFCGmOp39PLCwsYGRk9Nw0VlZWyM7ObvRcw3ErKyvumLW1NdLT05GdnY2qqirEx8eja9euAOpX1blx4wZGjRqFM2fOoHfv3jhy5EgL3Bl5E73O9bWoqAhpaWkYNWpUk2Vu7H8R0Dr/j9401KAghLwWBAIBVFRUUFVVBQDo168f7O3t8fXXX2Pv3r0ICgrixReJRHjy5AnvmJ2dHbKysnj/0BpCQxe3UCiEm5sbPvvsM1y7dg2FhYU4c+ZMo2VSUVHBkiVLsGzZMq5ceXl5+PXXXzFy5EheXFdXV1y4cAGnTp3CW2+9xR13dnZGUlISkpKSqHeCvBKTJk3C6dOnFcad19XVYcOGDejduzdvGIhIJIKFhQVkMpnCfCGg/sPchx9+iJMnT2LcuP/Xzt27NLKFcRz/LeJ7LAxYKIgBRSsjCIqIkEZLEW8Q7Cy0klhYWRiwErWxEKxEBTsx2OgfIIqKpgkIpkhjfE0RBTESguCzxUXv5q4u3sHVXPf7gWkmmTPnhJN5eOa8/KXl5eXf3gb8OT6qv25sbKi9vV1ut/uX9fl3LJJ+Xzz6SkgoAHyKTCajRCKhRCKhaDSqkZERpVKprO38hoaGND09LTNTb29v1vUej0fb29u6uLhQMpmUJI2NjWlvb0+BQECRSESxWCxriHtzc1Nzc3OKRCKKx+NaWVnR4+OjGhoaXq1nX1+f8vLyND8/L+nvIfPOzs6saVLSP+solpaW5PP5ns/7fD4dHBywfgLv7vb2NuvtZyQS0dnZmUZHR9Xa2qru7m6tra3p9PRU4XBYfr9f0WhUi4uLWTvRvCadTisQCGhra0vxeFy7u7sKh8NfbqoGPsZn99eXRpalt8Ui6f3j0ZdjAPDBBgYGTNLzUVZWZi0tLRYKhbK+d3d3ZyUlJTY8PPxTGfv7++b1eq2wsNB+fJQdHh5aV1eXuVwuKy0tNa/Xa5OTk2ZmtrOzYz6fz8rLy624uNi8Xq+trq5m1aunp+ene01NTVlFRYWlUinr6OiwhYWFF9tVU1Njkuzq6irrvMfjMUl2eXn55t8IeK0/Pn3243/o6RgcHDQzs/v7exsfH7e6ujrLz883t9ttfr/fjo6OssqZmJiwpqamF++RyWSsv7/fqqurraCgwKqqqiwQCFg6nX7PZuKLyOX+mkqlrKioyGKx2C/r9VosMnv/ePTVfDP7DythAOADnZycqLa2VuFwWM3NzZ9dHSWTSVVWVur8/Px5zi4AILetr68rGAzq+PjYcRm5Fo9yDbs8Acg5Dw8Pur6+VjAYVFtbW848vG9ubjQ7O0syAQD/Iy6XSzMzM46uzdV4lGsYoQCQc54WMNfX1ysUCqmxsfGzqwQA+AMRj96GhAIAAACAY+zyBAAAAMAxEgoAAAAAjpFQAAAAAHCMhAIAAACAYyQUAAAAABwjoQAAAADgGAkFAAAAAMdIKAAAAAA49h3jE2ECewnuRQAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#analytic_metric_color_map = sns.color_palette(\"colorblind\")\n", + "\n", + "analytic_met_read_df = th.statsframe.dataframe[[\n", + " \"name\",\n", + " ddr_bytes_read_per_rep_scaled_mean,\n", + " ddr_flops_per_rep_scaled_mean,\n", + " ddr_flops_per_byte_mean,\n", + "]]\n", + "analytic_met_write_df = th.statsframe.dataframe[[\n", + " \"name\",\n", + " ddr_bytes_write_per_rep_scaled_mean,\n", + " ddr_flops_per_rep_scaled_mean,\n", + " ddr_flops_per_byte_mean,\n", + "]]\n", + "analytic_met_read_df.columns = analytic_met_read_df.columns.to_flat_index()\n", + "analytic_met_read_df.rename(\n", + " columns={\n", + " \"name\": \"Kernel\",\n", + " ddr_bytes_read_per_rep_scaled_mean: \"BytesR/W\",\n", + " ddr_flops_per_rep_scaled_mean: \"FLOPs\",\n", + " ddr_flops_per_byte_mean: \"FLOPs/Byte\",\n", + " },\n", + " inplace=True\n", + ")\n", + "analytic_met_read_df[\"FLOPs/Byte\"] = analytic_met_read_df[\"FLOPs/Byte\"].apply(lambda x: x if x < 1000 else 0.0)\n", + "analytic_met_write_df.columns = analytic_met_write_df.columns.to_flat_index()\n", + "analytic_met_write_df.rename(\n", + " columns={\n", + " \"name\": \"Kernel\",\n", + " ddr_bytes_write_per_rep_scaled_mean: \"BytesR/W\",\n", + " ddr_flops_per_rep_scaled_mean: \"FLOPs\",\n", + " ddr_flops_per_byte_mean: \"FLOPs/Byte\",\n", + " },\n", + " inplace=True\n", + ")\n", + "analytic_met_read_df[\"type\"] = \"Read\"\n", + "analytic_met_write_df[\"type\"] = \"Write\"\n", + "analytic_met_df = pd.concat([analytic_met_read_df, analytic_met_write_df]).reset_index(drop=True)\n", + "\n", + "analytic_met_read_df[\"color\"] = 1\n", + "\n", + "pg_analytic = sns.PairGrid(\n", + " data=analytic_met_read_df,\n", + " y_vars=[\"Kernel\"],\n", + " x_vars=[\"BytesR/W\", \"FLOPs\", \"FLOPs/Byte\"],\n", + " despine=True,\n", + " height=10.5,\n", + " aspect=0.2,\n", + " hue=\"color\"\n", + ")\n", + "pg_analytic.tight_layout()\n", + "pg_analytic.map(sns.barplot)\n", + "\n", + "pg_analytic.figure.axes[0].clear()\n", + "sns.barplot(\n", + " data=analytic_met_df,\n", + " y=\"Kernel\",\n", + " x=\"BytesR/W\",\n", + " hue=\"type\",\n", + " ax=pg_analytic.figure.axes[0],\n", + ")\n", + "pg_analytic.figure.axes[0].get_yaxis().get_label().set_visible(False)\n", + "\n", + "pg_analytic_y_ax = pg_analytic.figure.axes[0].get_yaxis()\n", + "pg_analytic_y_ax.set_tick_params(pad=160)\n", + "for tick in pg_analytic_y_ax.get_majorticklabels():\n", + " tick.set_horizontalalignment(\"left\")" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ddr_tma_df = th.statsframe.dataframe[[\n", + " \"name\",\n", + " ddr_fe_bound_mean,\n", + " ddr_bad_spec_mean,\n", + " ddr_retiring_mean,\n", + " ddr_core_bound_mean,\n", + " ddr_mem_bound_mean\n", + "]]\n", + "ddr_tma_df.columns = ddr_tma_df.columns.to_flat_index()\n", + "ddr_tma_df.rename(\n", + " columns={\n", + " \"name\": \"Kernel\",\n", + " ddr_fe_bound_mean: \"Frontend Bound\",\n", + " ddr_bad_spec_mean: \"Bad Speculation\",\n", + " ddr_retiring_mean: \"Retiring\",\n", + " ddr_core_bound_mean: \"Core Bound\",\n", + " ddr_mem_bound_mean: \"Memory Bound\",\n", + " },\n", + " inplace=True\n", + ")\n", + "\n", + "ddr_tma_df[\"color\"] = 1\n", + "\n", + "pg_ddr_tma = sns.PairGrid(\n", + " data=ddr_tma_df,\n", + " y_vars=[\"Kernel\"],\n", + " x_vars=[\n", + " \"Frontend Bound\",\n", + " \"Bad Speculation\",\n", + " \"Retiring\",\n", + " \"Core Bound\",\n", + " \"Memory Bound\"\n", + " ],\n", + " despine=True,\n", + " height=10.5,\n", + " aspect=0.1,\n", + " hue=\"color\"\n", + ")\n", + "pg_ddr_tma.tight_layout()\n", + "pg_ddr_tma.map(sns.barplot)\n", + "pg_ddr_tma.figure.axes[0].get_yaxis().get_label().set_visible(False)\n", + "for ax in pg_ddr_tma.figure.axes:\n", + " ax.set_xlim(0, 1)\n", + " ax.set_xlabel(ax.get_xlabel().replace(\" \", \"\\n\"))\n", + "pg_ddr_tma_y_ax = pg_ddr_tma.figure.axes[0].get_yaxis()\n", + "pg_ddr_tma_y_ax.set_tick_params(pad=152)\n", + "for tick in pg_ddr_tma_y_ax.get_majorticklabels():\n", + " tick.set_horizontalalignment(\"left\")\n", + "#pg_ddr_tma.figure.savefig(\"figures/ddr_topdown_per_kernel.png\", bbox_inches=\"tight\", dpi=200)" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "hbm_tma_df = th.statsframe.dataframe[[\n", + " \"name\",\n", + " # hbm_mem_bw_mean,\n", + " # hbm_flop_rate_mean,\n", + " hbm_fe_bound_mean,\n", + " hbm_bad_spec_mean,\n", + " hbm_retiring_mean,\n", + " hbm_core_bound_mean,\n", + " hbm_mem_bound_mean\n", + "]]\n", + "hbm_tma_df.columns = hbm_tma_df.columns.to_flat_index()\n", + "hbm_tma_df.rename(\n", + " columns={\n", + " \"name\": \"Kernel\",\n", + " # hbm_mem_bw_mean: \"Memory Bandwidth (GiB/s)\",\n", + " # hbm_flop_rate_mean: \"FLOP Rate (GiFLOPS/s)\",\n", + " hbm_fe_bound_mean: \"Frontend Bound\",\n", + " hbm_bad_spec_mean: \"Bad Speculation\",\n", + " hbm_retiring_mean: \"Retiring\",\n", + " hbm_core_bound_mean: \"Core Bound\",\n", + " hbm_mem_bound_mean: \"Memory Bound\",\n", + " },\n", + " inplace=True\n", + ")\n", + "\n", + "hbm_tma_df[\"color\"] = 1\n", + "\n", + "pg_hbm_tma = sns.PairGrid(\n", + " data=hbm_tma_df,\n", + " y_vars=[\"Kernel\"],\n", + " x_vars=[\n", + " # \"Memory Bandwidth (GiB/s)\",\n", + " # \"FLOP Rate (GiFLOPS/s)\",\n", + " \"Frontend Bound\",\n", + " \"Bad Speculation\",\n", + " \"Retiring\",\n", + " \"Core Bound\",\n", + " \"Memory Bound\"\n", + " ],\n", + " despine=True,\n", + " height=10.5,\n", + " aspect=0.1,\n", + " hue=\"color\"\n", + ")\n", + "pg_hbm_tma.tight_layout()\n", + "pg_hbm_tma.map(sns.barplot)\n", + "pg_hbm_tma.figure.axes[0].get_yaxis().get_label().set_visible(False)\n", + "for ax in pg_hbm_tma.figure.axes:\n", + " ax.set_xlim(0, 1)\n", + " ax.set_xlabel(ax.get_xlabel().replace(\" \", \"\\n\"))\n", + "pg_hbm_tma_y_ax = pg_hbm_tma.figure.axes[0].get_yaxis()\n", + "pg_hbm_tma_y_ax.set_tick_params(pad=152)\n", + "for tick in pg_hbm_tma_y_ax.get_majorticklabels():\n", + " tick.set_horizontalalignment(\"left\")\n", + "#pg_hbm_tma.figure.savefig(\"figures/hbm_topdown_per_kernel.png\", bbox_inches=\"tight\", dpi=200)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "triple_plot_df = th.statsframe.dataframe[[\"name\", ddr_mem_bound_mean, ddr_to_hbm_speedup, ddr_to_v100_speedup, ddr_to_mi250x_speedup]].reset_index(drop=True)\n", + "triple_plot_df.reset_index(inplace=True)\n", + "\n", + "triple_plot_df.columns = triple_plot_df.columns.to_flat_index()\n", + "triple_plot_df.rename(\n", + " columns={\n", + " \"name\": \"Kernel\",\n", + " ddr_mem_bound_mean: \"DDR Memory Bound\",\n", + " ddr_to_hbm_speedup: \"SPR-HBM Speedup\",\n", + " ddr_to_v100_speedup: \"V100 Speedup\",\n", + " ddr_to_mi250x_speedup: \"MI250X Speedup\",\n", + " },\n", + " inplace=True\n", + ")\n", + "\n", + "ddr_stream_copy_mem_bound = triple_plot_df[triple_plot_df[\"Kernel\"] == \"Stream_TRIAD\"][\"DDR Memory Bound\"].iloc[0]\n", + "hbm_stream_copy_spdup = triple_plot_df[triple_plot_df[\"Kernel\"] == \"Stream_TRIAD\"][\"SPR-HBM Speedup\"].iloc[0]\n", + "v100_stream_copy_spdup = triple_plot_df[triple_plot_df[\"Kernel\"] == \"Stream_TRIAD\"][\"V100 Speedup\"].iloc[0]\n", + "mi250x_stream_copy_spdup = triple_plot_df[triple_plot_df[\"Kernel\"] == \"Stream_TRIAD\"][\"MI250X Speedup\"].iloc[0]\n", + "\n", + "sns.set_theme(palette=\"tab10\", font_scale=0.8)\n", + "sns.set_style(\"ticks\")\n", + "triple_plot_df[\"color\"] = 1\n", + "\n", + "pg_triple = sns.PairGrid(\n", + " data=triple_plot_df,\n", + " y_vars=[\"Kernel\"],\n", + " x_vars=[\"DDR Memory Bound\", \"SPR-HBM Speedup\", \"V100 Speedup\", \"MI250X Speedup\"],\n", + " despine=True,\n", + " height=10.5,\n", + " aspect=0.15,\n", + " hue=\"color\"\n", + ")\n", + "pg_triple.tight_layout()\n", + "pg_triple.map(sns.barplot)\n", + "pg_triple.figure.axes[0].set_xlim(0, 1)\n", + "pg_triple.figure.axes[0].set_xlabel(\"SPR-DDR\\nMemory Bound\")\n", + "pg_triple.figure.axes[0].get_yaxis().get_label().set_visible(False)\n", + "pg_triple.figure.axes[0].axvline(ddr_stream_copy_mem_bound, color=\"gold\")\n", + "pg_triple.figure.axes[1].axvline(1.0, color=\"red\")\n", + "pg_triple.figure.axes[1].axvline(hbm_stream_copy_spdup, color=\"gold\")\n", + "pg_triple.figure.axes[1].set_xlim(0, 40)\n", + "pg_triple.figure.axes[1].set_xlabel(\"SPR-HBM\\nSpeedup\")\n", + "pg_triple.figure.axes[2].axvline(1.0, color=\"red\")\n", + "pg_triple.figure.axes[2].axvline(v100_stream_copy_spdup, color=\"gold\")\n", + "pg_triple.figure.axes[2].set_xlim(0, 40)\n", + "pg_triple.figure.axes[2].set_xlabel(\"P9-V100\\nSpeedup\")\n", + "pg_triple.figure.axes[3].axvline(1.0, color=\"red\")\n", + "pg_triple.figure.axes[3].axvline(mi250x_stream_copy_spdup, color=\"gold\")\n", + "pg_triple.figure.axes[3].set_xlim(0, 40)\n", + "pg_triple.figure.axes[3].set_xlabel(\"EPYC-MI250X\\nSpeedup\")\n", + "\n", + "gpu_stream_copy_spdups = {\n", + " \"V100\": v100_stream_copy_spdup,\n", + " \"MI250X\": mi250x_stream_copy_spdup,\n", + "}\n", + "\n", + "starting_subplot_idx = 2\n", + " \n", + "for i, gpu_type in enumerate([\"V100\", \"MI250X\"]):\n", + " for label in pg_triple.figure.axes[0].get_yticklabels():\n", + " _, label_y = label.get_position()\n", + " min_x, max_x = pg_triple.figure.axes[starting_subplot_idx+i].get_xlim()\n", + " curr_kernel_speedup = triple_plot_df[triple_plot_df[\"Kernel\"] == label.get_text()][\"{} Speedup\".format(gpu_type)].iloc[0]\n", + " if curr_kernel_speedup > max_x:\n", + " pg_triple.figure.axes[starting_subplot_idx+i].annotate(\n", + " \"{:.2f}\".format(curr_kernel_speedup),\n", + " xy=(max_x, label_y),\n", + " xytext=(2, 0),\n", + " textcoords=\"offset points\",\n", + " ha=\"left\",\n", + " va=\"center\",\n", + " )\n", + "starting_subplot_idx = 0 \n", + "for label in pg_triple.figure.axes[0].get_yticklabels():\n", + " _, label_y = label.get_position()\n", + " curr_kernel_speedup = triple_plot_df[triple_plot_df[\"Kernel\"] == label.get_text()][\"SPR-HBM Speedup\"].iloc[0]\n", + " if curr_kernel_speedup > 1:\n", + " pg_triple.figure.axes[starting_subplot_idx+i].annotate(\n", + " \"{:.2f}\".format(curr_kernel_speedup),\n", + " xy=(2, label_y),\n", + " xytext=(3, 0),\n", + " textcoords=\"offset points\",\n", + " ha=\"left\",\n", + " va=\"center\",\n", + " )\n", + "\n", + "pg_triple_y_ax = pg_triple.figure.axes[0].get_yaxis()\n", + "pg_triple_y_ax.set_tick_params(pad=152)\n", + "for tick in pg_triple_y_ax.get_majorticklabels():\n", + " tick.set_horizontalalignment(\"left\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 6.3 Analysis of kernel performance using clustering" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### 6.3A Agglomerative hierarchical clustering" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# Try bytes/rep, flops/rep, and flops/bytes (divide by problem size first)\n", + "clustering_metrics = [\n", + " ddr_retiring_mean,\n", + " ddr_fe_bound_mean,\n", + " ddr_bad_spec_mean,\n", + " ddr_core_bound_mean,\n", + " ddr_mem_bound_mean,\n", + "]\n", + "clustering_data = th.statsframe.dataframe.loc[:, clustering_metrics].copy(deep=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['Apps_EDGE3D']\n", + "['Basic_PI_REDUCE']\n" + ] + } + ], + "source": [ + "# Determine outliers based on speedup\n", + "speedup_cols = [ddr_to_mi250x_speedup, ddr_to_v100_speedup, ddr_to_hbm_speedup]\n", + "\n", + "for spdp in speedup_cols:\n", + " # calculate z score for that column\n", + " z = np.abs(stats.zscore(th.statsframe.dataframe[spdp]))\n", + " # 3 is the typical z score threshold \n", + " outlier_indices = np.where(z > 3)[0]\n", + " # if there is at least one outlier print the name\n", + " if len(outlier_indices) > 0: \n", + " print(th.statsframe.dataframe.iloc[[outlier_indices[0]]].name.unique())" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [], + "source": [ + "# We need to filter non O(n) complexity kernels (listed in the table 1 in the paper) as well as outliers based on speedup identified in cell above\n", + "Non_On_kernels = [\n", + " \"Algorithm_SORT\",\n", + " \"Algorithm_SORTPAIRS\",\n", + " \"Comm_HALO_EXCHANGE\",\n", + " \"Comm_HALO_EXCHANGE_FUSED\",\n", + " \"Comm_HALO_PACKING\",\n", + " \"Comm_HALO_PACKING_FUSED\",\n", + " \"Comm_HALO_SENDRECV\",\n", + " \"Polybench_2MM\",\n", + " \"Polybench_3MM\" ,\n", + " \"Polybench_FLOYD_WARSHALL\",\n", + " \"Polybench_GEMM\",\n", + " \"Apps_EDGE3D\",\n", + " \"Basic_PI_REDUCE\",\n", + "]\n", + "\n", + "clustering_data[\"name\"] = [n.frame[\"name\"] for n in clustering_data.index]\n", + "clustering_data = clustering_data[~clustering_data[\"name\"].isin(Non_On_kernels)]\n", + "clustering_data = clustering_data.drop(columns=[\"name\"])\n", + "# Filter from statsframe\n", + "th.statsframe.dataframe = th.statsframe.dataframe[~th.statsframe.dataframe[\"name\"].isin(Non_On_kernels)]" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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KernelRetiringFrontend BoundBad SpeculationCore BoundMemory BoundSpeedup on SPR-HBMSpeedup on P9-V100Speedup on EPYC-MI250XCluster ID
0Algorithm_HISTOGRAM0.6907070.0102530.0352230.2140340.0497840.8783861.4483403.6844871
1Algorithm_MEMCPY0.0341300.0368300.0000450.0062750.9227203.3867966.47391821.0175972
2Algorithm_MEMSET0.2997640.0528110.0000900.0003920.6469441.0233211.1665663.5884710
3Algorithm_REDUCE_SUM0.2081520.0036640.0002580.7804770.0074490.8636192.1396054.8828683
4Algorithm_SCAN0.0677900.0077500.0000870.1128510.8115222.9271476.20106017.2154512
.................................
56Stream_ADD0.0352940.0042280.0000860.0450980.9152942.3620506.95319021.1123552
57Stream_COPY0.0360620.0473980.0000340.0066610.9098463.0744656.45909821.0526612
58Stream_DOT0.1817740.0072890.0001650.3368670.4739051.1882292.8311487.1015200
59Stream_MUL0.0435800.0093570.0000640.0129570.9340422.9025206.45997921.0229302
60Stream_TRIAD0.0395320.0038420.0000720.0489200.9076352.3877437.14943421.8445812
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61 rows × 10 columns

\n", + "
" + ], + "text/plain": [ + " Kernel Retiring Frontend Bound Bad Speculation \\\n", + "0 Algorithm_HISTOGRAM 0.690707 0.010253 0.035223 \n", + "1 Algorithm_MEMCPY 0.034130 0.036830 0.000045 \n", + "2 Algorithm_MEMSET 0.299764 0.052811 0.000090 \n", + "3 Algorithm_REDUCE_SUM 0.208152 0.003664 0.000258 \n", + "4 Algorithm_SCAN 0.067790 0.007750 0.000087 \n", + ".. ... ... ... ... \n", + "56 Stream_ADD 0.035294 0.004228 0.000086 \n", + "57 Stream_COPY 0.036062 0.047398 0.000034 \n", + "58 Stream_DOT 0.181774 0.007289 0.000165 \n", + "59 Stream_MUL 0.043580 0.009357 0.000064 \n", + "60 Stream_TRIAD 0.039532 0.003842 0.000072 \n", + "\n", + " Core Bound Memory Bound Speedup on SPR-HBM Speedup on P9-V100 \\\n", + "0 0.214034 0.049784 0.878386 1.448340 \n", + "1 0.006275 0.922720 3.386796 6.473918 \n", + "2 0.000392 0.646944 1.023321 1.166566 \n", + "3 0.780477 0.007449 0.863619 2.139605 \n", + "4 0.112851 0.811522 2.927147 6.201060 \n", + ".. ... ... ... ... \n", + "56 0.045098 0.915294 2.362050 6.953190 \n", + "57 0.006661 0.909846 3.074465 6.459098 \n", + "58 0.336867 0.473905 1.188229 2.831148 \n", + "59 0.012957 0.934042 2.902520 6.459979 \n", + "60 0.048920 0.907635 2.387743 7.149434 \n", + "\n", + " Speedup on EPYC-MI250X Cluster ID \n", + "0 3.684487 1 \n", + "1 21.017597 2 \n", + "2 3.588471 0 \n", + "3 4.882868 3 \n", + "4 17.215451 2 \n", + ".. ... ... \n", + "56 21.112355 2 \n", + "57 21.052661 2 \n", + "58 7.101520 0 \n", + "59 21.022930 2 \n", + "60 21.844581 2 \n", + "\n", + "[61 rows x 10 columns]" + ] + }, + "execution_count": 28, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "thresh = 1.4\n", + "cluster_op = sk.AgglomerativeClustering(linkage=\"ward\", distance_threshold=thresh, n_clusters=None, compute_full_tree=True)\n", + "th.statsframe.dataframe[(\"label\", \"\")] = cluster_op.fit_predict(clustering_data)\n", + "\n", + "cluster_summary_df = th.statsframe.dataframe[[\"name\", *clustering_metrics, ddr_to_hbm_speedup, ddr_to_v100_speedup, ddr_to_mi250x_speedup, (\"label\", \"\")]].reset_index(drop=True)\n", + "cluster_summary_df.columns = cluster_summary_df.columns.to_flat_index()\n", + "cluster_summary_df.rename(\n", + " columns={\n", + " \"name\": \"Kernel\",\n", + " ddr_fe_bound_mean: \"Frontend Bound\",\n", + " ddr_bad_spec_mean: \"Bad Speculation\",\n", + " ddr_retiring_mean: \"Retiring\",\n", + " ddr_core_bound_mean: \"Core Bound\",\n", + " ddr_mem_bound_mean: \"Memory Bound\",\n", + " ddr_to_hbm_speedup: \"Speedup on SPR-HBM\",\n", + " ddr_to_v100_speedup: \"Speedup on P9-V100\",\n", + " ddr_to_mi250x_speedup: \"Speedup on EPYC-MI250X\",\n", + " (\"label\", \"\"): \"Cluster ID\",\n", + " },\n", + " inplace=True\n", + ")\n", + "cluster_summary_df" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### 6.3B Dendrogram Visualization of Clusters" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [], + "source": [ + "def plot_dendrogram(model, **kwargs):\n", + " # Create linkage matrix and then plot the dendrogram\n", + "\n", + " # create the counts of samples under each node\n", + " counts = np.zeros(model.children_.shape[0])\n", + " n_samples = len(model.labels_)\n", + " for i, merge in enumerate(model.children_):\n", + " current_count = 0\n", + " for child_idx in merge:\n", + " if child_idx < n_samples:\n", + " current_count += 1 # leaf node\n", + " else:\n", + " current_count += counts[child_idx - n_samples]\n", + " counts[i] = current_count\n", + "\n", + " linkage_matrix = np.column_stack(\n", + " [model.children_, model.distances_, counts]\n", + " ).astype(float)\n", + "\n", + " # Plot the corresponding dendrogram\n", + " return dendrogram(linkage_matrix, **kwargs)" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dendro_fig, dendro_ax = plt.subplots(figsize=(25, 10))\n", + "\n", + "with plt.rc_context({\"lines.linewidth\": 2}):\n", + " dendro_dict = plot_dendrogram(\n", + " cluster_op,\n", + " ax=dendro_ax,\n", + " color_threshold=thresh,\n", + " labels=th.statsframe.dataframe[\"name\"],\n", + " above_threshold_color=\"darkgray\",\n", + " )\n", + "\n", + " dendro_colors = {th.statsframe.dataframe[(\"label\", \"\")].iloc[l]: c for l, c in zip(dendro_dict[\"leaves\"], dendro_dict[\"leaves_color_list\"])}\n", + " dendro_labels = list(sorted([l for l in dendro_colors.keys()]))\n", + " dendro_handles = []\n", + " for label in dendro_labels:\n", + " dendro_handles.append(plt.Line2D([0], [0], color=dendro_colors[label]))\n", + "\n", + " dendro_fig.legend(\n", + " dendro_handles,\n", + " dendro_labels,\n", + " title=\"Cluster\",\n", + " loc=\"upper right\",\n", + " bbox_to_anchor=(0.9, 0.9),\n", + " title_fontsize=18,\n", + " fontsize=18,\n", + " )\n", + " dendro_ax.axhline(thresh, color=\"k\", linestyle=\"--\")\n", + "\n", + "dendro_ax.spines[[\"right\", \"top\"]].set_visible(False)\n", + "dendro_ax.set_ylabel(\"Euclidean Distance between Cluster Centers\", fontsize=20)\n", + "dendro_ax.set_xlabel(\"Kernels\", fontsize=20)\n", + "dendro_ax.tick_params(axis=\"both\", which=\"major\", labelsize=18)\n", + "\n", + "#dendro_fig.savefig(\"figures/clustering_dendrogram.png\", bbox_inches=\"tight\", dpi=200)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### 6.3C Categorical plot showing the makeup of each cluster" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [], + "source": [ + "tma_metric_dfs = []\n", + "for m in [\"Retiring\", \"Frontend Bound\", \"Bad Speculation\", \"Core Bound\", \"Memory Bound\"]:\n", + " single_tma_metric_df = cluster_summary_df[[\"Kernel\", m, \"Cluster ID\"]]\n", + " single_tma_metric_df.rename(columns={m: \"TMA Metric\"}, inplace=True)\n", + " single_tma_metric_df[\"type\"] = m\n", + " tma_metric_dfs.append(single_tma_metric_df)\n", + "\n", + "clustering_plotting_metric_df = pd.concat(tma_metric_dfs)" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fg_cluster_summary = sns.catplot(\n", + " data=clustering_plotting_metric_df,\n", + " x=\"Cluster ID\",\n", + " y=\"TMA Metric\",\n", + " hue=\"type\",\n", + " kind=\"bar\",\n", + " palette=\"colorblind\",\n", + ")\n", + "fg_cluster_summary.ax.set_ylabel(\"% Runtime\")\n", + "# fg_cluster_summary.legend.set_title(\"Topdown Metrics\")\n", + "# fg_cluster_summary.legend.set_ncols(5)\n", + "fg_cluster_summary.ax.set_ylim(bottom=0, top=1)\n", + "sns.move_legend(fg_cluster_summary, \"upper center\", title=\"Topdown Metrics\", ncols=2)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### 6.3D Parallel Coordinate Plots\n", + "\n", + "Note: these plots are created with the plotly library which may require updates to your jupyter environment, and they will not render in LLNL's LC jupyter environment\n", + "\n", + "If experiencing rendering issues, try the following command followed by restarting the kernel.\n", + "```\n", + "pip install --upgrade nbformat\n", + "```" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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KernelFrontend BoundBad SpeculationRetiringCore BoundMemory BoundSpeedup on SPR-HBMSpeedup on P9-V100Speedup on EPYC-MI250XCluster ID
0Algorithm_HISTOGRAM0.0102530.0352230.6907070.2140340.0497840.8783861.4483403.6844871
1Algorithm_MEMCPY0.0368300.0000450.0341300.0062750.9227203.3867966.47391821.0175972
2Algorithm_MEMSET0.0528110.0000900.2997640.0003920.6469441.0233211.1665663.5884710
3Algorithm_REDUCE_SUM0.0036640.0002580.2081520.7804770.0074490.8636192.1396054.8828683
4Algorithm_SCAN0.0077500.0000870.0677900.1128510.8115222.9271476.20106017.2154512
.................................
56Stream_ADD0.0042280.0000860.0352940.0450980.9152942.3620506.95319021.1123552
57Stream_COPY0.0473980.0000340.0360620.0066610.9098463.0744656.45909821.0526612
58Stream_DOT0.0072890.0001650.1817740.3368670.4739051.1882292.8311487.1015200
59Stream_MUL0.0093570.0000640.0435800.0129570.9340422.9025206.45997921.0229302
60Stream_TRIAD0.0038420.0000720.0395320.0489200.9076352.3877437.14943421.8445812
\n", + "

61 rows × 10 columns

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" + ], + "text/plain": [ + " Kernel Frontend Bound Bad Speculation Retiring \\\n", + "0 Algorithm_HISTOGRAM 0.010253 0.035223 0.690707 \n", + "1 Algorithm_MEMCPY 0.036830 0.000045 0.034130 \n", + "2 Algorithm_MEMSET 0.052811 0.000090 0.299764 \n", + "3 Algorithm_REDUCE_SUM 0.003664 0.000258 0.208152 \n", + "4 Algorithm_SCAN 0.007750 0.000087 0.067790 \n", + ".. ... ... ... ... \n", + "56 Stream_ADD 0.004228 0.000086 0.035294 \n", + "57 Stream_COPY 0.047398 0.000034 0.036062 \n", + "58 Stream_DOT 0.007289 0.000165 0.181774 \n", + "59 Stream_MUL 0.009357 0.000064 0.043580 \n", + "60 Stream_TRIAD 0.003842 0.000072 0.039532 \n", + "\n", + " Core Bound Memory Bound Speedup on SPR-HBM Speedup on P9-V100 \\\n", + "0 0.214034 0.049784 0.878386 1.448340 \n", + "1 0.006275 0.922720 3.386796 6.473918 \n", + "2 0.000392 0.646944 1.023321 1.166566 \n", + "3 0.780477 0.007449 0.863619 2.139605 \n", + "4 0.112851 0.811522 2.927147 6.201060 \n", + ".. ... ... ... ... \n", + "56 0.045098 0.915294 2.362050 6.953190 \n", + "57 0.006661 0.909846 3.074465 6.459098 \n", + "58 0.336867 0.473905 1.188229 2.831148 \n", + "59 0.012957 0.934042 2.902520 6.459979 \n", + "60 0.048920 0.907635 2.387743 7.149434 \n", + "\n", + " Speedup on EPYC-MI250X Cluster ID \n", + "0 3.684487 1 \n", + "1 21.017597 2 \n", + "2 3.588471 0 \n", + "3 4.882868 3 \n", + "4 17.215451 2 \n", + ".. ... ... \n", + "56 21.112355 2 \n", + "57 21.052661 2 \n", + "58 7.101520 0 \n", + "59 21.022930 2 \n", + "60 21.844581 2 \n", + "\n", + "[61 rows x 10 columns]" + ] + }, + "execution_count": 33, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Grab just the relevant metrics from above and flatten for parallel coordinate plots\n", + "relevant_metrics_df = th.statsframe.dataframe[[\n", + " \"name\",\n", + " ddr_fe_bound_mean,\n", + " ddr_bad_spec_mean,\n", + " ddr_retiring_mean,\n", + " ddr_core_bound_mean,\n", + " ddr_mem_bound_mean,\n", + " ddr_to_hbm_speedup,\n", + " ddr_to_v100_speedup,\n", + " ddr_to_mi250x_speedup,\n", + " (\"label\", \"\"),\n", + "]].copy(deep=True)\n", + "relevant_metrics_df.columns = relevant_metrics_df.columns.to_flat_index()\n", + "relevant_metrics_df.rename(\n", + " columns={\n", + " \"name\": \"Kernel\",\n", + " ddr_fe_bound_mean: \"Frontend Bound\",\n", + " ddr_bad_spec_mean: \"Bad Speculation\",\n", + " ddr_retiring_mean: \"Retiring\",\n", + " ddr_core_bound_mean: \"Core Bound\",\n", + " ddr_mem_bound_mean: \"Memory Bound\",\n", + " ddr_to_hbm_speedup: \"Speedup on SPR-HBM\",\n", + " ddr_to_v100_speedup: \"Speedup on P9-V100\",\n", + " ddr_to_mi250x_speedup: \"Speedup on EPYC-MI250X\",\n", + " (\"label\", \"\"): \"Cluster ID\",\n", + " },\n", + " inplace=True,\n", + ")\n", + "relevant_metrics_df.reset_index(inplace=True, drop=True)\n", + "relevant_metrics_df.sort_values(by=\"Kernel\", inplace=True)\n", + "relevant_metrics_df" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Cluster IDFrontend BoundBad SpeculationRetiringCore BoundMemory BoundSpeedup on SPR-HBMSpeedup on P9-V100Speedup on EPYC-MI250X
000.0451620.0380300.2401910.1487510.5278681.4285874.71968713.982355
110.1459910.0050190.7169020.1020640.0300250.9559224.5509987.054327
220.0103090.0000690.0561590.0522390.8812302.5972337.35783722.648322
330.0118470.0037120.4116880.5357510.0370150.8650813.3596166.260869
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" + ], + "text/plain": [ + " Cluster ID Frontend Bound Bad Speculation Retiring Core Bound \\\n", + "0 0 0.045162 0.038030 0.240191 0.148751 \n", + "1 1 0.145991 0.005019 0.716902 0.102064 \n", + "2 2 0.010309 0.000069 0.056159 0.052239 \n", + "3 3 0.011847 0.003712 0.411688 0.535751 \n", + "\n", + " Memory Bound Speedup on SPR-HBM Speedup on P9-V100 \\\n", + "0 0.527868 1.428587 4.719687 \n", + "1 0.030025 0.955922 4.550998 \n", + "2 0.881230 2.597233 7.357837 \n", + "3 0.037015 0.865081 3.359616 \n", + "\n", + " Speedup on EPYC-MI250X \n", + "0 13.982355 \n", + "1 7.054327 \n", + "2 22.648322 \n", + "3 6.260869 " + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Get the averages\n", + "avg_no_outliers = relevant_metrics_df.set_index(\"Kernel\").groupby(\"Cluster ID\", as_index=False).mean()\n", + "avg_no_outliers.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [ + { + 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"display_data" + } + ], + "source": [ + "fig = go.Figure(data=\n", + " [\n", + " go.Parcoords(\n", + " line = dict(color = avg_no_outliers[\"Cluster ID\"],\n", + " colorscale = [[0, \"purple\"], [0.33, \"green\"], [0.66, \"red\"], [1, \"darkorange\"],]),\n", + " dimensions = list([\n", + " dict(range = [0,3],\n", + " tickvals = [0,0.1,0.2,0.3,0.4,0.5,0.6,0.7,0.8,0.9,1],\n", + " label = \"Bad Speculation\", values = avg_no_outliers[\"Bad Speculation\"]),\n", + " dict(range = [0,3],\n", + " tickvals = [0,0.1,0.2,0.3,0.4,0.5,0.6,0.7,0.8,0.9,1],\n", + " label = \"Frontend Bound\", values = avg_no_outliers[\"Frontend Bound\"]),\n", + " dict(range = [0,3],\n", + " tickvals = [0,0.1,0.2,0.3,0.4,0.5,0.6,0.7,0.8,0.9,1],\n", + " label = \"Core Bound\", values = avg_no_outliers[\"Core Bound\"]),\n", + " dict(range = [0,3],\n", + " tickvals = [0,0.1,0.2,0.3,0.4,0.5,0.6,0.7,0.8,0.9,1],\n", + " label = \"Memory Bound\", values = avg_no_outliers[\"Memory Bound\"]),\n", + " dict(range = [0,3],\n", + " tickvals = [0,0.1,0.2,0.3,0.4,0.5,0.6,0.7,0.8,0.9,1],\n", + " label = \"Retiring\", values = avg_no_outliers[\"Retiring\"]),\n", + " dict(range = [-10,22],\n", + " tickvals = [0,2,4,],\n", + " label = \"SPR-HBM Speedup\", values = avg_no_outliers[\"Speedup on SPR-HBM\"]),\n", + " dict(range = [-10,22],\n", + " tickvals = [0,2,4,6,8,10],\n", + " label = \"P9-V100 Speedup\", values = avg_no_outliers[\"Speedup on P9-V100\"]),\n", + " dict(range = [-10,22],\n", + " tickvals = [0,2,4,6,8,10,12,14,16,18,20,22],\n", + " label = \"EPYC-MI250X Speedup\", values = avg_no_outliers[\"Speedup on EPYC-MI250X\"])\n", + " ])\n", + " ),\n", + " #Custom Legend\n", + " go.Scatter(\n", + " x=[None],\n", + " y=[None],\n", + " mode=\"lines\",\n", + " name=\"0\",\n", + " marker=dict(size=7, color=\"purple\", ),\n", + " ),\n", + "\n", + " go.Scatter(\n", + " x=[None],\n", + " y=[None],\n", + " mode=\"lines\",\n", + " name=\"1\",\n", + " marker=dict(size=7, color=\"green\", ),\n", + " ),\n", + "\n", + " go.Scatter(\n", + " x=[None],\n", + " y=[None],\n", + " mode=\"lines\",\n", + " name=\"2\",\n", + " marker=dict(size=7, color=\"red\",),\n", + " ),\n", + " go.Scatter(\n", + " x=[None],\n", + " y=[None],\n", + " mode=\"lines\",\n", + " name=\"3\",\n", + " marker=dict(size=7, color=\"darkorange\",),\n", + " ), \n", + " ] \n", + ")\n", + "\n", + "fig.update_layout(\n", + " width=1100, height=750,\n", + " plot_bgcolor = \"white\",\n", + " paper_bgcolor = \"white\"\n", + ")\n", + "fig.update_xaxes(showticklabels=False)\n", + "fig.update_yaxes(showticklabels=False)\n", + "fig.update_layout(\n", + " legend=dict(\n", + " title=\"Cluster\",\n", + " orientation=\"h\",\n", + " yanchor=\"auto\",\n", + " y=0.9,\n", + " xanchor=\"right\",\n", + " x=0.3\n", + " )\n", + ")\n", + "\n", + "#fig.write_image(\"images/par_coord_AVG_NO_OUTLIERS.png\")\n", + "\n", + "fig.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [ + { + "data": { + 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),\n", + " dict(\n", + " range = [0, 5],\n", + " tickvals = [0, 0.2, 0.4, 0.6, 0.8, 1],\n", + " label = \"Core Bound\",\n", + " values = relevant_metrics_df[\"Core Bound\"],\n", + " ),\n", + " dict(\n", + " range = [0, 5],\n", + " tickvals = [0, 0.2, 0.4, 0.6, 0.8, 1],\n", + " label = \"Memory Bound\",\n", + " values = relevant_metrics_df[\"Memory Bound\"],\n", + " ),\n", + " dict(\n", + " range = [0, 5],\n", + " tickvals = [0, 0.2, 0.4, 0.6, 0.8, 1],\n", + " label = \"Retiring\",\n", + " values = relevant_metrics_df[\"Retiring\"],\n", + " ),\n", + " dict(\n", + " range = [-10, 40],\n", + " tickvals = [0, 5],\n", + " label = \"SPR-HBM Speedup\",\n", + " values = relevant_metrics_df[\"Speedup on SPR-HBM\"],\n", + " ),\n", + " dict(\n", + " range = [-10, 40],\n", + " tickvals = [0, 5, 10, 15, 20],\n", + " label = \"P9-V100 Speedup\",\n", + " values = relevant_metrics_df[\"Speedup on P9-V100\"],\n", + " ),\n", + " dict(\n", + " range = [-10, 40],\n", + " tickvals = [0, 10, 20, 30, 40],\n", + " label = \"EPYC-MI250X Speedup\",\n", + " values = relevant_metrics_df[\"Speedup on EPYC-MI250X\"],\n", + " )\n", + " ])\n", + " ),\n", + " #Custom Legend\n", + " go.Scatter(\n", + " x=[None],\n", + " y=[None],\n", + " mode=\"lines\",\n", + " name=\"0\",\n", + " marker=dict(size=7, color=\"purple\"),\n", + " ),\n", + "\n", + " go.Scatter(\n", + " x=[None],\n", + " y=[None],\n", + " mode=\"lines\",\n", + " name=\"1\",\n", + " marker=dict(size=7, color=\"green\"),\n", + " ),\n", + "\n", + " go.Scatter(\n", + " x=[None],\n", + " y=[None],\n", + " mode=\"lines\",\n", + " name=\"2\",\n", + " marker=dict(size=7, color=\"red\"),\n", + " ),\n", + " go.Scatter(\n", + " x=[None],\n", + " y=[None],\n", + " mode=\"lines\",\n", + " name=\"3\",\n", + " marker=dict(size=7, color=\"darkorange\"),\n", + " ), \n", + " ] \n", + ")\n", + "\n", + "fig.update_layout(\n", + " width=900,\n", + " height=1000,\n", + " plot_bgcolor = \"white\",\n", + " paper_bgcolor = \"white\",\n", + ")\n", + "\n", + "fig.update_xaxes(showticklabels=False)\n", + "fig.update_yaxes(showticklabels=False)\n", + "fig.update_layout(\n", + " legend=dict(\n", + " title=\"Cluster\",\n", + " orientation=\"h\",\n", + " yanchor=\"auto\",\n", + " y=0.9,\n", + " xanchor=\"right\",\n", + " x=0.4,\n", + " )\n", + ")\n", + "\n", + "#fig.write_image(\"images/par_coord_NO_OUTLIERS.png\")\n", + "\n", + "fig.show()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "tk-3.9.12", + "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": "3.9.18" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} From 0bbdb254ddb8177dbfdd6491f7de6b7f40c64cd9 Mon Sep 17 00:00:00 2001 From: Michael McKinsey Date: Mon, 4 Nov 2024 16:56:28 -0600 Subject: [PATCH 2/5] Add parallel sorting notebooks --- docs/composing_parallel_sorting_data.ipynb | 769 +++++++++++++++++++++ docs/index.rst | 2 + docs/modeling_parallel_sorting_data.ipynb | 565 +++++++++++++++ 3 files changed, 1336 insertions(+) create mode 100644 docs/composing_parallel_sorting_data.ipynb create mode 100644 docs/modeling_parallel_sorting_data.ipynb diff --git a/docs/composing_parallel_sorting_data.ipynb b/docs/composing_parallel_sorting_data.ipynb new file mode 100644 index 00000000..0139e7e2 --- /dev/null +++ b/docs/composing_parallel_sorting_data.ipynb @@ -0,0 +1,769 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Composing Parallel Sorting Data - (Part A) Composing & Modeling Parallel Sorting Performance Data: Thicket Tutorial\n", + "\n", + "The parallel sorting dataset consists of 8,747 MPI sorting algorithm performance profiles (collected with [Caliper](https://software.llnl.gov/Caliper/)) for 5 different algorithms and 51 implementations.\n", + "We start with a dataset that includes over 10,000 performance profiles, and we show how to apply various filters and checks on the performance data to remove profiles that do not match our criteria.\n", + "We use this data to show how we can train models to determine the algorithm from the performance data.\n", + "\n", + "\n", + "| Algorithm | # Performance Profiles | # Implementations |\n", + "| -------- | ------- | ------- |\n", + "| Merge Sort | 2,239 | 15 |\n", + "| Sample Sort | 2,231 | 9 |\n", + "| Odd-Even Sort | 2,034 | 12 |\n", + "| Bitonic Sort | 1,652 | 11 |\n", + "| Radix Sort | 591 | 4 |\n", + "| **Total** | **8,747** | **51** |\n", + "\n", + "## 1. Import Necessary Packages\n", + "\n", + "Import packages and point to the dataset." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Warning: Roundtrip module could not be loaded. Requires jupyter notebook version <= 7.x.\n" + ] + } + ], + "source": [ + "from glob import glob\n", + "\n", + "import numpy as np\n", + "import zipfile\n", + "\n", + "import thicket as th\n", + "\n", + "DATA_DIR = \"../data/parallel-sorting\"" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 2. Read files into Thicket\n", + "\n", + "First, we download the dataset as a zip file from the [Texas Data Respository dataverse](https://dataverse.tdl.org/dataset.xhtml?persistentId=doi:10.18738/T8/KY6SPB) and extract the files. Then, we read the files into Thicket.\n", + "- `glob()` recursively grabs all Caliper files (`.cali`) in the data directory.\n", + "- `from_caliperreader()` reads the Caliper files into Thicket and `fill_perfdata=False` will save memory, since we have so many files." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "--2024-11-04 16:04:39-- https://dataverse.tdl.org/api/access/datafile/:persistentId?persistentId=doi:10.18738/T8/KY6SPB/IT9TZK\n", + "Resolving dataverse.tdl.org (dataverse.tdl.org)... 34.239.31.80\n", + "Connecting to dataverse.tdl.org (dataverse.tdl.org)|34.239.31.80|:443... connected.\n", + "HTTP request sent, awaiting response... 303 See Other\n", + "Location: https://dataverse-prod-s3.s3.amazonaws.com/10.18738/T8/KY6SPB/191bea8c1b5-ee1ba7d1a7d0?response-content-disposition=attachment%3B%20filename%2A%3DUTF-8%27%27parallel-sorting.zip&response-content-type=application%2Fzip&X-Amz-Algorithm=AWS4-HMAC-SHA256&X-Amz-Date=20241104T220440Z&X-Amz-SignedHeaders=host&X-Amz-Expires=7200&X-Amz-Credential=AKIAIAGTFFGLXBPHVGXQ%2F20241104%2Fus-east-1%2Fs3%2Faws4_request&X-Amz-Signature=3f781e372078df9e7b080764fb5d3956b6e6669495bc7438078b5eaf2016bb4a [following]\n", + "--2024-11-04 16:04:40-- https://dataverse-prod-s3.s3.amazonaws.com/10.18738/T8/KY6SPB/191bea8c1b5-ee1ba7d1a7d0?response-content-disposition=attachment%3B%20filename%2A%3DUTF-8%27%27parallel-sorting.zip&response-content-type=application%2Fzip&X-Amz-Algorithm=AWS4-HMAC-SHA256&X-Amz-Date=20241104T220440Z&X-Amz-SignedHeaders=host&X-Amz-Expires=7200&X-Amz-Credential=AKIAIAGTFFGLXBPHVGXQ%2F20241104%2Fus-east-1%2Fs3%2Faws4_request&X-Amz-Signature=3f781e372078df9e7b080764fb5d3956b6e6669495bc7438078b5eaf2016bb4a\n", + "Resolving dataverse-prod-s3.s3.amazonaws.com (dataverse-prod-s3.s3.amazonaws.com)... 54.231.136.193, 52.217.87.212, 54.231.234.249, ...\n", + "Connecting to dataverse-prod-s3.s3.amazonaws.com (dataverse-prod-s3.s3.amazonaws.com)|54.231.136.193|:443... connected.\n", + "HTTP request sent, awaiting response... 200 OK\n", + "Length: 35869614 (34M) [application/zip]\n", + "Saving to: ‘../data/parallel-sorting.zip’\n", + "\n", + "../data/parallel-so 100%[===================>] 34.21M 41.9MB/s in 0.8s \n", + "\n", + "2024-11-04 16:04:41 (41.9 MB/s) - ‘../data/parallel-sorting.zip’ saved [35869614/35869614]\n", + "\n" + ] + } + ], + "source": [ + "# Download the parallel sorting dataset (zip file) from dataverse\n", + "! wget \"https://dataverse.tdl.org/api/access/datafile/:persistentId?persistentId=doi:10.18738/T8/KY6SPB/IT9TZK\" -O ../data/parallel-sorting.zip\n", + "# Extract files from zip\n", + "with zipfile.ZipFile(DATA_DIR+\".zip\", \"r\") as zip_ref:\n", + " zip_ref.extractall(DATA_DIR)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Total files: 12916\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "(1/2) Reading Files: 100%|██████████| 12916/12916 [01:38<00:00, 131.77it/s]\n", + "(2/2) Creating Thicket: 100%|██████████| 12915/12915 [02:05<00:00, 102.99it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "DataFrame shape (128716, 16)\n", + "Metadata shape: (12916, 62)\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\n" + ] + } + ], + "source": [ + "data = glob(f\"{DATA_DIR}/**/*.cali\", recursive=True)\n", + "print(f\"Total files: {len(data)}\")\n", + "\n", + "# Read caliper files without filling the profile index as it expensive and unnecessary in our case\n", + "tk = th.Thicket.from_caliperreader(\n", + " data,\n", + " fill_perfdata=False\n", + ")\n", + "print(f\"DataFrame shape {tk.dataframe.shape}\")\n", + "print(f\"Metadata shape: {tk.metadata.shape}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 3. Modify and Filter Metadata Values\n", + "\n", + "Since the dataset we are using is a compilation from many different implementations, there are various labeling inconsistencies in the metadata annotations which we can fix using Thicket. We have defined two dictionaries from manual analysis of the data to achieve this:\n", + "\n", + "- `META_FIX_DICT` is used to enforce consistency in the metadata by replacing inconsistent values.\n", + "- `META_WHITELIST_DICT` is used to select the metadata parameters we are looking for from the experiments.\n", + "\n", + "The metadata we reference are the experiment parameters and important identifying metadata. We use these values for processing and removing anomalies, and `Algorithm` specifically is also used as the class label when modeling:\n", + "\n", + "- Experiment Parameters\n", + " - `InputType` - The type of sortedness of the input array.\n", + " - `Datatype` - The datatype of the values in the input array.\n", + " - `num_procs` - Number of parallel processes.\n", + " - `InputSize` - Size of the input array.\n", + "- Parallel Algorithm Class Label\n", + " - `Algorithm` - The name of the parallel sorting algorithm.\n", + "- Identifying metadata\n", + " - `group_num` - Unique identifier for different implementations." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "META_FIX_DICT = {\n", + " \"Algorithm\": {\n", + " \"bitonic_sort\": \"BitonicSort\",\n", + " \"merge_sort\": \"MergeSort\",\n", + " \"Merge Sort\": \"MergeSort\",\n", + " \"odd_even_sort\": \"OddEvenSort\",\n", + " \"Merge sort\": \"MergeSort\",\n", + " \"Sample Sort\": \"SampleSort\",\n", + " \"Bitonic_Sort\": \"BitonicSort\",\n", + " \"Merge_Sort\": \"MergeSort\",\n", + " \"OddEvenTranspositionSort\": \"OddEvenSort\",\n", + " \"Bitonic Sort\": \"BitonicSort\",\n", + " \"Mergesort\": \"MergeSort\",\n", + " \"mergesort\": \"MergeSort\",\n", + " \"oddEven\": \"OddEvenSort\",\n", + " \"Odd Even Transposition Sort\": \"OddEvenSort\",\n", + " \"RadixSort Sort\": \"RadixSort\",\n", + " \"Odd Even Sort\": \"OddEvenSort\",\n", + " \"Odd-Even Sort\": \"OddEvenSort\",\n", + " \"OddevenSort\": \"OddEvenSort\",\n", + " \"oddeven_sort\": \"OddEvenSort\",\n", + " \"Radix Sort\": \"RadixSort\",\n", + " \"Odd-Even Bubble Sort\": \"OddEvenSort\",\n", + " \"Bubble_Sort\": \"OddEvenSort\",\n", + " \"Bubblesort\": \"OddEvenSort\",\n", + " \"Bubble Sort(Odd/Even)\": \"OddEvenSort\",\n", + " \"Bubble/Odd-Even Sort\": \"OddEvenSort\",\n", + " \"Parallel Bubble Sort\": \"OddEvenSort\",\n", + " \"BubbleSort\": \"OddEvenSort\",\n", + " \"Radix\": \"RadixSort\",\n", + " \"Bitonic\": \"BitonicSort\",\n", + " },\n", + " \"InputType\": {\n", + " \"perturbed_array\": \"1%perturbed\",\n", + " \"sorted_array\": \"Sorted\",\n", + " \"random_array\": \"Random\",\n", + " \"ascending_array\": \"Sorted\",\n", + " \"descending_array\": \"Reverse\",\n", + " \"reversed_array\": \"Reverse\",\n", + " \"reversedSort\": \"Reverse\",\n", + " \"1% Perturbed\": \"1%perturbed\",\n", + " \"reverse_sorted\": \"Reverse\",\n", + " \"1perturbed\": \"1%perturbed\",\n", + " r\"1%%perturbed\": \"1%perturbed\",\n", + " \"1 Perturbed\": \"1%perturbed\",\n", + " \"1 perturbed\": \"1%perturbed\",\n", + " \"Reverse Sorted\": \"Reverse\",\n", + " \"1%Perturbed\": \"1%perturbed\",\n", + " \"1% perturbation\": \"1%perturbed\",\n", + " \"1percentperturbed\": \"1%perturbed\",\n", + " \"1 percent noise\": \"1%perturbed\",\n", + " \"reverse sorted\": \"Reverse\",\n", + " \"sorted_1%_perturbed\": \"1%perturbed\",\n", + " \"Reversesorted\": \"Reverse\",\n", + " \"ReverseSorted\": \"Reverse\",\n", + " \"Reverse_Sorted\": \"Reverse\",\n", + " \"ReversedSort\": \"Reverse\",\n", + " \"Sorted_1%_perturbed\": \"1%perturbed\",\n", + " \"Randomized\": \"Random\",\n", + " \"Reversed\": \"Reverse\",\n", + " \"reversed\": \"Reverse\",\n", + " \"sorted\": \"Sorted\",\n", + " \"random\": \"Random\",\n", + " \"nearly\": \"Nearly\",\n", + " \"reverse\": \"Reverse\",\n", + " \" Reverse sorted\": \"Reverse\",\n", + " \"Perturbed\": \"1%perturbed\",\n", + " \"perturbed\": \"1%perturbed\",\n", + " },\n", + " \"Datatype\": {\n", + " \"integer\": \"int\",\n", + " \"Int\": \"int\",\n", + " \"Integer\": \"int\",\n", + " \"Double\": \"double\",\n", + " },\n", + "}\n", + "\n", + "META_WHITELIST_DICT = {\n", + " \"InputType\": [\"Random\", \"Sorted\", \"Reverse\", \"1%perturbed\", \"Nearly\"],\n", + " \"Algorithm\": [\n", + " \"BitonicSort\",\n", + " \"MergeSort\",\n", + " \"OddEvenSort\",\n", + " \"RadixSort\",\n", + " \"SampleSort\",\n", + " ],\n", + " \"Datatype\": [\"int\", \"float\", \"double\"],\n", + " \"num_procs\": [2, 4, 8, 16, 32, 64, 128, 256, 512, 1024],\n", + " \"InputSize\": [65536, 262144, 1048576, 4194304, 16777216, 67108864, 268435456],\n", + "}" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 3A. Modify Metadata Values to Match Grammar\n", + "\n", + "The `pandas.DataFrame.replace()` function replaces values in the metadata." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "for meta_col, values in META_FIX_DICT.items():\n", + " tk.metadata[meta_col] = tk.metadata[meta_col].replace(values)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 3B. Filter Metadata Values from Whitelist\n", + "\n", + "We use the `Thicket.filter_metadata()` function to filter any values that are not contained in our metadata whitelist, which leaves performance profiles that contain the desired metadata for removing anomalies and modeling.\n", + "\n", + "*Note: This cell can take 10+ minutes to run*" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Total profiles before: 12916\n", + "Total profiles after: 10624\n" + ] + } + ], + "source": [ + "print(f\"Total profiles before: {len(tk.profile)}\")\n", + "tk = tk.filter_metadata(lambda meta: all([meta[key] in META_WHITELIST_DICT[key] for key in META_WHITELIST_DICT.keys()]))\n", + "print(f\"Total profiles after: {len(tk.profile)}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 3C. Filter Duplicate Metadata Values\n", + "\n", + "Duplicate values across all of our experiment parameters indicates that one profile has incorrect metadata, since all of the profiles are single-trial. If we find duplicates of any profile we remove them all, as we cannot assume which profile contains the correct metadata. These occurrences are a result of incorrect manual annotation before generating the profiles.\n", + "\n", + "We can remove duplicate values by using `Thicket.groupby()` on our experiment parameters except \"num_procs\", and then checking if there are any duplicates of \"num_procs\" using `pandas.DataFrame.duplicated()`. We then remove the duplicate profiles using `Thicket.filter_profile()`.\n", + "\n", + "*Note: This cell can take 10+ minutes to run*" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Skipping ('RadixSort', 'Random', 'double', 2, 65536) (27 profiles) because it has duplicate num_procs\n", + "Skipping ('RadixSort', 'Random', 'double', 2, 262144) (26 profiles) because it has duplicate num_procs\n", + "Total profiles after removing duplicates: 10571\n" + ] + } + ], + "source": [ + "gb = tk.groupby([\"Algorithm\", \"InputType\", \"Datatype\", \"group_num\", \"InputSize\"])\n", + "rm_profs = []\n", + "for key, ttk in gb.items():\n", + " if ttk.metadata[\"num_procs\"].duplicated().any():\n", + " print(f\"Skipping {key} ({len(ttk.profile)} profiles) because it has duplicate num_procs\")\n", + " rm_profs += ttk.profile \n", + "tk = tk.filter_profile([p for p in tk.profile if p not in set(rm_profs)])\n", + "print(f\"Total profiles after removing duplicates: {len(tk.profile)}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 4. Selecting Features\n", + "\n", + "In this section, we structure the performance data where each column is a feature, and each row is a feature vector for one performance profile, which is necessary for modeling" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 4A. Query the Call Tree\n", + "\n", + "For this study, we used \"generalized\" nodes for annotations. So a given node in the calltree would be annotated by its functionality, communication or computation, and the amount of data it operated on, small or large.\n", + "\n", + "```\n", + "main // Top-level function of the program\n", + "|_ comm // Parent for all communication nodes\n", + "| |_ comm_small // All nodes communicating \"small\" data\n", + "| |_ comm_large // All nodes communicating \"large\" data\n", + "|_ comp // Parent for all computation nodes\n", + " |_ comp_small // All nodes computing on \"small\" data\n", + " |_ comp_large // All nodes computing on \"large\" data\n", + "```\n", + "\n", + "Not all implementations match this tree 100% correctly. Some implementations include additional nodes, or have generalized nodes at different depths in the calltree, which results in duplicates of the same nodes after composing the Thicket. We will use `Thicket.query()` to subselect the performance metrics for the generalized nodes that we want to use for modeling. Querying by node name will also combine nodes with the same name at various depths into one node at root depth.\n", + "\n", + "*Note: Printing the `Thicket.tree()` at this point will show the full calltree, which includes many nodes which are not relevant to our analysis.*" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "# Perform query\n", + "nodes = [\n", + " \"comp\",\n", + " \"comp_large\",\n", + " \"comm\",\n", + " \"comm_large\",\n", + " \"comp_small\",\n", + " \"comm_small\"\n", + "]\n", + "ntk_dict = {n: tk.query(\n", + " th.query.Query().match(\n", + " \"*\",\n", + " lambda row: row[\"name\"].apply(\n", + " lambda tn: tn == n\n", + " ).all()\n", + " )\n", + ") for n in nodes}" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 4B. Compose a New Thicket from the Queried Thickets\n", + "\n", + "We use `Thicket.concat_thickets()` to compose the Thickets we created from each query. Since many of these Thickets will contain the same profiles in their metadata, we drop duplicate values using `pandas.drop_duplicates()`\n", + "\n", + "*Note: Unlike when we read the files, fill_perfdata is True here. This is so we can later compute the feature \"Present\" using the None values in the \"name\" column.* " + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "# Re-compose quieried Thickets\n", + "tk = th.Thicket.concat_thickets(\n", + " thickets=list(ntk_dict.values()),\n", + " fill_perfdata=True,\n", + ")\n", + "# Drop duplicate profiles in the metadata from concat_thickets\n", + "unhashable_cols = [\"libraries\", \"cmdline\"] # Can't pass these cols in the check or error will be thrown. Won't change the outcome of the check\n", + "tk.metadata = tk.metadata.drop_duplicates(subset=[col for col in tk.metadata.columns if col not in unhashable_cols])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 4C. Remove Profiles with Missing Nodes\n", + "\n", + "Since we did not design our models to handle missing data points, we need to remove profiles with missing measurements for our selected nodes using `Thicket.filter_profile()`." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Total profiles that contain all data: 9406\n" + ] + } + ], + "source": [ + "# Nodes not considered in the check. They are only used for their presence T/F\n", + "not_considered = [\"comp_small\", \"comm_small\"]\n", + "profiles_per_node = [set(ntk_dict[n].dataframe.index.get_level_values(\"profile\")) for n in ntk_dict.keys() if n not in not_considered]\n", + "# Intersection of the profiles\n", + "profile_truth = list(profiles_per_node[0].intersection(*profiles_per_node[1:]))\n", + "# Filter the Thicket to only contain these profiles\n", + "tk = tk.filter_profile(profile_truth)\n", + "print(f\"Total profiles that contain all data: {len(tk.profile)}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 4D. Computute Additional Features from Performance Data\n", + "\n", + "We compute the \"Present\" feature and the derived \"comp/comm\" features using a mixture of `pandas` functions. The `add_root_node()` function is used to add the \"comp/comm\" features to the performance data." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "metric_cols = [\n", + " \"Variance time/rank\",\n", + " \"Min time/rank\",\n", + " \"Max time/rank\",\n", + " \"Avg time/rank\",\n", + " \"Total time\",\n", + "]\n", + "\n", + "# Compute Present feature\n", + "tk.dataframe[\"Present\"] = tk.dataframe[\"name\"].apply(lambda name: False if name is None else True)\n", + "\n", + "# Compute comp/comm feature\n", + "tk.add_root_node(attrs={\"name\": \"comp/comm\", \"type\": \"derived\"})\n", + "tdf = tk.dataframe.loc[tk.get_node(\"comp\"), metric_cols].div(tk.dataframe.loc[tk.get_node(\"comm\"), metric_cols])\n", + "# Replace inf with NaN where division by 0 occurred\n", + "tdf = tdf.replace({np.inf: np.nan})\n", + "for prof in tdf.index:\n", + " tk.dataframe.loc[(tk.get_node(\"comp/comm\"), prof), metric_cols] = tdf.loc[prof]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 4E: Define Our Features as Pandas Slices\n", + "\n", + "Here we are essentially defining macros to refer to the features. There needs to be two macros because each macro indexes the data differently.\n", + "\n", + "To subselect the performance data we use a slice generated by either `perf_idx()` or `presence_idx()` (they are functions because the node objects can change `id`'s after certain Thicket operations). We use the `Thicket.get_node()` function to select node objects.\n", + "\n", + "We can index the performance data with these slices using `Thicket.dataframe.loc[perf_idx()]` or `Thicket.dataframe.loc[presence_idx()]`." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "def perf_idx():\n", + " return (\n", + " (\n", + " [\n", + " tk.get_node(\"comp/comm\"), \n", + " tk.get_node(\"comp_large\"),\n", + " tk.get_node(\"comm_large\")\n", + " ]\n", + " ), metric_cols\n", + " )\n", + "\n", + "def presence_idx():\n", + " return (\n", + " (\n", + " [\n", + " tk.get_node(\"comp_small\"),\n", + " tk.get_node(\"comm_small\"),\n", + " ]\n", + " ), [\n", + " \"Present\"\n", + " ]\n", + " )" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 4F. Remove Profiles with Missing Metrics\n", + "\n", + "Here we check for any missing data points in any of the profiles for each of the slices we just defined. This check is different from 4C, as we are checking that there are no missing metrics.\n", + "\n", + "`any_nan_rows_series` will be a series of boolean values for each profile that will be `True` if there are any missing data points. We use the `Thicket.filter_profile()` function once again to filter out the profiles with missing data points." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Total profiles before dropping NaNs: 9406\n", + "Total profiles after dropping NaNs: 8747\n" + ] + } + ], + "source": [ + "print(f\"Total profiles before dropping NaNs: {len(tk.profile)}\")\n", + "nan_profs = []\n", + "for idx in [perf_idx(), presence_idx()]:\n", + " any_nan_rows_series = tk.dataframe.loc[idx].isna().apply(lambda x: x.any(), axis=1)\n", + " nan_profs.extend(tk.dataframe.loc[idx][any_nan_rows_series].index.get_level_values(\"profile\").unique())\n", + "tk = tk.filter_profile([p for p in tk.profile if p not in nan_profs])\n", + "print(f\"Total profiles after dropping NaNs: {len(tk.profile)}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 5. Remove Anomalies \n", + "In this section, we show how a custom function can be used on a Thicket object. We use the `find_outliers` function to identify profiles that fall outside certain quantile ranges for a given feature. We use the `filter_profile` function to filter the outliers returned by `find_outliers`. This idea can be used to apply custom criteria to the Thicket object, by identifying the profiles we want to remove." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "def find_outliers(\n", + " tk,\n", + " cols_percs,\n", + "):\n", + " \"\"\"Compute outliers for the combination of Algorithm, InputType, and Datatype.\n", + " Normalize values by num_procs and InputSize.\n", + "\n", + " Arguments:\n", + " tk (Thicket): The Thicket object.\n", + " cols_percs (dict): Dictionary of columns and their percentiles.\n", + "\n", + " Returns:\n", + " set: A set of outlier profiles.\n", + " \"\"\"\n", + "\n", + " def find_single_outlier_profiles(df, node, col, percs):\n", + " df = df.loc[node]\n", + " upper = df[col].quantile(percs[1])\n", + " lower = df[col].quantile(percs[0])\n", + " return set(\n", + " df[(df[col] > upper) | (df[col] < lower)].index.get_level_values(\"profile\")\n", + " )\n", + "\n", + " tkc = tk.deepcopy()\n", + "\n", + " tkc.metadata_columns_to_perfdata([\"num_procs\", \"InputSize\"])\n", + "\n", + " # Normalize the columns by num_procs and InputSize\n", + " tkc.dataframe[\"np*IS\"] = tkc.dataframe[\"num_procs\"] * tkc.dataframe[\"InputSize\"]\n", + " for node, col in cols_percs.keys():\n", + " tkc.dataframe[node, col] = tkc.dataframe.loc[node, col].div(tkc.dataframe.loc[node, \"np*IS\"]) \n", + "\n", + " single_outlier_profiles = set()\n", + " grouped = tkc.groupby(\n", + " [\n", + " \"Algorithm\",\n", + " \"InputType\",\n", + " \"Datatype\",\n", + " ]\n", + " )\n", + "\n", + " # Find the outlier profiles\n", + " for alg_inp_dtype, ttk in grouped.items():\n", + " temp_set = set()\n", + " tdf = ttk.dataframe\n", + " if len(tdf) >= 3:\n", + " # Find outliers\n", + " for (node, col), percs in cols_percs.items():\n", + " prfs = find_single_outlier_profiles(tdf, node, col, percs)\n", + " temp_set |= prfs\n", + " single_outlier_profiles |= prfs\n", + " # Uncomment for extra information\n", + " # print(\n", + " # f\"Checked {alg_inp_dtype}. Total outliers {len(temp_set)}/{len(tdf)} ({len(temp_set)/len(tdf)*100:.2f}%)\"\n", + " # )\n", + " else:\n", + " raise ValueError(f\"Insufficient profiles for {alg_inp_dtype}\")\n", + "\n", + " # find single outlier profiles\n", + " print(\n", + " f\"Single outlier profiles: {len(single_outlier_profiles)}/{len(tkc.profile)} ({len(single_outlier_profiles)/len(tkc.profile)*100:.2f}%)\"\n", + " )\n", + "\n", + " return single_outlier_profiles" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Single outlier profiles: 905/8747 (10.35%)\n", + "Total profiles before dropping outliers: 8747\n", + "Total profiles after dropping outliers: 7842\n" + ] + } + ], + "source": [ + "perc=0.975\n", + "outlier_profiles = find_outliers(\n", + " tk,\n", + " {\n", + " (tk.get_node(\"comp_large\"), \"Min time/rank\"): [0, perc],\n", + " (tk.get_node(\"comp_large\"), \"Max time/rank\"): [0, perc],\n", + " (tk.get_node(\"comp_large\"), \"Avg time/rank\"): [0, perc],\n", + " (tk.get_node(\"comp_large\"), \"Total time\"): [0, perc],\n", + " (tk.get_node(\"comp_large\"), \"Variance time/rank\"): [0, perc],\n", + " (tk.get_node(\"comm_large\"), \"Min time/rank\"): [0, perc],\n", + " (tk.get_node(\"comm_large\"), \"Max time/rank\"): [0, perc],\n", + " (tk.get_node(\"comm_large\"), \"Avg time/rank\"): [0, perc],\n", + " (tk.get_node(\"comm_large\"), \"Total time\"): [0, perc],\n", + " (tk.get_node(\"comm_large\"), \"Variance time/rank\"): [0, perc],\n", + " },\n", + ")\n", + "print(f\"Total profiles before dropping outliers: {len(tk.profile)}\")\n", + "tk = tk.filter_profile([p for p in tk.profile if p not in outlier_profiles])\n", + "print(f\"Total profiles after dropping outliers: {len(tk.profile)}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 6. Write Model Data\n", + "\n", + "Lastly we shuffle the data using `pandas.DataFrame.sample()` to reduce bias during model training, and pickle the Thicket object, which we will use to pick back up in the next notebook, part B, where we will create classification models using the performance data. Pickling is helpful in this scenario to avoid re-doing the steps in this notebook every time we want to re-run or make adjustments to our models." + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Algorithm: BitonicSort has 1508 data points\n", + "Algorithm: MergeSort has 1990 data points\n", + "Algorithm: OddEvenSort has 1820 data points\n", + "Algorithm: RadixSort has 527 data points\n", + "Algorithm: SampleSort has 1997 data points\n" + ] + } + ], + "source": [ + "# Print how many profiles for each sorting algorithm\n", + "algs = tk.metadata.reset_index().groupby(\"Algorithm\")\n", + "for name, data in algs:\n", + " print(f\"Algorithm: {name} has {len(data)} data points\")\n", + "\n", + "# Shuffle the data\n", + "tk.dataframe = tk.dataframe.sample(frac=1.0)\n", + "# Set useful attributes\n", + "tk.perf_idx = perf_idx()\n", + "tk.presence_idx = presence_idx()\n", + "# Write thicket to file\n", + "tk.to_pickle(\"thicket-modeldata.pkl\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "tk-3.9.12", + "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": "3.9.18" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/docs/index.rst b/docs/index.rst index e55ac840..9314db41 100644 --- a/docs/index.rst +++ b/docs/index.rst @@ -58,6 +58,8 @@ If you encounter bugs while using thicket, you can report them by opening an iss stats-functions.ipynb query_language.ipynb groupby_aggregate.ipynb + composing_parallel_sorting_data.ipynb + modeling_parallel_sorting_data.ipynb tma_speedup_clustering.ipynb vis_docs diff --git a/docs/modeling_parallel_sorting_data.ipynb b/docs/modeling_parallel_sorting_data.ipynb new file mode 100644 index 00000000..c33d78dc --- /dev/null +++ b/docs/modeling_parallel_sorting_data.ipynb @@ -0,0 +1,565 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Modeling Parallel Sorting Data - (Part B) Composing & Modeling Parallel Sorting Performance Data: Thicket Tutorial\n", + "\n", + "In part B, we use machine learning to predict the parallel algorithm class from the performance data we processed and composed in part A. Running notebook `08A_composing_parallel_sorting_data.ipynb` is necessary to generate the data that we will use in this notebook.\n", + "\n", + "## 1. Import Necessary Packages\n", + "\n", + "Import packages:\n", + "- `numpy` and `pandas` for help with data operations.\n", + "- `sklearn` for modeling.\n", + "- `matplotlib` to plot our model's performance statistics.\n", + "- `thicket` to unpickle the Thicket from part A.\n", + "- `tqdm` for modeling progress bars." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "\n", + "from matplotlib import pyplot as plt\n", + "import numpy as np\n", + "import pandas as pd\n", + "from sklearn import metrics, svm\n", + "from sklearn.model_selection import KFold\n", + "from sklearn.preprocessing import LabelEncoder, OrdinalEncoder, StandardScaler\n", + "from sklearn.tree import DecisionTreeClassifier\n", + "from sklearn.ensemble import RandomForestClassifier\n", + "from tqdm import tqdm\n", + "\n", + "import thicket as th" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 2. Define Modeling Helper Functions\n", + "- `prep_data` first performs standardization scaling on the numerical columns to boost model accuracy (for models that require normally distributed data). Then `prep_data` converts categorical columns to integer labels using the `sklearn.preprocessing.LabelEncoder()` function.\n", + "- `split_X_y` splits a dataset into input features (X) and labels (y).\n", + "- `compute_model_metrics` computes model statistics given the true labels, predicted labels, and probabilities. The model statistics we compute are accuracy, precision, recall, F1-score, the confusion matrix, and the ROC_AUC score." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "def configure_categorical(model_data, categories):\n", + " for col in categories:\n", + " # Encode any \"string\" categorical variables\n", + " if model_data[col].dtype == \"object\":\n", + " # Strings to ints\n", + " model_data.loc[:, [col]] = LabelEncoder().fit_transform(model_data[col])\n", + " else:\n", + " # anything else to int\n", + " model_data[col] = model_data[col].astype(int)\n", + " model_data.loc[:, [col]] = model_data[col]\n", + " # Set to categorical\n", + " model_data[col] = model_data[col].astype(\"category\")\n", + "\n", + " return model_data\n", + "\n", + "def prep_data(\n", + " data,\n", + " numerical_columns,\n", + " categorical_columns,\n", + " scaling=False,\n", + "):\n", + " # preprocessing\n", + " if scaling:\n", + " scaler = StandardScaler().set_output(transform=\"pandas\")\n", + " data[numerical_columns] = scaler.fit_transform(data[numerical_columns])\n", + "\n", + " if len(categorical_columns) > 0:\n", + " data = configure_categorical(data, categorical_columns)\n", + "\n", + " return data\n", + "\n", + "def split_X_y(data):\n", + " y = pd.get_dummies(data[\"Algorithm\"], dtype=np.float64)\n", + " y_index = y.index\n", + " y_values = y.values.argmax(axis=1)\n", + " y = pd.Series(y_values, index=y_index)\n", + " X = data.drop(columns=[\"Algorithm\"])\n", + " return X, y\n", + "\n", + "def compute_model_metrics(y_true, y_pred, y_proba):\n", + "\n", + " def ravel(tlist, max_num):\n", + " tarr = []\n", + " for y in tlist:\n", + " t1 = np.zeros(max_num + 1)\n", + " t1[y] = 1\n", + " tarr += t1.tolist()\n", + " return tarr\n", + "\n", + " def unravel_true_pred(y_true, y_pred):\n", + " max_num = max(max(y_pred), max(y_true))\n", + " unravel_true = ravel(y_true, max_num)\n", + " unravel_pred = ravel(y_pred, max_num)\n", + " return unravel_true, unravel_pred\n", + "\n", + " acc = metrics.accuracy_score(y_true=y_true, y_pred=y_pred) # Accuracy\n", + " pre = metrics.precision_score(\n", + " y_true=y_true, y_pred=y_pred, average=\"weighted\", zero_division=0\n", + " ) # Precision\n", + " rec = metrics.recall_score(\n", + " y_true=y_true, y_pred=y_pred, average=\"weighted\", zero_division=0\n", + " ) # Recall\n", + " f1 = metrics.f1_score(\n", + " y_true=y_true, y_pred=y_pred, average=\"weighted\", zero_division=0\n", + " ) # F1\n", + " conf_matrix = metrics.confusion_matrix(\n", + " y_true=y_true, y_pred=y_pred\n", + " ) # Confusion matrix\n", + " unravel_true, unravel_pred = unravel_true_pred(y_true, y_pred)\n", + " y_proba = y_proba.ravel()\n", + " try: # case where class sample didnt get into data\n", + " roc_auc_score = metrics.roc_auc_score(\n", + " y_true=unravel_true,\n", + " y_score=y_proba,\n", + " multi_class=\"ovr\",\n", + " average=\"weighted\",\n", + " )\n", + " except ValueError:\n", + " roc_auc_score = 0\n", + " return acc, pre, rec, f1, conf_matrix, roc_auc_score" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 3. Modeling Preparation" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 3A. Unpickle the Thicket from part A\n", + "\n", + "Running `08A_composing_parallel_sorting_data.ipynb` is necessary before this step." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "modeldata_file = \"thicket-modeldata.pkl\"\n", + "if not os.path.isfile(modeldata_file):\n", + " raise FileNotFoundError(f'You must run notebook \"08A_composing_parallel_sorting_data.ipynb\" before running this notebook to generate the model data \"{modeldata_file}\"')" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "tk = th.Thicket.from_pickle(\"thicket-modeldata.pkl\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 3B. Concatenate Features\n", + "To match the expected format of the Scikit-learn models, we concatenate the features together such that each row in the `model_data` DataFrame is a data sample (profile). We can achieve this desired format by using `pd.DataFrame.unstack()` to pivot the node index into the column labels, and using `pd.concat()` to concatenate the results. \n", + "\n", + "As a simple example: applying the unstack operation to a MultiIndex DataFrame (node and profile) with two unique values for node and two columns will result in a DataFrame with one index level (profile) and 4 columns (2 nodes x 2 columns). We are essentially extending the DataFrame on the column axis." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "model_data = pd.concat(\n", + " [\n", + " tk.dataframe.loc[tk.perf_idx].unstack(level=\"node\"),\n", + " tk.dataframe.loc[tk.presence_idx].unstack(level=\"node\"),\n", + " tk.metadata[\"Algorithm\"]\n", + " ],\n", + " axis=\"columns\"\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 3C. Define Categorical and Numerical Columns\n", + "\n", + "We manually define the two categorical \"Present\" columns we created in notebook 08A and then define the numerical columns, which are by definition the remaining columns in the data." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "categorical_columns = [\n", + " (\"Present\", tk.get_node(\"comp_small\")),\n", + " (\"Present\", tk.get_node(\"comm_small\"))\n", + "]\n", + "numerical_columns = list(set(model_data.columns) - set(categorical_columns + [\"Algorithm\"]))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 3D. Discretize the Dataset (Optional)\n", + "\n", + "By converting the numerical columns to integer labels (like the categorical columns) we improve accuracy for the SVM significantly. We do this for each numerical feature separately by computing at most `n` quantiles, where `n` is the number of samples. We then convert the quantile ranges to integer labels." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "100%|██████████| 15/15 [00:04<00:00, 3.43it/s]\n" + ] + } + ], + "source": [ + "q = len(model_data)\n", + "for i in tqdm(range(len(numerical_columns))):\n", + " col = numerical_columns[i]\n", + " model_data[col] = pd.qcut(\n", + " model_data[col],\n", + " q=q,\n", + " duplicates=\"drop\"\n", + " )\n", + " model_data[col] = OrdinalEncoder(dtype=np.int64).fit_transform(model_data[[col]])\n", + "model_data = configure_categorical(model_data, numerical_columns)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 3E. Define Dictionary of Models\n", + "\n", + "Here we create a dictionary of each of the machine learning models we want to use to classify our algorithm dataset so that we can use them in the step 4 loop." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "classifiers = {\n", + " \"DecisionTree\": DecisionTreeClassifier(\n", + " class_weight=\"balanced\",\n", + " min_samples_leaf=1,\n", + " ),\n", + " \"RandomForest\": RandomForestClassifier(\n", + " class_weight=\"balanced\",\n", + " n_estimators=100,\n", + " bootstrap=False,\n", + " ),\n", + " \"SVM\": svm.SVC(\n", + " kernel=\"rbf\",\n", + " probability=True,\n", + " class_weight=\"balanced\",\n", + " C=1000,\n", + " )\n", + "}" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 4. Model Training Loop\n", + "For each model we run for multiple trials where: \n", + "- We use `prep_data` which can be configured differently for different models.\n", + "- We use `KFold` cross validation to ensure we are testing the entire dataset.\n", + " - Initialize a new model and fit it to the training data set.\n", + " - Compute the model statistics and store them in a dataframe with any other model metadata.\n", + "\n", + "We concatenate all of the model result information into `model_results`, which we will use to plot the model performance." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "DecisionTree: Trial 3/3, Fold 10/10: 100%|██████████| 3/3 [00:02<00:00, 1.15it/s]\n", + "RandomForest: Trial 3/3, Fold 10/10: 100%|██████████| 3/3 [00:57<00:00, 19.32s/it]\n", + "SVM: Trial 3/3, Fold 10/10: 100%|██████████| 3/3 [01:10<00:00, 23.49s/it]\n" + ] + } + ], + "source": [ + "model_results = pd.DataFrame()\n", + "folds = 10\n", + "trials = 3\n", + "for model_name in classifiers.keys():\n", + " pbar = tqdm(range(trials))\n", + " for t in pbar:\n", + " metadata_list = []\n", + " mdc = model_data.copy()\n", + " mdc = prep_data(\n", + " data=mdc,\n", + " numerical_columns=numerical_columns,\n", + " categorical_columns=categorical_columns,\n", + " scaling=True,\n", + " )\n", + " kf = KFold(\n", + " n_splits=folds, \n", + " random_state=None,\n", + " )\n", + " for fold, (train_indices, test_indices) in enumerate(kf.split(mdc)):\n", + " pbar.set_description(f\"{model_name}: Trial {t+1}/{trials}, Fold {fold+1}/{folds}\")\n", + " \n", + " train_data = mdc.iloc[train_indices]\n", + " test_data = mdc.iloc[test_indices]\n", + " \n", + " X_train, y_train = split_X_y(train_data)\n", + " X_test, y_test = split_X_y(test_data)\n", + "\n", + " # Init\n", + " model = classifiers[model_name]\n", + " \n", + " # Train\n", + " model.fold = fold\n", + " model.fit(X_train, y_train)\n", + "\n", + " # Compute scores\n", + " y_pred = model.predict(X_test)\n", + " y_proba = model.predict_proba(X_test.astype(np.float32))\n", + " acc, pre, rec, f1, conf_matrix, roc_auc_score = compute_model_metrics(\n", + " y_true=y_test, y_pred=y_pred, y_proba=y_proba\n", + " )\n", + "\n", + " y_proba = [tuple(i for i in j) for j in y_proba]\n", + " profile_labels = [mdc.index[i] for i in test_indices]\n", + " assert len(profile_labels) == len(test_indices)\n", + "\n", + " values_dict = {\n", + " # Profile labels\n", + " \"profile\": profile_labels,\n", + " # Model preds\n", + " \"y_pred\": y_pred.tolist(),\n", + " \"y_proba\": y_proba,\n", + " \"y_true\": y_test.tolist(),\n", + " # Model Performance data\n", + " \"classifier\": model_name,\n", + " \"trial\": t+1,\n", + " \"test_acc\": acc,\n", + " \"test_pre\": pre,\n", + " \"test_rec\": rec,\n", + " \"test_f1\": f1,\n", + " \"test_roc_auc\": roc_auc_score,\n", + " \"trials\": trials,\n", + " \"fold\": fold,\n", + " \"n_fold\": folds,\n", + " \"num_files\": len(tk.profile),\n", + " }\n", + "\n", + " tdf = pd.DataFrame.from_dict(values_dict)\n", + " metadata_list.append(tdf)\n", + " df = pd.concat(metadata_list)\n", + " model_results = pd.concat([model_results, df])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 5. Visualize Model Performance\n", + "With the `_plot_bars()` function, we can visualize the per-fold accuracy of each classifier for each model performance statistic. We notice that the SVM and random forest perform comparibly, with the decision tree slightly less accurate than both." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "def _plot_bars(\n", + " mean_df, \n", + " std_df, \n", + " grouper, \n", + " x_group, \n", + " xlabel=None, \n", + " ylabel=None, \n", + " title=None, \n", + " font=None,\n", + " legend_dict=None,\n", + " legend=None,\n", + " color=None,\n", + " random=False,\n", + " ylim=(0, 1),\n", + " colorbar=None,\n", + " kind=\"bar\",\n", + " ):\n", + " unstacker = list(set(grouper) - set([x_group]))\n", + " mu_df = mean_df.unstack(level=unstacker)\n", + " su_df = std_df.unstack(level=unstacker)\n", + "\n", + " if font:\n", + " plt.rcParams.update(font)\n", + "\n", + " for col in mu_df.columns.get_level_values(0).unique():\n", + " tdf1 = mu_df[col]\n", + " if col == \"test_acc\" and random:\n", + " tdf1[\"Random Classifier\"] = [1/num_classes for num_classes in tdf1.index.get_level_values(0)]\n", + " ax = tdf1.plot(kind=kind, yerr=su_df[col], capsize=5, figsize=(10, 5), color=color, legend=legend)\n", + " plt.ylim(ylim)\n", + " if xlabel:\n", + " plt.xlabel(xlabel)\n", + " if ylabel:\n", + " plt.ylabel(ylabel)\n", + " if title:\n", + " plt.title(title)\n", + " plt.grid(False)\n", + " if legend_dict and legend:\n", + " plt.legend(\n", + " **legend_dict\n", + " )\n", + " if colorbar is not None:\n", + " plt.colorbar(colorbar, label='Parameter', ax=ax)\n", + " plt.xticks(rotation=90)\n", + " plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", 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", 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# We can optionally join information from the Thicket metadata table to use in analysis of model performance.\n", + "model_results = model_results.join(tk.metadata[[\"Algorithm\", \"InputSize\", \"InputType\", \"num_procs\", \"group_num\", \"Datatype\"]], on=\"profile\")\n", + "\n", + "for met in [\"test_acc\", \"test_pre\", \"test_rec\", \"test_f1\", \"test_roc_auc\"]:\n", + " config = [\n", + " \"fold\",\n", + " \"classifier\",\n", + " ]\n", + " mean_df = model_results[[met]+config].groupby(config).mean()\n", + " std_df = model_results[[met]+config].groupby(config).std()\n", + " _plot_bars(\n", + " mean_df=mean_df, \n", + " std_df=std_df, \n", + " grouper=config, \n", + " x_group=\"fold\",\n", + " ylabel=met,\n", + " xlabel=\"fold\",\n", + " legend=True,\n", + " title=f\"{met} vs fold\",\n", + " ylim=(0.5, 1),\n", + " )" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "tk-3.9.12", + "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": "3.9.18" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} From a175210cd41b64400e3aeea2b73e01a62408b446 Mon Sep 17 00:00:00 2001 From: Michael McKinsey Date: Mon, 4 Nov 2024 17:17:33 -0600 Subject: [PATCH 3/5] Add nsight compute --- docs/index.rst | 1 + docs/nsight_compute.ipynb | 2110 +++++++++++++++++++++++++++++++++++++ 2 files changed, 2111 insertions(+) create mode 100644 docs/nsight_compute.ipynb diff --git a/docs/index.rst b/docs/index.rst index 9314db41..bdc99925 100644 --- a/docs/index.rst +++ b/docs/index.rst @@ -58,6 +58,7 @@ If you encounter bugs while using thicket, you can report them by opening an iss stats-functions.ipynb query_language.ipynb groupby_aggregate.ipynb + nsight_compute.ipynb composing_parallel_sorting_data.ipynb modeling_parallel_sorting_data.ipynb tma_speedup_clustering.ipynb diff --git a/docs/nsight_compute.ipynb b/docs/nsight_compute.ipynb new file mode 100644 index 00000000..a8ec3e97 --- /dev/null +++ b/docs/nsight_compute.ipynb @@ -0,0 +1,2110 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "b298bc4a", + "metadata": { + "papermill": { + "duration": 0.009169, + "end_time": "2024-03-26T22:19:26.881103", + "exception": false, + "start_time": "2024-03-26T22:19:26.871934", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "# Thicket Nsight Compute Reader: Thicket Tutorial\n", + "\n", + "Nsight Compute (NCU) is a performance profiler for NVIDIA GPUs. NCU report files do not have a calltree, but with the NVTX Caliper service we can forward Caliper annotations to NCU. By profiling the same executable with a calltree profiler like Caliper, we can map the NCU data to the calltree profile and create a Thicket object. \n", + "\n", + "***\n", + "\n", + "## 1. Import Necessary Packages\n", + "\n", + "The Thicket NCU reader requires an existing install of Nsight Compute, and the `extras/python` directory in the Nsight Compute installation directory must be added to the `PYTHONPATH`. We use `sys.path.append` to add the path to the `PYTHONPATH` in this notebook. If you are not on a Livermore Computing system, you must change this path to match your install of Nsight Compute.\n", + "\n", + "**VERSION NOTICE: This functionality is tested with nsight-compute version 2023.2.2. Your mileage may vary if using a different version.**" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "4e9d66ee", + "metadata": { + "execution": { + "iopub.execute_input": "2024-03-26T22:19:26.898836Z", + "iopub.status.busy": "2024-03-26T22:19:26.898682Z", + "iopub.status.idle": "2024-03-26T22:19:27.445595Z", + "shell.execute_reply": "2024-03-26T22:19:27.445228Z" + }, + "papermill": { + "duration": 0.556743, + "end_time": "2024-03-26T22:19:27.446317", + "exception": false, + "start_time": "2024-03-26T22:19:26.889574", + "status": "completed" + }, + "scrolled": true, + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Seaborn not found, so skipping imports of plotting in thicket.stats\n", + "To enable this plotting, install seaborn or thicket[plotting]\n", + "Warning: Roundtrip module could not be loaded. Requires jupyter notebook version <= 7.x.\n" + ] + }, + { + "data": { + "text/html": [ + "" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import os\n", + "import sys\n", + "\n", + "sys.path.append(\"/usr/tce/packages/nsight-compute/nsight-compute-2023.2.2/extras/python\")\n", + "\n", + "from IPython.display import display\n", + "from IPython.display import HTML\n", + "\n", + "import thicket as tt\n", + "\n", + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "display(HTML(\"\"))" + ] + }, + { + "cell_type": "markdown", + "id": "47163338", + "metadata": {}, + "source": [ + "## 2. The Dataset\n", + "\n", + "The dataset we are using comes from a profile of the RAJA Performance Suite on Lassen. We profile the `block_128` tuning of the `Base_CUDA`, `Lambda_CUDA`, and `RAJA_CUDA` variants, while varying the problem size for 1 million and 2 million. The calltree profiles come from the CUDA Activity Profile Caliper configuration. By changing the `variant` argument in the following cell, we can look at NCU data for different variants.\n", + "\n", + "The following are reproducible steps to generate this dataset:\n", + "\n", + "```\n", + "# Example of building\n", + "$ . RAJAPerf/scripts/lc-builds/blueos_nvhpc_nvcc_clang_caliper.sh \n", + "$ make -j\n", + "\n", + "# Load CUDA version equal to the CUDA version used to build RAJAPerf\n", + "$ module load nvhpc/24.1-cuda-11.2.0\n", + "\n", + "# Turn off NVIDIA Data Center GPU Manager (DCGM) on Lassen so we can run NCU (get an error if it's on)\n", + "$ dcgmi profile --pause\n", + "```\n", + "\n", + "```\n", + "# Example run to Generate the CUDA Activity Profile\n", + "$ CALI_CONFIG=cuda-activity-profile,output.format=cali lrun -n 1 --smpiargs=\"-disable_gpu_hooks\" bin/raja-perf.exe --variants [Base_CUDA OR Lambda_CUDA OR RAJA_CUDA] --tunings block_128 --size [1048576 OR 2097152] --repfact 0.01\n", + "\n", + "# Example run to Generate the NCU Report\n", + "$ CALI_SERVICES_ENABLE=nvtx lrun -n 1 --smpiargs=\"-disable_gpu_hooks\" ncu \\\n", + "--nvtx --set default \\\n", + "--export report \\\n", + "--metrics sm__throughput.avg.pct_of_peak_sustained_elapsed \\\n", + "--replay-mode application \\\n", + "bin/raja-perf.exe --variants [Base_CUDA OR Lambda_CUDA OR RAJA_CUDA] --tunings block_128 --size [1048576 OR 2097152] --repfact 0.01\n", + "```" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "6ed93c84", + "metadata": {}, + "outputs": [], + "source": [ + "# Map all files\n", + "ncu_dir = \"../data/ncu/\"\n", + "ncu_report_mapping = {}\n", + "variant = \"base_cuda\" # OR \"lambda_cuda\" OR \"raja_cuda\"\n", + "problem_sizes = [\"1M\", \"2M\"]\n", + "for problem_size in problem_sizes:\n", + " full_path = f\"{ncu_dir}{variant}/{problem_size}/\"\n", + " ncu_report_mapping[full_path + \"report.ncu-rep\"] = full_path + \"cuda_profile.cali\"" + ] + }, + { + "cell_type": "markdown", + "id": "972c694b", + "metadata": {}, + "source": [ + "## 3. Read Calltree Profiles into Thicket\n", + "\n", + "The only performance metrics contained in the CUDA Activity Profile will be the CPU time `time` and the GPU time `time (gpu)`." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "989da4d4", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "(1/2) Reading Files: 100%|██████████| 2/2 [00:00<00:00, 13.01it/s]\n", + "(2/2) Creating Thicket: 100%|██████████| 1/1 [00:00<00:00, 5.59it/s]\n" + ] + }, + { + "data": { + "text/html": [ + "
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rajaperf::algorithm::memcpy<128ul>(double... \n", + "{'name': 'Algorithm_MEMSET', 'type': 'function'} 457195964 Algorithm_MEMSET \n", + " 528105777 Algorithm_MEMSET \n", + "{'name': 'cudaDeviceSynchronize', 'type': 'func... 457195964 cudaDeviceSynchronize \n", + " 528105777 cudaDeviceSynchronize \n", + "{'name': 'cudaLaunchKernel', 'type': 'function'} 457195964 cudaLaunchKernel \n", + " 528105777 cudaLaunchKernel \n", + "{'name': 'void rajaperf::algorithm::memset<128u... 457195964 void rajaperf::algorithm::memset<128ul>(double... \n", + " 528105777 void rajaperf::algorithm::memset<128ul>(double... \n", + "\n", + " gpu__time_duration.sum \\\n", + "node profile \n", + "{'name': 'RAJAPerf', 'type': 'function'} 457195964 NaN \n", + " 528105777 NaN \n", + "{'name': 'Algorithm', 'type': 'function'} 457195964 NaN \n", + " 528105777 NaN \n", + "{'name': 'Algorithm_MEMCPY', 'type': 'function'} 457195964 NaN \n", + " 528105777 NaN \n", + "{'name': 'cudaDeviceSynchronize', 'type': 'func... 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528105777 NaN \n", + "{'name': 'cudaDeviceSynchronize', 'type': 'func... 457195964 NaN \n", + " 528105777 NaN \n", + "{'name': 'cudaLaunchKernel', 'type': 'function'} 457195964 NaN \n", + " 528105777 NaN \n", + "{'name': 'void rajaperf::algorithm::memcpy<128u... 457195964 6.521123 \n", + " 528105777 6.294607 \n", + "{'name': 'Algorithm_MEMSET', 'type': 'function'} 457195964 NaN \n", + " 528105777 NaN \n", + "{'name': 'cudaDeviceSynchronize', 'type': 'func... 457195964 NaN \n", + " 528105777 NaN \n", + "{'name': 'cudaLaunchKernel', 'type': 'function'} 457195964 NaN \n", + " 528105777 NaN \n", + "{'name': 'void rajaperf::algorithm::memset<128u... 457195964 7.531866 \n", + " 528105777 6.692635 " + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Add NCU to thicket\n", + "ncu_metrics = [\n", + " \"gpu__time_duration.sum\",\n", + " \"sm__throughput.avg.pct_of_peak_sustained_elapsed\",\n", + " \"smsp__maximum_warps_avg_per_active_cycle\",\n", + "]\n", + "# Add in metrics\n", + "tk_cap.add_ncu(\n", + " ncu_report_mapping=ncu_report_mapping, \n", + " chosen_metrics=ncu_metrics,\n", + ")\n", + "tk_cap.dataframe.head(20)" + ] + }, + { + "cell_type": "markdown", + "id": "d69ba22d", + "metadata": {}, + "source": [ + "## 5. Visualize the NCU Performance Data on the Calltree" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "877c1044", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " _____ _ _ _ _ \n", + " |_ _| |__ (_) ___| | _____| |_ \n", + " | | | '_ \\| |/ __| |/ / _ \\ __|\n", + " | | | | | | | (__| < __/ |_ \n", + " |_| |_| |_|_|\\___|_|\\_\\___|\\__| v2024.2.1\n", + "\n", + "\u001b[34mnan\u001b[0m RAJAPerf\u001b[0m\n", + "├─ \u001b[34mnan\u001b[0m Algorithm\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Algorithm_MEMCPY\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ └─ \u001b[38;5;34m6.521\u001b[0m void rajaperf::algorithm::memcpy<128ul>(double*, double*, long)\u001b[0m\n", + "│ └─ \u001b[34mnan\u001b[0m Algorithm_MEMSET\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ └─ \u001b[38;5;34m7.532\u001b[0m void rajaperf::algorithm::memset<128ul>(double*, double, long)\u001b[0m\n", + "├─ \u001b[34mnan\u001b[0m Apps\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Apps_DEL_DOT_VEC_2D\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ └─ \u001b[38;5;220m26.952\u001b[0m void rajaperf::apps::deldotvec2d<128ul>(double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, long*, double, double, long)\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Apps_EDGE3D\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Apps_ENERGY\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ ├─ \u001b[38;5;22m4.291\u001b[0m void rajaperf::apps::energycalc1<128ul>(double*, double*, double*, double*, double*, double*, long)\u001b[0m\n", + "│ │ ├─ \u001b[38;5;34m7.512\u001b[0m void rajaperf::apps::energycalc2<128ul>(double*, double*, double*, double*, double*, double*, double*, double*, double*, double, long)\u001b[0m\n", + "│ │ ├─ \u001b[38;5;22m3.977\u001b[0m void rajaperf::apps::energycalc3<128ul>(double*, double*, double*, double*, double*, double*, long)\u001b[0m\n", + "│ │ ├─ \u001b[38;5;34m6.292\u001b[0m void rajaperf::apps::energycalc4<128ul>(double*, double*, double, double, long)\u001b[0m\n", + "│ │ ├─ \u001b[38;5;34m6.911\u001b[0m void rajaperf::apps::energycalc5<128ul>(double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double, double, double, long)\u001b[0m\n", + "│ │ └─ \u001b[38;5;34m8.058\u001b[0m void rajaperf::apps::energycalc6<128ul>(double*, double*, double*, double*, double*, double*, double*, double*, double*, double, double, long)\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Apps_FIR\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ └─ \u001b[38;5;196m46.164\u001b[0m void rajaperf::apps::fir<128ul>(double*, double*, long, long)\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Apps_LTIMES\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Apps_LTIMES_NOVIEW\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Apps_MATVEC_3D_STENCIL\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ └─ \u001b[38;5;34m6.912\u001b[0m void rajaperf::apps::matvec_3d<128ul>(double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, long*, long, long)\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Apps_NODAL_ACCUMULATION_3D\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ └─ \u001b[38;5;34m7.249\u001b[0m void rajaperf::apps::nodal_accumulation_3d<128ul>(double*, double*, double*, double*, double*, double*, double*, double*, double*, long*, long, long)\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Apps_PRESSURE\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ ├─ \u001b[38;5;34m7.532\u001b[0m void rajaperf::apps::pressurecalc1<128ul>(double*, double*, double, long)\u001b[0m\n", + "│ │ └─ \u001b[38;5;34m7.175\u001b[0m void rajaperf::apps::pressurecalc2<128ul>(double*, double*, double*, double*, double, double, double, long)\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Apps_VOL3D\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ └─ \u001b[38;5;208m34.543\u001b[0m void rajaperf::apps::vol3d<128ul>(double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double*, double, long, long)\u001b[0m\n", + "│ └─ \u001b[34mnan\u001b[0m Apps_ZONAL_ACCUMULATION_3D\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ └─ \u001b[38;5;34m11.787\u001b[0m void rajaperf::apps::zonal_accumulation_3d<128ul>(double*, double*, double*, double*, double*, double*, double*, double*, double*, long*, long, long)\u001b[0m\n", + "├─ \u001b[34mnan\u001b[0m Basic\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Basic_ARRAY_OF_PTRS\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Basic_COPY8\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Basic_DAXPY\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ └─ \u001b[38;5;34m5.275\u001b[0m void rajaperf::basic::daxpy<128ul>(double*, double*, double, long)\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Basic_DAXPY_ATOMIC\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ └─ \u001b[38;5;34m4.733\u001b[0m void rajaperf::basic::daxpy_atomic<128ul>(double*, double*, double, long)\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Basic_IF_QUAD\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ └─ \u001b[38;5;34m12.770\u001b[0m void rajaperf::basic::ifquad<128ul>(double*, double*, double*, double*, double*, long)\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Basic_INIT3\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ └─ \u001b[38;5;22m4.232\u001b[0m void rajaperf::basic::init3<128ul>(double*, double*, double*, double*, double*, long)\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Basic_INIT_VIEW1D\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ └─ \u001b[38;5;34m8.887\u001b[0m void rajaperf::basic::initview1d<128ul>(double*, double, long)\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Basic_INIT_VIEW1D_OFFSET\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ └─ \u001b[38;5;34m8.892\u001b[0m void rajaperf::basic::initview1d_offset<128ul>(double*, double, long, long)\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Basic_MULADDSUB\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ └─ \u001b[38;5;22m4.515\u001b[0m void rajaperf::basic::muladdsub<128ul>(double*, double*, double*, double*, double*, long)\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Basic_NESTED_INIT\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ └─ \u001b[38;5;46m17.655\u001b[0m void rajaperf::basic::nested_init<32ul, 4ul, 1ul>(double*, long, long, long)\u001b[0m\n", + "│ └─ \u001b[34mnan\u001b[0m Basic_PI_ATOMIC\u001b[0m\n", + "│ └─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "├─ \u001b[34mnan\u001b[0m Comm\u001b[0m\n", + "│ └─ \u001b[34mnan\u001b[0m Comm_HALO_PACKING\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ ├─ \u001b[38;5;22m0.126\u001b[0m void rajaperf::comm::halo_packing_pack<128ul>(double*, int*, double*, long)\u001b[0m\n", + "│ │ └─ \u001b[38;5;22m0.160\u001b[0m void rajaperf::comm::halo_packing_unpack<128ul>(double*, int*, double*, long)\u001b[0m\n", + "│ └─ \u001b[34mnan\u001b[0m cudaStreamSynchronize\u001b[0m\n", + "├─ \u001b[34mnan\u001b[0m Lcals\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Lcals_DIFF_PREDICT\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ └─ \u001b[38;5;22m2.277\u001b[0m void rajaperf::lcals::diff_predict<128ul>(double*, double*, long, long)\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Lcals_EOS\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ └─ \u001b[38;5;34m9.121\u001b[0m void rajaperf::lcals::eos<128ul>(double*, double*, double*, double*, double, double, double, long)\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Lcals_FIRST_DIFF\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ └─ \u001b[38;5;34m7.521\u001b[0m void rajaperf::lcals::first_diff<128ul>(double*, double*, long)\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Lcals_FIRST_SUM\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ └─ \u001b[38;5;34m8.251\u001b[0m void rajaperf::lcals::first_sum<128ul>(double*, double*, long)\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Lcals_GEN_LIN_RECUR\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ ├─ \u001b[38;5;22m4.580\u001b[0m void rajaperf::lcals::genlinrecur1<128ul>(double*, double*, double*, double*, long, long)\u001b[0m\n", + "│ │ └─ \u001b[38;5;34m5.087\u001b[0m void rajaperf::lcals::genlinrecur2<128ul>(double*, double*, double*, double*, long, long)\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Lcals_HYDRO_1D\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ └─ \u001b[38;5;34m6.563\u001b[0m void rajaperf::lcals::hydro_1d<128ul>(double*, double*, double*, double, double, double, long)\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Lcals_HYDRO_2D\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ ├─ \u001b[38;5;46m14.008\u001b[0m void rajaperf::lcals::hydro_2d1<32ul, 4ul>(double*, double*, double*, double*, double*, double*, long, long)\u001b[0m\n", + "│ │ ├─ \u001b[38;5;34m9.808\u001b[0m void rajaperf::lcals::hydro_2d2<32ul, 4ul>(double*, double*, double*, double*, double*, double*, double, long, long)\u001b[0m\n", + "│ │ └─ \u001b[38;5;34m6.551\u001b[0m void rajaperf::lcals::hydro_2d3<32ul, 4ul>(double*, double*, double*, double*, double*, double*, double, long, long)\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Lcals_INT_PREDICT\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ └─ \u001b[38;5;34m5.497\u001b[0m void rajaperf::lcals::int_predict<128ul>(double*, double, double, double, double, double, double, double, double, long, long)\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Lcals_PLANCKIAN\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ └─ \u001b[34mnan\u001b[0m Lcals_TRIDIAG_ELIM\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ └─ \u001b[38;5;34m5.423\u001b[0m void rajaperf::lcals::tridiag_elim<128ul>(double*, double*, double*, double*, long)\u001b[0m\n", + "├─ \u001b[34mnan\u001b[0m Polybench\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Polybench_2MM\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Polybench_3MM\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Polybench_ADI\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Polybench_ATAX\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ ├─ \u001b[38;5;22m0.642\u001b[0m void rajaperf::polybench::poly_atax_1<128ul>(double*, double*, double*, double*, long)\u001b[0m\n", + "│ │ └─ \u001b[38;5;22m0.455\u001b[0m void rajaperf::polybench::poly_atax_2<128ul>(double*, double*, double*, long)\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Polybench_FDTD_2D\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Polybench_FLOYD_WARSHALL\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Polybench_GEMM\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Polybench_GEMVER\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Polybench_GESUMMV\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ └─ \u001b[38;5;22m0.595\u001b[0m void rajaperf::polybench::poly_gesummv<128ul>(double*, double*, double*, double*, double, double, long)\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Polybench_HEAT_3D\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Polybench_JACOBI_1D\u001b[0m\n", + "│ │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ │ ├─ \u001b[38;5;34m10.901\u001b[0m void rajaperf::polybench::poly_jacobi_1D_1<128ul>(double*, double*, long)\u001b[0m\n", + "│ │ └─ \u001b[38;5;34m10.883\u001b[0m void rajaperf::polybench::poly_jacobi_1D_2<128ul>(double*, double*, long)\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m Polybench_JACOBI_2D\u001b[0m\n", + "│ │ └─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ └─ \u001b[34mnan\u001b[0m Polybench_MVT\u001b[0m\n", + "│ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "│ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "│ ├─ \u001b[38;5;22m0.667\u001b[0m void rajaperf::polybench::poly_mvt_1<128ul>(double*, double*, double*, long)\u001b[0m\n", + "│ └─ \u001b[38;5;22m0.378\u001b[0m void rajaperf::polybench::poly_mvt_2<128ul>(double*, double*, double*, long)\u001b[0m\n", + "└─ \u001b[34mnan\u001b[0m Stream\u001b[0m\n", + " ├─ \u001b[34mnan\u001b[0m Stream_ADD\u001b[0m\n", + " │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + " │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + " │ └─ \u001b[38;5;34m5.780\u001b[0m void rajaperf::stream::add<128ul>(double*, double*, double*, long)\u001b[0m\n", + " ├─ \u001b[34mnan\u001b[0m Stream_COPY\u001b[0m\n", + " │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + " │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + " │ └─ \u001b[38;5;34m6.787\u001b[0m void rajaperf::stream::copy<128ul>(double*, double*, long)\u001b[0m\n", + " ├─ \u001b[34mnan\u001b[0m Stream_MUL\u001b[0m\n", + " │ ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + " │ └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + " │ └─ \u001b[38;5;34m7.199\u001b[0m void rajaperf::stream::mul<128ul>(double*, double*, double, long)\u001b[0m\n", + " └─ \u001b[34mnan\u001b[0m Stream_TRIAD\u001b[0m\n", + " ├─ \u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + " └─ \u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + " └─ \u001b[38;5;34m5.789\u001b[0m void rajaperf::stream::triad<128ul>(double*, double*, double*, double, long)\u001b[0m\n", + "\u001b[34mnan\u001b[0m cudaDeviceSynchronize\u001b[0m\n", + "\u001b[34mnan\u001b[0m cudaFree\u001b[0m\n", + "\u001b[34mnan\u001b[0m cudaFreeHost\u001b[0m\n", + "\u001b[34mnan\u001b[0m cudaGetDevice\u001b[0m\n", + "\u001b[34mnan\u001b[0m cudaGetSymbolAddress\u001b[0m\n", + "\u001b[34mnan\u001b[0m cudaHostAlloc\u001b[0m\n", + "\u001b[34mnan\u001b[0m cudaLaunchKernel\u001b[0m\n", + "└─ \u001b[34mnan\u001b[0m void rajaperf::basic::daxpy<128ul>(double*, double*, double, long)\u001b[0m\n", + "\u001b[34mnan\u001b[0m cudaMalloc\u001b[0m\n", + "\u001b[34mnan\u001b[0m cudaMallocManaged\u001b[0m\n", + "\u001b[34mnan\u001b[0m cudaMemAdvise\u001b[0m\n", + "\u001b[34mnan\u001b[0m cudaMemcpy\u001b[0m\n", + "└─ \u001b[34mnan\u001b[0m memcpy\u001b[0m\n", + "\u001b[34mnan\u001b[0m cudaMemcpyAsync\u001b[0m\n", + "└─ \u001b[34mnan\u001b[0m memcpy\u001b[0m\n", + "\u001b[34mnan\u001b[0m cudaStreamCreate\u001b[0m\n", + "\n", + "\u001b[4mLegend\u001b[0m (Metric: sm__throughput.avg.pct_of_peak_sustained_elapsed Min: 0.13 Max: 46.16 indices: {'profile': 457195964})\n", + "\u001b[38;5;196m█ \u001b[0m41.56 - 46.16\n", + "\u001b[38;5;208m█ \u001b[0m32.35 - 41.56\n", + "\u001b[38;5;220m█ \u001b[0m23.14 - 32.35\n", + "\u001b[38;5;46m█ \u001b[0m13.94 - 23.14\n", + "\u001b[38;5;34m█ \u001b[0m4.73 - 13.94\n", + "\u001b[38;5;22m█ \u001b[0m0.13 - 4.73\n", + "\n", + "name\u001b[0m User code \u001b[38;5;160m◀ \u001b[0m Only in left graph \u001b[38;5;28m▶ \u001b[0m Only in right graph\n", + "\n" + ] + } + ], + "source": [ + "print(tk_cap.tree(\n", + " metric_column=\"sm__throughput.avg.pct_of_peak_sustained_elapsed\",\n", + " expand_name=True,\n", + " ))" + ] + }, + { + "cell_type": "markdown", + "id": "b2560242", + "metadata": {}, + "source": [ + "## 6. Create Instruction Roofline Plots\n", + "\n", + "We can make roofline plots using the metrics we have collected using Nsight Compute. The Roofline sets an upper bound on performance of a kernel depending on its operational intensity. We will use roofline plots to understand the performance of RAJAPerf kernels.\n", + "\n", + "Instruction Roofline Models were introduced by Ding et. al to better characterize GPU workloads by looking at instruction intensity. We walk through the creation of instruction roofline models for the Appications group of the RAJAPerf kernels below. \n", + "\n", + "More references on methodology for roofline models:\n", + "\n", + "* Samuel Williams, Andrew Waterman, and David Patterson. 2009. Roofline: an insightful visual performance model for multicore architectures. Commun. ACM 52, 4 (April 2009), 65–76. https://doi.org/10.1145/1498765.1498785\n", + "\n", + "* Nan Ding, Muaaz Awan, Samuel Williams. 2022. Instruction Roofline: An insightful visual performance model for GPUs. Concurrency and Computation: Practice and Experience\n", + "https://doi.org/10.1002/cpe.6591" + ] + }, + { + "cell_type": "markdown", + "id": "d5073924", + "metadata": {}, + "source": [ + "Step 1 is to create a Thicket using a CUDA Activity Profile, and add the NCU data. We use `RAJA_CUDA` variant data of the `block_256` tuning.\n", + "\n", + "Command to generate the Caliper CUDA Activity Profile:\n", + "```\n", + "CALI_CONFIG=cuda-activity-profile,output.format=cali lrun -n 1 --smpiargs=\"-disable_gpu_hooks\" bin/raja-perf.exe --variants RAJA_CUDA --tunings block_256 --size 8388608\n", + "```\n", + "\n", + "Command to generate the NCU report with Roofline metrics:\n", + "```\n", + "CALI_SERVICES_ENABLE=nvtx lrun -n 1 --smpiargs=\"-disable_gpu_hooks\" ncu \\\n", + "--nvtx --set default \\\n", + "--export report \\\n", + "--metrics sm__sass_thread_inst_executed.sum,l1tex__t_sectors_pipe_lsu_mem_global_op_ld.sum,l1tex__t_sectors_pipe_lsu_mem_global_op_st.sum,l1tex__t_sectors_pipe_lsu_mem_local_op_ld.sum,l1tex__t_sectors_pipe_lsu_mem_local_op_st.sum,lts__t_sectors_op_read.sum,lts__t_sectors_op_write.sum,lts__t_sectors_op_atom.sum,lts__t_sectors_op_red.sum,dram__sectors_read.sum,dram__sectors_write.sum,l1tex__data_pipe_lsu_wavefronts_mem_shared_op_ld.sum,l1tex__data_pipe_lsu_wavefronts_mem_shared_op_st.sum \\\n", + "--replay-mode application \\\n", + "bin/raja-perf.exe --variants RAJA_CUDA --tunings block_256 --size 8388608\n", + "```" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "c2dcb21a", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Processing action 3444/3445: 100%|██████████| 3445/3445 [00:42<00:00, 80.24it/s] \n" + ] + } + ], + "source": [ + "roofline_cali = ncu_dir + \"roofline/block_256_profile.cali\"\n", + "roofline_ncu = ncu_dir + \"roofline/block_256_profile.ncu-rep\"\n", + "\n", + "# Unzip files, unless they have already been unzipped\n", + "if not (os.path.isfile(roofline_cali) and os.path.isfile(roofline_ncu)):\n", + " import zipfile\n", + " with zipfile.ZipFile(ncu_dir + \"roofline/block_256_profile.zip\", \"r\") as zip_ref:\n", + " zip_ref.extractall(ncu_dir + \"roofline/\")\n", + "\n", + "# Create Thicket and add NCU data\n", + "tk_roofline = tt.Thicket.from_caliperreader(roofline_cali)\n", + "tk_roofline.add_ncu({roofline_ncu:roofline_cali})" + ] + }, + { + "cell_type": "markdown", + "id": "58256cde", + "metadata": {}, + "source": [ + "Select a subset of kernels to plot on the roofline. Here we are just selecting `Apps` kernels." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "54edcca6", + "metadata": {}, + "outputs": [], + "source": [ + "# Options (can be more than one): [\"Algorithm\", \"Apps\", \"Basic\", \"Comm\", \"Lcals\", \"Polybench\", \"Stream\"]\n", + "kernel_types = [\"Apps\"]\n", + "\n", + "raja_kernel_query = (\n", + " tt.query.Query()\n", + " .match (\n", + " \".\",\n", + " lambda row: row[\"name\"].apply(\n", + " lambda x: any([x.startswith(c + \"_\") for c in kernel_types])\n", + " ).all()\n", + " )\n", + " .rel(\"*\")\n", + ")\n", + "\n", + "pruned_th = tk_roofline.query(raja_kernel_query)" + ] + }, + { + "cell_type": "markdown", + "id": "ab563417", + "metadata": {}, + "source": [ + "Aggregate metrics for kernels with multiple instances" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "e2c3659f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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nametime (gpu)c2clink__enabled_maskc2clink__presentdevice__attribute_architecturedevice__attribute_async_engine_countdevice__attribute_can_flush_remote_writesdevice__attribute_can_map_host_memorydevice__attribute_can_tex2d_gatherdevice__attribute_can_use_64_bit_stream_mem_ops_v1...sm__sass_thread_inst_executed.sumsmsp__inst_executed.sumsmsp__inst_executed_op_global_ld.sumsmsp__inst_executed_op_global_st.sumsmsp__inst_executed_op_local_ld.sumsmsp__inst_executed_op_local_st.sumsmsp__inst_executed_op_shared_ld.sumsmsp__inst_executed_op_shared_st.sumsmsp__inst_executed_pipe_tensor.sumsmsp__maximum_warps_avg_per_active_cycle
0Apps_DEL_DOT_VEC_2D0.0005270.00.0320.04.01.01.01.01.0...1.165767e+093.643023e+074455496.0262088.00.000000e+000.00.00.00.010.0
1Apps_EDGE3D0.4685910.00.0320.04.01.01.01.01.0...1.898933e+115.934178e+096587736.0274489.01.089172e+09715043845.00.00.00.02.0
2Apps_ENERGY0.0022470.00.01920.024.06.06.06.06.0...1.811939e+095.662310e+075767168.01572864.00.000000e+000.00.00.00.096.0
3Apps_FIR0.0001780.00.0320.04.01.01.01.01.0...1.115685e+093.486515e+074194304.0262144.00.000000e+000.00.00.00.016.0
4Apps_LTIMES0.0022270.00.0320.04.01.01.01.01.0...3.340763e+091.216348e+0818874368.08388608.00.000000e+000.00.00.00.016.0
5Apps_LTIMES_NOVIEW0.0022340.00.0320.04.01.01.01.01.0...2.900361e+091.042022e+0818874368.08388608.00.000000e+000.00.00.00.016.0
6Apps_MATVEC_3D_STENCIL0.0021540.00.0320.04.01.01.01.01.0...1.731645e+095.411398e+0714378100.0261420.00.000000e+000.00.00.00.04.0
7Apps_NODAL_ACCUMULATION_3D0.0005560.00.0320.04.01.01.01.01.0...3.597146e+081.124110e+07522840.00.00.000000e+000.00.00.00.016.0
8Apps_PRESSURE0.0005070.00.0640.08.02.02.02.02.0...5.117051e+081.599078e+071048576.0786432.00.000000e+000.00.00.00.032.0
9Apps_VOL3D0.0003800.00.0320.04.01.01.01.01.0...1.317547e+094.117341e+076587736.0274489.00.000000e+000.00.00.00.08.0
10Apps_ZONAL_ACCUMULATION_3D0.0002680.00.0320.04.01.01.01.01.0...4.182726e+081.307104e+072352780.0261420.00.000000e+000.00.00.00.016.0
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11 rows × 239 columns

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" + ], + "text/plain": [ + " name time (gpu) c2clink__enabled_mask \\\n", + "0 Apps_DEL_DOT_VEC_2D 0.000527 0.0 \n", + "1 Apps_EDGE3D 0.468591 0.0 \n", + "2 Apps_ENERGY 0.002247 0.0 \n", + "3 Apps_FIR 0.000178 0.0 \n", + "4 Apps_LTIMES 0.002227 0.0 \n", + "5 Apps_LTIMES_NOVIEW 0.002234 0.0 \n", + "6 Apps_MATVEC_3D_STENCIL 0.002154 0.0 \n", + "7 Apps_NODAL_ACCUMULATION_3D 0.000556 0.0 \n", + "8 Apps_PRESSURE 0.000507 0.0 \n", + "9 Apps_VOL3D 0.000380 0.0 \n", + "10 Apps_ZONAL_ACCUMULATION_3D 0.000268 0.0 \n", + "\n", + " c2clink__present device__attribute_architecture \\\n", + "0 0.0 320.0 \n", + "1 0.0 320.0 \n", + "2 0.0 1920.0 \n", + "3 0.0 320.0 \n", + "4 0.0 320.0 \n", + "5 0.0 320.0 \n", + "6 0.0 320.0 \n", + "7 0.0 320.0 \n", + "8 0.0 640.0 \n", + "9 0.0 320.0 \n", + "10 0.0 320.0 \n", + "\n", + " device__attribute_async_engine_count \\\n", + "0 4.0 \n", + "1 4.0 \n", + "2 24.0 \n", + "3 4.0 \n", + "4 4.0 \n", + "5 4.0 \n", + "6 4.0 \n", + "7 4.0 \n", + "8 8.0 \n", + "9 4.0 \n", + "10 4.0 \n", + "\n", + " device__attribute_can_flush_remote_writes \\\n", + "0 1.0 \n", + "1 1.0 \n", + "2 6.0 \n", + "3 1.0 \n", + "4 1.0 \n", + "5 1.0 \n", + "6 1.0 \n", + "7 1.0 \n", + "8 2.0 \n", + "9 1.0 \n", + "10 1.0 \n", + "\n", + " device__attribute_can_map_host_memory device__attribute_can_tex2d_gather \\\n", + "0 1.0 1.0 \n", + "1 1.0 1.0 \n", + "2 6.0 6.0 \n", + "3 1.0 1.0 \n", + "4 1.0 1.0 \n", + "5 1.0 1.0 \n", + "6 1.0 1.0 \n", + "7 1.0 1.0 \n", + "8 2.0 2.0 \n", + "9 1.0 1.0 \n", + "10 1.0 1.0 \n", + "\n", + " device__attribute_can_use_64_bit_stream_mem_ops_v1 ... \\\n", + "0 1.0 ... \n", + "1 1.0 ... \n", + "2 6.0 ... \n", + "3 1.0 ... \n", + "4 1.0 ... \n", + "5 1.0 ... \n", + "6 1.0 ... \n", + "7 1.0 ... \n", + "8 2.0 ... \n", + "9 1.0 ... \n", + "10 1.0 ... \n", + "\n", + " sm__sass_thread_inst_executed.sum smsp__inst_executed.sum \\\n", + "0 1.165767e+09 3.643023e+07 \n", + "1 1.898933e+11 5.934178e+09 \n", + "2 1.811939e+09 5.662310e+07 \n", + "3 1.115685e+09 3.486515e+07 \n", + "4 3.340763e+09 1.216348e+08 \n", + "5 2.900361e+09 1.042022e+08 \n", + "6 1.731645e+09 5.411398e+07 \n", + "7 3.597146e+08 1.124110e+07 \n", + "8 5.117051e+08 1.599078e+07 \n", + "9 1.317547e+09 4.117341e+07 \n", + "10 4.182726e+08 1.307104e+07 \n", + "\n", + " smsp__inst_executed_op_global_ld.sum \\\n", + "0 4455496.0 \n", + "1 6587736.0 \n", + "2 5767168.0 \n", + "3 4194304.0 \n", + "4 18874368.0 \n", + "5 18874368.0 \n", + "6 14378100.0 \n", + "7 522840.0 \n", + "8 1048576.0 \n", + "9 6587736.0 \n", + "10 2352780.0 \n", + "\n", + " smsp__inst_executed_op_global_st.sum smsp__inst_executed_op_local_ld.sum \\\n", + "0 262088.0 0.000000e+00 \n", + "1 274489.0 1.089172e+09 \n", + "2 1572864.0 0.000000e+00 \n", + "3 262144.0 0.000000e+00 \n", + "4 8388608.0 0.000000e+00 \n", + "5 8388608.0 0.000000e+00 \n", + "6 261420.0 0.000000e+00 \n", + "7 0.0 0.000000e+00 \n", + "8 786432.0 0.000000e+00 \n", + "9 274489.0 0.000000e+00 \n", + "10 261420.0 0.000000e+00 \n", + "\n", + " smsp__inst_executed_op_local_st.sum smsp__inst_executed_op_shared_ld.sum \\\n", + "0 0.0 0.0 \n", + "1 715043845.0 0.0 \n", + "2 0.0 0.0 \n", + "3 0.0 0.0 \n", + "4 0.0 0.0 \n", + "5 0.0 0.0 \n", + "6 0.0 0.0 \n", + "7 0.0 0.0 \n", + "8 0.0 0.0 \n", + "9 0.0 0.0 \n", + "10 0.0 0.0 \n", + "\n", + " smsp__inst_executed_op_shared_st.sum smsp__inst_executed_pipe_tensor.sum \\\n", + "0 0.0 0.0 \n", + "1 0.0 0.0 \n", + "2 0.0 0.0 \n", + "3 0.0 0.0 \n", + "4 0.0 0.0 \n", + "5 0.0 0.0 \n", + "6 0.0 0.0 \n", + "7 0.0 0.0 \n", + "8 0.0 0.0 \n", + "9 0.0 0.0 \n", + "10 0.0 0.0 \n", + "\n", + " smsp__maximum_warps_avg_per_active_cycle \n", + "0 10.0 \n", + "1 2.0 \n", + "2 96.0 \n", + "3 16.0 \n", + "4 16.0 \n", + "5 16.0 \n", + "6 4.0 \n", + "7 16.0 \n", + "8 32.0 \n", + "9 8.0 \n", + "10 16.0 \n", + "\n", + "[11 rows x 239 columns]" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Match parent kernel name, e.g. \"Apps_VOL3D\"\n", + "kernel_query = \"\"\"\n", + "MATCH (\".\",p)->(\"*\")\n", + "WHERE p.\"name\" = \"{ker}\"\n", + "\"\"\"\n", + "\n", + "# Match demangled kernel that contains NCU measurement.\n", + "child_kernel_query = \"\"\"\n", + "MATCH (\".\", p)\n", + "WHERE p.\"depth\" = 2\n", + "\"\"\"\n", + "\n", + "# List of columns to exclude from aggregation\n", + "cols = [col for col in pruned_th.dataframe.columns.tolist() if col not in [\"nid\", \"time\", \"name\", \"time (inc)\", \"time (gpu) (inc)\"]]\n", + "leaves = []\n", + "\n", + "for n in pruned_th.graph.roots:\n", + " kernels = {}\n", + " \n", + " kernels[\"name\"] = n.frame.get(\"name\")\n", + "\n", + " tmp = kernel_query.format(ker=n.frame.get(\"name\"))\n", + " ker_th = pruned_th.query(tmp, multi_index_mode=\"all\")\n", + " leaf = ker_th.query(child_kernel_query, multi_index_mode=\"all\")\n", + " for col in cols:\n", + " kernels[col] = leaf.dataframe[col].sum()\n", + " \n", + " leaves.append(kernels)\n", + "\n", + "agg_df = pd.DataFrame(data=leaves)\n", + "agg_df" + ] + }, + { + "cell_type": "markdown", + "id": "cb09a71b", + "metadata": {}, + "source": [ + "Calculate instruciton intensities from existing NCU metrics." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "513e02db", + "metadata": {}, + "outputs": [], + "source": [ + "# Warp Instructions\n", + "agg_df[\"Warp Instructions\"] = agg_df[\"sm__sass_thread_inst_executed.sum\"] / 32\n", + "# L1 Global Count Memory Transactions\n", + "agg_df[\"L1 (GLOBAL)\"] = agg_df[\"l1tex__t_sectors_pipe_lsu_mem_global_op_ld.sum\"] + agg_df[\"l1tex__t_sectors_pipe_lsu_mem_global_op_st.sum\"]\n", + "agg_df[\"L1 (SHARED)\"] = agg_df[\"l1tex__data_pipe_lsu_wavefronts_mem_shared_op_ld.sum\"] + agg_df[\"l1tex__data_pipe_lsu_wavefronts_mem_shared_op_st.sum\"]\n", + "agg_df[\"Total L1 Transactions\"] = agg_df[\"L1 (GLOBAL)\"] + (4 * agg_df[\"L1 (SHARED)\"])\n", + "# Shared Count Memory Transactions\n", + "agg_df[\"L2 Write Transactions\"] = agg_df[\"lts__t_sectors_op_write.sum\"] + agg_df[\"lts__t_sectors_op_atom.sum\"] + agg_df[\"lts__t_sectors_op_red.sum\"]\n", + "agg_df[\"L2 Read Transactions\"] = agg_df[\"lts__t_sectors_op_read.sum\"] + agg_df[\"lts__t_sectors_op_atom.sum\"] + agg_df[\"lts__t_sectors_op_red.sum\"]\n", + "agg_df[\"Total L2 Transactions\"] = agg_df[\"L2 Read Transactions\"] + agg_df[\"L2 Write Transactions\"]\n", + "# HBM Count Memory Transactions\n", + "agg_df[\"HBM Transactions\"] = agg_df[\"dram__sectors_read.sum\"] + agg_df[\"dram__sectors_write.sum\"]\n", + "# L1, L2, HBM Intensities\n", + "agg_df[\"L1 Instruction Intensity\"] = agg_df[\"Warp Instructions\"] / agg_df[\"Total L1 Transactions\"]\n", + "agg_df[\"L2 Instruction Intensity\"] = agg_df[\"Warp Instructions\"] / agg_df[\"Total L2 Transactions\"]\n", + "agg_df[\"HBM Instruction Intensity\"] = agg_df[\"Warp Instructions\"] / agg_df[\"HBM Transactions\"]\n", + "# Performance in GIPS\n", + "agg_df[\"Performance GIPS\"] = agg_df[\"Warp Instructions\"] / (agg_df[\"time (gpu)\"] * (10 ** 9))" + ] + }, + { + "cell_type": "markdown", + "id": "f0db197b", + "metadata": {}, + "source": [ + "### Plotting Roofline with Matplotlib\n", + "\n", + "The plotting code below was adapted from the following resource: https://gitlab.com/NERSC/roofline-on-nvidia-gpus/-/blob/master/custom-scripts/roofline.py" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "909bbd4e", + "metadata": {}, + "outputs": [], + "source": [ + "pruned_th_kers = tk_roofline.query(child_kernel_query, multi_index_mode=\"all\")\n", + "metrics = [\"L1 Instruction Intensity\", \"L2 Instruction Intensity\", \"HBM Instruction Intensity\"]\n", + "\n", + "c_s = [\"red\", \"blue\", \"green\", \"orange\", \"purple\", \"cyan\", \"magenta\"]\n", + "final_colors = []\n", + "for i in agg_df[\"name\"].tolist():\n", + " for j in range(0, len(kernel_types)):\n", + " if i.startswith(kernel_types[j]):\n", + " final_colors.append(c_s[j])\n", + " continue\n", + "\n", + "font = {\"size\": 15}\n", + "plt.rc(\"font\", **font)\n", + "\n", + "colors = [\"tab:blue\", \"tab:orange\", \"tab:green\", \"tab:red\", \"tab:purple\", \"tab:brown\", \"tab:pink\", \"tab:gray\", \"tab:olive\", \"tab:cyan\"]\n", + "styles = [\"o\", \"s\", \"v\", \"^\", \"D\", \">\", \"<\", \"*\", \"h\", \"H\", \"+\", \"1\", \"2\", \"3\", \"4\", \"8\", \"p\", \"d\", \"|\", \"_\", \".\", \",\"]\n", + "\n", + "markersize = 10\n", + "markerwidth = 2\n", + "maxchar = 25\n", + "\n", + "def roofline(LABELS, flag=\"HBM\", data_df=None):\n", + " LABELS = [x[:maxchar] for x in LABELS]\n", + " \n", + " bandiwdth_hbm = 25.9 # in GTXN/s\n", + " bandwidth_l2 = 93.6 # in GTXN/s\n", + " bandwidth_l1 = 437.5 # in GTXN/s\n", + " \n", + " if flag == \"L1\":\n", + " memRoofs = [(\"L1\", bandwidth_l1)]\n", + " elif flag == \"L2\":\n", + " memRoofs = [(\"L2\", bandwidth_l2)]\n", + " elif flag == \"HBM\":\n", + " memRoofs = [(\"HBM\", bandiwdth_hbm)]\n", + " elif flag == \"all\":\n", + " memRoofs = [(\"L1\", bandwidth_l1), (\"L2\", bandwidth_l2), (\"HBM\", bandiwdth_hbm)]\n", + "\n", + " cmpRoofs = [(\"GIPS\", 489.6)]\n", + "\n", + " fig = plt.figure(1, figsize=(10,6))\n", + " plt.clf()\n", + " ax = fig.gca()\n", + " ax.set_xscale(\"log\")\n", + " ax.set_yscale(\"log\")\n", + " ax.set_xlabel(\"Instruction Intensity [Warp Instructions/transaction]\")\n", + " ax.set_ylabel(\"Performance [Warp GIPS]\")\n", + "\n", + " nx = 10000\n", + " xmin = -3 \n", + " xmax = 3\n", + " ymin = 1\n", + " ymax = 1000\n", + "\n", + " ax.set_xlim(10 ** xmin, 10 ** xmax)\n", + " ax.set_ylim(ymin, ymax)\n", + "\n", + " ixx = int(nx * 0.02)\n", + " xlim = ax.get_xlim()\n", + " ylim = ax.get_ylim()\n", + "\n", + " scomp_x_elbow = []\n", + " scomp_ix_elbow = []\n", + " smem_x_elbow = []\n", + " smem_ix_elbow = []\n", + "\n", + " x = np.logspace(xmin, xmax, nx)\n", + " for roof in cmpRoofs:\n", + " for ix in range(1, nx):\n", + " if float(memRoofs[0][1] * x[ix]) >= roof[1] and (memRoofs[0][1] * x[ix - 1]) < roof[1]:\n", + " scomp_x_elbow.append(x[ix - 1])\n", + " scomp_ix_elbow.append(ix - 1)\n", + " break\n", + "\n", + " for roof in memRoofs:\n", + " for ix in range(1, nx):\n", + " if (cmpRoofs[0][1] <= roof[1] * x[ix] and cmpRoofs[0][1] > roof[1] * x[ix - 1]):\n", + " smem_x_elbow.append(x[ix - 1])\n", + " smem_ix_elbow.append(ix - 1)\n", + " break\n", + "\n", + " for i in range(len(cmpRoofs)):\n", + " roof = cmpRoofs[i][1]\n", + " y = np.ones(len(x)) * roof\n", + " ax.plot(x[scomp_ix_elbow[i]:], y[scomp_ix_elbow[i]:], c=\"k\", ls=\"-\", lw=\"2\")\n", + "\n", + " for i in range(len(memRoofs)):\n", + " roof = memRoofs[i][1]\n", + " y = x * roof\n", + " ax.plot(x[:smem_ix_elbow[i] + 1], y[:smem_ix_elbow[i] + 1], c=\"k\", ls=\"-\", lw=\"2\")\n", + "\n", + " for roof in cmpRoofs:\n", + " ax.text(\n", + " x[-ixx],\n", + " roof[1],\n", + " roof[0] + \": \" + \"{0:.1f}\".format(roof[1]) + \" Warp GIPS\",\n", + " horizontalalignment=\"right\",\n", + " verticalalignment=\"bottom\"\n", + " )\n", + "\n", + " for roof in memRoofs:\n", + " ang = np.arctan(np.log10(xlim[1] / xlim[0]) / np.log10(ylim[1] / ylim[0])\n", + " * fig.get_size_inches()[1] / fig.get_size_inches()[0] )\n", + " if x[ixx]*roof[1] > ymin:\n", + " ax.text(\n", + " x[ixx],\n", + " x[ixx] * roof[1] * (1 + 0.25 * np.sin(ang) ** 2),\n", + " roof[0] + \": \" + \"{0:.1f}\".format(float(roof[1])) + \" GTXN/s\",\n", + " horizontalalignment=\"left\",\n", + " verticalalignment=\"bottom\",\n", + " rotation=180 / np.pi * ang\n", + " )\n", + " else:\n", + " ymin_ix_elbow=list()\n", + " ymin_x_elbow=list()\n", + " for ix in range(1, nx):\n", + " if (ymin <= roof[1] * x[ix] and ymin > roof[1] * x[ix - 1]):\n", + " ymin_x_elbow.append(x[ix - 1])\n", + " ymin_ix_elbow.append(ix - 1)\n", + " break\n", + " ax.text(\n", + " x[ixx+ymin_ix_elbow[0]],\n", + " x[ixx+ymin_ix_elbow[0]] * roof[1] * (1 + 0.25 * np.sin(ang) ** 2) * 1.15,\n", + " roof[0] + \": \" + \"{0:.1f}\".format(float(roof[1])) + \" GTXN/s\",\n", + " horizontalalignment=\"left\",\n", + " verticalalignment=\"bottom\",\n", + " rotation=180 / np.pi * ang\n", + " )\n", + "\n", + " if flag == \"L1\":\n", + " ax.scatter(data_df[metrics[0]], data_df[\"Performance GIPS\"], c=final_colors, label=\"L1\", marker=styles[0])\n", + " elif flag == \"L2\":\n", + " ax.scatter(data_df[metrics[1]], data_df[\"Performance GIPS\"], c=final_colors, label=\"L2\", marker=styles[1])\n", + " elif flag == \"HBM\":\n", + " ax.scatter(data_df[metrics[2]], data_df[\"Performance GIPS\"], c=final_colors, label=\"HBM\", marker=\"*\")\n", + "\n", + " elif flag == \"all\":\n", + " ax.scatter(data_df[metrics[0]], data_df[\"Performance GIPS\"], c=final_colors, label=\"L1\", marker=styles[0])\n", + " ax.scatter(data_df[metrics[1]], data_df[\"Performance GIPS\"], c=final_colors, label=\"L2\", marker=styles[1])\n", + " ax.scatter(data_df[metrics[2]], data_df[\"Performance GIPS\"], c=final_colors, label=\"HBM\", marker=\"*\")\n", + "\n", + " custom_labels = [k.split(\"_\")[0] for k in kernel_types]\n", + " custom_handles = [plt.Line2D([0], [0], color=i, lw=2) for i in c_s]\n", + " \n", + " if flag == \"HBM\":\n", + " leg2 = ax.legend(\n", + " custom_handles,\n", + " custom_labels,\n", + " bbox_to_anchor=(0.36, 1),\n", + " title=\"Kernel Types\",\n", + " fontsize=\"12\", # Adjust label font size (e.g., \"small\", \"medium\", \"large\", or specific size)\n", + " title_fontsize=\"small\"\n", + " )\n", + " else:\n", + " leg2 = ax.legend(\n", + " custom_handles,\n", + " custom_labels,\n", + " bbox_to_anchor=(0.36, 1),\n", + " title=\"Kernel Types\",\n", + " fontsize=\"12\", # Adjust label font size (e.g., \"small\", \"medium\", \"large\", or specific size)\n", + " title_fontsize=\"small\"\n", + " )\n", + " \n", + " ax.add_artist(leg2)\n", + " \n", + " ax.legend(loc=\"upper left\")\n", + " plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "c208ebcb", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", 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", 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", 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Sep 17 00:00:00 2001 From: Michael McKinsey Date: Mon, 4 Nov 2024 17:48:35 -0600 Subject: [PATCH 4/5] Change PCP to static image --- docs/tma_speedup_clustering.ipynb | 2776 +---------------------------- 1 file changed, 22 insertions(+), 2754 deletions(-) diff --git a/docs/tma_speedup_clustering.ipynb b/docs/tma_speedup_clustering.ipynb index ab17e937..d40632e8 100644 --- a/docs/tma_speedup_clustering.ipynb +++ b/docs/tma_speedup_clustering.ipynb @@ -303,14 +303,14 @@ "name": "stderr", "output_type": "stream", "text": [ - "(1/2) Reading Files: 100%|██████████| 90/90 [00:01<00:00, 73.00it/s]\n", - "(2/2) Creating Thicket: 100%|██████████| 89/89 [00:01<00:00, 54.11it/s]\n", - "(1/2) Reading Files: 100%|██████████| 90/90 [00:01<00:00, 86.94it/s]\n", - "(2/2) Creating Thicket: 100%|██████████| 89/89 [00:01<00:00, 61.94it/s]\n", - "(1/2) Reading Files: 100%|██████████| 40/40 [00:00<00:00, 54.34it/s]\n", - "(2/2) Creating Thicket: 100%|██████████| 39/39 [00:00<00:00, 46.90it/s] \n", - "(1/2) Reading Files: 100%|██████████| 40/40 [00:00<00:00, 52.35it/s]\n", - "(2/2) Creating Thicket: 100%|██████████| 39/39 [00:00<00:00, 44.39it/s]" + "(1/2) Reading Files: 100%|██████████| 90/90 [00:01<00:00, 71.34it/s]\n", + "(2/2) Creating Thicket: 100%|██████████| 89/89 [00:01<00:00, 52.37it/s]\n", + "(1/2) Reading Files: 100%|██████████| 90/90 [00:01<00:00, 84.38it/s]\n", + "(2/2) Creating Thicket: 100%|██████████| 89/89 [00:01<00:00, 60.07it/s]\n", + "(1/2) Reading Files: 100%|██████████| 40/40 [00:00<00:00, 55.76it/s] \n", + "(2/2) Creating Thicket: 100%|██████████| 39/39 [00:00<00:00, 47.35it/s] \n", + "(1/2) Reading Files: 100%|██████████| 40/40 [00:00<00:00, 53.96it/s]\n", + "(2/2) Creating Thicket: 100%|██████████| 39/39 [00:00<00:00, 46.09it/s]" ] }, { @@ -2023,7 +2023,7 @@ "outputs": [ { "data": { - "image/png": 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", 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" }, "metadata": {}, "output_type": "display_data" @@ -3684,7 +2553,8 @@ "\n", "#fig.write_image(\"images/par_coord_AVG_NO_OUTLIERS.png\")\n", "\n", - "fig.show()" + "#fig.show() # <- For interactive plot\n", + "fig.show(renderer=\"png\") # <- For static plot" ] }, { @@ -3694,1617 +2564,7 @@ "outputs": [ { "data": { - "application/vnd.plotly.v1+json": { - "config": { - "plotlyServerURL": "https://plot.ly" - }, - "data": [ - { - "dimensions": [ - { - "label": "Bad Speculation", - "range": [ - 0, - 5 - ], - "tickvals": [ - 0, - 0.2, - 0.4, - 0.6, - 0.8, - 1 - ], - "values": [ - 0.0352226, - 0.0000451, - 0.0000897, - 0.000258, - 0.0000866, - 0.0000673, - 0.00008640000000000001, - 0.000056800000000000005, - 0.00007219999999999999, - 0.0000812, - 0.0120653, - 0.0080998, - 0.0000785, - 0.0040057, - 0.0000719, - 0.0067867, - 0.000061, - 0.0000723, - 0.00009779999999999999, - 0.000029, - 0.0000323, - 0.0000758, - 0.00007730000000000001, - 0.3906606, - 0.2677826, - 0.0000475, - 0.0000338, - 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" }, "metadata": {}, "output_type": "display_data" @@ -5426,8 +2686,16 @@ "\n", "#fig.write_image(\"images/par_coord_NO_OUTLIERS.png\")\n", "\n", - "fig.show()" + "#fig.show() # <- For interactive plot\n", + "fig.show(renderer=\"png\") # <- For static plot" ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] } ], "metadata": { From 395f4f8909b18c344a58832675bbb4feb9abec4f Mon Sep 17 00:00:00 2001 From: Michael McKinsey Date: Tue, 5 Nov 2024 15:37:57 -0600 Subject: [PATCH 5/5] Update titles --- docs/composing_parallel_sorting_data.ipynb | 2 +- docs/modeling_parallel_sorting_data.ipynb | 2 +- docs/thicket_rajaperf_clustering.ipynb | 2 +- docs/tma_speedup_clustering.ipynb | 2 +- 4 files changed, 4 insertions(+), 4 deletions(-) diff --git a/docs/composing_parallel_sorting_data.ipynb b/docs/composing_parallel_sorting_data.ipynb index 0139e7e2..2784876b 100644 --- a/docs/composing_parallel_sorting_data.ipynb +++ b/docs/composing_parallel_sorting_data.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Composing Parallel Sorting Data - (Part A) Composing & Modeling Parallel Sorting Performance Data: Thicket Tutorial\n", + "# PPAM '24: Composing & Modeling Parallel Sorting Performance Data (Part A): Thicket Tutorial\n", "\n", "The parallel sorting dataset consists of 8,747 MPI sorting algorithm performance profiles (collected with [Caliper](https://software.llnl.gov/Caliper/)) for 5 different algorithms and 51 implementations.\n", "We start with a dataset that includes over 10,000 performance profiles, and we show how to apply various filters and checks on the performance data to remove profiles that do not match our criteria.\n", diff --git a/docs/modeling_parallel_sorting_data.ipynb b/docs/modeling_parallel_sorting_data.ipynb index c33d78dc..e94e0d88 100644 --- a/docs/modeling_parallel_sorting_data.ipynb +++ b/docs/modeling_parallel_sorting_data.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Modeling Parallel Sorting Data - (Part B) Composing & Modeling Parallel Sorting Performance Data: Thicket Tutorial\n", + "# PPAM '24: Composing & Modeling Parallel Sorting Performance Data (Part B): Thicket Tutorial\n", "\n", "In part B, we use machine learning to predict the parallel algorithm class from the performance data we processed and composed in part A. Running notebook `08A_composing_parallel_sorting_data.ipynb` is necessary to generate the data that we will use in this notebook.\n", "\n", diff --git a/docs/thicket_rajaperf_clustering.ipynb b/docs/thicket_rajaperf_clustering.ipynb index 36ab22cd..0337bb88 100644 --- a/docs/thicket_rajaperf_clustering.ipynb +++ b/docs/thicket_rajaperf_clustering.ipynb @@ -14,7 +14,7 @@ "tags": [] }, "source": [ - "# Clustering RAJA Performance Suite Dataset: Thicket Tutorial\n", + "# HPDC '23: Optimization-Based K-means Clustering on the RAJA Performance Suite: Thicket Tutorial\n", "\n", "Thicket is a python-based toolkit for Exploratory Data Analysis (EDA) of parallel performance data that enables performance optimization and understanding of applications’ performance on supercomputers. It bridges the performance tool gap between being able to consider only a single instance of a simulation run (e.g., single platform, single measurement tool, or single scale) and finding actionable insights in multi-dimensional, multi-scale, multi-architecture, and multi-tool performance datasets.\n", "\n", diff --git a/docs/tma_speedup_clustering.ipynb b/docs/tma_speedup_clustering.ipynb index d40632e8..e87a8e3e 100644 --- a/docs/tma_speedup_clustering.ipynb +++ b/docs/tma_speedup_clustering.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# RAJA Performance Suite Analysis: Thicket Tutorial\n", + "# P3HPC '24: Top Down and Hierarchical Clustering on the RAJA Performance Suite: Thicket Tutorial\n", "\n", "In this notebook, we compose performance data from experiments using the RAJA Performance Suite on various hardware:\n", "\n",