HTTP/2 200 content-type: application/octet-stream x-guploader-uploadid: ABgVH8_fhxmpHhcbPq7JkTOrYZYlS9MPiD1vUCT3eG7WPkk3VohlU97zhSlZ3PLAltcT6S3j expires: Sat, 19 Jul 2025 09:39:48 GMT date: Sat, 19 Jul 2025 08:39:48 GMT cache-control: public, max-age=3600 last-modified: Thu, 15 Aug 2024 03:15:13 GMT etag: "adf0d2c159d3c7c5e6566545ca4e1f10" x-goog-generation: 1723691713385862 x-goog-metageneration: 1 x-goog-stored-content-encoding: identity x-goog-stored-content-length: 1925163 x-goog-hash: crc32c=oXe5cA== x-goog-hash: md5=rfDSwVnTx8XmVmVFyk4fEA== x-goog-storage-class: MULTI_REGIONAL accept-ranges: bytes content-length: 1925163 server: UploadServer alt-svc: h3=":443"; ma=2592000,h3-29=":443"; ma=2592000 { "cells": [ { "cell_type": "markdown", "metadata": { "id": "Jxv6goXm7oGF" }, "source": [ "##### Copyright 2018 The TensorFlow Authors.\n", "\n", "Licensed under the Apache License, Version 2.0 (the \"License\");" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:36.707991Z", "iopub.status.busy": "2024-08-15T01:37:36.707358Z", "iopub.status.idle": "2024-08-15T01:37:36.711109Z", "shell.execute_reply": "2024-08-15T01:37:36.710495Z" }, "id": "llMNufAK7nfK" }, "outputs": [], "source": [ "#@title Licensed under the Apache License, Version 2.0 (the \"License\"); { display-mode: \"form\" }\n", "# you may not use this file except in compliance with the License.\n", "# You may obtain a copy of the License at\n", "#\n", "# https://www.apache.org/licenses/LICENSE-2.0\n", "#\n", "# Unless required by applicable law or agreed to in writing, software\n", "# distributed under the License is distributed on an \"AS IS\" BASIS,\n", "# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n", "# See the License for the specific language governing permissions and\n", "# limitations under the License." ] }, { "cell_type": "markdown", "metadata": { "id": "8Byow2J6LaPl" }, "source": [ "# tf.data: Build TensorFlow input pipelines" ] }, { "cell_type": "markdown", "metadata": { "id": "kGXS3UWBBNoc" }, "source": [ "\n", " \n", " \n", " \n", " \n", "

\n", " View on TensorFlow.org\n", "

\n", " Run in Google Colab\n", "

\n", " View source on GitHub\n", "

\n", " Download notebook\n", "

" ] }, { "cell_type": "markdown", "metadata": { "id": "9Qo3HgDjbDcI" }, "source": [ "The `tf.data` API enables you to build complex input pipelines from simple,\n", "reusable pieces. For example, the pipeline for an image model might aggregate\n", "data from files in a distributed file system, apply random perturbations to each\n", "image, and merge randomly selected images into a batch for training. The\n", "pipeline for a text model might involve extracting symbols from raw text data,\n", "converting them to embedding identifiers with a lookup table, and batching\n", "together sequences of different lengths. The `tf.data` API makes it possible to\n", "handle large amounts of data, read from different data formats, and perform\n", "complex transformations.\n", "\n", "The `tf.data` API introduces a `tf.data.Dataset` abstraction that represents a\n", "sequence of elements, in which each element consists of one or more components.\n", "For example, in an image pipeline, an element might be a single training\n", "example, with a pair of tensor components representing the image and its label.\n", "\n", "There are two distinct ways to create a dataset:\n", "\n", "* A data **source** constructs a `Dataset` from data stored in memory or in\n", " one or more files.\n", "\n", "* A data **transformation** constructs a dataset from one or more\n", " `tf.data.Dataset` objects.\n" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:36.714364Z", "iopub.status.busy": "2024-08-15T01:37:36.714088Z", "iopub.status.idle": "2024-08-15T01:37:39.040571Z", "shell.execute_reply": "2024-08-15T01:37:39.039883Z" }, "id": "UJIEjEIBdf-h" }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2024-08-15 01:37:36.963860: E external/local_xla/xla/stream_executor/cuda/cuda_fft.cc:485] Unable to register cuFFT factory: Attempting to register factory for plugin cuFFT when one has already been registered\n", "2024-08-15 01:37:36.985171: E external/local_xla/xla/stream_executor/cuda/cuda_dnn.cc:8454] Unable to register cuDNN factory: Attempting to register factory for plugin cuDNN when one has already been registered\n", "2024-08-15 01:37:36.991452: E external/local_xla/xla/stream_executor/cuda/cuda_blas.cc:1452] Unable to register cuBLAS factory: Attempting to register factory for plugin cuBLAS when one has already been registered\n" ] } ], "source": [ "import tensorflow as tf" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:39.044533Z", "iopub.status.busy": "2024-08-15T01:37:39.044123Z", "iopub.status.idle": "2024-08-15T01:37:39.318632Z", "shell.execute_reply": "2024-08-15T01:37:39.317989Z" }, "id": "7Y0JtWBNR9E5" }, "outputs": [], "source": [ "import pathlib\n", "import os\n", "import matplotlib.pyplot as plt\n", "import pandas as pd\n", "import numpy as np\n", "\n", "np.set_printoptions(precision=4)" ] }, { "cell_type": "markdown", "metadata": { "id": "0l4a0ALxdaWF" }, "source": [ "## Basic mechanics\n", "\n", "\n", "To create an input pipeline, you must start with a data *source*. For example,\n", "to construct a `Dataset` from data in memory, you can use\n", "`tf.data.Dataset.from_tensors()` or `tf.data.Dataset.from_tensor_slices()`.\n", "Alternatively, if your input data is stored in a file in the recommended\n", "TFRecord format, you can use `tf.data.TFRecordDataset()`.\n", "\n", "Once you have a `Dataset` object, you can *transform* it into a new `Dataset` by\n", "chaining method calls on the `tf.data.Dataset` object. For example, you can\n", "apply per-element transformations such as `Dataset.map`, and multi-element\n", "transformations such as `Dataset.batch`. Refer to the documentation for\n", "`tf.data.Dataset` for a complete list of transformations.\n", "\n", "The `Dataset` object is a Python iterable. This makes it possible to consume its\n", "elements using a for loop:" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:39.322193Z", "iopub.status.busy": "2024-08-15T01:37:39.321939Z", "iopub.status.idle": "2024-08-15T01:37:41.514789Z", "shell.execute_reply": "2024-08-15T01:37:41.514048Z" }, "id": "0F-FDnjB6t6J" }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "WARNING: All log messages before absl::InitializeLog() is called are written to STDERR\n", "I0000 00:00:1723685859.835217 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685859.839003 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685859.842691 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685859.846561 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685859.858030 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685859.861635 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685859.865105 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685859.868512 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685859.871403 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685859.874859 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685859.878307 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685859.881840 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685861.098140 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685861.100277 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685861.102280 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685861.104281 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685861.106309 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685861.108307 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685861.110218 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685861.112117 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685861.114046 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685861.116014 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685861.117904 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685861.119808 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685861.158075 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685861.160123 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685861.162060 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685861.163993 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685861.165963 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685861.167940 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685861.169863 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685861.171778 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685861.173638 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685861.176135 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685861.178420 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n", "I0000 00:00:1723685861.180782 44933 cuda_executor.cc:1015] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero. See more at https://github.com/torvalds/linux/blob/v6.0/Documentation/ABI/testing/sysfs-bus-pci#L344-L355\n" ] }, { "data": { "text/plain": [ "<_TensorSliceDataset element_spec=TensorSpec(shape=(), dtype=tf.int32, name=None)>" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dataset = tf.data.Dataset.from_tensor_slices([8, 3, 0, 8, 2, 1])\n", "dataset" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:41.518576Z", "iopub.status.busy": "2024-08-15T01:37:41.518327Z", "iopub.status.idle": "2024-08-15T01:37:41.531705Z", "shell.execute_reply": "2024-08-15T01:37:41.530986Z" }, "id": "pwJsRJ-FbDcJ" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "8\n", "3\n", "0\n", "8\n", "2\n", "1\n" ] } ], "source": [ "for elem in dataset:\n", " print(elem.numpy())" ] }, { "cell_type": "markdown", "metadata": { "id": "m0yy80MobDcM" }, "source": [ "Or by explicitly creating a Python iterator using `iter` and consuming its\n", "elements using `next`:" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:41.534846Z", "iopub.status.busy": "2024-08-15T01:37:41.534567Z", "iopub.status.idle": "2024-08-15T01:37:41.540015Z", "shell.execute_reply": "2024-08-15T01:37:41.539322Z" }, "id": "03w9oxFfbDcM" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "8\n" ] } ], "source": [ "it = iter(dataset)\n", "\n", "print(next(it).numpy())" ] }, { "cell_type": "markdown", "metadata": { "id": "Q4CgCL8qbDcO" }, "source": [ "Alternatively, dataset elements can be consumed using the `reduce`\n", "transformation, which reduces all elements to produce a single result. The\n", "following example illustrates how to use the `reduce` transformation to compute\n", "the sum of a dataset of integers." ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:41.542931Z", "iopub.status.busy": "2024-08-15T01:37:41.542669Z", "iopub.status.idle": "2024-08-15T01:37:41.586174Z", "shell.execute_reply": "2024-08-15T01:37:41.585522Z" }, "id": "C2bHAeNxbDcO" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "22\n" ] } ], "source": [ "print(dataset.reduce(0, lambda state, value: state + value).numpy())" ] }, { "cell_type": "markdown", "metadata": { "id": "B2Fzwt2nbDcR" }, "source": [ "\n", "\n", "\n", "### Dataset structure\n", "\n", "A dataset produces a sequence of *elements*, where each element is\n", "the same (nested) structure of *components*. Individual components\n", "of the structure can be of any type representable by\n", "`tf.TypeSpec`, including `tf.Tensor`, `tf.sparse.SparseTensor`,\n", "`tf.RaggedTensor`, `tf.TensorArray`, or `tf.data.Dataset`.\n", "\n", "The Python constructs that can be used to express the (nested)\n", "structure of elements include `tuple`, `dict`, `NamedTuple`, and\n", "`OrderedDict`. In particular, `list` is not a valid construct for\n", "expressing the structure of dataset elements. This is because\n", "early `tf.data` users felt strongly about `list` inputs (for example, when passed\n", "to `tf.data.Dataset.from_tensors`) being automatically packed as\n", "tensors and `list` outputs (for example, return values of user-defined\n", "functions) being coerced into a `tuple`. As a consequence, if you\n", "would like a `list` input to be treated as a structure, you need\n", "to convert it into `tuple` and if you would like a `list` output\n", "to be a single component, then you need to explicitly pack it\n", "using `tf.stack`.\n", "\n", "The `Dataset.element_spec` property allows you to inspect the type\n", "of each element component. The property returns a *nested structure*\n", "of `tf.TypeSpec` objects, matching the structure of the element,\n", "which may be a single component, a tuple of components, or a nested\n", "tuple of components. For example:" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:41.589657Z", "iopub.status.busy": "2024-08-15T01:37:41.589048Z", "iopub.status.idle": "2024-08-15T01:37:41.600525Z", "shell.execute_reply": "2024-08-15T01:37:41.599905Z" }, "id": "Mg0m1beIhXGn" }, "outputs": [ { "data": { "text/plain": [ "TensorSpec(shape=(10,), dtype=tf.float32, name=None)" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dataset1 = tf.data.Dataset.from_tensor_slices(tf.random.uniform([4, 10]))\n", "\n", "dataset1.element_spec" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:41.603492Z", "iopub.status.busy": "2024-08-15T01:37:41.603237Z", "iopub.status.idle": "2024-08-15T01:37:41.611887Z", "shell.execute_reply": "2024-08-15T01:37:41.611301Z" }, "id": "cwyemaghhXaG" }, "outputs": [ { "data": { "text/plain": [ "(TensorSpec(shape=(), dtype=tf.float32, name=None),\n", " TensorSpec(shape=(100,), dtype=tf.int32, name=None))" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dataset2 = tf.data.Dataset.from_tensor_slices(\n", " (tf.random.uniform([4]),\n", " tf.random.uniform([4, 100], maxval=100, dtype=tf.int32)))\n", "\n", "dataset2.element_spec" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:41.614776Z", "iopub.status.busy": "2024-08-15T01:37:41.614469Z", "iopub.status.idle": "2024-08-15T01:37:41.620587Z", "shell.execute_reply": "2024-08-15T01:37:41.620026Z" }, "id": "1CL7aB0ahXn_" }, "outputs": [ { "data": { "text/plain": [ "(TensorSpec(shape=(10,), dtype=tf.float32, name=None),\n", " (TensorSpec(shape=(), dtype=tf.float32, name=None),\n", " TensorSpec(shape=(100,), dtype=tf.int32, name=None)))" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dataset3 = tf.data.Dataset.zip((dataset1, dataset2))\n", "\n", "dataset3.element_spec" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:41.623460Z", "iopub.status.busy": "2024-08-15T01:37:41.623240Z", "iopub.status.idle": "2024-08-15T01:37:41.634251Z", "shell.execute_reply": "2024-08-15T01:37:41.633678Z" }, "id": "m5bz7R1xhX1f" }, "outputs": [ { "data": { "text/plain": [ "SparseTensorSpec(TensorShape([3, 4]), tf.int32)" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Dataset containing a sparse tensor.\n", "dataset4 = tf.data.Dataset.from_tensors(tf.SparseTensor(indices=[[0, 0], [1, 2]], values=[1, 2], dense_shape=[3, 4]))\n", "\n", "dataset4.element_spec" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:41.637382Z", "iopub.status.busy": "2024-08-15T01:37:41.637115Z", "iopub.status.idle": "2024-08-15T01:37:41.641013Z", "shell.execute_reply": "2024-08-15T01:37:41.640471Z" }, "id": "lVOPHur_hYQv" }, "outputs": [ { "data": { "text/plain": [ "tensorflow.python.framework.sparse_tensor.SparseTensor" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Use value_type to see the type of value represented by the element spec\n", "dataset4.element_spec.value_type" ] }, { "cell_type": "markdown", "metadata": { "id": "r5xNsFFvhUnr" }, "source": [ "The `Dataset` transformations support datasets of any structure. When using the\n", "`Dataset.map`, and `Dataset.filter` transformations,\n", "which apply a function to each element, the element structure determines the\n", "arguments of the function:" ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:41.644037Z", "iopub.status.busy": "2024-08-15T01:37:41.643632Z", "iopub.status.idle": "2024-08-15T01:37:41.649824Z", "shell.execute_reply": "2024-08-15T01:37:41.649228Z" }, "id": "2myAr3Pxd-zF" }, "outputs": [ { "data": { "text/plain": [ "<_TensorSliceDataset element_spec=TensorSpec(shape=(10,), dtype=tf.int32, name=None)>" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dataset1 = tf.data.Dataset.from_tensor_slices(\n", " tf.random.uniform([4, 10], minval=1, maxval=10, dtype=tf.int32))\n", "\n", "dataset1" ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:41.652837Z", "iopub.status.busy": "2024-08-15T01:37:41.652470Z", "iopub.status.idle": "2024-08-15T01:37:41.664045Z", "shell.execute_reply": "2024-08-15T01:37:41.663389Z" }, "id": "woPXMP14gUTg" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[3 4 1 6 1 8 5 8 9 4]\n", "[2 7 6 9 2 6 6 4 9 7]\n", "[8 7 9 6 3 4 5 8 4 4]\n", "[2 1 1 1 3 9 7 8 6 8]\n" ] } ], "source": [ "for z in dataset1:\n", " print(z.numpy())" ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:41.667239Z", "iopub.status.busy": "2024-08-15T01:37:41.666570Z", "iopub.status.idle": "2024-08-15T01:37:41.673722Z", "shell.execute_reply": "2024-08-15T01:37:41.673128Z" }, "id": "53PA4x6XgLar" }, "outputs": [ { "data": { "text/plain": [ "<_TensorSliceDataset element_spec=(TensorSpec(shape=(), dtype=tf.float32, name=None), TensorSpec(shape=(100,), dtype=tf.int32, name=None))>" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dataset2 = tf.data.Dataset.from_tensor_slices(\n", " (tf.random.uniform([4]),\n", " tf.random.uniform([4, 100], maxval=100, dtype=tf.int32)))\n", "\n", "dataset2" ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:41.676782Z", "iopub.status.busy": "2024-08-15T01:37:41.676411Z", "iopub.status.idle": "2024-08-15T01:37:41.681872Z", "shell.execute_reply": "2024-08-15T01:37:41.681262Z" }, "id": "2ju4sNSebDcR" }, "outputs": [ { "data": { "text/plain": [ "<_ZipDataset element_spec=(TensorSpec(shape=(10,), dtype=tf.int32, name=None), (TensorSpec(shape=(), dtype=tf.float32, name=None), TensorSpec(shape=(100,), dtype=tf.int32, name=None)))>" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dataset3 = tf.data.Dataset.zip((dataset1, dataset2))\n", "\n", "dataset3" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:41.684779Z", "iopub.status.busy": "2024-08-15T01:37:41.684508Z", "iopub.status.idle": "2024-08-15T01:37:41.696986Z", "shell.execute_reply": "2024-08-15T01:37:41.696373Z" }, "id": "BgxsfAS2g6gk" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "shapes: (10,), (), (100,)\n", "shapes: (10,), (), (100,)\n", "shapes: (10,), (), (100,)\n", "shapes: (10,), (), (100,)\n" ] } ], "source": [ "for a, (b,c) in dataset3:\n", " print('shapes: {a.shape}, {b.shape}, {c.shape}'.format(a=a, b=b, c=c))" ] }, { "cell_type": "markdown", "metadata": { "id": "M1s2K0g-bDcT" }, "source": [ "## Reading input data\n" ] }, { "cell_type": "markdown", "metadata": { "id": "F3JG2f0h2683" }, "source": [ "### Consuming NumPy arrays\n", "\n", "Refer to the [Loading NumPy arrays](../tutorials/load_data/numpy.ipynb) tutorial for more examples.\n", "\n", "If all of your input data fits in memory, the simplest way to create a `Dataset`\n", "from them is to convert them to `tf.Tensor` objects and use\n", "`Dataset.from_tensor_slices`." ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:41.700299Z", "iopub.status.busy": "2024-08-15T01:37:41.699769Z", "iopub.status.idle": "2024-08-15T01:37:42.495172Z", "shell.execute_reply": "2024-08-15T01:37:42.494238Z" }, "id": "NmaE6PjjhQ47" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Downloading data from https://storage.googleapis.com/tensorflow/tf-keras-datasets/train-labels-idx1-ubyte.gz\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 0/29515\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m0s\u001b[0m 0s/step" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m29515/29515\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m 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"stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m26421880/26421880\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 0us/step\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Downloading data from https://storage.googleapis.com/tensorflow/tf-keras-datasets/t10k-labels-idx1-ubyte.gz\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 0/5148\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m0s\u001b[0m 0s/step" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m5148/5148\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 0us/step\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Downloading data from https://storage.googleapis.com/tensorflow/tf-keras-datasets/t10k-images-idx3-ubyte.gz\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 0/4422102\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m0s\u001b[0m 0s/step" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m4422102/4422102\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 0us/step\n" ] } ], "source": [ "train, test = tf.keras.datasets.fashion_mnist.load_data()" ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:42.499436Z", "iopub.status.busy": "2024-08-15T01:37:42.498825Z", "iopub.status.idle": "2024-08-15T01:37:43.539463Z", "shell.execute_reply": "2024-08-15T01:37:43.538803Z" }, "id": "J6cNiuDBbDcU" }, "outputs": [ { "data": { "text/plain": [ "<_TensorSliceDataset element_spec=(TensorSpec(shape=(28, 28), dtype=tf.float64, name=None), TensorSpec(shape=(), dtype=tf.uint8, name=None))>" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "images, labels = train\n", "images = images/255\n", "\n", "dataset = tf.data.Dataset.from_tensor_slices((images, labels))\n", "dataset" ] }, { "cell_type": "markdown", "metadata": { "id": "XkwrDHN5bDcW" }, "source": [ "Note: The above code snippet will embed the `features` and `labels` arrays\n", "in your TensorFlow graph as `tf.constant()` operations. This works well for a\n", "small dataset, but wastes memory---because the contents of the array will be\n", "copied multiple times---and can run into the 2GB limit for the `tf.GraphDef`\n", "protocol buffer." ] }, { "cell_type": "markdown", "metadata": { "id": "pO4ua2gEmIhR" }, "source": [ "### Consuming Python generators\n", "\n", "Another common data source that can easily be ingested as a `tf.data.Dataset` is the python generator.\n", "\n", "Caution: While this is a convenient approach it has limited portability and scalability. It must run in the same python process that created the generator, and is still subject to the Python [GIL](https://en.wikipedia.org/wiki/Global_interpreter_lock)." ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:43.543778Z", "iopub.status.busy": "2024-08-15T01:37:43.543141Z", "iopub.status.idle": "2024-08-15T01:37:43.546681Z", "shell.execute_reply": "2024-08-15T01:37:43.546096Z" }, "id": "9njpME-jmDza" }, "outputs": [], "source": [ "def count(stop):\n", " i = 0\n", " while i 5:\n", " break" ] }, { "cell_type": "markdown", "metadata": { "id": "LmkynGilx0qf" }, "source": [ "The first output is an `int32` the second is a `float32`.\n", "\n", "The first item is a scalar, shape `()`, and the second is a vector of unknown length, shape `(None,)`" ] }, { "cell_type": "code", "execution_count": 26, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:43.688177Z", "iopub.status.busy": "2024-08-15T01:37:43.687591Z", "iopub.status.idle": "2024-08-15T01:37:43.715540Z", "shell.execute_reply": "2024-08-15T01:37:43.714885Z" }, "id": "zDTfhEzhsliM" }, "outputs": [ { "data": { "text/plain": [ "<_FlatMapDataset element_spec=(TensorSpec(shape=(), dtype=tf.int32, name=None), TensorSpec(shape=(None,), dtype=tf.float32, name=None))>" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ds_series = tf.data.Dataset.from_generator(\n", " gen_series,\n", " output_types=(tf.int32, tf.float32),\n", " output_shapes=((), (None,)))\n", "\n", "ds_series" ] }, { "cell_type": "markdown", "metadata": { "id": "WWxvSyQiyN0o" }, "source": [ "Now it can be used like a regular `tf.data.Dataset`. Note that when batching a dataset with a variable shape, you need to use `Dataset.padded_batch`." ] }, { "cell_type": "code", "execution_count": 27, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:43.718780Z", "iopub.status.busy": "2024-08-15T01:37:43.718381Z", "iopub.status.idle": "2024-08-15T01:37:43.793176Z", "shell.execute_reply": "2024-08-15T01:37:43.792537Z" }, "id": "A7jEpj3As1lO" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[ 5 19 20 11 4 10 17 8 27 18]\n", "\n", "[[-0.7479 0.867 -0.0558 -1.0825 -0.4113 0.0312 0. ]\n", " [-1.0498 -0.3941 0. 0. 0. 0. 0. ]\n", " [-0.2709 0.0236 0.0746 0.3704 0. 0. 0. ]\n", " [ 1.6525 -0.861 0.5642 0.9961 0.7463 0. 0. ]\n", " [ 0.4122 -0.118 1.5491 1.9578 0. 0. 0. ]\n", " [-1.6237 1.3636 -0.2079 0. 0. 0. 0. ]\n", " [ 0. 0. 0. 0. 0. 0. 0. ]\n", " [ 0. 0. 0. 0. 0. 0. 0. ]\n", " [-1.3268 0.9881 0.531 0. 0. 0. 0. ]\n", " [ 0.0284 -1.4974 -0.545 -1.2795 0.7032 1.4058 0.1412]]\n" ] } ], "source": [ "ds_series_batch = ds_series.shuffle(20).padded_batch(10)\n", "\n", "ids, sequence_batch = next(iter(ds_series_batch))\n", "print(ids.numpy())\n", "print()\n", "print(sequence_batch.numpy())" ] }, { "cell_type": "markdown", "metadata": { "id": "_hcqOccJ1CxG" }, "source": [ "For a more realistic example, try wrapping `preprocessing.image.ImageDataGenerator` as a `tf.data.Dataset`.\n", "\n", "First download the data:" ] }, { "cell_type": "code", "execution_count": 28, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:43.796643Z", "iopub.status.busy": "2024-08-15T01:37:43.796210Z", "iopub.status.idle": "2024-08-15T01:37:47.787189Z", "shell.execute_reply": "2024-08-15T01:37:47.786399Z" }, "id": "g-_JCFRQ1CXM" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Downloading data from https://storage.googleapis.com/download.tensorflow.org/example_images/flower_photos.tgz\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 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"\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m208936960/228813984\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━━\u001b[0m \u001b[1m0s\u001b[0m 0us/step" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m218472448/228813984\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━\u001b[0m \u001b[1m0s\u001b[0m 0us/step" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m223182848/228813984\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━\u001b[0m \u001b[1m0s\u001b[0m 0us/step" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m228813984/228813984\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m2s\u001b[0m 0us/step\n" ] } ], "source": [ "flowers = tf.keras.utils.get_file(\n", " 'flower_photos',\n", " 'https://storage.googleapis.com/download.tensorflow.org/example_images/flower_photos.tgz',\n", " untar=True)" ] }, { "cell_type": "markdown", "metadata": { "id": "UIjPhvQ87jUT" }, "source": [ "Create the `image.ImageDataGenerator`" ] }, { "cell_type": "code", "execution_count": 29, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:47.791087Z", "iopub.status.busy": "2024-08-15T01:37:47.790812Z", "iopub.status.idle": "2024-08-15T01:37:47.794555Z", "shell.execute_reply": "2024-08-15T01:37:47.793941Z" }, "id": "vPCZeBQE5DfH" }, "outputs": [], "source": [ "img_gen = tf.keras.preprocessing.image.ImageDataGenerator(rescale=1./255, rotation_range=20)" ] }, { "cell_type": "code", "execution_count": 30, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:47.798165Z", "iopub.status.busy": "2024-08-15T01:37:47.797526Z", "iopub.status.idle": "2024-08-15T01:37:48.320847Z", "shell.execute_reply": "2024-08-15T01:37:48.320127Z" }, "id": "my4PxqfH26p6" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Found 3670 images belonging to 5 classes.\n" ] } ], "source": [ "images, labels = next(img_gen.flow_from_directory(flowers))" ] }, { "cell_type": "code", "execution_count": 31, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:48.324650Z", "iopub.status.busy": "2024-08-15T01:37:48.324119Z", "iopub.status.idle": "2024-08-15T01:37:48.328429Z", "shell.execute_reply": "2024-08-15T01:37:48.327770Z" }, "id": "Hd96nH1w3eKH" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "float32 (32, 256, 256, 3)\n", "float32 (32, 5)\n" ] } ], "source": [ "print(images.dtype, images.shape)\n", "print(labels.dtype, labels.shape)" ] }, { "cell_type": "code", "execution_count": 32, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:48.331425Z", "iopub.status.busy": "2024-08-15T01:37:48.330925Z", "iopub.status.idle": "2024-08-15T01:37:48.360977Z", "shell.execute_reply": "2024-08-15T01:37:48.360296Z" }, "id": "KvRwvt5E2rTH" }, "outputs": [ { "data": { "text/plain": [ "(TensorSpec(shape=(32, 256, 256, 3), dtype=tf.float32, name=None),\n", " TensorSpec(shape=(32, 5), dtype=tf.float32, name=None))" ] }, "execution_count": 32, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ds = tf.data.Dataset.from_generator(\n", " lambda: img_gen.flow_from_directory(flowers),\n", " output_types=(tf.float32, tf.float32),\n", " output_shapes=([32,256,256,3], [32,5])\n", ")\n", "\n", "ds.element_spec" ] }, { "cell_type": "code", "execution_count": 33, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:48.364001Z", "iopub.status.busy": "2024-08-15T01:37:48.363407Z", "iopub.status.idle": "2024-08-15T01:37:48.954617Z", "shell.execute_reply": "2024-08-15T01:37:48.953837Z" }, "id": "LcaULBCXj_2_" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Found 3670 images belonging to 5 classes.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "images.shape: (32, 256, 256, 3)\n", "labels.shape: (32, 5)\n" ] } ], "source": [ "for images, labels in ds.take(1):\n", " print('images.shape: ', images.shape)\n", " print('labels.shape: ', labels.shape)\n" ] }, { "cell_type": "markdown", "metadata": { "id": "ma4XoYzih2f4" }, "source": [ "### Consuming TFRecord data\n", "\n", "Refer to the [Loading TFRecords](../tutorials/load_data/tfrecord.ipynb) tutorial for an end-to-end example.\n", "\n", "The `tf.data` API supports a variety of file formats so that you can process\n", "large datasets that do not fit in memory. For example, the TFRecord file format\n", "is a simple record-oriented binary format that many TensorFlow applications use\n", "for training data. The `tf.data.TFRecordDataset` class enables you to\n", "stream over the contents of one or more TFRecord files as part of an input\n", "pipeline." ] }, { "cell_type": "markdown", "metadata": { "id": "LiatWUloRJc4" }, "source": [ "Here is an example using the test file from the French Street Name Signs (FSNS)." ] }, { "cell_type": "code", "execution_count": 34, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:48.958611Z", "iopub.status.busy": "2024-08-15T01:37:48.958019Z", "iopub.status.idle": "2024-08-15T01:37:49.188004Z", "shell.execute_reply": "2024-08-15T01:37:49.187307Z" }, "id": "jZo_4fzdbDcW" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Downloading data from https://storage.googleapis.com/download.tensorflow.org/data/fsns-20160927/testdata/fsns-00000-of-00001\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 0/7904079\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m0s\u001b[0m 0s/step" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m4202496/7904079\u001b[0m \u001b[32m━━━━━━━━━━\u001b[0m\u001b[37m━━━━━━━━━━\u001b[0m \u001b[1m0s\u001b[0m 0us/step" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m7904079/7904079\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 0us/step\n" ] } ], "source": [ "# Creates a dataset that reads all of the examples from two files.\n", "fsns_test_file = tf.keras.utils.get_file(\"fsns.tfrec\", \"https://storage.googleapis.com/download.tensorflow.org/data/fsns-20160927/testdata/fsns-00000-of-00001\")" ] }, { "cell_type": "markdown", "metadata": { "id": "seD5bOH3RhBP" }, "source": [ "The `filenames` argument to the `TFRecordDataset` initializer can either be a\n", "string, a list of strings, or a `tf.Tensor` of strings. Therefore if you have\n", "two sets of files for training and validation purposes, you can create a factory\n", "method that produces the dataset, taking filenames as an input argument:\n" ] }, { "cell_type": "code", "execution_count": 35, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:49.191050Z", "iopub.status.busy": "2024-08-15T01:37:49.190795Z", "iopub.status.idle": "2024-08-15T01:37:49.206678Z", "shell.execute_reply": "2024-08-15T01:37:49.206027Z" }, "id": "e2WV5d7DRUA-" }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 35, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dataset = tf.data.TFRecordDataset(filenames = [fsns_test_file])\n", "dataset" ] }, { "cell_type": "markdown", "metadata": { "id": "62NC3vz9U8ww" }, "source": [ "Many TensorFlow projects use serialized `tf.train.Example` records in their TFRecord files. These need to be decoded before they can be inspected:" ] }, { "cell_type": "code", "execution_count": 36, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:49.209402Z", "iopub.status.busy": "2024-08-15T01:37:49.209164Z", "iopub.status.idle": "2024-08-15T01:37:49.235862Z", "shell.execute_reply": "2024-08-15T01:37:49.235208Z" }, "id": "3tk29nlMl5P3" }, "outputs": [ { "data": { "text/plain": [ "bytes_list {\n", " value: \"Rue Perreyon\"\n", "}" ] }, "execution_count": 36, "metadata": {}, "output_type": "execute_result" } ], "source": [ "raw_example = next(iter(dataset))\n", "parsed = tf.train.Example.FromString(raw_example.numpy())\n", "\n", "parsed.features.feature['image/text']" ] }, { "cell_type": "markdown", "metadata": { "id": "qJAUib10bDcb" }, "source": [ "### Consuming text data\n", "\n", "Refer to the [Load text](../tutorials/load_data/text.ipynb) tutorial for an end-to-end example.\n", "\n", "Many datasets are distributed as one or more text files. The\n", "`tf.data.TextLineDataset` provides an easy way to extract lines from one or more\n", "text files. Given one or more filenames, a `TextLineDataset` will produce one\n", "string-valued element per line of those files." ] }, { "cell_type": "code", "execution_count": 37, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:49.238604Z", "iopub.status.busy": "2024-08-15T01:37:49.238353Z", "iopub.status.idle": "2024-08-15T01:37:49.591365Z", "shell.execute_reply": "2024-08-15T01:37:49.590702Z" }, "id": "hQMoFu2TbDcc" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Downloading data from https://storage.googleapis.com/download.tensorflow.org/data/illiad/cowper.txt\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 0/815980\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m0s\u001b[0m 0s/step" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m815980/815980\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 0us/step\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Downloading data from https://storage.googleapis.com/download.tensorflow.org/data/illiad/derby.txt\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 0/809730\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m0s\u001b[0m 0s/step" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m809730/809730\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 0us/step\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Downloading data from https://storage.googleapis.com/download.tensorflow.org/data/illiad/butler.txt\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 0/807992\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m0s\u001b[0m 0s/step" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m807992/807992\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 0us/step\n" ] } ], "source": [ "directory_url = 'https://storage.googleapis.com/download.tensorflow.org/data/illiad/'\n", "file_names = ['cowper.txt', 'derby.txt', 'butler.txt']\n", "\n", "file_paths = [\n", " tf.keras.utils.get_file(file_name, directory_url + file_name)\n", " for file_name in file_names\n", "]" ] }, { "cell_type": "code", "execution_count": 38, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:49.594438Z", "iopub.status.busy": "2024-08-15T01:37:49.594185Z", "iopub.status.idle": "2024-08-15T01:37:49.608120Z", "shell.execute_reply": "2024-08-15T01:37:49.607530Z" }, "id": "il4cOjiVwj95" }, "outputs": [], "source": [ "dataset = tf.data.TextLineDataset(file_paths)" ] }, { "cell_type": "markdown", "metadata": { "id": "MevIbDiwy4MC" }, "source": [ "Here are the first few lines of the first file:" ] }, { "cell_type": "code", "execution_count": 39, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:49.611295Z", "iopub.status.busy": "2024-08-15T01:37:49.610848Z", "iopub.status.idle": "2024-08-15T01:37:49.637841Z", "shell.execute_reply": "2024-08-15T01:37:49.637233Z" }, "id": "vpEHKyvHxu8A" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "b\"\\xef\\xbb\\xbfAchilles sing, O Goddess! Peleus' son;\"\n", "b'His wrath pernicious, who ten thousand woes'\n", "b\"Caused to Achaia's host, sent many a soul\"\n", "b'Illustrious into Ades premature,'\n", "b'And Heroes gave (so stood the will of Jove)'\n" ] } ], "source": [ "for line in dataset.take(5):\n", " print(line.numpy())" ] }, { "cell_type": "markdown", "metadata": { "id": "lJyVw8ro7fey" }, "source": [ "To alternate lines between files use `Dataset.interleave`. This makes it easier to shuffle files together. Here are the first, second and third lines from each translation:" ] }, { "cell_type": "code", "execution_count": 40, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:49.640991Z", "iopub.status.busy": "2024-08-15T01:37:49.640769Z", "iopub.status.idle": "2024-08-15T01:37:49.699378Z", "shell.execute_reply": "2024-08-15T01:37:49.698700Z" }, "id": "1UCveWOt7fDE" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "b\"\\xef\\xbb\\xbfAchilles sing, O Goddess! Peleus' son;\"\n", "b\"\\xef\\xbb\\xbfOf Peleus' son, Achilles, sing, O Muse,\"\n", "b'\\xef\\xbb\\xbfSing, O goddess, the anger of Achilles son of Peleus, that brought'\n", "\n", "b'His wrath pernicious, who ten thousand woes'\n", "b'The vengeance, deep and deadly; whence to Greece'\n", "b'countless ills upon the Achaeans. Many a brave soul did it send'\n", "\n", "b\"Caused to Achaia's host, sent many a soul\"\n", "b'Unnumbered ills arose; which many a soul'\n", "b'hurrying down to Hades, and many a hero did it yield a prey to dogs and'\n" ] } ], "source": [ "files_ds = tf.data.Dataset.from_tensor_slices(file_paths)\n", "lines_ds = files_ds.interleave(tf.data.TextLineDataset, cycle_length=3)\n", "\n", "for i, line in enumerate(lines_ds.take(9)):\n", " if i % 3 == 0:\n", " print()\n", " print(line.numpy())" ] }, { "cell_type": "markdown", "metadata": { "id": "2F_pOIDubDce" }, "source": [ "By default, a `TextLineDataset` yields *every* line of each file, which may\n", "not be desirable, for example, if the file starts with a header line, or contains comments. These lines can be removed using the `Dataset.skip()` or\n", "`Dataset.filter` transformations. Here, you skip the first line, then filter to\n", "find only survivors." ] }, { "cell_type": "code", "execution_count": 41, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:49.702747Z", "iopub.status.busy": "2024-08-15T01:37:49.702159Z", "iopub.status.idle": "2024-08-15T01:37:49.766798Z", "shell.execute_reply": "2024-08-15T01:37:49.766099Z" }, "id": "X6b20Gua2jPO" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Downloading data from https://storage.googleapis.com/tf-datasets/titanic/train.csv\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 0/30874\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m0s\u001b[0m 0s/step" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m30874/30874\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 0us/step\n" ] } ], "source": [ "titanic_file = tf.keras.utils.get_file(\"train.csv\", \"https://storage.googleapis.com/tf-datasets/titanic/train.csv\")\n", "titanic_lines = tf.data.TextLineDataset(titanic_file)" ] }, { "cell_type": "code", "execution_count": 42, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:49.769705Z", "iopub.status.busy": "2024-08-15T01:37:49.769466Z", "iopub.status.idle": "2024-08-15T01:37:49.795352Z", "shell.execute_reply": "2024-08-15T01:37:49.794611Z" }, "id": "5M1pauNT68B2" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "b'survived,sex,age,n_siblings_spouses,parch,fare,class,deck,embark_town,alone'\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "b'0,male,22.0,1,0,7.25,Third,unknown,Southampton,n'\n", "b'1,female,38.0,1,0,71.2833,First,C,Cherbourg,n'\n", "b'1,female,26.0,0,0,7.925,Third,unknown,Southampton,y'\n", "b'1,female,35.0,1,0,53.1,First,C,Southampton,n'\n", "b'0,male,28.0,0,0,8.4583,Third,unknown,Queenstown,y'\n", "b'0,male,2.0,3,1,21.075,Third,unknown,Southampton,n'\n", "b'1,female,27.0,0,2,11.1333,Third,unknown,Southampton,n'\n", "b'1,female,14.0,1,0,30.0708,Second,unknown,Cherbourg,n'\n", "b'1,female,4.0,1,1,16.7,Third,G,Southampton,n'\n" ] } ], "source": [ "for line in titanic_lines.take(10):\n", " print(line.numpy())" ] }, { "cell_type": "code", "execution_count": 43, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:49.798508Z", "iopub.status.busy": "2024-08-15T01:37:49.797951Z", "iopub.status.idle": "2024-08-15T01:37:49.833168Z", "shell.execute_reply": "2024-08-15T01:37:49.832581Z" }, "id": "dEIP95cibDcf" }, "outputs": [], "source": [ "def survived(line):\n", " return tf.not_equal(tf.strings.substr(line, 0, 1), \"0\")\n", "\n", "survivors = titanic_lines.skip(1).filter(survived)" ] }, { "cell_type": "code", "execution_count": 44, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:49.836249Z", "iopub.status.busy": "2024-08-15T01:37:49.835985Z", "iopub.status.idle": "2024-08-15T01:37:49.872404Z", "shell.execute_reply": "2024-08-15T01:37:49.871809Z" }, "id": "odQ4618h1XqD" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "b'1,female,38.0,1,0,71.2833,First,C,Cherbourg,n'\n", "b'1,female,26.0,0,0,7.925,Third,unknown,Southampton,y'\n", "b'1,female,35.0,1,0,53.1,First,C,Southampton,n'\n", "b'1,female,27.0,0,2,11.1333,Third,unknown,Southampton,n'\n", "b'1,female,14.0,1,0,30.0708,Second,unknown,Cherbourg,n'\n", "b'1,female,4.0,1,1,16.7,Third,G,Southampton,n'\n", "b'1,male,28.0,0,0,13.0,Second,unknown,Southampton,y'\n", "b'1,female,28.0,0,0,7.225,Third,unknown,Cherbourg,y'\n", "b'1,male,28.0,0,0,35.5,First,A,Southampton,y'\n", "b'1,female,38.0,1,5,31.3875,Third,unknown,Southampton,n'\n" ] } ], "source": [ "for line in survivors.take(10):\n", " print(line.numpy())" ] }, { "cell_type": "markdown", "metadata": { "id": "x5z5B11UjDTd" }, "source": [ "### Consuming CSV data" ] }, { "cell_type": "markdown", "metadata": { "id": "ChDHNi3qbDch" }, "source": [ "Refer to the [Loading CSV Files](../tutorials/load_data/csv.ipynb) and [Loading Pandas DataFrames](../tutorials/load_data/pandas_dataframe.ipynb) tutorials for more examples.\n", "\n", "The CSV file format is a popular format for storing tabular data in plain text.\n", "\n", "For example:" ] }, { "cell_type": "code", "execution_count": 45, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:49.875449Z", "iopub.status.busy": "2024-08-15T01:37:49.875165Z", "iopub.status.idle": "2024-08-15T01:37:49.878443Z", "shell.execute_reply": "2024-08-15T01:37:49.877887Z" }, "id": "kj28j5u49Bjm" }, "outputs": [], "source": [ "titanic_file = tf.keras.utils.get_file(\"train.csv\", \"https://storage.googleapis.com/tf-datasets/titanic/train.csv\")" ] }, { "cell_type": "code", "execution_count": 46, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:49.881291Z", "iopub.status.busy": "2024-08-15T01:37:49.881065Z", "iopub.status.idle": "2024-08-15T01:37:49.895369Z", "shell.execute_reply": "2024-08-15T01:37:49.894686Z" }, "id": "ghvtmW40LM0B" }, "outputs": [ { "data": { "text/html": [ "

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	survived	sex	age	n_siblings_spouses	parch	fare	class	deck	embark_town	alone
0	0	male	22.0	1	0	7.2500	Third	unknown	Southampton	n
1	1	female	38.0	1	0	71.2833	First	C	Cherbourg	n
2	1	female	26.0	0	0	7.9250	Third	unknown	Southampton	y
3	1	female	35.0	1	0	53.1000	First	C	Southampton	n
4	0	male	28.0	0	0	8.4583	Third	unknown	Queenstown	y

\n", "

" ], "text/plain": [ " survived sex age n_siblings_spouses parch fare class deck \\\n", "0 0 male 22.0 1 0 7.2500 Third unknown \n", "1 1 female 38.0 1 0 71.2833 First C \n", "2 1 female 26.0 0 0 7.9250 Third unknown \n", "3 1 female 35.0 1 0 53.1000 First C \n", "4 0 male 28.0 0 0 8.4583 Third unknown \n", "\n", " embark_town alone \n", "0 Southampton n \n", "1 Cherbourg n \n", "2 Southampton y \n", "3 Southampton n \n", "4 Queenstown y " ] }, "execution_count": 46, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df = pd.read_csv(titanic_file)\n", "df.head()" ] }, { "cell_type": "markdown", "metadata": { "id": "J9uBqt5oGsR-" }, "source": [ "If your data fits in memory the same `Dataset.from_tensor_slices` method works on dictionaries, allowing this data to be easily imported:" ] }, { "cell_type": "code", "execution_count": 47, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:49.898550Z", "iopub.status.busy": "2024-08-15T01:37:49.897977Z", "iopub.status.idle": "2024-08-15T01:37:49.923168Z", "shell.execute_reply": "2024-08-15T01:37:49.922474Z" }, "id": "JmAMCiPJA0qO" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " 'survived' : 0\n", " 'sex' : b'male'\n", " 'age' : 22.0\n", " 'n_siblings_spouses': 1\n", " 'parch' : 0\n", " 'fare' : 7.25\n", " 'class' : b'Third'\n", " 'deck' : b'unknown'\n", " 'embark_town' : b'Southampton'\n", " 'alone' : b'n'\n" ] } ], "source": [ "titanic_slices = tf.data.Dataset.from_tensor_slices(dict(df))\n", "\n", "for feature_batch in titanic_slices.take(1):\n", " for key, value in feature_batch.items():\n", " print(\" {!r:20s}: {}\".format(key, value))" ] }, { "cell_type": "markdown", "metadata": { "id": "47yippqaHFk6" }, "source": [ "A more scalable approach is to load from disk as necessary.\n", "\n", "The `tf.data` module provides methods to extract records from one or more CSV files that comply with [RFC 4180](https://tools.ietf.org/html/rfc4180).\n", "\n", "The `tf.data.experimental.make_csv_dataset` function is the high-level interface for reading sets of CSV files. It supports column type inference and many other features, like batching and shuffling, to make usage simple." ] }, { "cell_type": "code", "execution_count": 48, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:49.926079Z", "iopub.status.busy": "2024-08-15T01:37:49.925830Z", "iopub.status.idle": "2024-08-15T01:37:49.979099Z", "shell.execute_reply": "2024-08-15T01:37:49.978488Z" }, "id": "zHUDrM_s_brq" }, "outputs": [], "source": [ "titanic_batches = tf.data.experimental.make_csv_dataset(\n", " titanic_file, batch_size=4,\n", " label_name=\"survived\")" ] }, { "cell_type": "code", "execution_count": 49, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:49.981973Z", "iopub.status.busy": "2024-08-15T01:37:49.981752Z", "iopub.status.idle": "2024-08-15T01:37:50.051343Z", "shell.execute_reply": "2024-08-15T01:37:50.050637Z" }, "id": "TsZfhz79_Wlg" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "'survived': [0 0 0 0]\n", "features:\n", " 'sex' : [b'male' b'male' b'male' b'male']\n", " 'age' : [28. 46. 28. 26.]\n", " 'n_siblings_spouses': [0 1 0 0]\n", " 'parch' : [1 0 0 0]\n", " 'fare' : [33. 61.175 8.05 7.8875]\n", " 'class' : [b'Second' b'First' b'Third' b'Third']\n", " 'deck' : [b'unknown' b'E' b'unknown' b'unknown']\n", " 'embark_town' : [b'Southampton' b'Southampton' b'Southampton' b'Southampton']\n", " 'alone' : [b'n' b'n' b'y' b'y']\n" ] } ], "source": [ "for feature_batch, label_batch in titanic_batches.take(1):\n", " print(\"'survived': {}\".format(label_batch))\n", " print(\"features:\")\n", " for key, value in feature_batch.items():\n", " print(\" {!r:20s}: {}\".format(key, value))" ] }, { "cell_type": "markdown", "metadata": { "id": "k_5N7CdNGYAa" }, "source": [ "You can use the `select_columns` argument if you only need a subset of columns." ] }, { "cell_type": "code", "execution_count": 50, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:50.054548Z", "iopub.status.busy": "2024-08-15T01:37:50.053975Z", "iopub.status.idle": "2024-08-15T01:37:50.086408Z", "shell.execute_reply": "2024-08-15T01:37:50.085747Z" }, "id": "H9KNHyDwF2Sc" }, "outputs": [], "source": [ "titanic_batches = tf.data.experimental.make_csv_dataset(\n", " titanic_file, batch_size=4,\n", " label_name=\"survived\", select_columns=['class', 'fare', 'survived'])" ] }, { "cell_type": "code", "execution_count": 51, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:50.089365Z", "iopub.status.busy": "2024-08-15T01:37:50.089121Z", "iopub.status.idle": "2024-08-15T01:37:50.145490Z", "shell.execute_reply": "2024-08-15T01:37:50.144833Z" }, "id": "7C2uosFnGIT8" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "'survived': [1 1 0 0]\n", " 'fare' : [10.5 35.5 12.875 29.125]\n", " 'class' : [b'Second' b'First' b'Second' b'Third']\n" ] } ], "source": [ "for feature_batch, label_batch in titanic_batches.take(1):\n", " print(\"'survived': {}\".format(label_batch))\n", " for key, value in feature_batch.items():\n", " print(\" {!r:20s}: {}\".format(key, value))" ] }, { "cell_type": "markdown", "metadata": { "id": "TSVgJJ1HJD6M" }, "source": [ "There is also a lower-level `experimental.CsvDataset` class which provides finer grained control. It does not support column type inference. Instead you must specify the type of each column." ] }, { "cell_type": "code", "execution_count": 52, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:50.149111Z", "iopub.status.busy": "2024-08-15T01:37:50.148498Z", "iopub.status.idle": "2024-08-15T01:37:50.169384Z", "shell.execute_reply": "2024-08-15T01:37:50.168758Z" }, "id": "wP1Y_NXA8bYl" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[0, b'male', 22.0, 1, 0, 7.25, b'Third', b'unknown', b'Southampton', b'n']\n", "[1, b'female', 38.0, 1, 0, 71.2833, b'First', b'C', b'Cherbourg', b'n']\n", "[1, b'female', 26.0, 0, 0, 7.925, b'Third', b'unknown', b'Southampton', b'y']\n", "[1, b'female', 35.0, 1, 0, 53.1, b'First', b'C', b'Southampton', b'n']\n", "[0, b'male', 28.0, 0, 0, 8.4583, b'Third', b'unknown', b'Queenstown', b'y']\n", "[0, b'male', 2.0, 3, 1, 21.075, b'Third', b'unknown', b'Southampton', b'n']\n", "[1, b'female', 27.0, 0, 2, 11.1333, b'Third', b'unknown', b'Southampton', b'n']\n", "[1, b'female', 14.0, 1, 0, 30.0708, b'Second', b'unknown', b'Cherbourg', b'n']\n", "[1, b'female', 4.0, 1, 1, 16.7, b'Third', b'G', b'Southampton', b'n']\n", "[0, b'male', 20.0, 0, 0, 8.05, b'Third', b'unknown', b'Southampton', b'y']\n" ] } ], "source": [ "titanic_types = [tf.int32, tf.string, tf.float32, tf.int32, tf.int32, tf.float32, tf.string, tf.string, tf.string, tf.string]\n", "dataset = tf.data.experimental.CsvDataset(titanic_file, titanic_types , header=True)\n", "\n", "for line in dataset.take(10):\n", " print([item.numpy() for item in line])" ] }, { "cell_type": "markdown", "metadata": { "id": "oZSuLVsTbDcj" }, "source": [ "If some columns are empty, this low-level interface allows you to provide default values instead of column types." ] }, { "cell_type": "code", "execution_count": 53, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:50.172481Z", "iopub.status.busy": "2024-08-15T01:37:50.172260Z", "iopub.status.idle": "2024-08-15T01:37:50.176625Z", "shell.execute_reply": "2024-08-15T01:37:50.175999Z" }, "id": "Qry-g90FMo2I" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Writing missing.csv\n" ] } ], "source": [ "%%writefile missing.csv\n", "1,2,3,4\n", ",2,3,4\n", "1,,3,4\n", "1,2,,4\n", "1,2,3,\n", ",,," ] }, { "cell_type": "code", "execution_count": 54, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:50.179410Z", "iopub.status.busy": "2024-08-15T01:37:50.179166Z", "iopub.status.idle": "2024-08-15T01:37:50.202485Z", "shell.execute_reply": "2024-08-15T01:37:50.201926Z" }, "id": "d5_hbiE9bDck" }, "outputs": [ { "data": { "text/plain": [ "<_MapDataset element_spec=TensorSpec(shape=(4,), dtype=tf.int32, name=None)>" ] }, "execution_count": 54, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Creates a dataset that reads all of the records from two CSV files, each with\n", "# four float columns which may have missing values.\n", "\n", "record_defaults = [999,999,999,999]\n", "dataset = tf.data.experimental.CsvDataset(\"missing.csv\", record_defaults)\n", "dataset = dataset.map(lambda *items: tf.stack(items))\n", "dataset" ] }, { "cell_type": "code", "execution_count": 55, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:50.205474Z", "iopub.status.busy": "2024-08-15T01:37:50.205202Z", "iopub.status.idle": "2024-08-15T01:37:50.229697Z", "shell.execute_reply": "2024-08-15T01:37:50.229037Z" }, "id": "__jc7iD9M9FC" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[1 2 3 4]\n", "[999 2 3 4]\n", "[ 1 999 3 4]\n", "[ 1 2 999 4]\n", "[ 1 2 3 999]\n", "[999 999 999 999]\n" ] } ], "source": [ "for line in dataset:\n", " print(line.numpy())" ] }, { "cell_type": "markdown", "metadata": { "id": "z_4g0cIvbDcl" }, "source": [ "By default, a `CsvDataset` yields *every* column of *every* line of the file,\n", "which may not be desirable, for example if the file starts with a header line\n", "that should be ignored, or if some columns are not required in the input.\n", "These lines and fields can be removed with the `header` and `select_cols`\n", "arguments respectively." ] }, { "cell_type": "code", "execution_count": 56, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:50.232680Z", "iopub.status.busy": "2024-08-15T01:37:50.232463Z", "iopub.status.idle": "2024-08-15T01:37:50.253841Z", "shell.execute_reply": "2024-08-15T01:37:50.253279Z" }, "id": "p2IF_K0obDcm" }, "outputs": [ { "data": { "text/plain": [ "<_MapDataset element_spec=TensorSpec(shape=(2,), dtype=tf.int32, name=None)>" ] }, "execution_count": 56, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Creates a dataset that reads all of the records from two CSV files with\n", "# headers, extracting float data from columns 2 and 4.\n", "record_defaults = [999, 999] # Only provide defaults for the selected columns\n", "dataset = tf.data.experimental.CsvDataset(\"missing.csv\", record_defaults, select_cols=[1, 3])\n", "dataset = dataset.map(lambda *items: tf.stack(items))\n", "dataset" ] }, { "cell_type": "code", "execution_count": 57, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:50.256839Z", "iopub.status.busy": "2024-08-15T01:37:50.256621Z", "iopub.status.idle": "2024-08-15T01:37:50.280026Z", "shell.execute_reply": "2024-08-15T01:37:50.279367Z" }, "id": "-5aLprDeRNb0" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[2 4]\n", "[2 4]\n", "[999 4]\n", "[2 4]\n", "[ 2 999]\n", "[999 999]\n" ] } ], "source": [ "for line in dataset:\n", " print(line.numpy())" ] }, { "cell_type": "markdown", "metadata": { "id": "-CJfhb03koVN" }, "source": [ "### Consuming sets of files" ] }, { "cell_type": "markdown", "metadata": { "id": "yAO7SZDSk57_" }, "source": [ "There are many datasets distributed as a set of files, where each file is an example." ] }, { "cell_type": "code", "execution_count": 58, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:50.283140Z", "iopub.status.busy": "2024-08-15T01:37:50.282890Z", "iopub.status.idle": "2024-08-15T01:37:50.286537Z", "shell.execute_reply": "2024-08-15T01:37:50.285861Z" }, "id": "1dZwN3CS-jV2" }, "outputs": [], "source": [ "flowers_root = tf.keras.utils.get_file(\n", " 'flower_photos',\n", " 'https://storage.googleapis.com/download.tensorflow.org/example_images/flower_photos.tgz',\n", " untar=True)\n", "flowers_root = pathlib.Path(flowers_root)\n" ] }, { "cell_type": "markdown", "metadata": { "id": "4099UU8n-jHP" }, "source": [ "Note: these images are licensed CC-BY, see LICENSE.txt for details." ] }, { "cell_type": "markdown", "metadata": { "id": "FCyTYpmDs_jE" }, "source": [ "The root directory contains a directory for each class:" ] }, { "cell_type": "code", "execution_count": 59, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:50.290016Z", "iopub.status.busy": "2024-08-15T01:37:50.289440Z", "iopub.status.idle": "2024-08-15T01:37:50.293501Z", "shell.execute_reply": "2024-08-15T01:37:50.292888Z" }, "id": "_2iCXsHu6jJH" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "daisy\n", "tulips\n", "sunflowers\n", "LICENSE.txt\n", "dandelion\n", "roses\n" ] } ], "source": [ "for item in flowers_root.glob(\"*\"):\n", " print(item.name)" ] }, { "cell_type": "markdown", "metadata": { "id": "Ylj9fgkamgWZ" }, "source": [ "The files in each class directory are examples:" ] }, { "cell_type": "code", "execution_count": 60, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:50.296528Z", "iopub.status.busy": "2024-08-15T01:37:50.296269Z", "iopub.status.idle": "2024-08-15T01:37:50.681875Z", "shell.execute_reply": "2024-08-15T01:37:50.681190Z" }, "id": "lAkQp5uxoINu" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "b'/home/kbuilder/.keras/datasets/flower_photos/tulips/4955884820_7e4ce4d7e5_m.jpg'\n", "b'/home/kbuilder/.keras/datasets/flower_photos/dandelion/6250363717_17732e992e_n.jpg'\n", "b'/home/kbuilder/.keras/datasets/flower_photos/tulips/14278331403_4c475f9a9b.jpg'\n", "b'/home/kbuilder/.keras/datasets/flower_photos/dandelion/480621885_4c8b50fa11_m.jpg'\n", "b'/home/kbuilder/.keras/datasets/flower_photos/tulips/5716293002_a8be6a6dd3_n.jpg'\n" ] } ], "source": [ "list_ds = tf.data.Dataset.list_files(str(flowers_root/'*/*'))\n", "\n", "for f in list_ds.take(5):\n", " print(f.numpy())" ] }, { "cell_type": "markdown", "metadata": { "id": "91CPfUUJ_8SZ" }, "source": [ "Read the data using the `tf.io.read_file` function and extract the label from the path, returning `(image, label)` pairs:" ] }, { "cell_type": "code", "execution_count": 61, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:50.686011Z", "iopub.status.busy": "2024-08-15T01:37:50.685316Z", "iopub.status.idle": "2024-08-15T01:37:50.755206Z", "shell.execute_reply": "2024-08-15T01:37:50.754594Z" }, "id": "-xhBRgvNqRRe" }, "outputs": [], "source": [ "def process_path(file_path):\n", " label = tf.strings.split(file_path, os.sep)[-2]\n", " return tf.io.read_file(file_path), label\n", "\n", "labeled_ds = list_ds.map(process_path)" ] }, { "cell_type": "code", "execution_count": 62, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:50.758737Z", "iopub.status.busy": "2024-08-15T01:37:50.758154Z", "iopub.status.idle": "2024-08-15T01:37:50.806949Z", "shell.execute_reply": "2024-08-15T01:37:50.806230Z" }, "id": "kxrl0lGdnpRz" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "b'\\xff\\xd8\\xff\\xe0\\x00\\x10JFIF\\x00\\x01\\x01\\x00\\x00\\x01\\x00\\x01\\x00\\x00\\xff\\xdb\\x00C\\x00\\x03\\x02\\x02\\x03\\x02\\x02\\x03\\x03\\x03\\x03\\x04\\x03\\x03\\x04\\x05\\x08\\x05\\x05\\x04\\x04\\x05\\n\\x07\\x07\\x06\\x08\\x0c\\n\\x0c\\x0c\\x0b\\n\\x0b\\x0b\\r\\x0e\\x12\\x10\\r\\x0e\\x11\\x0e\\x0b\\x0b\\x10\\x16\\x10\\x11\\x13\\x14\\x15\\x15\\x15\\x0c\\x0f\\x17\\x18\\x16\\x14\\x18\\x12\\x14\\x15\\x14\\xff\\xdb\\x00C\\x01\\x03\\x04\\x04\\x05\\x04\\x05'\n", "\n", "b'dandelion'\n" ] } ], "source": [ "for image_raw, label_text in labeled_ds.take(1):\n", " print(repr(image_raw.numpy()[:100]))\n", " print()\n", " print(label_text.numpy())" ] }, { "cell_type": "markdown", "metadata": { "id": "yEh46Ee0oSH5" }, "source": [ "\n", "\n", "## Batching dataset elements\n" ] }, { "cell_type": "markdown", "metadata": { "id": "gR-2xY-8oSH4" }, "source": [ "### Simple batching\n", "\n", "The simplest form of batching stacks `n` consecutive elements of a dataset into\n", "a single element. The `Dataset.batch()` transformation does exactly this, with\n", "the same constraints as the `tf.stack()` operator, applied to each component\n", "of the elements: i.e., for each component *i*, all elements must have a tensor\n", "of the exact same shape." ] }, { "cell_type": "code", "execution_count": 63, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:50.810432Z", "iopub.status.busy": "2024-08-15T01:37:50.809847Z", "iopub.status.idle": "2024-08-15T01:37:50.830692Z", "shell.execute_reply": "2024-08-15T01:37:50.830034Z" }, "id": "xB7KeceLoSH0" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[array([0, 1, 2, 3]), array([ 0, -1, -2, -3])]\n", "[array([4, 5, 6, 7]), array([-4, -5, -6, -7])]\n", "[array([ 8, 9, 10, 11]), array([ -8, -9, -10, -11])]\n", "[array([12, 13, 14, 15]), array([-12, -13, -14, -15])]\n" ] } ], "source": [ "inc_dataset = tf.data.Dataset.range(100)\n", "dec_dataset = tf.data.Dataset.range(0, -100, -1)\n", "dataset = tf.data.Dataset.zip((inc_dataset, dec_dataset))\n", "batched_dataset = dataset.batch(4)\n", "\n", "for batch in batched_dataset.take(4):\n", " print([arr.numpy() for arr in batch])" ] }, { "cell_type": "markdown", "metadata": { "id": "LlV1tpFdoSH0" }, "source": [ "While `tf.data` tries to propagate shape information, the default settings of `Dataset.batch` result in an unknown batch size because the last batch may not be full. Note the `None`s in the shape:" ] }, { "cell_type": "code", "execution_count": 64, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:50.833946Z", "iopub.status.busy": "2024-08-15T01:37:50.833528Z", "iopub.status.idle": "2024-08-15T01:37:50.837922Z", "shell.execute_reply": "2024-08-15T01:37:50.837380Z" }, "id": "yN7hn7OBoSHx" }, "outputs": [ { "data": { "text/plain": [ "<_BatchDataset element_spec=(TensorSpec(shape=(None,), dtype=tf.int64, name=None), TensorSpec(shape=(None,), dtype=tf.int64, name=None))>" ] }, "execution_count": 64, "metadata": {}, "output_type": "execute_result" } ], "source": [ "batched_dataset" ] }, { "cell_type": "markdown", "metadata": { "id": "It1fPA3NoSHw" }, "source": [ "Use the `drop_remainder` argument to ignore that last batch, and get full shape propagation:" ] }, { "cell_type": "code", "execution_count": 65, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:50.841192Z", "iopub.status.busy": "2024-08-15T01:37:50.840815Z", "iopub.status.idle": "2024-08-15T01:37:50.846767Z", "shell.execute_reply": "2024-08-15T01:37:50.846093Z" }, "id": "BycWC7WCoSHt" }, "outputs": [ { "data": { "text/plain": [ "<_BatchDataset element_spec=(TensorSpec(shape=(7,), dtype=tf.int64, name=None), TensorSpec(shape=(7,), dtype=tf.int64, name=None))>" ] }, "execution_count": 65, "metadata": {}, "output_type": "execute_result" } ], "source": [ "batched_dataset = dataset.batch(7, drop_remainder=True)\n", "batched_dataset" ] }, { "cell_type": "markdown", "metadata": { "id": "mj9nRxFZoSHs" }, "source": [ "### Batching tensors with padding\n", "\n", "The above recipe works for tensors that all have the same size. However, many\n", "models (including sequence models) work with input data that can have varying size\n", "(for example, sequences of different lengths). To handle this case, the\n", "`Dataset.padded_batch` transformation enables you to batch tensors of\n", "different shapes by specifying one or more dimensions in which they may be\n", "padded." ] }, { "cell_type": "code", "execution_count": 66, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:50.850034Z", "iopub.status.busy": "2024-08-15T01:37:50.849513Z", "iopub.status.idle": "2024-08-15T01:37:50.899201Z", "shell.execute_reply": "2024-08-15T01:37:50.898413Z" }, "id": "kycwO0JooSHn" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[[0 0 0]\n", " [1 0 0]\n", " [2 2 0]\n", " [3 3 3]]\n", "\n", "[[4 4 4 4 0 0 0]\n", " [5 5 5 5 5 0 0]\n", " [6 6 6 6 6 6 0]\n", " [7 7 7 7 7 7 7]]\n", "\n" ] } ], "source": [ "dataset = tf.data.Dataset.range(100)\n", "dataset = dataset.map(lambda x: tf.fill([tf.cast(x, tf.int32)], x))\n", "dataset = dataset.padded_batch(4, padded_shapes=(None,))\n", "\n", "for batch in dataset.take(2):\n", " print(batch.numpy())\n", " print()\n" ] }, { "cell_type": "markdown", "metadata": { "id": "wl3yhth1oSHm" }, "source": [ "The `Dataset.padded_batch` transformation allows you to set different padding\n", "for each dimension of each component, and it may be variable-length (signified\n", "by `None` in the example above) or constant-length. It is also possible to\n", "override the padding value, which defaults to 0.\n", "\n", "\n" ] }, { "cell_type": "markdown", "metadata": { "id": "G8zbAxMwoSHl" }, "source": [ "## Training workflows\n" ] }, { "cell_type": "markdown", "metadata": { "id": "UnlhzF_AoSHk" }, "source": [ "### Processing multiple epochs\n", "\n", "The `tf.data` API offers two main ways to process multiple epochs of the same\n", "data.\n", "\n", "The simplest way to iterate over a dataset in multiple epochs is to use the\n", "`Dataset.repeat()` transformation. First, create a dataset of titanic data:" ] }, { "cell_type": "code", "execution_count": 67, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:50.902472Z", "iopub.status.busy": "2024-08-15T01:37:50.902233Z", "iopub.status.idle": "2024-08-15T01:37:50.913803Z", "shell.execute_reply": "2024-08-15T01:37:50.913208Z" }, "id": "0tODHZzRoSHg" }, "outputs": [], "source": [ "titanic_file = tf.keras.utils.get_file(\"train.csv\", \"https://storage.googleapis.com/tf-datasets/titanic/train.csv\")\n", "titanic_lines = tf.data.TextLineDataset(titanic_file)" ] }, { "cell_type": "code", "execution_count": 68, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:50.917147Z", "iopub.status.busy": "2024-08-15T01:37:50.916759Z", "iopub.status.idle": "2024-08-15T01:37:50.920447Z", "shell.execute_reply": "2024-08-15T01:37:50.919801Z" }, "id": "LMO6mlXxoSHc" }, "outputs": [], "source": [ "def plot_batch_sizes(ds):\n", " batch_sizes = [batch.shape[0] for batch in ds]\n", " plt.bar(range(len(batch_sizes)), batch_sizes)\n", " plt.xlabel('Batch number')\n", " plt.ylabel('Batch size')" ] }, { "cell_type": "markdown", "metadata": { "id": "WfVzmqL7oSHa" }, "source": [ "Applying the `Dataset.repeat()` transformation with no arguments will repeat\n", "the input indefinitely.\n", "\n", "The `Dataset.repeat` transformation concatenates its\n", "arguments without signaling the end of one epoch and the beginning of the next\n", "epoch. Because of this a `Dataset.batch` applied after `Dataset.repeat` will yield batches that straddle epoch boundaries:" ] }, { "cell_type": "code", "execution_count": 69, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:50.923829Z", "iopub.status.busy": "2024-08-15T01:37:50.923361Z", "iopub.status.idle": "2024-08-15T01:37:51.093452Z", "shell.execute_reply": "2024-08-15T01:37:51.092834Z" }, "id": "nZ0G1cztoSHX" }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "

" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "titanic_batches = titanic_lines.repeat(3).batch(128)\n", "plot_batch_sizes(titanic_batches)" ] }, { "cell_type": "markdown", "metadata": { "id": "moH-4gBEoSHW" }, "source": [ "If you need clear epoch separation, put `Dataset.batch` before the repeat:" ] }, { "cell_type": "code", "execution_count": 70, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:51.096792Z", "iopub.status.busy": "2024-08-15T01:37:51.096542Z", "iopub.status.idle": "2024-08-15T01:37:51.256348Z", "shell.execute_reply": "2024-08-15T01:37:51.255702Z" }, "id": "wmbmdK1qoSHS" }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "titanic_batches = titanic_lines.batch(128).repeat(3)\n", "\n", "plot_batch_sizes(titanic_batches)" ] }, { "cell_type": "markdown", "metadata": { "id": "DlEM5f9loSHR" }, "source": [ "If you would like to perform a custom computation (for example, to collect statistics) at the end of each epoch then it's simplest to restart the dataset iteration on each epoch:" ] }, { "cell_type": "code", "execution_count": 71, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:51.259585Z", "iopub.status.busy": "2024-08-15T01:37:51.259357Z", "iopub.status.idle": "2024-08-15T01:37:51.317757Z", "shell.execute_reply": "2024-08-15T01:37:51.317119Z" }, "id": "YyekyeY7oSHO" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "(128,)\n", "(128,)\n", "(128,)\n", "(128,)\n", "(116,)\n", "End of epoch: 0\n", "(128,)\n", "(128,)\n", "(128,)\n", "(128,)\n", "(116,)\n", "End of epoch: 1\n", "(128,)\n", "(128,)\n", "(128,)\n", "(128,)\n", "(116,)\n", "End of epoch: 2\n" ] } ], "source": [ "epochs = 3\n", "dataset = titanic_lines.batch(128)\n", "\n", "for epoch in range(epochs):\n", " for batch in dataset:\n", " print(batch.shape)\n", " print(\"End of epoch: \", epoch)" ] }, { "cell_type": "markdown", "metadata": { "id": "_Bci79WCoSHN" }, "source": [ "### Randomly shuffling input data\n", "\n", "The `Dataset.shuffle()` transformation maintains a fixed-size\n", "buffer and chooses the next element uniformly at random from that buffer.\n", "\n", "Note: While large buffer_sizes shuffle more thoroughly, they can take a lot of memory, and significant time to fill. Consider using `Dataset.interleave` across files if this becomes a problem." ] }, { "cell_type": "markdown", "metadata": { "id": "6YvXr-qeoSHL" }, "source": [ "Add an index to the dataset so you can see the effect:" ] }, { "cell_type": "code", "execution_count": 72, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:51.321072Z", "iopub.status.busy": "2024-08-15T01:37:51.320819Z", "iopub.status.idle": "2024-08-15T01:37:51.349839Z", "shell.execute_reply": "2024-08-15T01:37:51.349188Z" }, "id": "Io4iJH1toSHI" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "WARNING:tensorflow:From /tmpfs/tmp/ipykernel_44933/4092668703.py:2: CounterV2 (from tensorflow.python.data.experimental.ops.counter) is deprecated and will be removed in a future version.\n", "Instructions for updating:\n", "Use `tf.data.Dataset.counter(...)` instead.\n" ] }, { "data": { "text/plain": [ "<_BatchDataset element_spec=(TensorSpec(shape=(None,), dtype=tf.int64, name=None), TensorSpec(shape=(None,), dtype=tf.string, name=None))>" ] }, "execution_count": 72, "metadata": {}, "output_type": "execute_result" } ], "source": [ "lines = tf.data.TextLineDataset(titanic_file)\n", "counter = tf.data.experimental.Counter()\n", "\n", "dataset = tf.data.Dataset.zip((counter, lines))\n", "dataset = dataset.shuffle(buffer_size=100)\n", "dataset = dataset.batch(20)\n", "dataset" ] }, { "cell_type": "markdown", "metadata": { "id": "T6tNYRcsoSHH" }, "source": [ "Since the `buffer_size` is 100, and the batch size is 20, the first batch contains no elements with an index over 120." ] }, { "cell_type": "code", "execution_count": 73, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:51.353688Z", "iopub.status.busy": "2024-08-15T01:37:51.352842Z", "iopub.status.idle": "2024-08-15T01:37:51.394071Z", "shell.execute_reply": "2024-08-15T01:37:51.393467Z" }, "id": "ayM3FFFAoSHC" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[ 99 18 1 29 66 88 47 30 80 46 68 44 35 40 33 95 108 105\n", " 38 113]\n" ] } ], "source": [ "n,line_batch = next(iter(dataset))\n", "print(n.numpy())" ] }, { "cell_type": "markdown", "metadata": { "id": "PLrfIjTHoSHB" }, "source": [ "As with `Dataset.batch` the order relative to `Dataset.repeat` matters.\n", "\n", "`Dataset.shuffle` doesn't signal the end of an epoch until the shuffle buffer is empty. So a shuffle placed before a repeat will show every element of one epoch before moving to the next:" ] }, { "cell_type": "code", "execution_count": 74, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:51.397649Z", "iopub.status.busy": "2024-08-15T01:37:51.397415Z", "iopub.status.idle": "2024-08-15T01:37:51.461188Z", "shell.execute_reply": "2024-08-15T01:37:51.460618Z" }, "id": "YX3pe7zZoSG6" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Here are the item ID's near the epoch boundary:\n", "\n", "[469 414 497 584 615 612 625 627 603 621]\n", "[582 553 343 602 626 567 486 593 616 525]\n", "[557 576 478 533 591 398 484 431]\n", "[66 43 51 18 94 3 76 52 90 57]\n", "[ 0 101 71 86 56 17 33 70 110 75]\n" ] } ], "source": [ "dataset = tf.data.Dataset.zip((counter, lines))\n", "shuffled = dataset.shuffle(buffer_size=100).batch(10).repeat(2)\n", "\n", "print(\"Here are the item ID's near the epoch boundary:\\n\")\n", "for n, line_batch in shuffled.skip(60).take(5):\n", " print(n.numpy())" ] }, { "cell_type": "code", "execution_count": 75, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:51.464319Z", "iopub.status.busy": "2024-08-15T01:37:51.464084Z", "iopub.status.idle": "2024-08-15T01:37:51.663662Z", "shell.execute_reply": "2024-08-15T01:37:51.663045Z" }, "id": "H9hlE-lGoSGz" }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 75, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "

" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "shuffle_repeat = [n.numpy().mean() for n, line_batch in shuffled]\n", "plt.plot(shuffle_repeat, label=\"shuffle().repeat()\")\n", "plt.ylabel(\"Mean item ID\")\n", "plt.legend()" ] }, { "cell_type": "markdown", "metadata": { "id": "UucIgCxWoSGx" }, "source": [ "But a repeat before a shuffle mixes the epoch boundaries together:" ] }, { "cell_type": "code", "execution_count": 76, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:51.667442Z", "iopub.status.busy": "2024-08-15T01:37:51.666844Z", "iopub.status.idle": "2024-08-15T01:37:51.733087Z", "shell.execute_reply": "2024-08-15T01:37:51.732424Z" }, "id": "Bhxb5YGZoSGm" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Here are the item ID's near the epoch boundary:\n", "\n", "[583 415 1 542 563 9 620 622 551 548]\n", "[589 592 365 571 33 557 618 31 541 27]\n", "[537 24 615 43 18 550 11 8 39 369]\n", "[601 38 485 20 627 46 22 23 322 608]\n", "[626 590 491 63 29 564 17 19 617 66]\n", "[508 580 72 45 57 54 556 62 14 511]\n", "[623 73 75 79 599 372 21 83 547 26]\n", "[486 4 0 573 74 49 0 53 95 34]\n", "[ 60 605 15 90 99 549 16 50 91 80]\n", "[106 108 112 297 561 44 52 82 86 71]\n", "[581 77 117 28 567 10 30 3 81 89]\n", "[587 32 102 7 135 51 113 110 114 451]\n", "[ 59 64 68 116 76 306 367 128 552 136]\n", "[111 569 522 5 67 616 154 131 512 37]\n", "[539 103 142 78 85 2 87 12 149 137]\n" ] } ], "source": [ "dataset = tf.data.Dataset.zip((counter, lines))\n", "shuffled = dataset.repeat(2).shuffle(buffer_size=100).batch(10)\n", "\n", "print(\"Here are the item ID's near the epoch boundary:\\n\")\n", "for n, line_batch in shuffled.skip(55).take(15):\n", " print(n.numpy())" ] }, { "cell_type": "code", "execution_count": 77, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:51.736565Z", "iopub.status.busy": "2024-08-15T01:37:51.735916Z", "iopub.status.idle": "2024-08-15T01:37:51.950212Z", "shell.execute_reply": "2024-08-15T01:37:51.949598Z" }, "id": "VAM4cbpZoSGL" }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 77, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "repeat_shuffle = [n.numpy().mean() for n, line_batch in shuffled]\n", "\n", "plt.plot(shuffle_repeat, label=\"shuffle().repeat()\")\n", "plt.plot(repeat_shuffle, label=\"repeat().shuffle()\")\n", "plt.ylabel(\"Mean item ID\")\n", "plt.legend()" ] }, { "cell_type": "markdown", "metadata": { "id": "ianlfbrxbDco" }, "source": [ "## Preprocessing data\n", "\n", "The `Dataset.map(f)` transformation produces a new dataset by applying a given\n", "function `f` to each element of the input dataset. It is based on the\n", "[`map()`](https://en.wikipedia.org/wiki/Map_\\(higher-order_function\\)) function\n", "that is commonly applied to lists (and other structures) in functional\n", "programming languages. The function `f` takes the `tf.Tensor` objects that\n", "represent a single element in the input, and returns the `tf.Tensor` objects\n", "that will represent a single element in the new dataset. Its implementation uses\n", "standard TensorFlow operations to transform one element into another.\n", "\n", "This section covers common examples of how to use `Dataset.map()`.\n" ] }, { "cell_type": "markdown", "metadata": { "id": "UXw1IZVdbDcq" }, "source": [ "### Decoding image data and resizing it\n", "\n", "\n", "When training a neural network on real-world image data, it is often necessary\n", "to convert images of different sizes to a common size, so that they may be\n", "batched into a fixed size.\n", "\n", "Rebuild the flower filenames dataset:" ] }, { "cell_type": "code", "execution_count": 78, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:51.953546Z", "iopub.status.busy": "2024-08-15T01:37:51.953297Z", "iopub.status.idle": "2024-08-15T01:37:51.980166Z", "shell.execute_reply": "2024-08-15T01:37:51.979479Z" }, "id": "rMGlj8V-u-NH" }, "outputs": [], "source": [ "list_ds = tf.data.Dataset.list_files(str(flowers_root/'*/*'))" ] }, { "cell_type": "markdown", "metadata": { "id": "GyhZLB8N5jBm" }, "source": [ "Write a function that manipulates the dataset elements." ] }, { "cell_type": "code", "execution_count": 79, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:51.983475Z", "iopub.status.busy": "2024-08-15T01:37:51.983212Z", "iopub.status.idle": "2024-08-15T01:37:51.987463Z", "shell.execute_reply": "2024-08-15T01:37:51.986799Z" }, "id": "fZObC0debDcr" }, "outputs": [], "source": [ "# Reads an image from a file, decodes it into a dense tensor, and resizes it\n", "# to a fixed shape.\n", "def parse_image(filename):\n", " parts = tf.strings.split(filename, os.sep)\n", " label = parts[-2]\n", "\n", " image = tf.io.read_file(filename)\n", " image = tf.io.decode_jpeg(image)\n", " image = tf.image.convert_image_dtype(image, tf.float32)\n", " image = tf.image.resize(image, [128, 128])\n", " return image, label" ] }, { "cell_type": "markdown", "metadata": { "id": "e0dVJlCA5qHA" }, "source": [ "Test that it works." ] }, { "cell_type": "code", "execution_count": 80, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:51.990680Z", "iopub.status.busy": "2024-08-15T01:37:51.990087Z", "iopub.status.idle": "2024-08-15T01:37:52.195568Z", "shell.execute_reply": "2024-08-15T01:37:52.194880Z" }, "id": "y8xuN_HBzGup" }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "

" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "file_path = next(iter(list_ds))\n", "image, label = parse_image(file_path)\n", "\n", "def show(image, label):\n", " plt.figure()\n", " plt.imshow(image)\n", " plt.title(label.numpy().decode('utf-8'))\n", " plt.axis('off')\n", "\n", "show(image, label)" ] }, { "cell_type": "markdown", "metadata": { "id": "d3P8N-S55vDu" }, "source": [ "Map it over the dataset." ] }, { "cell_type": "code", "execution_count": 81, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:52.200552Z", "iopub.status.busy": "2024-08-15T01:37:52.200311Z", "iopub.status.idle": "2024-08-15T01:37:52.653708Z", "shell.execute_reply": "2024-08-15T01:37:52.652950Z" }, "id": "SzO8LI_H5Sk_" }, "outputs": [ { "data": { "image/png": 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", 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "images_ds = list_ds.map(parse_image)\n", "\n", "for image, label in images_ds.take(2):\n", " show(image, label)" ] }, { "cell_type": "markdown", "metadata": { "id": "3Ff7IqB9bDcs" }, "source": [ "### Applying arbitrary Python logic\n", "\n", "For performance reasons, use TensorFlow operations for\n", "preprocessing your data whenever possible. However, it is sometimes useful to\n", "call external Python libraries when parsing your input data. You can use the `tf.py_function` operation in a `Dataset.map` transformation." ] }, { "cell_type": "markdown", "metadata": { "id": "R2u7CeA67DU8" }, "source": [ "For example, if you want to apply a random rotation, the `tf.image` module only has `tf.image.rot90`, which is not very useful for image augmentation.\n", "\n", "Note: `tensorflow_addons` has a TensorFlow compatible `rotate` in `tensorflow_addons.image.rotate`.\n", "\n", "To demonstrate `tf.py_function`, try using the `scipy.ndimage.rotate` function instead:" ] }, { "cell_type": "code", "execution_count": 82, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:52.659515Z", "iopub.status.busy": "2024-08-15T01:37:52.659229Z", "iopub.status.idle": "2024-08-15T01:37:52.663661Z", "shell.execute_reply": "2024-08-15T01:37:52.662857Z" }, "id": "tBUmbERt7Czz" }, "outputs": [], "source": [ "import scipy.ndimage as ndimage\n", "\n", "@tf.py_function(Tout=tf.float32)\n", "def random_rotate_image(image):\n", " image = ndimage.rotate(image, np.random.uniform(-30, 30), reshape=False)\n", " return image" ] }, { "cell_type": "code", "execution_count": 83, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:52.666984Z", "iopub.status.busy": "2024-08-15T01:37:52.666415Z", "iopub.status.idle": "2024-08-15T01:37:52.883307Z", "shell.execute_reply": "2024-08-15T01:37:52.882675Z" }, "id": "_wEyL7bS9S6t" }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers). Got range [-0.07214577..1.0803627].\n" ] }, { "data": { "image/png": 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", "text/plain": [ "

" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "image, label = next(iter(images_ds))\n", "image = random_rotate_image(image)\n", "show(image, label)" ] }, { "cell_type": "markdown", "metadata": { "id": "KxVx7z-ABNyq" }, "source": [ "To use this function with `Dataset.map` the same caveats apply as with `Dataset.from_generator`, you need to describe the return shapes and types when you apply the function:" ] }, { "cell_type": "code", "execution_count": 84, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:52.888469Z", "iopub.status.busy": "2024-08-15T01:37:52.888232Z", "iopub.status.idle": "2024-08-15T01:37:52.891771Z", "shell.execute_reply": "2024-08-15T01:37:52.891179Z" }, "id": "Cn2nIu92BMp0" }, "outputs": [], "source": [ "def tf_random_rotate_image(image, label):\n", " im_shape = image.shape\n", " image = random_rotate_image(image)\n", " image.set_shape(im_shape)\n", " return image, label" ] }, { "cell_type": "code", "execution_count": 85, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:52.894809Z", "iopub.status.busy": "2024-08-15T01:37:52.894492Z", "iopub.status.idle": "2024-08-15T01:37:53.435470Z", "shell.execute_reply": "2024-08-15T01:37:53.434779Z" }, "id": "bWPqKbTnbDct" }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers). Got range [-0.014158356..1.0156134].\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers). Got range [-0.067302234..1.1018459].\n" ] }, { "data": { "image/png": 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I7u+dR+MbNM7n/gHBvbOEkdJMKxDpPGUILM+P8/l6ZhcRu5PJlq4iX3MpNxMQpaGcCElvURa1/ky1TFwIZcbyqzmk6n5sjuone581UEts+RQuY7UvjVHIePUe7NJc+sudG4PPhB2ZwGN2f7cN7o7x30afafnZxkH575kwgkKnjl3jzQSVi1aF+Z0ZQ+DFb8UHqb7qIVuoZv22Ed6zvR1bKPNyT2LHfOs925c8W1t2Wi2UzK+15ME2x2zjMuGq0h5MyMjav0KXSSX6oLBQTAnTNIrNIASMQ49xGBCmEf1+i2nYY5om7HdbhDCh320x7Lfohx7TOEh/KQEKlT5GexymYCKWcVt9EeS7lCJiINUUgrzrZJs0mVKUvhLDKXVzjYNvvGDtjUOjUJEZdg3qqcQ72aaZGKIsGgKIWZmS/GCSa0oRKenD4SRElJDhsJoROecUyKl2uUkrek9JDU22oIyAOOfglRE03qNRLyZHJGOzhUkq2ZPIsSLREijflN7BjMiWcQhTlL/lFgvpKv70BdOv6exs06c8rbqpbycmc+PYgWx8+Dkb6kxeLwTWeIhpKrPTF4zKmBs7zvPhXGUArrSgQix59vjKeyE2tVdbrRE4QGG9GughJHAW8j/b5j5OdPnY91yIPB38fkgY7Xl/1hG+TXsTuz5oJiXABAXdG1V/xzSjGVMm0zzrfurBmJpQmEHtDZkq+2CIgiIwM6ZxxDQKAiDEf0SKAfv9FkPfI8SA/W6DYRgQpgG7m0vRFELI730/CLOYRJtIqt4vGddDtodnChkvtheXh6oqfopBCUBCSiNYYRESeR6cEmIMwiSIZSM7QkMt2kaIcts0aNVDRy6XFpNI1aKfq5cmieaf9TfD2zlFGSMnMEdAsXznPMiIeOPRNB7mtVMWJue+OEVdUAEpVkwBUEOnaBzCFBphMkTwcMIHSPvRyRT6bVhqzRTKPdfPYHaPVDbLbUyhPudgRaqkRHxIbmZQ0mzDFnJUawx5nyvVzF4cJuvqjiVlxKTXWCD1RYUQYwEIlF1Ba4KevalIoLgMI2ZOIJpUJp81I7BLEbLh2C0+577q6eKDGbx3e2Pg6FJaRpGG8zM+1sVSs1DCaPP7kO0uwv3Gc2fr67YTq/tfymdAtYY4H2N7IguKsLWozgzRHBgiYgxIiTGFEeMoXpLDfo9+v0eMEf1ui36/QwwBu+2N2A/08zD0mCqmkFJCCKO+JwxjQIwJYezntoSl+vNA7fMPXlMuLOqRqWJCAYlYfXM5/7MJMVnWWewCmTG0ZvlvaLcs/CL5ciFQqiIuz6eDV7mv+QrUu6gIXpbjKpjGUZFiszR6sBZYF7CZ1kT1mWlFB4Oweyv9VYpDNR9LZlAuPJ+tcs3DaNhb5p9v/eOw2bBzX+WemKt5rm5vufHrzzOoa4b1L5fBUj9Y/GZ2ljxPtR0G+feD8zCPZi23VM33LU20XmUz9dzesdSXWsRto5qP8PDzQ7VjGsJbaw16cE30lxept+DhMZWmUI+g7o8rj72kWkIUBpGS2A7MNX2ahEHEEDD0ewxqPB76HYZ+jxAmDMMew9AjTCPGscc4DiL0hgnMCTEqopCO0JtHao/gfcSZWMq7SNOF/CRwmgAmnfBJ8HsiJFLXwQpn902DtmvhvBdXza6rJOwi6R5bYLVrY97OhPxuYjTD3BwluGQKE8I0ZV9j6CbN1yWR7M2lESCwSb26wlKK2VgdUywswVwvQXC+gffNDEbKjEaZoxztC4PM66YCLCrYoJ4FqiShArsf25aLiVtIXfmzHld/xuFp1VowC8jtZMe0hrkxuhqDSXS1plJrFqncuTMjDBexQgQJqtxGXV6PNmaGTTfPNKu8hrVvR8WrLbvpHk7e0bko31Vze4d0fpRA3MYQFsfWUFc59ZYUGUeZ2vw8PfBAVnkXRnIXczjoc/EDLY7LM8nzkc6PKd+akGZdm1ZggWQpJYRJYgyE6Mv+naYR49AjpoRx2GPot4gxYLvZYLu5QQwCE/W7LWKMGPodxrEvsQlhUm/GCEcAOwK8gzhEJEQVhknXL5EDHMtaTgzMPAbff3t4TaHeTOTgyMPB/MH1gaQJZrSJwWAiBzgPQGINHCHDNO1qBe8culUnHjqKwXtfCCwvlmih+fW2LUyhLDIZU+KEECZdGKPEJoCrDaZMwRfjtvcNbFFmqESJVWSBwGKKGi/AALEQJI1a9I3PTKYE3SmprxkZyljzIrdNzwsB26AjqjZgNTWHxPy4pFycWubazWFHt0mytQZyO0Owa80ZQ0JN55gZTK4SAdXmxBA4TrUlcSZwAHGBb8yOkAUNZeR2LZtv61vXhbn/2hidwYSVlnf0rt5CO8r5kN4TdLPUjg7GRe9wzUrbWd7NjGbfs7+ZFoTjckWxGVT3o+NfsjpkIl8+64DKRxOpst1K8yiwxPJMU9BYgoRxnJBiQggR4ygQz9D32O02iDFg6DfYb28Q44Sb6yvcXF0ihID97gb7/RacRIMIYcrXzsIAM7zeu3MuC5Axynp1mSHIGpa1nHHke83vu7RHhY/MM6REeOqGTYwaOkpJja/qaWTn2jmuMvAWb6Qi+c/l0GOfFn9lZlFJEVw8C0xDMIx75n9e4dMzwpillQIZ5YCrLLmWkagOg8JFFwOe3dSC+Obf62vPDykSun1BRew/1l/d9W0SKZZzeo+FegutoGqdS1yHwVIGF3H5vbpUdhVkVNhrGfTyzowpzaXnirpw/XfNCCg/GhvvAUO4S3ReTE1mke+H/r91m83xOxKYzEw/o9RanvWxNZWvdsvJh0e9gfVWWgGrVyBEMwBnaCjGqFkVJqQoWQzGcUSM4mI6DHtlCn1lLO4zfGRup6yCbooRMKEStr3nTMuEmWN3/ZjL5MGZAtuLAHIOTdOiaVu0qw6r9QqJI8YhIgUJ9x4Hcd3ybVu8b5yTc1rx11+1nQTANY0adxUGsCC1A4p62IpkR9lIKItFPQx0YViqhMTi8SMMSb2MvM8wTx2xao9aDEchQ0fTNCHGgLIcSNENAly9uTgzpSypasfOJNnZlYpkxAvimOkTY54o3YBYKgRK+NibNrjeI6tXD7+RpZSzaqZ25KRMGFRKMmIhDKEwBWY51qLPSzoLnr3kWBlgXhtUBIrM4G0ssyVTrSRlnmaUrsdau+ge3ue8u8fc2Adw0V3P9S01k1nfWaC657Xe1N/yNzlAO66uMf8vv+f8QJXQk20CUOKv6yOEmKONQ5g0ziCIy2gImKZRXEWngHEc5HMUe8F+t9Vjewz9DilG9Ps9+l4Nx9OQ3VOJIJHzKHSnRE1L7jSGaQMQjQDIQq6sVAaxGp0/IxN+U3sE7yMgmcrtfY4n6LoO3boTrjrs1S11wqQPpGHAd2eyifW8tmnQKWPwXrx9vEYUe6JsMwBwdCEBqAjN3KZgvxlxsRQJNcGRbgU2ck4YglcPoTrSV6kWACDGIBGNMSBMgiXCtCQg94kkUbhl2AnJvGjsliAMpM7KU4TTxQZY8o0FEa6l5DlreZOsVQFwlT/3bXG2RdSZy+u1wfsQA9djKmm25JQxraLSwI4whWUTO4JFaxt8aRODQrTtvwp2K+vEUpEgr596Lo9JdQ+7favrVNL2ksi+DZSzOBGmed7W97F27JjC8JfP+vDYY4rW8otjcQfL5wmUoMWk70GTzzEnjGOQSOMY1U10QgwT+mGHEMRusLm5wjQOGPodbjZXCNOEYeiVKUR1Qx0V+o7qJakLVYNCCZJCxe7X1m+KETly3wZNUAYhN2QaBSGB1B3+oe3Pj2NTAJBVdsVzLTiLXSr+5rrjiCz62eU0Fd6VzxnPrXWCakHMJZlKeq83zrGx1kSlhozqTQGaQ1Zkv5Uea/XUNI8CP9VTY30s8WnrR0l0lsZVysjrvtItcte6aMwia8xC/6Nqs9jirHnZm6W85e8Fspt/e3gWHfnrTdczhiDXKYxvee6t/VQaofWn+618V41qOf5yrH24HeA4evnqjGP9v4/9XWtF78oQbul4do33Zet4qyHg+Fq67dj82YSIrHXLu2kDKTHCNInxOEaMQ58T1A39PnsHDf0e0zRIVPIwIIQR0zioZhFzQrvsmVQMYXlAhtDJ9LERCNUUKq2+0gKqQ+6+6Qdoj2BTcFkydk6MsU0jmsJ6vUIIDsPQIAYPApBWKyTv0Z2tcf7kCdpuhfPzc5yfnwt8tOrQdU1mDoUxFA8QVFKctUI8i9eFcV1WaCjGiBA02V0M4BTzhnMk0qVpLM75km+JcobbzAjEyyjkrKoppTxGieCu+mslnUXTeDhfmB24BpTkfwlSA+ZKe4FomEVFtsWXpa7MwOxzIXuFKfD9CK3252BR2+Wl05+h+eqtYmGUx3rfJnOrrPGIpjCDi7SZoR5UsqFiwcTrVTKbz0qYqWUW03JqDXPZz5vv5e7z7iLy9+33WH9vOu5t+721vR3fvLObu7rLd1VpIZxtBCUZYogRIYgnYT+MajCO2O93GSraba7FVTRIdPE0jpimAf1uI5r+NGIY9khR0ldMYQJbrqNUshXkcSlDAhvNKe7jljzFgmEZ6lTEEIQiBcTIJQuCnZU31hccPjJJmMjSWgjk0nYtuq6DI0lmN3nxNGpTQnIO3WqF9XqNbrXG2dkZ1uu12BUWQWqV/F6IKQ5d8IwBHPOpL8SlsiOo+2iBmyQVh1dmUDye3AwKEUk9IbFBTyGrlARzZSzpLBrvczZU50viufrBZwmeAGK7t/I7AcVX+xYIhdmSxs0JOBaAUU2Q5n3MlXoCgavkb05TgtSMweRj2ypU3dpx9b9+NodqcmEMNiepeHIBR4mfM88u5xb9F8Fg3kwrKdcscNas98Xg9L97aD71+5s0pfswhqUW8ljttns46u56D0ZRG64PoSz5Ly+hxU2bZB1VIAqxpLiflIinmLDf9+h7yU663d6g73cI04ib60tNUCf5h6ZhRIwThl4C0ATelhT3sr+tboKRebtzGasRedJ7IXUjpawNsAqj4niS5bjKhmlG8KI/HAkUfYD2CJrC4cPN0Isz7x0xEjuGup+y5hJqJZ+Qn+cAMiZQ959lP6o+V9e0vBbHNmHShFYpB43MA0cKY6PKqFyyiBaeYN5GqXpV9206jXOVJ1X1ytCGEg5ddDOo4y7463C2Z3jrUaZYnWPGuCVjyf9XUgqRA1KCxaGAVIMxpqZEoFyOZlra0bEvCKCNufwuHRf46LCPe8Mns3urVPvDA3EfsdcIwBuPg2l099vU95LS6a5Zfbj2Vgbl+w5Qif2haFT9zcWDqB5HHXVs0ry4mI4Y1Yuo7/fY7/caS7AVphBG9PsSYDaNgzqFTKLlR2EKKc7zHNl4bIxFa8CMjkguN01No4yg/kwsYQgMgDjBcYRLDJczWC4n8QuuKchNKZeEpgSoUmgzezRtgya0QAO03RkIwOrsHE8/+ABtt8JqJS/vvdgWasEchZDaBprh80qxGUDK2UCRH2qMxaAcY1ELDWsnIoG8fANyDl27QtuutLaBpPHODEUXS1AVUxao3LsZOkWq1qI5zqFtNNYiwztG8ZBvkg/o0m0S9VLKryUu0WjmjrDIc5OlHMU5U9WHwVHF5mBBdDrfWsyIDKapgu5M87HnU+whdm+3LfBjGlNx6a0Ny/mMbOehGQOvfzu8ps3ZXMshWs7T8iEsXGTprpC86i6YZ8fdtb3fFcN/03nLOVt+flvvoftd/27muhTkOO/fcrZNeFKt3mwFln04BHHmkBTVA/peAsbMKyhYgNlWPId222tNWT2h3281wCwhjJOkvTY4ucpZBk19n1KcMShgnjqbNTgNYDiOII4CIWVayHCUsiCRl1uQQjwUGU3s4TnI+fX8LaWl99weKXW2qE2FeBtjsGypkg7bwcG7FgSH9dk5VusztKsVVm3RGGos1xZMcS+1z3PPEKKc4SQHqQBGPAtTCNloZB5CNlYH37SK+ze5Iprzc0jCiJYZoCSJX8lt5LQKm/cGQalbrfYnx6paWqvHVBOV+fVqHUVy/tTqaS3HcDlm0ero6wL2cHbDTbWxPFXGd7O3VO6jEmA4J9B5HVC5kbf1ba+Z3NLLaEnklozgdiLJi/eaBNn6qX+p5nspzWYOUYsrd9zPHb/dt92HadwHnlr293kYlJftGCRWtFitVaAMYQpBgk3VdTTFhL7fZQ+h/W6D3VZyD93cXGG7FTvBTuEjMTSLlgAuRmkwZ7dSu67IuCkzJdmspqlwhTqITVKYQM0UolIhAKS53FDcTjkCPrIm/hzz8WR73VCPB2yPnPvIJrEQoLIdizHaqatn1gwsBsHglTw587hlWnwgWnzHZbHNDMIxqnoYdRGkfD2gkj5dYRT1PRWCWcNGBh0ptEJVNk2iKr6hNloaHHVIvM2MMMsXPxsGl9/qKOYa8jGoqyaUdX0Cm6iKgdvnSl7Pm6AQZdkk5mYbYyHOdhnnCCnZfC4fVPWIjhAxVhW6MIND6OCudhSXz0R8fv4Mqpsd/8bL6Dk1o74/avIQ7bNK/Lf1eRfT4HqtHfn1GLGvOp/1k5ETpRe1u3jONhCDRB1r+olBtYP9bitRxyFgt9tiv90gRElIt1dNYej3mIZB4ogULjKmYEwgqWdRMWLLPrdgNF2MACwGQoW6FMAp6HoIcNDgNRX8ZM8zXI2gQIAlr/fuIZrELC6p2s8P1R6PKWRYhJFTY0d5B5FkG/UNum4F71us1musuhXarkPbSBpp56iiYarvL5AAIWYo2TT12lQfzmYAjiVtrRqWLQ2uGZPNW8jPajpQJpictEZwzp9e3NQyMSYp7ZnTYjctOi3I45yDt0pdWYkmo81y/gHUY1NZ1P1o1cZwTNKrykSaLUM9cRhpBlPJ4tfjMqRJcFrfOepECxOMunkccrZX55BSCShMUct7VnOHiikRkWR3BapqYXPIyJhCSVkMFLuPkN4a+qnfra9asq+JT0GJ6roaM4EfNamzjblQ5JBx/QUnWCzP98YkPos0/1m9kW4/f07U615ra9LRq3EREbVAIBiMqGVkJe2MBoKGgGEYBO4dR+w0G2k/9NhtNzkz6c3NVc5DtN9uMpQ09HswpxyXYE4mzLqe6xT3YVJN2eAjRuIotMvgoKxJFI0WKYIUKWgoACQMwnsGuaTwc0mA2UKdUHQWA4AWAxpEOCSJOy0c8kHbIxfZMeih4rwZAlHimw3MrRqblZhaIXlwUaXABaPOO06JxOy6drhxXc6ZCOvgMktWB2awq8pbqjujq+ITMiFFcYuMqQ52K/aLGcZNLudMyji8EcMat+aaMB2HJGxtJMyJ4NFNvsDbS9W0kryv/jslGZeR3URGWGtjtNpe1CODiOCUgBNJDQP4JfMuzgWm8Nl0Etc2D53dmYawhI4qCeoWyVTqMdSzVTSSepoyOz7ezfIDlibze5HVCn82RvK27SGgnbd1fT3SA0xHqv8+PMbaUmuT/zJ0qXTPqpqlCiYyt3FxH5U67tvNBlOY0O932NxcI4QJm5tr3FxfaOGawhSmYcA0jjPNHkvIVRNhmsdRTnej3xt8ZJoCKWRUBHmFiZJARokmOApiTVbJvwiKEozqieB1DhudnwYCHbkD0eL3iqZgrcLhDKszqGLm3aPeOBapPIOCspymTMK+qi+j/9laX/q117i/LQxR44RYmfts9jRSTymRrkXzSOCsWlq+lJwWI1n6b5P8VUL3lbaBQow+y4MW+baWZg06KhLccVtMOZ/tHBTexK5kIJW51GeVWLI4KnPN1B0yN4lTlv7l1guTFg1LQ/q5EFaGXDiT8NqGkI13FUOobArFRdcioGvju+G38wVSNIqisYDK0yjt2HO5m4Aeys3vv31Waf9dzn0THKVimh1dfYuZgFuSwpWZSsb8Ib76SWGcKQQE3aviHRQwjQN2ahcY+h6bm+vMFLabm1y3YLe5yqmrx/0WrBBTnKas6VohLyAVQScbsSXLQtnTkt1YvBRj1hBynVsUDckZQSdG0wSQT/CO4VugbViFw0LfPBycefJluLQqsLOY5Ydsj8IUMh/mapNn+Ehu0Kk9ofGNxiJ4tN5gIzdT7WeSiM5PHaNg3Np2vpFMKaYtksZYRSUaY5C4AYmBaJsOTdPCeyfeUY3PjItV1ZUUu1qQexiy51JQZkPk4LU/Iqf9+ZIB1bk5eakpc31zt7SZpKsaR2LAwS0kaWNMRvyKdG72DlmFlO0SjvPazIZkZkZyxcsqOjfzurJnmxRkokRwSTSupmngbZwo5VBtdADgNF+NwUPGFFKMOVK0pC83LQ2iyc2Yobn8FW8nK7aDGUREB6/6YbD2YWO8Q9Ytf1d93Ll934KI18zvNsK8NBjfRcBvYwLvboNYarL1ulv0yVmMm/0W2aCiJIxAodj9XspVTuOAzc2lJJ3r97i5usA0SpWy68vLbE+w7KXjsMOgWUrDNEqMATM4BnA02NNcRTnbEm295TUeQk5kGXQdMqcMH+WABNN0SDSBppGX90DXMfwKaDzh7IzQdbJeHRo49QpskgcxISZFMxLAHJEgGhPbfuHj0/o+26MkxCtLoEyeqW+iagnRMljD+ZLKwpsGkSelMIZja/jWrWaSiMJGSW0AhhOKNO1ykNNMU6jsCFRduy6taVkVTc1MKUmyO+VNcm8lVYf1ZchNnqPDPfRmaMIEXJ6vl9rFsCZ6M8k990+YrzvKzkzkCkOnLI0TrJSozEEZr7n7GnEikuR1Tu1H7Fxm3LXroWl3WZNU7SAttYWsqnM1SYSDNVFNhthOqELoqrmoCXkmqHTwMG7bi3TL57vOecj2PgzMcy3szd/f0suR72rKVo5KXOwHIUZMMUpN43HEMA6Yhl6qlu336Pstbq5eYxx67LdbXF++xjSOkpNovxGIaewxjftSNTEGuVJKgJX25QjkuIOYNYQYDSKSsWTjtjEF/S1rq7b4icGkGZ5nQpkGpjaA7zzaFYHYwWmad2LVEhjynl3nU9ae8kwaDXzAVfXo8FGB7yrJpnJP9U49jgxm0Xq6MPgjQwNz46IR3koAzZIljNOHSeMHgvreq+TqxB3WeQ/vW5AjtGrTyLUSLI8FCoE0Q3WBo1TCyFCV9V+YnMswRSFgdz7ne3GFOb+cG/6oMKWKGBYM6a6+lhuYQJrP3TlJLJdYJG/nkaUrAjJhNRqfdF4IVBhhDd1U9856fO0hdsAU6vHei0DNtaWj7rLAGwnq0Ss9AM7/eba3ZypljSxnYlnXpCx2k4DlOU8hSB2DlLDf7zRBnUUa7zAOO1y9foFhv8HY77G5eoUwSG6i/eYaYRLtf+r36k00II5DsQWo4wenmIl4NixnbdTcXM24zQiKZkROCDFlASWl2ramt0aqKTiGawHvGOwBahm+A3xD8C3DNQAxw7HaR2NCDAASMAXGOCaMEzBNVuwHWTte0s6HaI+SEG/e5puagEJ4cxbVEpfgj2W0rLtXVMDsDpnmabrlGKRgRkxRimcrETc/YyJC27Yg0viBTvMQtVLVrU7GR0BOtWtpsXPhjXFEmCa9uDEclCpqBhtpVlWZCjWUV5L7kjjK+z0MgRUzFBt5qW1sBHHuTmsBaLXgXBc7KefUMQGk1ufEToumJzG0OSdQYErgEPJmMxiLWFIQkON5Bm8jzgRQyjdcGfck+6QVME+VpHpA2I+tj8x4kO0qd8NGZc7f1JbnvQtreJPk/Vmk/odwSV0yT1kfsnLy/Nr1y1mZOYg8Z7YDzkWn9v2AfpBiNNdXl9jvthj6PV6/+Bjb60sM/RZXL76NfneDMO7R31wgTgPiNGIa95rqXtJds2UsVc8iS4ciTKEWMIrreLZjMBCioELymfPnKZY8RclMEVzujVwCuSh50FYCHTkP+BWhe0JoPKNZJ/iWJG4rORAT0pgQUkAcgX5gbPcR48joh4AQksLUD84LcntcTYEXH7OkTEWSduamVTKHZi0A84nJjEIJa2EI5SIWfWgxCLHCDuXYEoGbCXcVJ+GqVBTQxW8GJoGhClxUwyY1hTBtJxOhag6Ofb5t6u76fdZPhm3qX8q8FHsCz39Y9FPOWxLeyjkA6k6rsfpU2XKAQjwSKzOoGIz1nY1rqnabBGZBRAdeR8xapvCIFHrnDNVr5LNJ9wcM4Taifs/+asb/EMT8XdtbeSYZVJqFi7vjEsRoWxw/TFsYhgH7vZS53N5cY3N9iWG/wc3Va/S7a8Rhj3F7iTgN4BgQwwBOUdzBQxDJXuFcgLMdQNAjrlJRFM0+Jq4YQWEKU6LMBCZlJompmBIq3yBiC0RjRBP4HAAv2oHzAHkGeWgOM/HcgxPnjJiAkBJCSJiC2ixNE+E8aQ/eHqWeQvWWWy2dOufAhJIaO/uzV91UizOvUar7scljBLMbcJIcJmossprLAHLUq8UNyLtmLFXNpanHYcYkVgaTjBnEyi5RMRlN/dBY3WV1P527ztrg784JlG/xjt/ERmtjLXNUXyXDJzqJ9dwtr1Q2diFSNr8HBJqrnFGKzZZMrZx7o0o7OdY4n1JfQ4fNZexMJU1K7bEmt0X5Pd8nUdEQFseUa7/FbrsHkTzaW2U/eZc+H7O9WTOlvBaI5mtFdwJQfQ8g25sMGhynEcMozh6bzQ222w3GccCrF5/i+vI1+v0WLz/+pkBF4x799UuEYQvECRT2aDgAFNG4CFBC4IgJUV2so8QTKNwTFYIxaIgZiGwV1xaM4EBTIIGSdD0msJUCV9xDFqYYj8W1dJ2kdoNPhJg8YhSkIQRS4YjAUQTNaQD2PTANjH3P2AwsmsIEhCQWhvSIlqlHSYiXiUlZLuWdNF0ES9ZRV3nn1OfPpF+T9irJj/Nik7wnlgPFqp3lPa99GZH2jUfXrTQVtke36uZuqKAZkUpqAMueCVEkE3CdK8mVwkBti1a9mFwN18yU6xrmqdpdYtaiOUh8wRtChPSnxVFHDl3SSCPQdfAYci6YpPMgkZ5JmXB9G2CnAYR33VA1z/osRYEgycBeDdQ7iWlZMoVyi3NoyBjDsdut4bFlH0e+PDj/oL9b7m523OJ6v1tYwl0aEC+e6VJoALIDMJaR3WY7kGhkgQN3+x67vaSXuLx4ieurC/T7PT7+7d/Ey+efYthv8PLbv4mby5egNMGHHVya0HrGWQu0DiAkOC9C2cQBQ5jUjpgQUhTiHzgT+hAZIennxAgVI4iqEYz2mYGYin0r6h5gsBYOkz3HKul5y6KcGKsoL4qEKTYIoQEz4ImABKRECIHkej1wswWmnrHfMa52whRuBtFUQtZKHocxPH6cQt2yBGd/Gr5M99sltSaBsrktuZ29WwlMIlcIQ20AVqJiNgxLz3C4IRQ2ymkslIhVifbkPE0VniExLcBN9WjfZp7ue5huwpxHe3nAgqDVDJZs4b0JxLL3Sqc1OG2pQVTXLTrw7f2b8GD9zrqo/ofO8dwrrDCA2tvqQHOobyNf957P4wiTeGdiXvf1nuCih45deJOr61z3nc9N9qJJpVJeDFEL3UwYhwFDv0e/32K3vcH25grDfoPt5hq7zRU8R3QY4BHhmUBeU8SAJR0EiTTtiZFziOX9qk5HSuSDag0hITOFoN8LZGTMQN+BrFlAYSFjDkwMtnBjuTSICDHJ8ZElvUtMsv6iE00hJUKI0v8YgDEwxgAM0T4X5lWjR4/RHo0pzNRLWyCKI2dJsLIluOWGriGjavObd9E0TaIdcJLKSNOQGQSnNCMSzrtSE0EjqL3VRjiGh1fG5drjSPKiaLg7kcJEDm3X5mJCTdMoo6FKU6AZTbDsrXaExVXMaPAt+/vYRq01qDc/GHkGpYs54JTpdDlhxnyLC67liEmolzEtzrNAH7s/8ywCWHy/K6k9PwuVymx9gJBLod7lSTQjbEs+eQ9CfICni8p6eODyu9uOO9KMgL4Vdn/LWGUo70fnuK2/JeOtj83nLvqSwjHybMdxRD+MiDHi+voK19fXGMcezz/9Fl69+AT9fofnn/w2Xr94Jm6l/QYuBXhKWHlC6xxaT+g8oSHRSCzVBFXaa0qMGFmJLmM/CeQzRiHCDGBizhpBqBhBSIRYaLwyAMg+qZakadkZ4kyyr5mAaUzY7xJiIFzfTCAkeAesGkLrhSlMpikMwHbHmEbGMAD7CZhCpbEkSzt/fH7fd3u04LVsn81/FzzSCD1pgriSAK8whJpA2MdoEE5K6HspniGeBwNiEE8gMtjBOYA8yAHeEdq2gfetwkddlXJCCSoXd7mSNE88jmo3VDMuO+9Bqm103QpN28E7J66tWkAou9ZSgVHEcKV93Im4397eJMG9+dlUsMACB7aHZ/CRHSoBiJZIMBU7Qo4OL8zFjPPMEUiSJwkqaUULJAJmgUAAowgDMie3QUZ3EcJsD6m4Auk9L2fsNi+k2/p/GwL8FkjgO1/jMZs5BzDmY8waNcqajBqQljhh3/fY7SQg7eL1a7x+9RJ9v8O3vvm/8em3fxNDv8PLT7+Nq4uXcBzRpBENJjSOsG4dVk2DxjE6DzTERRBJCcQR4CqltkJFw8TYjWLI7QMwBCH2kQFLSh0T5SAxYRSyV/PdkDECgmU2hf5NC67BzBh7BlLE0AAeEcMgdGfVEBpv8JGT94nQ9w4hEMaBsRsZMTD6wAiR1AZCOdO0iV0P1R5HU6ilUIMaqq8MMhJ7Qe2hc3xD5I1eSfDZw8gCyixBGy9y7JAxHDeDj+bSJmWGYNerI3eXheKzBqKpMOpUHRnLVtFibj8oj5ar/9+l3YfoZHjpjiMzAz8yxrxFjGHOVJnqvTrtNppWAuBMg4AylNJPkQPKAzRt4TZX0pmdqWaU9cc7GOibjM+/O0n059TIGP5iJTMgbqeyEESjL5r2NE05q4BARnv0uy32uxsM/R5jv8M09PBI8C4Cll6FLJsogSrINkOXqUqXoXCPwDicNYGQ5DNDGEKU00UzYGEQiUt8zSxZMcn90GJfHJPgU7JswcA4MdpR4haQCMmL91IMCTE5xCC2jhgpay7Fu+nhNYNlexTvo2wiqKTA/HLQugQe3jXwTjx1TPKGcwIRJfNT12RUzJhCgYzGUcrnyQIExO+L4MzI61Qj0AR73arT+AEngVhUDRYmFctiq+MRxnEUX2iFriy5m/M+G8ob36DN7qyFIcgVVA008YOFcVG+9t1E+2B630VD+AyULQtFuSO11WjSQsl6W0K5SRmhq2JOAIiXEpDzGRkxqZksYBqkMV1X4lFYzj1Abg5wIlQ86465ugVDv+vvZfd39fXYG/uztNnob7FTLKdSlOuUNcVM2AAM04i+HxBixObmGleXFxjHAS8+/W18+vHvYOh3ePXsm7h5+QlCGMHjDh1JIriGGF4vGELEmIBIjOQYjjg7NzAz+ilhOyTExNgMwM0gDGA7AbsghH9MhEk1gjp2mCEMQLZlFVVh382+L5p+3suA9iZ7OTFhih6JgX0vDMs7wqoFWq8EgQVBSIlAkPgl74CmTSDH8JHgiOFB4vFkmssDL6bHKbKjdyITWNJKsHF+5+GcuG6KsVfwfjgJkBKvH8GvYwgI0whmSW41TaMwiih+ygDAcAA1gHPw7SrnMFqtV2jVltA2gv8TtDqYJmjLi4TFfY0Ti+9038MqOo3TKPflhHFl99O2hXcerVZqs5KbZFRsBqnQglJQcSl93/NvROqOxWQLv6aptaaU3UNLr1BEFyCnKT0YTC4X3zHNDMDc1ZgZyXzIUzpgbMYAgAUzqDUvGdibNwiVY28/hGbvx3471jLOu4TcPmP7LHDg27ayIhdjqI+p7QvMR463RVOcMMy7JzFjGEds95LM7ur6Cq9fP8fQ7/Hpx7+Fb//W/w9Dv8Pli49x/eoZwAmOE1ZOVlcDIf5IjDCJYdcRYyJJJy1p62UN7aeEzcAIkbEZOTOFfZBXth1w9byMyVER2GY1DGgheNRbNHMEnRN2mc1EJsTgEQkAJ0wjwztg6oCukXXd6J4QaMjDE4E90LYE5wntxPCEwgyAbL94SCnjcyiyU94NIqqlwSIlFhdUUz8NLopq1KzTVJdNJIQYBgtlKGde55lmxW2qUWUpgrMUa+U57T1jqUCBjmh+H7X9YL7DDmclG5Y/p1aeypssGsYkyjcZ4rmFoM6dBeYTMXM4OHKlWY/viq1/BuL6JlsCV+vgfkOpdKxbjLT3/f3Y8be51t67fRZDNyogAGXPxlTSwUyTQUY9hl4S2w3DTuqZTAOSFrlxpBkKTJ5nBsgK2GhQGBiJWPsX5jNFeRlEFFhekaG+/nPRbKESVVrA4ZQI8+fqD/lAs2OqHcQodITFoExQL6gk98dONe2KUIgQpOvfVSiLjfuBGQLwCEwhT3SNoUClvir9g28kTqDkGWKkOCEFaDHtMccGSN1UKXZhhl44D09ihPS+hfOiEXRdp55GpPECfs54bKAMMVIn+SNodCVrrEOYghbbUA0BkHgKy4/UNqopuFyms36xgZSLfWcM4V0MzO+/HZK4ZTSxQT3FACtlQbyfaxbWloxh+TsqQjbzIFqcm49N5heOora/gyH4TdDQ7wYD70NqC0dpC+cJnR+bYc3jzda2ZPQUYjiFiP0wIMaIm5sNLi8uMY4DXj77FJ9+/E0M+x1efPotXL58hjANCMMWDUnac6+GXCtfCZYYpNEcFEyLZ2EAYxRvoyEk7CdhRH0U7SCy1D1LTtNxOC1roDc0s4tV6jLpJJW1W+Ytawv6bvVQaopizIcg2VG9QkMO0HgdBw+HRt3XhaYQmiQ13GNKGIYIR7FAVfzw0BHwWPDRXOQDFFbJ8QHGEBqvgV+SVTNpKuppmjDs9+JtpMFj5s4q3BVybtOAnEPXdhKZTE68jBqBcnyj1dsWY7KJthS5nBhhCpiGMQfAWUU2IYZWc8Frny67n1q8wzLWgdR+wNWiOUZ2bvN2eRuJ8fYf8UYp4xj8fpwx3A673PV77eZb/728hyVDYLVRJOZlBc2DOTvmNnlsnJ+FEXwWgr0c01FN6QijfNN43oqR8TwSuX7gxzSa28Znn01TiCzEdwpJ7AhTwPZmg6uLCwx9j5fPP8Wzb38Lw36LV88/xtXrZ+AU0HCEdyJbezAcrKLZpEVvJM1EUi1gCOJuOsWEPggjGCNj0NQQUyKMSe+PBNY0l6Fcxaxay3YPtexKIM2tRsWeYEZvCA0pWo39bfu7ZAhuSFNlGzNhgmOCJ6m6aIW3HDnEBJBLSImw8wxnhvZHghOBz6XIjrzVkqBJ7UBFgFIpZsFV8RqLC7BeZkZIS7nt6uI4RpyzEAAQzA46M0waRGTMofYyKqxfZXpHxYvJuP0BRHL01qu/bjmW+U20+51a3shl+u53/F1tAcEd/HyEIRx7v5e0z8CsOt2bhrbQPO772+y4ckIZxiNu0N+1Te1kXLaPJpSzGIEqME29jAbNajr0OymYM445LQqQMuGlvNnMw820EIkqjiz2imgQUWJ1LzWYSOtoFGBCpe0C7YDKDjRaYMcWVaDcqtArrj4XLcG7+rtKUzAIjEiZBzS3G9RLEdnJxev3AElwHlGp317fyyO0R6mnwCohCzeWVTRzCVWiTgBiDCACYpgwDZL90PBI8edXwuukII7XDKdtKyU8iShnWCWiXB8BqImQMgQblya6kgjLUaSRSSEr1pxJkIfsNIUFEUk211a8bgz6qoPuTDMo0mCtqt5hR1DGc5u0+C5E6eg5d9LXSoLKLxueaQDu8CwGULsLVte319Kl115miD6471qKq3KMH7NXHNNOZK9R+Vy1OyEm4LYn9JlazQTfF4M5gHgW/S5huNmxb9Fm5+gmspQkU4g5MG27vcHlxSuMQ49XL1/g2cffyoFprz79FsZxj2F3CUoTiCMcWRF7NVZDPJmi1k6OCRg0n9AUgX1SN84EjKxunESAZjP2MsA8ZoO4OHH12e5DAaPZHBpBl0OcA7wyF/tsRN5n7L94Ftap4r1jJfqElSc0TlJirDqJWfAEtI7hSFxSW3aIibBdJfndaTS1PcIHlkkeKXiNFQs0QgyFkMx7p7huSmFuRphGjMOAFAJCipovhbMNgojg2wZttxJvIs0xZAzGWQ3i2V5gzKVSUnxSXNpCVOaTpKi3VVJjU7NJXSsbqbkgFdkMMmoyA6JqMdbE3b68y8noPgLB+yEoSmiPMoa5S+6xa90Gy8g57uC8JVOIMR70WzODWZ8o82iE+i7D9m1jW6rgRxlCxYiAeh9W6pVJFLjf8/os7T7P+BjBP9qPjpvqY+8LT1UvE6YBrefNpSDNMAyYQsB2u8X19aV4Fr1+gVcvvo39bofXLz7BxatPEaYBlPbCFGDGZaUTKJmMo8Y3BK6YAgN9ncNIvQaJCOQNyiG1dsm9JyU8SQPewAA7my5bMy7fq34LqR8ihLvxnDWDxquEr0SbSJVYpXWW5oIANE6OcSSeR60xhVbPJ6DzcvUEQmCHBMaqJbFHOMAdylkP1j6/3EfVBBqhAJAJtKSkTupxgAxTZK1CPYq8FuPx5lWEss6Xy31GqJQwW5k9Zqu9EOeSrJ5LqscVDcdSclip0Oq+7oFHsEoRy2OPnX4bvHJf5nDn729J1YweUqEMs7HY9Y5h5ce8Y8wIL9M7J+oH7zpfs2A2HDKROwdvH2875ra54urD22D3j9HuS9yX9/aO91GEiYrJqxPIFCZMU8A4Duj7HYb9Dvv9FvvdBv1+p7UPAjhFqcWBwvAt3UkpsMRI4AoW4uxFVLB/Ank1HovTIaDwUYG1MFNek42/Ut6lK3X5YNuHnOOXnGc0XuMGPKFrZPq8E2mfTFrRiGZKUtKWYIRdjM1dA9UUgKYt38u7jhWiMRT4yCL7H1hF0PY4hubZJ9KJE9csooSgFZccEUIIcESiIUyTLJ6q1rFoB2JE7roVum4l6SVIvZYAZLUEFSPAQlrV9xgjxmnMuYwsBgIVXOJ8o+kVHNrOjNiUISOC1ADOksKb9pr2ywqH5dm5yx5xhFjd6dVzvyFoR/WXBeI6JOJlkcp1kYm0fVfHHSy1hBwVXvVZsNMSCS4eZDK3dkzNGKg6927Y6DgTeFtSeHRWK23hoRtV+P3h9zrPt0CNdTNNKxNTVPc2m7dcNuZYLyJxKxQTY0Q/DAghYN/3uLq6xDCMuHj1DJ98/E3stxu8fPZtfPyt/1NsCZsbxFFqJ4NiFqg4RQSW2JWg3kYM0QoSEyIzRgYCNENpU4iuYfHkoK5ARVMHNLpYk+ClCKRoLufINeIBPnikwhQkiK5tgLOVEO+uJaw6ic0xrcGgKUn1QpoIT55H2zg03sm5jUOjUFLbeDU0Expy8MoMJs3Mul5FPY+zPeMxltyjprkQZlcemDAGBkeTGih7B7GmreCU4D1lTaBpSkW0tu3QdZ1I70aYWM81MYCLL7zlck/KDExLGMZB/47i8cQpRyMblzbjdeMbtJp/p1H32Vodtw38JtJTjL73gDTeZqpv0SrkR32r3Hfo8Oc8rLxdWO7HtAPrv0B0c0l9WaPZ+rDkhThgCm7OFCoPLjtGr3ycIcgXs2Pfph2z3dxn7z2GvlDd8ftRUI5pnPf4RlolYCWNQ9C0FeM0oe977LZb9H2Pm+tLXLx6ge32Gq9efYrXLz/B0O+AMAHTKIzHI1chtGJYzEBEktoFYEzKBKIyBPmecip1cqT+/PpddvEpzzBKuQUwk5S9dEK4peBOuWNlvRW9YjTqEdW1hPVKtIJV53C+Fi9JsRfI/khRYibAyPmTiAir1qFpnGoKDo3X4DXSrAcoHkoxAV6ZWNs6eF+Epsdqj2NTyBKNTDozI4Ug5fIcgZIAbk70MUlvoSoxOQfyXjKQVumtzQ5RVKt8tWyLzBqiaQUa6BbVZmAurmEa5beUwDGCIekr1KsYtftslmpryCi3rNMWvvBm/vDGdh+3wLuOu7Opusr1F1xvEuinhNoYUkjV8fEeeDrVDME4jmkZ2o8Z6Z3aZZZwUQUiLS+4uKFKBp4rOgejro39xvyWqN5cq6qu/wgbdRnD8taup8v+FuffoVccHGGPbYb1x6iQ0YRJISPLZdTvNuh3G4RhD6hBmWC5jHJmJNE8WAh0YoWLVJgzhmCwiminQkBhkK7XZ6a5x8oWPAJfmh3BZMZj61n/cCj2Au8l3qCx98YJ1q/aAnSsBlZ4lnK4RIRV59FoOp3OK6GHaB0EsX009pQTEINoMhrbNvekeoT2CExBHpwYa5OWz5swasFt55wdAt94rNZrNSQ7kJeparoW3WqtqSQatF0rvr1W71j1KlZqxmx5QmhWKnOaBqQYRDvQes0m6aSYit0ABLSkkJUwpE4rslnW0wP82+5WtRUjrsagZvSI6zPmcMx8w7+jdMhlQ7xJ+uWDHyiPVwx1BOYoqjZlV2/RnnguxUOPn9sXLBqcgWjuxGXOhAlYqpAmpy/3lim3GhYWfR9F6hjIhXyqSPeM7BGJOzE5mEeVjWnO6Bbwyu+Cdh8X3vd0pUIsjVHq/jJ37VFjd8ZhwPZmg0G1g1fPPsZuu8HL59/G82//NnbbawzbC9C4RRMnOC5FcQBkCCeEhDCJfh+UMTCACZLrCACghJWI4JrihUiuMAfyTskBC71hIMaEECX1hnNACNJ5dHJ9WxyVTqZCCtCqQXm9IpyfObQNqabghahTgnMpMxOTm4g8oNBQ1zZoG5dtEJb6yKnQKSU8BX4OAaBesqP6BsLEJE+QBL3h4dfkw7ukVoKzQQgpiXQ+DYMQVg0xbNoWTeMVrqESc+BbSUXtJcit8S2slnPeHHkhQI1MmjMJ5t8shb1jEK+iYdiLthAT4iSpsC3C2mwYJi870qpwZtBewCVy/Vu89SuBVZCl2zbzEb3jHff9ofS7vBKV425dYZQ3l/Sj+kS+zyzLz8Y+sznIRYCq1jLMyK8GiZoxmPG+hpTmQ6J8XpnY4zdAmdRXTCHL3b4MOTsTzJlVVhe49JV/I3rD3P3uaccM/rcfXP9xqCkIGlvgV3MVH/oe/X6P/W6Lzc0VtptrbK4usLl6jd3mGmncAGGET0E8dpS6papMpkEviYEIMy4zAhiR1Nffq6OJJ4VVUPuKiu+/0o/EWsBSEQcmwCVlbhWCaZVMzB4oa1rroxDQNlD8X2wJ8u7QtQ7eC0l3ej/kkL2fnNZ6N6YggqTceyFZZb051r0wAiHo2s3hz9VjeIQ196jeR5bhNMaAEEZM05Ajmk3ty1CNlrN0vop2dqVUZ86WCZmvkmrWfJHF3zmGgKj2iRBC9jAq/soQKIpIvZmajGkbZHVbha/bpbW7qPl7wJPesc2YQfmyNK4/lrgS0cCMxKoGklVvI+zaGRe4Lr+AsgtNGzOoqJrfWdK8o+Mv7/as7W+T62uD9jAMmMZBjrFreI/VaoWmbZe3PIMOLCW0sZ/ZnnyP1j4j2st7Xv79ru7HxxwFbj84Hzb7ipSQWrGckAQykhrLA/b7HfbbLbabG2EGN1fYb68RpwEcJxAnhVhI4xGk44SyViJzKXKjjCGBEUlgGauLkgkpGb0QiBkEzXis3+uqEE1QsygRIyWCczyDkEQKr4QUOVODy+R4p7YLYTAyNmJSQUn6yfVQFG3I+dBQoplFAFrsvwpZECYgr1K69nGlj4fPfZRvWOr4hmnANPbY7zfYbK/QNC3W5+doXQsQwTcNGs1sKlCS5BRar1ZZUjePH6Ba9BURSrG4lk6j+E2nFDEMPWLQOARVJ0HClADxeGnbyoi9KjEQ85xJRxgCV6rj28xPPvj9MYvslVJJs7foMYsTdSQMySulcI8F3lkNaGZCIpW4q2sSkdafTdlNMXFx7bWl7d3Cy6jxGQ5cehwtPaCKJ3n5nuCy55mkNp8QQsCrV69w8foCDKBbdWjaFl3X4stf+QqePlV7kSUlM0JCtmbnrtCiHTxMexso6LPARm93qq4hZQgpaQp5LTK13e4wjD22mw1evHiGzfUVLl89w7d/6zewub5Av7vGsL1EmgZ4BLSeQN4bXgSwZDOVtcIIgaX4DQNTSggpgQmSs8gBzkOIsJW1JSd5jLyDb8Qm6T3BKUxjt8AM+Ag4z5pqXcrqMAssFXMUdc0Q5OUd0DZi6G0ayjYLBhCS0I8Co4qraYaEyMNTCaD15BQBEVsB2/hIYSEtDSAaBwt6QglECeIqO99DD9keQVMwTNKIRUBM6s88DgAYKa0AiORGTtUu1RR802RNYVYUB3OMNV+KzTXMtJKIGKbsRx20qHyOorVkVKSYdtOIxqBR0XdpCtbuu9f0md9xwv0YwzFvmWPfk0pHb15JdAAdCEyQ7C+jlAupmQtOn+WrI5qC2Xvsaird5UDDypC/nF/K9qLZaKuRmvKhFIChkekBu+0el5fXABirszN0qw6r1QpPn05IVouBaUZE8vPJror2ZVlj+Zd7UNmaodUupA9vF7hfy+Oj+rku5li1vxiT4vOqKYwjhqHHfrfFdrvB5uYaN1evcXP1GnHcI44DOE0gJx6EjgBOBI6Ur2FMJ6ZS/SxoplOLNTBvo1rkMgcTokKsnTKGrLWSWMU4CzKSvjpamnenz6HSdgkqqINVS9B4gYUR2wzhpQKbBJ7l65I6qBBlVENNIKo9cGVAtv1VtATpKs2/f6T28DaFrF0V+MAkxKZrxYjcrdCtJOagbTs0TScGXWMKlj6i4ublAlBFRDyJmJNkVZ0mJI4IYZKSnWwEzMGT1PhlJn3wTTZ0dm0LUtfTpir9WBOr5YbO5JLLN1TvMm1UEZi7PIre5Gt+v0mv+lh2t4AJauJuY3TkwI4BtcsYYeYkFaUJ4oJHcjBcCACRQoOh5K7STU+oXE+1IBE50iSIXjWQEsQoOa6qYRpcqBJXjFIadSkQ7PsB/b7HNE3YbHfY9z0YsmGjZtPshxHrYYLzDl3XZtfaev5SBR8VpldP3u3M+THbu8JKpSl+YctXNSUTJiR+h9UhY8QwjhinEbvNNbb7LTZXV7i6fInrywtsrl9j3G8Qhi0QRzj1NPKwhG6c7UuSPkYhoySfQ7TvpdC9SNLKpCIQg0rMDJBnOAY8kgSKAWAH0UKIIH79soa8k6I8pJ+zwmIhz7AUG9KM9pt3kVNvqZTEbT6gbDGT/s1JxRHBpQTHDo4T2BEiQWotEMBWHKhwn6KdEDJzE2ZUCaPytFG/PVR7pDiFssEASCbTVYf1+Rm6boXzp0+xXp+hbVdYr5+g7VZo20awX++UkLs86YBJGda35S2aBCbq9xjHXrIlThNCinnFe/IgJwVxzHZh2VW9ZjvN0crudqPnUkupSYaoh3Mj7Iyu1N8dna7PlimVAcGB64HdcmAd+ZkXIBPYS5im1L+NYDXSBYXlmJF9vGt8fxaPUDXnHRqn8R1V5tqmaZRBc86Am5j1WaaDrLNJCyON44S9Fj6apoBpFA+y/b7HXpnCxcWFagrAajWg61qs12d48uQp2qbTOt2St6rMnDDJpEYqcq4CyX53tdu0kPrvt+/UhAQh3tMUESaxA253wmT7foeXL57h+uYSm6sLfPI7/xeuXr/C/uYCm8tnGHcbqaPsLIsow3ES75pUDMohMqaQECMwTPKqC+FkvN3cSMcEFxm+UcOxAxomkAfYQ13ZpRgBOYb3ZkZOICSNiVJBJymhV53FXGQJJeups5xFavCNBhlFwEzUluiOSIQkToAnAhoC1BhOicFeLRs5EE3GDVLmo7EL3gFNI2vca/VGorSAmR+2PZ6hubqXLC02DRrVCJqmVe+jBo1vczyC1FZYQApHus7BaTEVaVWDa1KKAEjLQVoQXCM1F7wExJGT32t308yA6DgRrzfl7DNEUpkL7DUkcjtDeF/tbZaOqfLyElGRUNRwY29JN5Nkq9XAwwoiss7YpK4acsOhcTkzXueAKto5RYX9YqzySUGyTpK4DouxU2xH4zBi6CUR234vheFDCOj7AeM4yj2ofcI5j2mUWhnkjqTiAFAjuA9nSXh/7TYB4jbj9ZuEC/uVTVNQGDZMAdM05hQW+90Gu+0G2801tpsrDLsbhKFHnHr4xkq0UpHCVTg0OMoKzsSsNVgZTyroHTNUNUVKEOk6Al4zxCWNIhb0MPsSZSJvBlsLOzLJH8qwWCu8ZRSH1GCciX3Zq6zjT9mexSpAAkSMJjqkKH2nJEWAwISoyf5ADMdmL+BsiGYA5hBndIcNtqL6+aoU98Br8lGK7JhaROpe6n2LrjvDev0UbbfCqjtD167QNJ1kPvUln1CBnwoMZQtGXEzVoKyLNaWIEEOGLoQICTNozF6gBmWTQH0r8JHlNa+JWL6PIxtv6e5nxPCuPXebt8n7bPM4gZobHzkWVp/aNmrUwig32O334qWl+ahqz56iDPBsjR7zpSdSBwIrdtR1aFtxLLCNIE4BCvWp/SclYQDGqA1OACCukFrvYhwmDMOAFBPGcdJ63REckxj4oJBsYq3eJ95oKfrF85P/WVUs3fbIsRdvCdV8dmjn3dvt62s5Jp59ludqJTWlDvo4jBinCdvNDW62N9jtNnj98jkuXr/A7uYS2+vX2G8vEfsdCDG7bVv3iUuU+xgSxikiMTCMCf2YFDoqNZ1nimYiIbIRiJMwEkkOF+E8xJvIs6aUcIgNIEFjLKlSMwQocJNlNiUppywCjyJbAuVYmmuT3FWYcZUmjQJpemfHAKuuxWolGnCnddpl/ZYANyIN3jOmo55NjTIssNk8ygrME1Jp5A/ZHl5TIDMCuexZ1HZnODv/EE8/+AratsXZ+RN0rVRI69oWvhEpEkzI6YGUIJAZLRUaGsdRIaMew9iDU9KgtABAGIJEE3p03UoMyM6j7YwpkEg1lUR7SD3nrnzHJK6scttffLgxja7chzEci1a+j5viWzGbLAkJu01qSByGAc8+eYbnz1/INZIa1VTDc+YBUl3TKTia3YEzTi1aR9uV9CRiP+oACOwX1VtpHKQoiwS7KVNHBc2xZLSVvDspayrTKISL0zyZGqaAjtSbiQGOCRwS0hQQpwnJm/g5hwLreNsiR5Ys/8c25jGD+Jva4xub+U6awmzQmaSsjilJ6ordHuMw4PXrl7i8fI3NzRW+/c3/jZcvPsaw2+Dy+bfQb6/hOMJzRNuI3Y6yRpCQgjzPfkrox4iYGLshYjdGhYwoF+ix6GalvHnYSWtaOpcQJiGs7YoAkpgBsFMblRq1vXmViRssE6NRvIeNAejjt8ypZNCxSuzeebU5UVVq18F5S3Xj0DaiEZ2tWpytJLC2dQ6NOsQ4tW/IhSQKQ7KtSg2JxrFGSkuwXgpCS6zoEGUT9uMIGQ+vKdiaJ+HkVnrO+xZt0ylU1GhMgFeJvSKAuiCUbimzLMbIpPBQ1PiHWpo1NaWOfciwVE6XQTkQLlNJve7x+7mDkGOh1Szw3aX991aiYB28ZXtXAmPMyuYuhoi+H7Db7jKRB4vhy2wxJilBparMFLjEiWSpm3SjMwQqMukMUmo1qLY3YwqWHZfrHPVJKuChjIlZquSNw1gxycK0LVmabfy6tnfK40Qm6KVfOY8XD+L+yvu7beCl9nm/ds8Fo90ev4e5gGORyzlILUwYB6uvvMd+u8F+s8HYbzENe4RxQGOlNKkejbm0ypzGyFoHQWspW8AaV6V1uAxpNhVJCLsxL3IMFwkpmrapa49EW6jvqSJDeZ/kNBKA5q02Cd6gzpIRWYRbdTfVGCYiSXTXKFNomg5NI0yhMdQhE/WkM6vjUOO12SNc1h64QFY0F0Ueqz1KkR0LBILiyd55tE0rnkZto5CRz7WN7QkmJezEDI76XQqSepe5gowkl1GKKS8iY0CNupl659G2YruQxHZmSK6CTupWS8LzP3CwrRbPLC/ApS3EnvSRGZp9Q/fa4vNr3gIZlZiF+UCzJK+wSkoJu+0O+90eQ99jv9thGkcAgFN/a2YgxVIn1zQCB0tkKPMyL6Es9xcxYYyiKvMUERoJKhPCrPaEaZLcU2pX4FRZsiv4KkvkShx4CpL1LM0fBClcBFigFBAA7DdbNN4jhjN8+KWn4CTeTIPBTnafALquw9nZmaTfAMPKMWZtvky6XBNl65MdmJnU8pkdPse3YQiGRxsDtu8WR+lvfPCtXrFANspspxAwjiNCDNjtxd203+9wdfESFy+facTya+xuLhGnHogTGkqSriFxTj0dWIpTSSZiqYcyTBG91lGeYinfaUKJihJ5tMac63HKNpK0EDECIUgfTSNMB5DYBFYPJmgfBA2A9siwdLSKbKyxSqTQshOatOpWms1AvjcvxbZpQeQkA6oyha7xWLU+w5VOFymnEZwmgBNS6pHSBCJJ90EkGoFzakwmBlMSzz9lJGRPrLYtPCCjeHj4iDkXqSFNW+EbSX+9Wq/ReC/BYU0VqQzKC9QgBEtSEqYRk9kOtNwfs/hOx1iyc5oxs23FgO2dx6rr9GFSrp6mykS1S4q0WbuVzg3dc6mmzjpqv9d/lfcjEBCUaWYFpSYgfNBbmdbDRbEM9jp2LXnnQlg1sjuEgOvLK1y8vsA4jthc32AaRlGRW3EhBpfssilJ/QkJCLLkXiJlWaBOff8hRERMMNzW5t6ekzzvlAm/eZIVMXNx30XAB2IAhZAfSC39WzSu2BESphCwubxCnCaE6QN8+avfgScJmKaIzWancCQrc2B88PSJuq02GQe2y2v6/7KGdG5rNmxqDlfaEarj37ot1M07NRcqjDoPth5rJZHL32K0HacJu36HaZpwc3ONm6tL7HYbvHz+MZ5/+m3stze4fPEpNhcvQBzg0oCWGJSEGBMDkRMm1djHENFPASkxhpCwH5N6HwExuQIZZfiuiBOF+ZesBeRE9iYCEIBJbQ2+YcQgBycPcGDNc2XzZMKL9B9dgku2HhsQGnjfiq2zWaFrOzw5f4q2bdG1JhwUgdaEy7bROCdiOHPjDlEhs4g47ZBCD04BIRBiJLEtQNK3OjKmoIFqTp4DU8rPJ2vmEuxxKGG8x/aoaS7yjaF4oUjltSoorIZXjGTagjGVNoWMeyYzgibzh0eGjEgTrZUMp4uazXa5Ixu0/n6uR5BqL5rygaCS0f2BhbdrRzSJey6IA3iq2mG1ZGgxHlIcZRSDbxTvrewPuJDOUyqFkByRhvyTaoOoJpDzmxHGWpOC57zA2Yq1q1sKp+rvLJoX4prnITGQhLnaOimD5dyHGZnjJDl7whQUfkw57mGags6HRHPHGG/dgAQcpLKaaQr1tL+nxhDN+d25ypEOgaL5GVNW768QRozTgGkcMWqN5XHYS2bhMMEhShxCLdFCpz3V8QiVh5Gms0j1o8o6wmxY1S/zx5qvVcN9+b1eK8acK19/xaKdwATKFBwIXvOrtRIr1a7QrdboNEX/2dm5agklQaYwCZdtF6RrOFJAIqFPlEZEbhT6ss1RIwgCJ9nXrBrpYXtPz/wN7dGYgtEII8YuB2lUrolUSecMSJZLaN4i1QimEdMohXBEalVtghx8I4RGajSLp0vXrdBaycwqZ5IKcGq8Pj7gQrxQLar695pVVMQ7r8PDh3h0P9/jWb/RjfAIZAQUrw+ujonqYcSJMQ6DYPkhYL/bYhpHwfUTw0GkuGkcMSkxTsk8VCpjMIlvNkFSWATnSuQmWRbcEuvh8mdbEJXYb0wgJpAS5MwcKq3LPKB0UHBcHBAMRpIYCyEQFBmkTvBjLzEsnhyuXl/BOY9hGHB9fYNhHNQ7TWBGoSFiXARSVSBIxm5pXAy5svs25nmMqWdi9Y57/FiPdx2d5ykLCVS2mM6jRCnLuthtd9hsNhhHMS6/fvkc++0Gr199iqvXzzCNe3Do0TopQOO5BByboJFSwqRCwxQSpknyG4UgqbAz784lOGtGQACLMThxSWlofZNWWHMaiOY94JtS2tJcObUnmDOFCYx2HacpKxw18P4M3q/Qtis8ffIVrFZnWK3W+PCDL2HVCVM4PzvLUHerRbeyuyvESw+se4cmBJrgogNHLy7cRHBMmA3OGCoBIIZLDDjW4DqdFTLhQ1MVP4jwWdrjVV4z2CBrCWZfKIZemlmoiitkCBPGodcw+wlhGmRzVlqUaxy8M0bQ5cjktkpXYd5GpZUFCRwn4tmt8sgxuQYsdJtlqeT4PBxjCLdu7urZmwfP8T6LNlDDRubmWbB/ZGnfJOWYIrY3G2xvbjIxmLTwOpJIUuIqGnKNbHEBnkvChGIg886hcV5d/5y6A0OdCNQ2oQwaROBkBjzOsQqS8yAiZ0jL0rptKJlrrqLnnBEWzckPhtgU1GBNSQKfwBHTvsc0TgAzLl+/FiP3OOL65gbjNGK9WuODDz8QDJnVF92RVABLFrRkaxnZKEskKeI9tBxkzbhAs2dvku19Bf53MkAzKzHhBR0hnXvOQlWYpIJajBGb7Q7X19cY+h4vXzzHi0+/hf1ug1cvvo3Xrz4GYgDCDp1PMj9Jc2KBYeWtAidMMSJGgY9GYwqazoKZc4XM2mfLUlKwCiSMYipik6KhKSg84BvJXOobVGUvNXEq7FVVZ6MSfwNLb+1adN1TNM0ZVt0ZPvroq1ivn2K9XuOjL30Zq9UKXdsqUyjZkgkkOcJSADhJXrU4auSz/u4CUvRIUSrFoZGMqPIYGIyE2phMCVpBrmgOeZYq5v6Q7fOr0WybpMZyKsKXiZmp/bHyL7fNbrNWeQoIXOSzzeBNmTfvHKExhMX78buBFBPKRODx2jEbQh0vMHuhpD2OqoHV2WNzArs8/xYUGHNgWWYKlfbEqv7K8iYpmQhkSIkh6QegktJh4B9Xqv/8RRXeXJ2UMQXSPoyP1umeaAYnyLsZkVMICKP54YsGOo2jaDtTgCM3c5lNM+I149uLb9+1zSSUz9DP/a9XQ0aWSThMk8BF4yCQ0SCQ0TQOiNMIcIRPCzfJ8jiqPnlWPCdD4Qxkxr6YU3kv0vzysZvU7ywQTZPlOUclLUUO+kJGBWylCsk5pBteMyTLq80QkgTUdhpg2+QaLt7csmNSmynp+i907ODOspKgdz1Lo428fG7Nrv9I7XEqr9V/2INaYP3ZzdHOSRFBDcrTOEnaihhztTSA4X0rgWckrpJN24mm0JaSmZaRE5gTzTsJvNk3lvexxOirfhikWC8wd4eTJy1aAudFftC/cJVbx1SIxXw8y/EB0Pkp2Uqllm4QDD0l9P0eu+0OMUpKkGEv6SLCOCGFiBgSxn5Ev+/BiTGNIWPrBa4rUlfm7TYH6lcNhtbAJUlPoUZpYgZUa0tRtyurZmi2hJhAijNwEgkKYDXqSx+OK5Ki9+64muNUmSOSaiKw+ryEab/HzesLTINEPt9sNhinCavVCuOuR9O24mrZNlifrdGtO6zOVhlWsoSBAFTbkVZnbSoG6Pk+yMx0+Z0unfJobxMw6gVBR76v5oX1AbESLSXcUQ3vKSb0+x7b7RbjNOLq4jVevXyGYb/Dy2ffxotPfgfjsMd+8xpp2sIhZVuCQHSWFZcVMmIJUgtimxmDBKdZBbV5nLg8Qyu/dKAdsPjgOCdagbhFA2fnhKYBus7h/Nyj0XoHq7UwB4GVFkRXF6vNcy796rymPVmh69b51XYrcZtvG3W0gNibILYRgAW5iOIOHcOodeUZcRoRp0mNyxMiBwABzAGMAKIA8pYeu6xZhPl6ORQ6Hr59TpoCVfmFCnOw3VA8UAZELeQxDb1IsoBGL2qxDXUxbbs1uk6YQttIwBqy2ng3NHQbHn/befVvBu1QloABe3hc/UfKLMhc4FAJg3RE6lzu7Uoim32/0BLMtzzHHOjnaRwx9jKHm5sNbq6vRQrWhIFZsosiQU/DiGHXq5dRVOJeYgbgqBjtUeWLB0Bi9RXPJrvJ5AUrpeLxlXIKbshzj8YUuFCQxJk52P0bhGDXE17MWUuYzf1C67GU2AxGSAk3FxfYb4UZbDZbjFNA13XYb3domgYpRqzOz3B2foYPvvQhuvUaRF41qgpKysJBNVYikMIg+rDqxXPkO1sMPP9+1pbspIIWl/AUKqYFAqhAMgAjxCQwYkzY9z22W7EjXF2+xsWLZ9jvt3j57GO8+PR3EKcBYX8BnrYyz1o7mCEBhayxB1MU5jDEiDEIfDRFYDKPYYXYylyVu0n6XOR5kTKLwigaLzBRtyKcnxHajtB1Dk/OGzSNQ9sAbWdpJ5J4AtnaWswf6XNzmtqmbVu0rdgU2m6FdrVG265UU2g1jkk92WLIjhgxjJjCALF3aonhxBIcGZQJxAnMAVIlIgAcAIpwLsH5oj0xQ/w6iGYlOB+HFZT2ucJHRTQqTfYxq6eIQkaGjYMBtg2oEYZOc6w4yvBR/v0OhnB0RO9RZa94w/x7ntODWy95iE0c6Yvnn42hGuw2I4gitaWoUJAG/eW5VW+iGNRuoBIfJ5PWLa9MdYOG89dgylK8yVKq9EOAaAo1oUwmLVXeQ5ivjFqynE2NTfSCiJY6HtVYC3VWjS4JAwREiwoRrEn54iQurtM4Yuh7EBFW6zViiLAI8Fufi41dlus7tNv6P94ZH/l1eeRMMlfimyOXFUYUyMi8jHYY+x2msUecRqQwgVMEsaUc1/uzgEAVKoqHkeUx4spYfHx5yKMqtfIO7kmNuRJjIOmxfePQNFIruWmcMAxfaiqLFmvsj+bPvoaSZnNWqLMIJ5Z6P4iXkqZZT1rB0TIyhzAiWUEvDb5MUeKpwFGFh0r2X14YlczDqPbtcp0/TnukLKlHBJ/84PQQFlU0qrQ4amBanCaEKAVbmEVNt1TXXbfCqiqE06i/8DyiEoo305EHMZey6893QUiHt8f5/7Jb7LNpI8hagj14Cz4qVczK8TqIvIYwmye5UvYs4hLFXWsHtYdQmIIakZXgxQRE8S1HlM09bHvs9xIMOPYDWFMTcBCIICs2xKIZKcGvy1WyU0kww0taFcu0CQI8SnkeiqIZMFC8jPI9O4Ak/TBlq2TFMGweOKmdQ+Yvk9QkGV5VvANSBIFy4fQUE4bNTqp8JfEtl2InhEA9kvO48ZcgIrSrDkM/wHmvdRk6rNerzCCKG6rs+LKZ6/VSS/lFm5g/dr2HNwkoPHvLl5prnybdFpEz5vWR0A89drstwhRwdfUaL189x9Dv8eKTb+LZt/43xn6H7etnCLtrcAq5nCYAIEp20xglk6poBIz9mDRSOWWtIfLcnGpTIvKGGp0Zyhhs+KwQj9xL2wJnZx5tR1ivHD586tF1hLZ1OD/T1BaO0fjMrYq2wcU7TK8MWZECgxECkEZwGpACYejlfsPYgmOvmZMZXrOVpjAhhlFS6qQJMQqDSFHKima7SZL0Ft6NcC6CKFqpBeVcDqwellGX/hQZY2CME2MKJWmgjH+pJT5MeySbwlw+ICqbp0hFrNi3ls6cgrpHTsVIBXFn9OpiKpW01F+4ETUQ0AVVaEQew20ePJ/17iot2L7JV8xELMNHdoTlP7KTjo9tKZTWTKEm/CGUJIBmGAWgODrUB39UyCiAzUXTGENgDP2I7c1W+tEFnlesaQo5DF9jE2qxEdAEZvpcnRMJi0hSGUMYoGdhDCIspIpQsEJBgGl6bAY9JxvdqdZRrykyoq/n5SWVKqOCfSaCY6nGzlHcU8cwwXzVHRGYg6BXRNgmKVLvW1lzTz74AKuzNQiE9WqVM63asxQ+6XRN1PeD2bPmal0sYZ93V1gPiUXlnQ+DZixh5DhJKc1pmnCzucLlxSv0+y1ev/gErz79bUxDj931a4R+A8cM5xNasroXrAxG02snIWbDlDBF+X2Kcr3ICgORjaMISpkZ8FLgMm82WUZt47BeOaxWDuu1w5PzFl3n0LYOZ2sn9ZuRIEFhCoNWaUxYLyjmPk1freknJLZgAtKIFICx3yLFiGn0iGEvxuXMQJIKVoOgGRwQ4iSzmwicxLbkyIPg4ByjbQPaVs71xIpm6FqFZITNdSWi1GieQtJ0ICWe4zbd+X23zxE+qvhepTKlNC/hmI/UvZ6Nx17SaltFpKXr6P0HsdAS6G1ZxxFVPz/EheSP8l02WhtDUXWBF33lfozmmttm9fkAKrKNkA3NqtqGqOkjqlQNrEnpokFGKUMCqPubqd84+EzL9arMz+AiKyhVcJXS363wuU3v7A+hsjl4kO2rwmRzug0sNT9hMMKE9L6y1KbwozKzPEy1qQDANEpwn/NOEy7m4eRx1hrMwfAXt7Fsb+Vyasw4rzPrZHEdY59svLGkk5eMAAYZ7dH3O/T7nQanDSoNB80Ty6VQDlsK9QoyivZ3IfZZM7hzRxEsdUgNHWWRkezFJlwXB4f6Vd+yTY9+I79zmbPZHjetQqBqoogUJ0TyAEcEx0jRtIoAYjEuJ9UUIgekFPQxOEi6DL0tg69Y9hU5jafReZQ6z5pmW+fPqtvlPE5HGcLDtseLU1h8lo2k6m1KiKxVu6Ypu0wKklDiGggSg7DScPOu69BpLQSLOn7T1M00hmz0rJjBbMG8WV3jxR/LI3n25ZFfa22mYiZlr3Mm1MhMUz9XBFsgGF2EOhEhRvT7PWKIGPse/XYntgTNU0wMTMOE3U6OGfoBcYoVUwCgRXZM47CUHjn6vPZCIktzofPKyhCIRNJkiB92ZDDUQypL/ZSfwwGVdeq9xQBZleaUNPOJ3Ick5KPZs9WvVAkjkJO5G1mKzycwyCr7OYfWizYgUJIy2ihxDcE5bK+vcfHqtXgitQ2+9KUP1f3xMIxRrzhXAGsZoeaivBQF7tsEN695Sbl2WRtW4jIxYxwH7HY7hBhwc32F169fSFbcT7+Nj7/1m+j3W1y+/Bj761dIYQLCiNbw+cSILC7JU7DSnIx+jJhiQkiEMZLGIQDMLq/JmkgXQag4ihLK2spHanCa84zGWwpqyx6KLHDYGqDsiyzrwJErApc5h7kyFkEUIpCANO0FonaDBEO6PYiAQZ8vcwTSBMBsclO2FbBKBp5aeNdBIEopESBV2wKYI4gSmCd4HyC6kxifJe9WQEwJ+z5h6CPGkTGOKTNZnTk4UE4K+FDtcSOa66Vfcfek2JCkblYf+hQLhyTKUbBN02DVdXBVzqRZ4NgxynznwOiAKRy0gyjCJbOYn2Nq+uzO2ZwhZxef9WsGuwI9qLteKAbhFJOWqpxrBflKQpkBInE5HQaRCPeS4TJFSVzmVWWPU8Swl4C1MIo2Ybh+ETETwIoKG7eibNGTudOKaDnmhmQfWr1bSRCW1Z08exLEpIzam1tyYThgIRbKNsTriQ2ak6GJj49pBGVe2XBbAOwJYMFwU9DC8ADgPbxqn5IITWITpjQqRizQHIjQb3fYXt8gTBM++uhDNb6LZGjXL/4+dhsLiV6zHS55xbu342oHAznNvDkZxMSYpoBhGDCFCbv9Fpuba/TDHleXr8QNtd9ie/Ua4+4GnCIaAhrJO12lNmEEhTdClPoIU7Qyml6qptnzVU3ARmpMs9YMDu5FjxfjMs9e3mm9A1TaRLXGzMZljCHDc9ktXZlHUQUBAClKMGOiBpwAR6PuVk3AyIURcIpIacravtNw7rZZo/FRot8bTQzoWPJyUQS5BHLCCIAEq1sRYsI4CnMYh4RpjBIBHlI22Of1X5O6B2qfA3zEWSRmZp1zVacsl1EqxkeRhiwATSJkZ0XeTcIEYGL33XJXrSXM1VXZSNUflcQ+61PHy/qZYVBO8eQxA1J93aRVwwDMI6st1J+XTEEunhlBDRFVTKO6K701ysyNE4OjSY0y3hQFD2b1U7cqZzkDqUpeWXXh4lmetTGVzMwjg9iM+ZyfQz5QV7JF/Zorr60Hof8m7VlfdnrJumq9QSVwnknipiUV77NcWgsmKAoR8A7wUdMoaD9wFnAnTErZ7hw6q+ZEtKa58K8jU9o//1YnDMfa+/R6yy2vJXHSCBrjM00ThnFEmEb0+z12uw2G/Q79botp2CEMe3CctI5w5YJs8K69zKaQxGZg2HdaThfsCedhVXNST0J9lK6jal4YlM1CBle5IF5JUauw1QQasJgiTbGte7a24eQ9oeuCUwQISBxUodHvAWEK6rQge9DyGUiHpHK8/W2wbuk7QbSMpBpDeQlkVENwRkMqFcHo0QMzBOCx4CN9EGQMAXrTSYrAh2CJySImLZojRiICk8tFcZxKc23TwnmXowvnesh81pYeRlmarginPET7katNIH9nF0/tr1bLzX9/ButUBLyMobJ7UE0IynXMgIfyi93E/LbqzaK015El+tPylnpMmgSSS5NGD0Vg6Afsd3vxT9/36PdV+nGrZ500PcRMU6A8dsOYCVGKksML9sxU3EFh26WkwiYiuJjgndQfdM5yIwlE4XK6Yy59cHFDTflZOyRnG7fMD3lX/BIbiWIyOtGQGh/DCJ8kQntMEVFDbacYAU5IiIisCQEZOejOZWZFee4TVWJIkSCKJGzhN/RwIt5BCgxdmzFKcr8xROz6AVOI2G1vcHn5CuM44MWzj/HJbwtk9PLZt3Dz8mPEcQDGDVqDXJI8f2ECIs2GxOiniCmwGphJK6dRDi8Rxl3vy/n+lEMYWEJGckMANNNuxuWBKcgKYAZanyTbRnCSa8iLMbpt1T2dBHoCAZ6FIEtPSQl9DctGpDTKNdkh6ZpmFBSjXnviBt9lO5Xl9SJosWhoChEEUGIkF2SfUMKUqlLBaQKzpgJR+GgaGHFkpIlzuQCbvbIlHpYzPELltSPf1RIvSwrmECw7pTCIkmqYtChPI3l1Gp9zGTlyM2k/X3BBVI4NqbZALPmBfZnTL5jB1qQldY81o/iSEaSFVJ+vuzRqw6QVMwaadLHgAfYimhF8kYRNMzDCWr1YILkUkhYslz0WxoD9rkcIUYyMo6rFRrgBMCfJHQSA6lS92q9I9MoosiZhqru6rNrgWeTvpDlyJLeL9uXlBSCXS0TOlC3/1zmmsoROhOQIxTiv43MO1HiACK5rQV0DkOTDEcKekIIH5eh4YYQco+DlMYER9bmmTLcyTMFlSddjqsVjY4pmy4BqPw+5lTNjqNaSwT0hBAzjiClECVLbbTH2PW6ur3D5+gX63Raby9cYNpeIYUTLAa1ytlyPODMGzoVyxpgQExDUjpBAOTYBtn9NE6vmrDCCOVOg6l5Q2amAkgJLkseJy6btr8wAAHgv2fKcJs2TrWEh8aypNrhCSFn3uggEzKT+oVUVOGaAHJJrAJAIpNToiD1I641kEYihSIemwo5JaiSQ2udcVKYg6yzGhGkSQThOEM1ehjNvD7yGrH1u3kepqpQWQuGeKZUbNwNyToXhpdaytdoVEKgEaC5G11oSh5TP1o0d8wmZbhsjYaiUWKAhg1ZmWsOB0bcwi7mWYOOj/J7jFDIxKUQXUAm9Oq/WcKT+ADK3SDFhGgZwTDMtqN/uJTZhnBBGiVOwOsbTVGCjDE1ljyPTEGTeNBJ/hgZVmrNCP0WKzkSUCjNjHT8DGDhiH6ISWi+aBhEcfI4Mn8eVqNYD26SYMWrT7ACAYhSJjQjgKAVvgazZJGaMQWwokRPGEBCSGNeTCiYklE6M8QAMo4rThGHfg8EIOpfwZoCvRlr+m2kHGQX4DO1YbE39fa2tildZ0LK1A6ZpQt/vsNtcY+j32G2usN9eo99vEcc9HAs84iyqIK/tlFNgB31FLu6SIofTIhW2DUwIb/6uVpjoYNlX69dOL7E80QQbAqYp5TXYtHJ8w6gW3Wwr5P5l30KzsxYijmTJv03oclkwYQISHIi9anwNOHkwOTjySCQJIOF1B5CYMMS8J3Sn3LQDohjgUyRZz1GunzP6wkmNhQyP28jLPTxkeySmkJ+4SqGiHYzDgMRSB3aaAmovI0mN67NxuW3brCHMoRnh7gWSKcSM9XeLa5KSeHMOMpMG1C0tazKZEaSsHZRrmzpXSfnaYeI5M5DLFQkeQM7HNJ8ica/NTz0VAkBqPPaNB0lBWt2AjHEYcfHqlXgXsbi1MTMQGFBvorEf0e/2SDFit++x3e01CZpoCGCVaFIsxJ8Lpky6M0mnUBa+Qw4jSJw3gYftTdNsANaQ1MgJV7s9bvo9GBD//8YDzsG1HqT1sn3TSBoUqAsykCNws+uypucghkA8AKDqvExfQtTnKhksRfCQeI2Q5yoZPKTrsyGH1jWSOpwIjrwy2R3ii5doVyt85atfQRonJHKar1nu19K3FDmjZu6YJet721b3lV2aq+/zvGjcSt9LedP9sMPN9QXGccDFqxd49sk3sd9t8PKT38GLT34LY78DjT3aOAKIII6gXPAoalJAyXY6TBEhAX2QOITEhMCUy2la7G6WarNEbpPAhRzk7/S/WrMiqyqnfTBrmElCCLIHm4awig6uARoQPGtcjCOQZ7jGCLPamVWCt4SITBpXwKQxBgSwA8MD7BQOI6UfHpEbiMG9ReIOgIN4WDVac5lyMj7nGI2T8TqIRisefFEYAgMxip2EE4BAIHZwidAoI/AU4SjBZVtkpWE9YHuEymuYS06GdaumYAs4hEn9xL36iTudYEuYVwzMgG0KWTRkBNV4gr4TjEBb5G+Z2HrTxtrdMwVZ0BrmLmOt4SM52xZ+vs1qs6d8nN0yHbzM6JrnpLqPOfyVxe0MH+VU03rRlBL2ux1urq/VNiBG44Y8Wng4EKZhxNgPCFEgo2maxH6RWKJ4UWlHtVagu3q+lxlZvYe9eOYFUr7XZ+MckiekROg54HrqhSmghbdn7kQVd86hYYaHljnU90QRkS2YMSLqs6Kknk1srskyn0Fz1EiyP/G7l/kZc74n1ghUR4TGNeo50qBpYek3AdXMwjQhbncIIWDsx+IAQJIOXOZFbSQmgc5a/Wzn68PWYv13/d2xduy3ktU2IQQrnDSJS/K4x353g83NJfbbG2yvL7C7ucQ07NFxxBohw3/ZwM7zFBYhiYYQk8gczFJScx6xXJhU+W42SpuNIgzV8zNbaTo3qexjMMN7cdd0HggpgbSCW9ESxEZlUrvJYAlaJpMV3tPkhsxOBJckz5LZKQNwCl+qvYAdmD1Y4SNKHik1ogyotGQ1FpzirIQIiWHQ66gXHEd1xEswjwcQi3DCsGA8078fWj8o7RFsCrVYoBCL2g4kWjkVzxcA7JucYKxmBDm3EdV9FeYAZE/HbNQ0Y1LKixSZcnO1EbPHT6UpQOGU7OXDgKw2WXmk91Yc4KpbXjAEe69fWVPI0FA5RhYbF0nduyxxm1ErThG7zQZD36Pf7bG73GDY7iXYSuGtxBNiklq20yi5bVJMiJrnJ6ndIOcAMLFF/yRUzKD+zu4xQ0b2iwWPsXYnC58BjFPEyBEhJYz7HpgUPkoQqIYIaSTAEyIRot6vY2BQppRiQBw1aEgrqDGb0i+jsPTHBELkEggZp0ldCq2MaNLnSJqCw6NxYrfy5OGscjdT4fiJzf0F0zBgt9kixoD12RqrZlURdxMbKK+Lmlgu2/L7Wgu4T6ttWSFMUjBnHCUQbRyx217j+vIV9v0O1xcvsbl8KUkA9xtQCvCc4GBQnPUl9xEiI4QCG4WUM6SAlRmUlcGLz3TAAMvvyMeU9UOVEMn5EPmq7DIh9JrrSOMXGl9KWpaU2oU4Oy1YY85xRsCNazFUUyAFz1TtccSKL+T8unpaGbtpxUUlIpgnoqWwscA/g4VNeHHkAKcgmTIF1jQs3qljRpa+KsnzAdvjpLlQQmcLN6aIcZAQezAwBcnU6JsGbQuAXIlD8D7nMs+ZVGHYPZAl/+ziVVJlmJRTPIfkP1aJxNJQ5HnOC9gm/8gTqIzbVAcuVdBQWbw0Ywp1Cu9ZOm+Tuqn0Z8QKAOBVEmUGB2F4YZzw6nc+wcWLF5jGCdvrLcZhlL7U+ybFhKRV1CRthcR+TNOEOI26aDlLTqZd2R1kBztlDLLBDP8XCb2M2xZ6cV+V1MwTIidc73e42m+VSaPkMiozjsARSaubhSjeGBwiUj/IfYcJcejBMWilMPUVdw7kPcg5dOszrM7OZH5Vq2LMXfwcCmPutDC7pwYrv1KPNgdv9g1A3MoJQEhiJMSE/fUGr56/wPpsja98/as4Oz/XQjwJSaMVHI45QtyvHWMMB15GelyBjKRQzjRNGPo9rq5eo+93uLp8jW//zv/GdnONq9fP8exb/xeGfofYb+HjAIcIp7mhmCV7bNRgt35MGCZxPe0nxhBk34XkhDGAkEtM1kIXG7Oj8kW5kWrP2Je22pQx5X3NWVvI+4IITUNoW6DrgK5jtB3QthHeT8IwGsmLZJCmM25A0L0E1SwBTuK0wCqtJ9IYnsRIQYQmCaIVewtDKs6xRVnD6rWogZjK/TP02jY5FX2XWuZe/lYYNjnx40sR6FqGd5MKyfxO6+hd2qPaFITOMqwmcAySKiCr4bWRWTet91VMwkLNNjVXpP1iMI1RM17CfH5L4jg7NRfG0DHZMItsl0eMYvQ0A6hJCOqSBmga6cIAkH+f2xGWGkPZGJQ1JCHAlN1t2Yt7n3mUCJFPGLZbbC6uJABtJ/gxefW+cQ4pREzDqLaRfDti4NekeWTa1vyWZwqewUJZGwDU9bSSDBcdEIRRxyjawTBIJC0nhnMe3vkSC5EARgLHILAiS0LEkCLSOCFu90ghIE0T0n4HjhEhBoxBoCTyHtQ2IOewfjKAQ5DEiY3aK5CVP7FXOCH85AFqVOqEQ0NSvc+IT5b+8q0pgYjivjvs9wBE85BnKUKLaSG2nmoCV6+P99WKx1sJ/hTjco9h6NHvt9jeXGNzc4ntzRX2m2uxI8QRLsUiBZv7paWw4JL1tIaNcjwCCDnZXnnqh3/PKFnZYUbq83SYf7VBWCiCm+0/mb9STCdXYNPgNqKU96X8rUxBxPAi36tUnp+TQWCsj1EFnhyvwaYpFC0nC1D6VdYq9RbY9k3FG8u5Sh90PkoWABEAozKNunzwYzAE4BG9j0x9NqkmMwUjoLksp9kPpHqaGZvr4LCkQSGzQC5LAw2tDhYtcESXl6p10Dd7GFCcXj5W0v5CA8gS/BEiL+N3+Rjra/l+G7PITKY63piCarE5Ne/28gr7my1219e4/PQlbp690vw8EINV4+BWLchr1bBQgtIMJkpa6rLOZWO4+pI5yGeTcsywLLCKmWbr9W54PwD044jtOEik5jjmyCZmSWtCDPhYUnhQinAKYbWwkH6H6DzYMZJnxLYD+4SWW3S8kv3mPagRptCu1+ialTAFXT/5hljmuvZma7wJHtA1FfPxsqn1OZlkqfQphYBxGEHOYZomhBThydwXKdO22guuTOfx7X2bR9Gxv2vIaJqmzAh2uy36fsBud4PXr15gu73B9cVLXL1+gd3mCv3mCggjXAqglHKaCLa4IBaIaLSkdkES3Yn2pnkFKz2SjFqpZn2gYOfPhaDbeaZhQqVt5F3A1RmcBSfzyPEeaBqgacTY3HpIGm1NnW1Rz7W2q1cVIS5Xf1Umb1qNwYTGKKhkaQUJFEkMJEQJcDNNkEvN8aw1m1YNKVFLVRwRqAFrcjxWPMDrnMQgdZyjA5omzOZouY4eqj04U6hkeljJvxglGdc4jiI1Nj5Lj97Lq/ENGi9pLMxt1Qh+jPLZPIRy30kyJBqRAQrcIZ9NyreHbsZbDzPiFml+rqHUQVYmwZOzgu5lgRemACzEg6MS4uw7LtG7pEZ2hgYNqbT9/JNP8erjZ9hf3+DT//O3cPnJczjXoO3O4H0Lahu48wRqPWISiCVJPURxWQVn4mzEnjnNGWAFI8mwVGYjDVKzYB02G0+R7JLmx2Fm3Oy2uLy5kfGzEUxknJ8Y4kIaWfLNKFNgiEMPkwM7j+QbWCBjhBjpyHlQ49XTpAE1DaClWMmJt5BsRq/3ZvdAgNf79E68n7zYrECWchz5OThxZ5Hjk5NYigTEcUK/3YE5YhgHTCkgOa/2Capc8YuxFYePf75XFpDRXUyhFq76vtd4kxGXl5fY7cTb6Fvf+i1cX73C5uo1XnzrN9Fvb8BhAA97+BRKHWy1IchHwhAYwyiQ0X5iDJMwhSkSQjQq7gqzVKk5meZX3ftynWfBh1DqsmetzKk0X9xN5TTJjtt4iVhuMmwErDpG10lq7bapjlGnsLInTQMXOsPMmFJErLwNUz12MMgRGhXMXASYouZpEwbJqOBSDeAU3yGR/BuFl71P8Jr4y3lWl3JJCS/3BogVCwgBGElsOV0blMG9Kwj5bu3RynGapmD+8CblyGLxMyk8RwgqAa8DwWpPoFz9ioVwmgahF5Nz3Vxln0nyFcEvjMAKzcvnIllSlhrt3FxxyxhM1j7euP9nrd5cWUqqNAmbO8mNMmC/2WC/2aLf7DBudlJ9jhtx5wSBgoTrS2i+alhJJXgjxlm1tQhPlOygsPmTqxeYKOWNq2hs0RN0E4u7nRo9YxQpNsacj0m7FruCMQrVZMzobZKWzYYjgc8SiYcSs4NrvASnEYmWoOVXJdeRPAlHrmLanAVREjEOlirb3AhrBsmGNyPN71FVf9HOAkJochCj4zrbGmUIwRZe9fHOdhczqL+bGZi1UM44jhgGyXO1322w295gr6kshn4HlwJ8ijkgMaMdXJ6LMQhL55zz79Q0E0ANjeXvFsfYceUPE8zsF90sOa28jmehMeijraAjlnTZ5iBG1XstnC3fdZ/LFaJey0Qak8h4do4IgOJ2nRw0wl0C3AjmPgSUMMu5JmTMT6BLZYTkxLZBom800CqRDEQvz3dZa/qx2iMwBUIhl9nhTbNj2gMpT7zktGepaJScpL2wEpOcNOIZIuFYLwpnGIcHoFzaZ6Jf1DgqcI/WaC1aw0I7gH0ufWa4ZwEJyd2+S+PD1Vv96YmQnBODaNPAr1r41ksGRo7gAIT9FskNcFODRGegtpE8QJbJl4t3Se2GamksiHRDVxqPPTWn298grWz3YIJVPLRhc5T4gcQMxAj1+oYZD43YOkaGLhKxMqYE8dNjYFKiFSJSP0oMhTERHSeHkMt7iuGPtP6CMp/kJI4gCxsomqKxtZiE7JMU35F7ryR9Qk5xzDEAA8AhYNjtsN+sxAYyBvFYIodcfIgrcpmve+TJL+wMhwygQrErRhBCUEYQsNvvsN/v0O/3uLx4gc31NTbXr3Hz+hm2V68wbDfgaQ8XA4iDRKKz2QxkXqeo9ZWZMUbGGM2gTEjsdN4pkz15DIWQZm++HGfDyhi5UDUqC4Uz41cWbhM+u39JV0EkxL9txcC8WklJztUK6FqHtqGsJXhfM4jimWhCYuIETho0GyOCFaSy2J6aLygnkihqCG0CwCSZWpkB55K8CHAUVfapKDkx2EVRL8W6DOdFsHJe4iocS1pFEYCltjQzaQBcJSgeWT8P0R6cKRSWIBb/YqRCCSVT9k8mkTuBCKaxB4Dsgpg3mq2f8lGbSoVVP20jRbeJJPDLkVP7hS+ur/p7xo+BTPhqqaZoANXnioW/M0NYdqASg8lKjhxaT4jeo101aNctpq6Rgh0xAhww9YMYcVcdmjTCtQIl+bMVnPfZfx1KrEmhpFn8QZXilJzLEZVekU+Rvou2JEVzsn4kg40JUev+IgQ0ZqBjaJ4oIdYybyKZJ0qaDjiCWarC0TCBgnofjRMQJZeqSVdgCQOSfZfALM8wV34DEDWfhiwvn2FCsKwBONnIlKBeSlZTIeuuKvep6BIS0jTJ+rnxQOukENQwwpNHQ4148MSk6cvLWEyIAG6X/I9BR9U3MJdpwfonjJMUTtpsb7Dd3GC3vcHL59/G1cUr7K5f4+LZb2N79UoM9MNWmUKCU6YgifIsyjuiDxEpAcMEjEGCtkJyGndj+wKqjBc1aJ7jiKqDhFFb4GVZJpyPFwWNy2lQzyMuc+ac1GderQldS1ivCWdnwGpFWHWEVSflONuG0PpifCbHiz2p9sYUhOHFgKDwmSWNJGiqFZAImk4RBxIGwLmIlFAv55K6jpqhm7XGFCErji5KtlQHuIZEy3UM30iN5hx8qQQtaIS2pgeTtfdI0BHwmGkuFmplNu5gSdgLfpaShMQkDSQre0kf9UynUunP1DbNjSQGxXmGVdMgMnHzvjCDQvZnm9SuR3f9/T7ajDGYFFlvEDWg+mLYZlZ305gAT0jTBMDWbqeqbjEqKoUuUpFdu+ZPCi9lyAw4eJXZqjowO48xIDvWJHygWuAlDiSnEk6aCjNEICiBVQtn0QI0TUhSXDaJKg9oZKqzkVseKZFYHXO5vknzWeytDI6os6/Wt8f5WmYXa6ZWvOcqLSZPxfteHAcwalVfeRqlxvKwx9DvMAx7hKFHGHtwCJJzp1oD5bYLnp6Spa6wlBWax6eSUiyL8FGXeapVAfu7XmTV38dvsFzDtNMKMvJO6zN7zN4NAnSWVpvMwDzXOqDCScrwdeWsYvsCer85Q2xhZiV/lXkiiSRvfozFLaTcp9B5+4eZBkE63vy1DrMmAZ9He4SIZoUGdMMbFGSFwiVzpoNh2CFMOkFKuKrJBUw1K4FfTgm3q6Ahr0TTOUmRkTUFzZ0kXbhM8IoBGsDs/+W9LH6oIQJr74tRLDYdqRTbtB1WZ2vE8zOsnp5j9cE54jghBSmgE/eDZEQlQnu2ho8MtBLvn3mc5fdBVgzkCon1OKPeJWDOjKcSa65alc0HF/5sifUkgDDCaYZKSyVCAKyiFGB2DknjzX0vcRUhIu0G8BQqKQ7FsGyQkBVAERwCRlTYCJdpdKSpsC2BX4LYFBhgFk3BAcJkQNl9sdiQdH6Y82saRvB2B04Jm6srXL+6QLvqsOo6dF1XLRHOa+KYhkBU8mDNv0e5JyVmUWMRUkyS6bbvMQ49bi4vcH31CrvNNa5efoqr188w7jYI+y0wTkCKIJtnTgqZAGNIGDRn/xBUO0hif7ZULcbWqzLP+TubdjKNijO9U5dvY8Em5plfvz4XI8aZ6Mpz816emfNA1xGaRqCjp08cuk60gydrQtuJ5rBqKQextZ6qUh9FM7P1V1eJCzEhBk1xn8zbTEuAwtaQEPmYGCEIo8wM0/aBCpdJi3ZKahSJdyBdfyYlRI15kWfOYG9pWuSQEIEpatBg0rQher3Hag/vfcRJQsc5yitZkq4R49gjpUbz/ShTmMaK66raTsUYDEsNjSI5A5gT/6bRUp2Kw/vaG4XyufqhLNQ330z1xy3HH2MURxodfLDzDy9nm8iRQ7fqsH5yjjROWH3wBKsPn2La9RhvxJefQ0IcJiGyT59gBQesOiGorSaKq20KmismX5gNNpOVSpD6t94RiAkNQxkCzQdt404JKU7i9poKXIHKpsGx0iRiBEXJUpq2O8R+lPiK7R5xVJdlM/ivOjRdA3MrdBkuMjjDbkPux+QHW0+kkUXqTyLfJVkTnBhIpCyBtJZA2fBkU6LrNPUDphQRxgk3ry9w8eIlVmdrfPSVL6NbdXkMyzXxRg+0eoUoc87SfIwIk2gH/W6P7XaLod/h+vVLXLx+ht3NFS6e/w4uX32KNI6YtjfAMAhhYyklGbSGBjNjCBKQFhmYJmAIYjuIzDmHkdhpCoBRlPWFZp01o5TNCFl+Vqm81nZ1sSB7e4GzUO49o2kA3wDn54RVB7Stw9MnDqvOoW0JT84VLmqAdVtFNzcmOBYBIeocWrnLEKpCQUE1Zq0WZ1vBUp2zjjNFQogsmigKsySUdBYJHtHgStWaChQFsOMcgMsaU5G1S5FDhCkEqdNs6chLLPXjtEeFj0z9NYhBVGDzRqoMoeoNk41PsI1TrPHAAv/PL/MoWRiUq5eeVKlp9+TC75FZL5WOg9/ZGGM5StRoV0FIkhyPvMvePQwlujGKxD1NSETIeXidkj1jOFUQmqnN8kcR3yxjaj4H83cZr0q05h2WJD1wZgZgWCUwGMykcEyGjKKIqaxQWIpRbE0CzGbJ9TaGWqeqtvmyuV7OuAUiZThF546YNSK1IurVtYoAz1kjmjS3EDmBlbIU/R52ce2OUUNHFucTQsA0DpiGAdPYS46naUAKU0l0WM27fcrBZ3ZDVCR/Z8xIn5N5E5i0WoMl5V2Ot/Kqut0BWNZg00zLbivTw3nOLLGctxKcjcYg2MurQbmGi3KK7PLi+gJGVow5ZKhQx7gQxDIKyGX+C9RWzSLR8ZNBuV+ZB7XJMNQLkCQuusrIYLmPonp6iczEZexvuW4+S3t4QzOVl6TzDQhxwqQ4KACk1IFZAjrs9klhCxDBeyf5bIyw1xlGK/U8S4T5fMrSyQFTeLe7+Qzn3q+nIlFyJkzZX4YITdugW68wrTu4dQectQAS8MFacqgMk3j7jAGJAzYXFyIJew+0HiCH87MznJ+fi11C+68pLQFiXLZ1XxWZFHc8VidwGZOlZ04pYt9LNa8YNTW3pk7IkI8xD6ttliI4KmQUNBK9Kj9KSrANLGYHJCfGPPveMrAK71AGCZpnQqtZmRqjCbbBtW5CcmCXJKrUNAWb++yian+rC+0Ucf3qAh9/83dw9vQcZ2dn+OgrXxFoy7Sh+667gsGV9cBaeY9TDlCbwoT9fofN5hr73QZXl69w+eoZ+t0Nhu0VYr/R2hgBSdMyBMXPIxMCNUieAO/Rtg0YBM8ebdJILZtvg32ohkkMulM7nN2bwmBR029PGtwngYsD+v1e0q5Y5gHdp7L0KHsQeQesz4DVyqPxwJMnAhc1DeFs7dA2Dk1D6LxD48zbqCTCYM3Wylpng1X6lsyqEgcQIjRHmMVWIFNeAsCRM73PdZiTQj/GQO2RsYzfmfZswlQxc2lgqfTJCfABICeaCjmNIte+QwDGgRCDaG/1GD8T6XqL9mhMARB30hBFugnThGmcQCBNQmeGyTIDJuU736Bp24L9G1aYLO1xzRAoL7QlQ7hPMymwuoO3fxjVooH2x9KV/HxQzf2WceQRQNVUsZF0qxXG1Qq07oB1J0c/XQMOoNbDxQRykhl1d3EjhNY5sOYHcl/5Mp50Hbwk6RVZjwDBZPRakPl0trJZDWgqDVFF7FJKGIYeMQqx2u02knSuuhNLVCfNvI3UxhQKU+AQKnhJMH6LKzCoCARJOunyxAgQDJhFsnw2Sx5XiTp0TbKuSwWVNUGgrRV5CTJga8mwKIJnhksMDgE3ry8xxIAnH36Ar/++3yf2Cueq+A599LqQLPmjfHW4NutnL6meJXmhZROexrEwhe0Nri5e4eL1c0z9pjAFRs75FTlh0niDSA7Ribuy8ys0/gxEDuxagASaMy0UUI07O2c0WVP1vpFjKq1cSnWKO/Kw77G52SCECdvNBgBJsr5pQpiGrLgZH+9aIf7eA0+fOKzXoiU8PXdYdQINrTJM5NA1TrWFioehEFDmgsdLqUuoHaEwiJhUctfnnJdC/sCZgSE59c0wN1kzMEsEcs5/ZIp20tQ0EEEqqWttSiwlPoiFIWSmoGOKhDARYiRMoSQmLMLi+9FA72qPYFO4g8Pp3qMFsc9EfQH/WEfZa4kZOV+LSipLtwjC8c+3tfnp78AQZGDzm85SKVDEkSOn1YPk5S9KpJzLUd++8XCNRvZ6CePM5Si9ExhEo8gzduk5u4bKOOoVx2UQ+gxmSgTKsZwPN+8Vibqe1aquAYIMY5T6Ffb85u+mNptnkFyN6rlTEVOFttk8FxHujkVX/VQYFy3GS8iWT+ZMDJIy0eyHwkAMAdM4ainZw0x/dHC9xSH32eU27wbPaAZYCeC0uubqZmzry3m9vstYuVQx7KRAjF/Bt+ci9bsG5FpYMkqfCf7cY09cewnet9Ux4uJryS4TJ3jXIMSEMI4IU0Db7mT8KSIEmdMCAysvz15FBSZq1IC89C7KYlcF0wCUnX+EQcmTSmkexM9lOisnhTLRR5+GCgNSk/zYC9WLZkuxdABYRTcbMwEWP1q9aAZvLSGuh26PYlOwuIS8yLxH07XoVit0bYe269CuOjRNK9G5KpE0jUSslhxDlN3wLMVFkhp9aJsGzHKedw7g7ORb6AiWD0rbYlPWUt37bFT9f9sBcyXCCA/lbKarrgPzOdIUcP7BU5x/+AF822C/38GxBPXxFMANSZAOIN5GjFx3wIFtBwIshl4AYCe1AWDamS/Bezb/rBqfBHJGEEjqC4yjSIJWp0AlGktbnmJCSEEltJArvqUxII2TagrmoZYygwGR5EOCeunAhAgACkLMg4WoaHsEPacwOTNmsgVoGG4LcYiwey2eiPo/SclJcmKP6UhjGZgxDgMmJDjnME2j3nOm4gf7ufaKye6QKMyhNm7L/Pt8z6xpIJgSQJYqWognGo9V24G6NRgeiVowOZBvQe0ZyHk03Rna8w/hfIu2W2N19kRTzbRo2jZrCt43meDb/ssefo4UzjW7nayNmCJGhRG3Nzd4/eoVxqHHxatXcL7BOPTY3FxKPQskeKKM8K1XhPM1wTfAkzXh7MzDe+Bs5dC1lHMeWcoHTqXSW7LHVG1yW3vMInVL1teSysNcj7OWXLGK7FUH0oJWEE1Ai+w418KpVuW9BM/Z/HiLc3HFoF45pOrgdAyxAautrLg1O6SotSGSBwyS+r3EFEwSE6mOcqKypmnRti2arkXTdmhaYwiaB0mjd0tBelW9mTPhSVrPGRByJaqVA6cGqj7ktVK/8rjuVGM+h0YQmARQicfEGs5Cctu2gCOEacL6yTnOPngCdoBfr0BhBMBIUyv1QAaNjGEWLyBYJDGyRkEhig8ikH38QQTyDXxVMMZEnyLFCxEFik0hTCNCDGYtyOUzjeiawTlml1Wp7RCnUAzMmi3X0isQmWaj4l5mAqg2c9E2Z1Igm4c9w5PP5xRztW5WndvEwuQsaXm2OmSdnXL2TA/S/PuEOIyIcULTtghT0AjoSsRjM+hy1hqt5ToiFXNwitkb2cqSPpEyA+XwiIDWD/DeqY2gBdoV2DVIzTmSa9B0Z1g9+TJ8s8Lq/AM8/eiraNoV1mfnOHvyFN57dF2Lrus08KuBUxtezRRMmycV7sy92+5pCgH9MCDGiOurS5ydPUXf79E0XU6VH8KIm+tLcW/ORmOga4H1SozK65XD2crBe8K6c+gaytfIaAJX9gCoLllNbOJSKbHkdTIDLmWYiFStyihD3og1/Aw4yaOrMFEjNZpVe/KNzIN36qUHmjEFyzib+9Y9HYNXrUDiQ6BMgeEV/tM1pspnHWj6kDzicWs024IigUCatlXtwMO7RlIaVxhmjbdmFdukq1QChuY4W5EYb7MjlEPvYAjvgWG8CRY4rrUUAfZQxEQlkej8dR2accpJBdmp/SBjv1q+kxnQqM0YAoahR5NaNJxgJchJxS5JDcMz4lkwV9US4HKK6CzpUpGYhIBqFHJ1c+JxxBnuyLDH4u/Kh6VMSsUE8k8LISpjwmU6dT6VAOTnKsR6hheyjfW4vs5ULsjg4rnDLFHRmRFUQ7TxJPPI4WxEt6qDmRGqBmwlPYmgEnxTmJcaeu3ZNr5B23bouhUCgHT2VFIxuBbcPQFcK0zh6ZfgmxXW50/x5OmHEu+yPsO5MoW2a9B1XbEdmE3BuzwWIcwVUzB7ja5k34hmGmLEqluh7TqkGNG2JuzNc5pRteCX8AuoQLeG+ddQz+yZJ1P/UOIpuHrlI42mcH31+hbyMZaLKSd/hNP6GOrdqPNhRXyIKmiLCjMBTJ6qdzvpbZcYDieJWjLzS3msNrbFeB+wPYqh2Qi0VzW17VZ48uQDfPjhV9C0Ddbrs1xQp+1WuoAoR+3WEbIpBMRplLS3ppRpBk0mD3ZepFyFnkhxzwwrvKHNjqnU+bdt98GJM/2q2H+2PuiCzuuBALBTtd6hW63w5EtfwjAF+LbD5vIScRjBTAhtBDOhXa/Rnp+DfSs1msMeaQq4vrzEngN84/GlD57iSx88kehvjV8gR0ATEeBUKC1Yqk8MkJMaD5AShokTyDs4NPBEaDVNSZgCkDS7bZISkQrCg8Ikz3UckYYRHCPiOCCNVTlUYjhyahieiYGAq2AZVpdWE8Lse/3bDIAKNhW4CQwkB1In+2SQAglMpA+/PB81dhNp+mhN1+Gi1AduQoJPnIOyIifNGIvsHjqOIzabTU5ct91sBXYbJky7PThKYCEFgaO+/j2/H9/1jT8A3zZIYHW6YKxWazw5O0frCF/5jq+h9R4xTui/42sI0wDXrNCdfQTXrNF2K5ydP0XTtlitznD+9ENxWOhWWK3XcL7k1TKhzRi7lcQt02/4ue5NW6tgTNOEbS/lSh1HDLst+rbB5voKbdNi8g28ljxNZOlHxJOMHCQBUE5cJEFgkQluYaaZCQJEkCI/eQOhcAcTaxx8fo6k2rgJl+JCnBTHJ5AUv4FAZd40Ipb1DdMktdiW2UJALIhsZfi2JebIZVmBFQ5KLgHeI1br0MgBQ8bSNC7bWMghQ7IP3R5FUyBCzjfkfYOmabFan+PJk6fwjUgoIulKKmOfMUxjtapeJyvYLsYsYTauVHYjTXOsdoulgRq4ndNS/dtCSzgWcfpeW0XFLMR/+fRZF7VjWaRN02F9/gRPPpzAibFarzG0LVJkSYaXAG47tOu1MMsYsdsmxBAxbjdI4x6u8Wgd8MHTc9mHKcGHJBtSM38ClstLgRUGQEmwWqfMISVYrQVHhIY0gVoisDPjM5R4s6ZsVsgoTODJyoROiJqiwyixZTcl8zSqxL9Z1AInlfQXkrrNHSzbKqvEJ6cSynlsqTJUozBbhOIISozki8SC6xMTXHJwSGgSaw4bGWPkhGAMLkhhI0lad4Hdfo/9boeL1xcYhgFht0d/uUGagkQv9QFNI9ndvvz/+Bo6Wgtz9A0cgK7tsFqt4Inw9MMvwzmPlBL6GBBSQtOe4fzpd6DtztC1Hc7Pz5QRdDg/O4NvBMJddV1OGe+WUf4wKKtyAbenU2nw9hqnEc6TVNubRjx5cg5HwGq9ysGlZpcQCdwSzcHc3ao0pyIMJFFwq+eMHEyX10kWyYHKx2w2VitpmRPWQeOkNHA2EUFICqFxNj6PxrUg8hrPY2nrsviuwisrfMQWZ5lvxZgA6z3Y31bcKo/RFZXGvKaahiQTrEXuHzyFh2mPBh/lfWVag2X89KWGQjbUZDVTzi0LgHNnOT+KqZqakrY2iqJ6eG83WFr8+YAMob7OWxwoxj4rVaq1KJzPBmRukngjtV6kf69J4AjgJJGcxBFDP6Df7eCdSrqB5dgWcI1tAZ8JpBHimfqO+R+MAv5YDwYZ5L1dn1QedOms+mqGZ1d95I6SFcCct8IQOOPJsghNTS/9yvFKYJhyGU8dgI1klt1TDL5KaaxATQjo+wFMhF2/x6CpXNKkTKHvcXNzg77v0e97DFoLYeoHjH2PNAbwOIH3E7x32N1ssLnZYBUD/GqNZtWBSTXudgUCYb0+l0SEnOBTQuCEplnj/PwJmnaNtm1xthZG0LVqO6jK3Obkh0eYwtJldvZZZ8XgMGf5xqhAToV5pBzYVj9Xyh2Zx41I7eJIRUjEYrqqlgm4WnNkAKXZAKrlQyrX55oErLQlQQrjOMmHxRr34kT4a8hnxuWdR07skg7pirjE2n3MISPTqgqEiYJnZXyYS2/12OtdRXl1Pkp7VJuCeBSJMWy1WuHs7AzeN2i7tspP5KpNWoBB2/Ty4HUze6fudOKp1DadVNHymiMHNWN5A9ElqhJevV9GsEyPfHjpN1xrsTEBgeJW6zXOQ0AcRqzXa/TdChMIw/mE2JJIr+MZaNWgiSP8jfpqhxG7YQQTwXNE3O3gieAjw6cE3zY4H7+C1UcfwHuP9focru0AMk8PhqnwM0yWoLEoxUXSCAMTgb0TozGRSkMiIpJKjQUQpIoYU86ga5CFM6akzyumhBimitBQ3mWmYUU1Cou0KP0WLdIgo8qgmoQQVIYBoHGwbKyJgQDB/6klePJIkXF9fYNnz59jCgEvPv0UVxeX2TkipSh1lPd7hCAeWNMwSFT0Zo/h1RXiGBD3PcLNDkQO7QdP4J6KQ8F3/v7vxtd+3+9D2wB89iW01CLFgPPVE4RxQAIj6tx632C1eiI2Ce8LI/AeTdtkiCgng1QCKvNzJB3MLWu2tpEwMxrfAIwqHT0ARMQ0IaYRiYMYyx3rcxWomFl89MGEabRklqIWxMSKKgmBr+1N8vRSVhgyfONIx1AMwADgKInmk426KRNrYy2epOSNMAYxLjMDiKQMifLCt7iZvJ5sLVEpwJVSEaUsoE7diyCpZDTeQvcTsThoWNbVAosR5rrww7RHZwpWXa1tWnRtlw3OtjidgXHMEtRGCk9Yy/u9GDVN/S2J8FwhDgDsCdZpjI82ott/+5zaga6jzMtpWvBOE7C1TYu2aRE5gbsG0SVQaODOWtlMXQPnBStPSaqFMSdsYgL2o7j8JYZPjGbVAWedMJO2RdetMn2eEW4qUp+1LDmaz7w+MFKoT7xmqAhMALD4Xm+z3K+eO9cEURiDuSmDs4RnYmNO65yQs5ylA6YghLAIE3I+E5U8UQwAPntnCazBkGIpCfAAJ0bf97i+ucbQD/j040/w6tPnEjwWg7jZsthWkroJQ/uebnYYbjZI4yQM4moDAnDx/CXOPnmO8+1TfPjRV+EhleJW3Tk8OaSUsGpXSHESxusERnXOoWvFPuedy8GfFudCQNHIl+uL6vxEKtQc2RtElAtlpZTy/mZiLUova0TcmCMiR4mw1u9m7uZMSFH2bIyEEJSwq7DgCGj0OOQ1qOMjzp45Xm0+liBPbJmKy6PC+mUExR5hyAPUpqJ4lqNGFk6CBlxCxsrltCywUqVHVOuUVE0o67VmapwZmiJZsKVa8+MDOvCA7XG9j2qNiIpBa65uuqxyOeeQ/czr0xeq7cELjzeB9f3U7V4BSfdoRjgzjZSLwSA4wWobje0QCKnJhjxCAIOQEBwjNQ5IHi44tCRZHR1bzWto6gYgxoCgkAbHhLgaERqLdm1yvYsYEhJJXnqrUxxjRLLUFrXPYD1XTmpYMKR4UE2c62ds8A5n4l7m2DaYqdZFdFNnWGM6pjFYdRhQ1iI5b1yBKYTPEYhY4xFUMmRV3aXqTN7B5kKeHCF6IHDC5uYG7bMXGMcR2+sb7Pu9eBmlKAw7Fcm6FBdhxHGUetpBGVySJzf0e2yurxA5YrfdYBj2aJoGzCk7ZEQ0cE6ZmBPG5Z2uDfXo876qH7LYL/OHM/9u5vWHu7Va29NG7JtGhb+uw3q9RggTdqsVuq5DdDSHil3Zu6j/pzptzZxQgopd2hiC2Kg18rnR+AYnbq+Ux2hyexFCjNkoWxBtkgvlEY1AFhWTuTrbGeX+abYeU9Y0S96kVH5nFWSqewYK5ASoprBIOlau/TDtEVJno4peM44nC8KbOtt4DYYx6UXVUvXYSE796OuFqcc6VUHFLlH5VFcPy9pDMIr3ATMt4aWSGJAXu8DuXRhCt1oBAKb1HqtONhs4iZdHTBiJsOeAyCPGhpGetOCO0HLEk0GqmREz0jjq2tVkXByxv7oBhyhBhZra3DctuvMzeOcwpYi+HxBSxBgDduOIkGImooDkIfXs8iI2N07nG7SdBLSxEkIihwSyUATxFnHVrvcksRfEWdJMhkMnlbgYGbsGLDmbuMWaiEiCLcxU/ayNxBKcJaVYNV5BmYnjBB9FMuauQ1q10lcLcEuYeML427+NT188R0wRN/sd+nHQeU0KVVChCclqRbBUl9vvwFNEGHpMo6SCuHz1AsNvMtZPnuCjr3yEr37n19Ct1jh/ssb6bC2zGhs19hNc00qSRCIJDqs1arvXai3NtC5bj9WaXK7PY5+zdgdhRuxZjNvrMxCADz/8EN/x1e/A+mwFjhOG/QbTNKoGlmYQjwWzZSbgAHJJbYbIDgdmMLYEekRA4yVdhtOiPG1LWVNo1J7mKBVCz3a3poHomsi5VAhWOliUOpb0KgpnE5QRkwV5SuZT6aMUBTOXY4GOirt1YkkamXN4wZ6P2UdM27ZnYcIMl0l/gPaIWVKLNEf5gWrMAhkxnzMF47AEypildZBVNFdghaJxvAOhPkKAH7vNNmL5smhGwOzeG++R1I/d+2JsbsiByWECEJAwISE4gFsJZhOvI1eCxCwNhrUIhGHASALdTcOAdr3S8axlM3CSmsAxYAwBwzggKpSQISN4hQ/m4h05c++LqhkKFTD5wVCCrEE4VA7gZW4s82ZWC4TS5jgHSwMhhwi1ESLvcuR2TvAGkoSCSCCDFExKVSsGm08gEbjloiU4EvgIEfurK4SLC8n/g4igBWMt86+gBUZwItIk9hca1esoRgnKTFJYqN9tMV04jOOAzfU19rsdGIyz85W6kEKq0SXxGvOt2A7IpgwV8SeaEZMa3sgKga65MsfHmcNi5c76rOOQuhiwWq1wfnYG5oT12RqrVSf1BmJAikHGqoTduqbCjfNzt3fh60KEc4EdKkH6kiNMXjVTkNOdagoQm4Lm9KLs/qSLTxlCrhJpErtqp4bt53xYsBxsRY7PGussr1vKzAEVU2AuWivIataXBKEzqOAh1QQ8JlOo1X8ui9V+K8uMkR1yWTd5Vr9SXphs52XmUqugtxH3Gog5Mr5qM9x+G/Pz32REftdmLmi5VzO2W63qVCRi5zzWZ2c4/+ApnHcYdlskmhRCaIVIdgFTJ9HQfr2Ce6KV2rRvsGxSjlGYa/N/c/dnTZIkSZoY+LGIqJqZH3HkXffRNd0zmMb2AEPzsEv77/GIpSXa3YclYICewXR1d1VXZWYcfpipijDvAx8iau4RGZmV4b0EDbIwcztURUVY+OaPNUgHYSzLArq7Q54mSE6YWjVXUYV38yopbdYTZpo3c0218PsjAO+Y1c/seDkKEtaVhi4ETN8XzbBRK96C1QSw/QP0deBhiUJ4243o+tIgXMkB9oxiTAEhM/WJ2JiUOxW6dZHA4KzwQjwRaEpgCFZmrG0FQ1CFUaEMgSxdVS1gtW50gvSZGqvLImVUAda6ghsjn07I97puN2/f4Ntvv8ZhucT+YocrXOp40iDcjEE55Wyo8ky79FTrx5ROtwRGi2DzW3S3rq97MpcQskQdhIjgsL/A5eU1iBJuLq9wuLhAKRnr6Yi6NBBEYwCJoAl0EriGipAsIQhceGgLTATEBxEMZluXO2c9lxeaeWvOXvPuoHY2X0YXGyHogin2+ODK8bklGLQ49e9Y4Zv3mEgDSxuXwkELvNYh9c4+ENDmfn01A8PsIx5PVKew9fP7DW5iAM5QTJ2SoeqVrUG5Yh6xVZYizGLvL5CHvsuPsejvMgY+ZK4/NFbwrs306HdBeDDgcbAmEES02biiZkow2TxNePbJS0yl4ObVK5zevIGcFrQyYX84IFvntZM1tMllRtkfkBjIRbU6Ecbp7g6n+3uQAFkU/VGYcXvzFrfHe+R5wmE5YdrtFAl0UhRSIsJcSuSPe551XStOTSt2m/UA6D0UNEC81BW1VYXQBnpqsXpvIAlopJDLet6qmv64vUUMIhpmKbRwPzZ2XCcKayOlhm7yu3ran90CjfctcyWD0GCuGOyQZ9Keu/sEvtA6gftlxXG907UyF1ZiQVm1BoQbYz1WcGVLebR0x5wwlwxKwBGM26NmKOXUUFCxLEf84Z/+EfPza1xdX+Nwuccnn31i1qHBYIA68isB9A6r+V2KzDm1PlBMzr9M/XuAZRdOGgjftz0ur55hnvdapHd7ozAX64L72zc4nY64v/kWd28XAIxdUVjslIC5MKaihW3K6NUi8BiBWwVkz9Ok968d2sRcSYJSJAzNXjvsFKpE6j1bvCrZyBMO2+6avc6nGIrwkJKdpBc6AioQXGCGoeOeDlL8MQfo0+QjayrUEV/JCgenKW0K4sLt+Nh6/IjHE1Q0b7WJPlFhrOFxsutFMQ8QNf0XplGeP95pKODjeYn+ogK3R3+2Ib24Brdm7RR78ColwrybIRcHLPf3KElT6rSCvGjB1lRAUwESIUnChAwSYJqKYuqLattV1MdNq4Ca+j7XdUWrFYUbqBQ0URdUSRMSlJHlnCEU202tGFJLQQw9s3nqosFW9kZLpt1HMdNAHOSZGmzbWaJZj5BnMYmJBLMs3Srwns8AIhucTENzJpq6D7k36aGABlf10Wkq2aqYEEoCztDeEkXz6ysYKxs2lwvzJshrAypDKoOPC9qq7p5kAXwCIU0WZBTB2irWtqKsCbIopPnd7S3evnkDAFiWxe5KrNdv6i6f95DVdzKUM0XGrSqnv/cdkT0I7X44TRMAYLfb43C4AAAcDgfsD3sQCepp0mpgoejupxaCBoPTEDgmsgwxK5B0BuqZRQqYJ92qyIJk1gTBs5NGrtrhr9XaGpRWCyhHOqhRzxhg7tYmOq0Onp6wIswSCBA+0eLlJGZgJIn7SRYz0RRdm49Qcj+2KOjHE7mPHit2Gsw0YcUv0a8qC3BmEaiZDa15PrJt3K6qmLXRrZLN1eONdzPtHyNb6PEgnGw+f6fmdj5uT3/DqCUI1uWE0/GEWitub25wOp3Q1orl5g5tXXFcFi2dLxlJJsy7PXKbIEJoAnBrKJVRqkRrSRij3dE1ysUeUhvamzu0u6MySuuNLDlpE5W6IoEhzRwqjuKZk7Y7NEumttbXsKmlAJGhhzNrX4110QI0w//XND3LSSdlwtp0SMxdZdNhEohH16LhKEE09VbTmmHtOsxSALp2x6nvYA8wkgcNzcwfXJYiasnIG2Btq9bK7GfQboKw4PT2Duvd0VxVFBbNKsk9RQBoW3EPYF0W1NM9hBnL3T2yqKY/TTOm/QHz4YAXL1/i8y++wNWza1xeXvb+BojQZLd2cCYA5HzXDe8PFum7dsGjLqRNfGKYPnN7lFIgAKZ5xrw/QESw2x+wtwD0cqc1FCKsDDAbc8zJmLr1S3ZBYMxf3S1kyogGlcMFYxZEskK0yBjyex8Ip/dEsLqAqJXB5r7IeFI8Q/qmPHMpuWNNf0vxnq461GyxfFbK0Gy3cJttBWvKGDXnJzueBCV1NBK22kyPyLt72w82n3VvzKPtBx3rveeu95S2RNtgVZ/MMzP5e7iAvvP+zjWr7+E2OjsTXJPV8yIIWrUaQKTheHeHt2/e4P7+Hv/8+3/Eq1ffIpFCJpeUsdzda+BznlGsWYowY9rtMe0PmleODsVQjye04wkE4PLlc8xTQT0tePX7f8ZpXVRJnguoqMtmkQpaK0gmDeRJgbZy0Jz4tTFO1jmN14ZWDQ21VbRW1SJZqz5aw3K811aWgujKRtbsRzOPYO5C1nCvtPD5Owvr7T/tvrzLGGvAVqCBQoblxhva5chEde16sNEL3LixNv8RQRVBsrW9e/t6QDQ21iKCVAVUXahpZSxyRj3sgVIs82qPNOVg5gTgeHfEzatv0NYVJIzCQEpFteyrZ9hfXeInP/kpfvu73+Li8hIvP3mJUrT2IBmpuOMiajMg76dFE1yPBhXwbkHwaMqqu92yni+XjMkK5vaHC1xeXaOUgqvrZ7i6eoapFCz3b3B/O0G4oQzMvZSEqSjT9F7N6j4yMDp7XwPKgmkywZEFOSt9u3Xh8+ACr8clxWoBlIWnKGKz9RxkbCK1UN1tvXE1BGKtnqUrhkFKvcOtSyVRQeKJADkBee4tRrNbW9njCdL5wkNx/6MfT2IpDHJy846/jhTM8d1z15EFVmkgwrAQMFoN59f4eGL2fdrT93YlyeClGI+gKL2j1qxr3emE25sbvHn1WjWyi0tM06x1AkBk2mSZDK1UO3BFNg7BtGmFrwYBZbfDfNghlYw0T4oLY5qfwz6wFVsRN5AwyM6XCYofA61qZivUipS+QZt3Dd57Yzj8eer6rm5g+2NUIDoNdMHg1iRkoCW/5uiGhJi7iGPzj6qYORIQTB6WIdSqpr0O529t7OshFjgmFCFk796WJy0CKwUt1D7NbCJbH8+PZ25YTifU0wlTTpitrqDkgmI9R/aHA66urnC4vMA87wKraLN3zII+1/mdH41kGW6Qx8jxPcJEP3sPfYe1oEzS62lqmQIyv9UpoG1E2FwnrtRR4GgpU0ZX+izTaHQtuVWRRiwltxLsRiUoqN+bDBp+KGHjTYz34y9pO5G9/0kvSOuz2380oiX0kxnv8gSZ4VmhVp7cSADwVO6jwXwbF0aZhIKLBRKizUJ0cbIApXfrGr9Erp0MPmg6uy4ebI/vMey/wKX0mAUxvv+40JBhf28NWd8c0zRhv9+h1jVw3EUE62kBV9aGNcYgCeqHRSJUqroOUZlpj5KRLnY6j4cd6LBTnPurA+brC81QWivkTn3YTVTjTrOAdrMyPW5YWwVBrEhLrDOwQMgEgf1zAS/WP8E1OALgfZEVYsapheE1niIN3ABX0T37Srh3exvhq1ksqwl9PGZ0qKVg6pz3a3aGPUgiDVZXRW5NZl8AFn48U1xUmBHYffxZW6Ai57BCiBKoFKRpAsExeYC036NcHLSPNoAGgaQE2u+wu7rE/uoal8+ucf3sGXYHRRWGxW1cjLm1IvQuun3IzP8SGn9gZJhW7emVyvBhNUQlCi1z8hRqQ0w1qAvPwMnFgspJrYScLW7ibiJzH7l1QA4HkRigFszZ136rXIohLCM8Zw4/oXJkcOPKdp+mnFx6dKEAArtkYPRz0xDQNjdTrwOSgcRMrXXPRyQHmMDvOksoRx/7eKImO13zV+tJBYJ38CI3zVxLIBhOTI1URo0xmEYGwJHJovsThsV05hpC4uPL261/9eH1HjO7H3xvcInoeezZ/k4pYb/fAdbbeCpF3RzMOB2PBqUiSLVpqhsM/wXAuq6qQLOggVGhvnaaM9LeoDAOe6T9DrIrmF5cY7cskOOC9qfX4DdHVAgaMVYI8oFBh522/WwVXNXtUVlz83ujHd2YzXog+9jF0l+FTTDY2rt1oEy8QUuRuQs0YUvv64F2TVtmn0B4BMvzw/s/RTVtkF6gNPgbnYJEoGmzYm7MqvDXJTmUsp07Mp4krsMmhIUIacpAnrpjHGpxpXlC3nV0UoJiUE31GrSu4FpR66KfX17g8PI5Lp49w7NPPsHLzz7FvNspjISgW86irhBx4QA8+F9lqXxvvvIYPQdtbkwPt961FiBbT4acC6YygxtjMmuh5Ckq8YlUCJRJ3SfTBC08S5pBFMIiu5sIKOYyUmRSQSITCFSNDkyhMJpXMhPjITpcTThQRhHue1Krt6fbGl1CNnMdqEuaH2F7C+DmytxoXnRb15MPlE79Owmg7hJPpNX+5MWTMc5ByHzE42lhLvBQbw8t0bU4Arwz0tjLt9sZ/RhNunco3o+7ZH7k41zbemdAGe8fy2bDPqbtEQKyIJBlc4I0MUZrPu/HtD+PkqFbaxDz32fyaJ5WbGqZKEgdvfojwzKKiuKNlsxanUrW8QqdAUncS3fpwK0F2ZrcvcjNv0/9tQl6tmfP7onzct8wXSiM57ZrE6BCxnEvBlXMN/qgsIQbTKyNgwY5+vlDkHdGIHABZ9lNY4EcWbrr+CAClYxUirZaIQGgOblpnlB2O0y7HaaddSssRSFEth6KzUz6TIz0RnicNL7r+PDUasTVx4pxf6RBE+7PfU7IXEJevawuIgeGg1kE20J3/bmvq88Ab5i4Kw9iXxlvx62FgMbyeRuZC4yEyS2xroLqZTs9yAO6Ha6F0B/stOer44zsMXf40x0fPyUVnWmPzDtM7tH0DsY1xBEcJwadkMZJjb6x7kI6P76LEz/l0Qduf3YDcnzuf/Ut7qm4eSrYYY/WGj75/HOACMvxhDdfv8Lp7j6AwRKkdzgzjXIuBY0V3KtWyxCqJzRpIAJOdxlTyWhrxd3tDY51gfAK3iXw9QwNnhJmY2IAg+sKQLV3pAQm9EBnEm0mwoM7CWI9mqu6BoXRvO4EEj5bcbwLEGRlgwFA4CB1ZcG+L6NQiBkODtAxZ2AVy3Ytcs2/WxbMYtaBM32Y9eKJsQC8SjX2vm3klEC56PNcQNOkSL7zBMoFNE9IU0GadOuxO52mgvn6CqV190fKGV/+6pf49d/8G1xeX+PFp59q8NppI9xHrqF3a6Hrulvye9/xfeJhjys+Snk91bPPTXyDyJJFEqapaM9xbph3FBAV8wyUSSzozBo8Js/OMSHhLiNqYKnmqmkQ6ZZCrL23tYQrnGmYEKMxIsUL0zvoApXcyqK+fwfBwmIuI7NIpJmSMEJRGL+XoEI9R8+UTCBY62FJEE5meRA8/LV1K3/c48ktBT1GCf6YZksRrGzW0Fp9lFuLgExzHlFR++ePS4PvcvN87zv5C3yycQ57HnVWPbf+xeAg4DzNKGY7f/HVV7i4usTN6zdY745Y7+9NkxLDibfMGcMGmot272qLasHCjNNyxPGkxVbJHmzuqHVd9P4OCTLtkSlhnyfkZE142gpeFzAng0ROmr46TwCRxhNIVDiQRRWkqYupaezDkTMHO1nvWSTSSEVqVB570dlWIx61skEoUH/Pt6QC3jm0Qa9SZojVVAxtMp3uyJurMFiMZRiYnbpwCLDUQkpqXVHOoHlG2s1AykjzDMoT0m5GmmcN5LMVIAqAecI8T8qUisJbl7ngZ//mr/C7v/33uLi6xKdffIGSi9UkdPeIuqGo12qMkuxD6O8DLd3Hfnf+PQrFbkiTHZZHAerU2nUIfUjFPBOmGSYUvPBMi9dSNoXBBIFaD83SiisEiylNLhTQhYIAwjk6m5nWAtOZ4PaUUIrAtqSewRUKvfQUZScpgekGzWIF3AWENkMPFaJbKaAuiywDjpBBNMEz4tiEgXeDC33HNb6PLBeeSCh8wF28w90SFBWTcW5yfQBzD6XlnPjf4Xb6EY4fnIUUJ8Bwq50S3OTOOWPazdjVPdbjEp2tVPd0xuBCl+O3SbbCJ1A7vcjMMoaaGHAEQQOmsKB11o5UAoFUs0TIfLbE1t9ZmWiAf7lLaWDc/X+7Bg0phOTdp/RXLCYEhODw19up2gqFcCXEHPrVXRkZLFb7kruX2GIfPm4gRQAcMSZ3KYgp617ERJ4qA0ufCRcRpWz9P1JUVo/Q45vCr2lC2U2Y5hm7wwGHywuFhrBisHEOgzzQbYPOyPCjHO8TEu8VII9df+NOsnuWZKmYNm2JY/o6XLoVm/l6DoVluoYjBE4XCFvSCM2jvznsM9nO4GODjx84kw+r4fxa9v1h52LTD9zG0a08tVHGc4psVJwnO55AKIhpvOfxgc7gksH7jvPpqXbuNvGgzAbawiGBR9yds2v7hn/32BBj+RjHu/K6P+h643cpA+jpmClnXF5eYZ52KKng5ovPUaaC9e6I26+/Rb1feyGXY+4Ys0sMzLkoHn8uaKmAibGmhio25jRhKll/V6siqkJ75grEurct4HWFENDMvYNSQIti9bAImsNnOzx3AqgU5N0OJKxB6tZA0FoCsTlqnqkEDBsp1Dv7a3htzGIInfTfYLC2fAMag6C2Qi1TUShwj3mYcIn+HmRZI02RYKn14j/KCSlP6hefprAUkAvYOgyWwx7Z+o8zRKE9xAWP7hFmARJh2k24fvEMu/0ez188x/MXz3E4HDDPU6/+NrpSdtjvVBvAw+75w2j6uzLjvotWRzdeZH8N8R53CxIkUE1zJmu4VQAhzBZcTiQomcxlJEjUNta/B/gbtwi+hq7YO96ENaDjzyCyqjbRiv6IbUmvoo86p7Ge0ZSL0PCtl8LmNmOeOr2QwYKLfeDiKqwTooDl0bqrDMD2W/MHdS+lK3N+Wx/RWvj42UcCRDWqS/bNRHbsIt3z/iEFg9Dv6YKPAmF8/KVM/UNN5h/rON+ASoTdD+z+bP9O37jqbkip4OLyCrgUTKXg/uYG8zzh5tvXuHv1GpUbiBmJ2VwdHMHdBGA2QdBSQU0FVRgLBAuU+U8lo5iAqOtqMOZQxsmaGbTWk/ZXNj+8CoUMLIq1xCkpgicBSSjwedKkGSfEAm4ZqTWIRnXhWWmNYSmFmnXfDYD3CIVRIGz+7vEMgAZo5K7cqStH7y3BtVOEO4GIwFViHshwa9Rq04AwKIGmojGFnCElQyxVphwOmA6HEM4KJjjej41OCGWecP38GQ4XBzx/+RzPnz/Hfr/XYtimWWPJrBKvSTCRaw1iXMuU2E9bGnqco3wf+pdHOBNhu89H1dkLsCyHQZFLS8JUdN9PE2Eu5vosmp4KSLSQ7TOk0SmyTLbAJrI1d5dV1JkJAXCm664amwfmEAohEADQ6HYUt0XMlSPu2nFmLSH/urUH7XWR89ZQAdStC3Oj5aIWEmlMAaJuWd1jMOBEgvcOH8OmH1Em/GvFFPTw4LDHAwJbZJzFByZZN/3HjftDGfpTCoL3Hcqu+vP2QzFto09Ev+cU1aO7/R7L7l5ByUq2jeEaaX+4xqHPBnUMUcZtowh3CIsVWqmW7r5sttiDF56JC4WG7h5xRkzUNS0gLIBQ7JL94X8/aMrrczRklMQ72AqDs2nznP1e52KCIZxsFJvbewj7N7qG15lszD/sPkER/CZ3HaXeDTC5y4g6A4ddjwbGmlJCdjC5/Q4Xl5c4XB6w2+1QctYq13EvBKOMyfEpH148fnyXcHjf8d6iNhjzl3GgfZSufSP2bMf5UTrEwPjM3fLAVUjdC0P9PQA9Q8h30filcNUAUXFGTgXn9/jgsiEQ+t34QYOR0gVvZF2hGy2Kmurosx4H9Sr6YaYEEWA+v+DHFAZ+/KsJhS2InW4gZTQd7I0NXXPMNFFCSuFy8oce5qqiB2v66PV/6PGujfFDgtjOpGHEMjLCcA+IQNYVCBPXNzUACPI04cWnn+Di6gLzPOP49gbzNGG5ucPdaTEUUu5wzYDtOcFECTLNWhG8CkrVGoOWBC0xzKxAQgKvFeupoi0reDlqX+DlpPUQZF0H3CwnAmfrNUDasMyZGg9Ez8JopkVyVigN7VubFD3gTPvs8QPXjod3BmYhYpDaJsiYvcOcz98oeJxm9Jn7W3pFbspSpDMzKQXZXBJSCtZseD9ztp4GBbuLA6bdXvsQA+DVBfRQtGfXury8wmdffYHdYY8vf/YT/PKvfoPD4YDPPv0UcynadCi4qjGaoBWDdTNulmRgHoP1eX68L07wgw7p6zOmK6sSoJo9gSOl1K0FiBjEhcYOHLYDzkQtWZQjaRQaZB7W7oH2KINwUcwUfe0CYXAfgXSPOcuPPenfi/MMdAPPThKkbHpbSDWKdPFRscC4LvAUXVMW2GygKmjNrNbWhdHGI/fDVueDjydASbXn8/ftfze5KCXNdUc3y9gbptiOl/hNgmONj7nP7qraFic8qnt/7+O7NspfkoWkvN18xJs4gm4Oh1QgAFSKZrjEfGhHtOsXzyG4Rk4Jt998g5IINyK4/fpbdVVE60efHv11oYRUZjA30FpR6ooG4LYwlsQDgWtG2MoN63oCr6cQCoUSUrJCOmGIdVtDAzibYGtivRV0k7M1NXdNvmcXOYP2VFEBuA1eI/PBA0MPhV4lqq91Xqr1X4B011DXHocceaIhPtWZrq+r4kVp4qAXm6WSQdOsbiXK0XCnlKLFaWXCvN9jd7hQASUUGEqBv2P4TgTg4vKAr372E1xdX+Pnv/4F/urf/Q0OB834mhwag/rYvM476MfvSgbR+QHK0WPHh+J3nX9HeXMX3p5oYKlu8LXTDCLvo6zB1Zys256ns7pFKMniQdSFAkE1bOqGQS/uGqykaLHpQsHHbc/+TRF0AMqeETmKU42LmFCQbmmasa5znygEQwiFxzhfYGP4+UxJEgEz0BqjNXPJ+lhdODyBVHgylNTB1vuAwxem/+2anPOOvqm3V+kXGT541BwcmO93jeYDLIMf5Qg3kR7W76vrKEP8QZvKe5aMpVMKW3N4QQMieyh2jhP7IBhcq1QIB+8xpjEA9ZlDN0xEuGDavJaYklWkAo5oCnjNABtccPf8dvfMdmOObA2doQzunGhBOLg+fFPr/eqNMIlmHQJoorAcOj9i1aYIsz7m1OfcbzE00NGaALQ9p/qky6xMn1wgJp2HMs0Kh521uxt7wx8eY+RKzyVnzPsZqWRcXl3h6lofh4sD5klhIVJwrpGR+Mxt34kMqffR2Ec8nFbP3twcIfvtOVkNYRqn2/53ytf+Gcrct3dtDDqN78WvBkvh3FpygdOt0E0CjL3e/NKFz+O3tTnzYxyFxvULGh54osUmZPMsZ5bB06zsEwiFnnY1LvTD2/PF4U2GBQb3iktjT2UbicjPGAQ1XOB9fP+HBJg/ijDAoLUA1mhD72eEWY7mLyYImBlrXXF3e4t1XfD21Ru8vr/H7emEhZtiG80FclrApwUw+PEcfE8tLZaEIgmMDBLGtDJ4NZM2N3Biax2ZgFRAE5CvroCDNu7hZY11cw2xCrCGmwjBrA2ACR4IdcZvqmZo5+qGAthhrglwja9xQzXogsoNq1kTDUDT6UETRnXEVMvoSKQwCorBn7T3RE6h6afgNZa8IJYEATL8HgVye/7yJV5+8hlKLtjtD9jtFIH29uYO9/dHG0vD/XLvNw2IqEVSFCjv+uUVfvrLX+Dy6gpf/vQn+O3f/BtcXl3i8uoS+2lGHvaNzUxnGuhTkiwQjpGZ/AD36F9iDZ+ng/IwTpF+B4kEmbSoccrALhtonhXW6025oE6ATBDK0P7WCWJFasq0FdoiQaAuxy6UFAHVapfgyQXo2WUihq2mxYLMLSB0yBVQImSHnwCQqfOY5Bo+zpi7GSts/i8ibNxE3jtDRJMb2DaHYnopjaqlYK5Pm8RRmEbB9Ec6nsZSeCd9yvDchQKiWKtrh67V9bab5+d5XBv4EAP6u/Kwf8jh5/wgS6T/CMBghhsVJBAsHaNrtrbxamtYlxW3t3c4Ho94e3uL29OCu3VVd01SADZZFqBWSKuRPg8iULKKWwAZCVnUnC9V5QcDWJIVoTVl5go+Q0gXpGmlp0WZeFNYCKm60RqrxaLuDu1aFvdnc9TQ24rKQA+dyQAcbqXu8uGqwoBFW2CerEK7CVBt+hqLCQWYUND73ifClEi7y1nmm0DMT2+0YEHjXlhESNOMvJtRSsHli5f49KuvMM0zrq6ucXlxhVob/viHP6L9+Ru01rAuJ9RVK2wT1G0iVKwnOeHy6oCf/uJnePHpJ/jyJ1/hl7/5FS4vL4c+F8r6opmQjNl5WwuhF7RJVF07Y3uMhn8cdyht1spfq/DqAiG+bcuYSJCToCSFy4ZYLGGEpiZLGyWEMFB+6y6iZnco3Q0YXc/sOq6QblLTXGD1Pi0iglq1wp5MUYLPaTa47qH3gt0pEOfWuRA3E0R6oFglSLi4M1KsCas5q79zNOEmCtfeen+Rzh9jyj/q8a+afXR+nGfJRI3CmU02BqnPzqCLdPaDDwkAfyjz/9GthAcrPGwwSGg4fm1HjG2t4f7+iHVdsSwLjscjTscTVkdJtVNtWEgyU9w2BGBlDI7gyApZoSyckSyHPtsiCMQgsvV0Duzlow3O5RZewhD0NKYb8n9QCEZsJPs2h8ZJaCQGXtbXtraGtalVUsNFFV5rvYRzB+j4PVKs6ad6zda6jzvgDVLGNM1IKWMqM+b5AjkVXFxe4vrZc5RpwmeffY7PvvgS0zTh8uISh4tLhcYAYd7ttVfEsqCua4yIIMilYJ73yKXgsy+/xLMXz3F1fY39/mDghe5a8DD6Y1b1Q5IJdytt1aMfIhB+tGPU+YIYDZ4CXfsFekqofiB2H/ZzpxtniLR9uHWn5KFf6vYV4lo+DH9nMODiZD41FD+i4QzjB+NNDr5+dha0VWz8hbOnzVgGC298bI/vb/n90ONJYwobX5kfpvGSt2Zs2lTHYbO1YtZTt0wDsKDglsF3qvEMpMeO7xNLOP/Nu/5+7Hxj2t97ryXjUC1LA+puoeabQ+evtRYWwbIs+Pbbb3F7ewduDavVEqynE9rakITMp68aMyVCNniMejphOZ1MOHSI4QYL7ouAeEXmplki0LTBRg2UGRMJamMs1aCp2XoicNXirsYgERSx35LqdRXe10GvpUzb4QO6nsuCiI1UERybuYHgwUayWoYWioMqbWTizGZz6FGciEFJv7s0wdIqckqorI1aSsnY7zJKySjzAdfPnmM3z3j2/BN88cVPsN8f8PNf/hq//d1fY384YLffa+1ASphmBapjERzvjlhOJzRm7Y9gloKYICy5YL/fI+eM/cUB1y9eaq+E/R4la/c2jGjAxJHyincwcxYGcaci72PwXTT7Yx3dGnFXjeNDnRWzSRfdmoWkFgOkw1+EkjAgi7qCFK5GTwOza1OOaCNiN1lMrN+/f2LavQDCBGadK+2J4RlFnq7s2UMD7PmZO0pvy/esW2kEyYrgSiltCgojScDqcNiuXRtbQSibC0kMg1JNjbC+BqPhYx1PElMYj3NJqBKzv+eYR55C2VM2+/nSI5aCKkqdWIYrPhiDjyPO+BcIiB/v0NXuQGLmBBCKLBJmxvF4xM3bGxyPR3z9p6/xxnr2xllqA1c2PJ6+HwlJq2xJ56lWrSTmtoLbqr8tpI5dAUhWJDETXTTuUIlRk1aaknhj+iGOwBwFcxDLxQ5NzB0bmjUknu0R6qJ+4sKhgdFEsDTG/VqxNnZWAs3C6G4nrwfwzcyhFCRzAZkGSeoPq01bu6YEILG2yUTCPCcIMlKZcbi4xGG/xyeffoaf/eKXuLy6xt/8u7/Ff/iP/0mLBo1RgTxF2piEV48PQkF0OSGiweXDfmetKgc1F6ZvuvfUcfl70sw7ecFIk2Mh5+Ma57t/68e73J4Pso0GORW5DP5ZCAb/T8KadKuJrPsYgOg6pvFH3u5js1LbYEmG4m6oqvCYiv+GEedQ+nfLQNV1MVOyp3sm3XN2Hnc7SfRX0HXa9Fvw8wXD5uin4AIyCQcgr9KmCY3YmzLU/PTUaVcOQtCFNfPxrbwngbl4jCmPaz7mNDtUsQdZugYy/G4QCo+x877F3n1836yjvyjl9H3WwmgjR7BweN80D2fm2q1sjfaWXjwWp/HkZkDhF+ZJrY1sm61lJKi2z8zguoDbqsRJ3W2j/tQWQ2NjANpnhIFsLRMpKZTFbgaXrHGLTArCF/zON41BZAzEHVoaJBBxvUKag8F6Nq2zEwznIAwXsuCgWabeSMc0UeEEToalJNYD2q6lvaUFlCwdUFS4NGastWJdVxxP97i5fQsRVqTPYn7i7BDjnX04fIG7BtxFBzDuj3cgaDzotC4WVGyoVdcBzAorQoSLq2e4fPYcKWcU62D2gL4GGvtL6PQvK+QcGda58+bh4ex92GH2C19dK2whVkwtVQdCrcDoguo3gAfuHnFa8Hdp+NRy7RxTKaxK/Y3GEpI+kr+mXi0Nc6WG4Bto0t7yeBDO9nS3TobX7gJEAhHDwR89NhTT85GPJwPEcxLwYBMAi6OqMGiGGFnriloralu1wQ5rU2/9XS90C43IQ/L9UlGn4prK+Tz+0Gyj97mNvstN9G63lTMzGXyb9ptudALQDb8uC+7v7xXF9KQFZEDccnc9CJCmCbvn11o6vyyopxnCjMJXmK3rWavq9xZmrKcT6smQUVsFcQOzYK0rKiv65AzCDKByQ04LGjes+4rjftb1qivW5QTmBtQGWNcyrg1sQTXp5oO25QSbm8sqpQVoTBo0ZjsNm2AcqqVjLkNRQBQ19gI1n08zwVn799ZkrqwmBiMO5KWhMbDbMZYGFAGOa8XN3S2aCP7053/B7//h73E4XODi8hKXl1dIOWE377QfMSXrLKaB+7lMQJmUvlsFS8Px/g5f//lPON7f4e3tW/zxT3/E8XiP++M9bt6+ibWQ1pBzwe/++m/x1//uP+BwuMT19RWur683NGcvQjC8i07fdfzYFf1h1dM7+BeN3GD7KgQCNRA1sxiqvoYA0tDRnqxnwsAXwltgikfsJ0exNabtIkKx+BRvCCTgpILJs7m0Hap1hSPClJLV4riaD4AYTKaYuYWhhAqWhGSw3ZKGCTFlt7XuMm9NaZNFFS1K2mwneNx3CNkf83giQDx0O9OO8T7FMG5YrG9v9PA1N5J3rSIahMr7Jom2L8PE/fCJPd9g76tV+OD4wXCe8XujeRrf68O2jWYmdKuo64JaV7MUlFnTKFDshylnUN4DEEhJkCTaJJ0Ik1lZdV2R1kW7oN3cgZEhzMjcFHzFUvbaqumcmbIVcTVlqsIAZ9QCjS2sCZw1gwLLomvLAiHuvv547q4WtRTsAYpau8D0Y4Srhc7Wd5xJbevYhUInFdKNb0FmVcgVBE+DzYS1qsuuNnUpNQFqY5yWFZROuL29wetX3+B0ugdLRc5JawnIWk+aVgmLZaScjFk1gBqICSwVt7ev8fbNa3zz6hv8wz/8V9zcvsXtzVt8883XWJdFab42lDJhf/EMP/3F7wAQDof9A9pxmnoXfX5sGBcyJqnk55r6qP8/PB4fqVsGAlCzh5hw6CmoHenJmDu5Zg84bbhrCEC4jlSp6lmM+vsctqd4JTUh3NMpUbgGs8U8tN0oB+TLhh91k8U28JCCb+MIOW7KW3SUFG8T6rELIDwiZ/v6Yx9PYik8FHTuTnA/sxIWe7A5GusgJsY3Xu91OxK8Zy7IQ1kxTOQPjSOcH+eM/fvWOrzru0qqCR2QS9/s2VboUMJ6ZbjGnK3RO7PmX4u2CVN/K0iRO6cJEGX6tQkg5hpZVjA3rMJYs5q8zbZgEwJTx/epScfDzWoCxLeol3VmRDUyafcw1cKSAuSJN9wxvyrIirxiH5mlIGhCaIxg0JHuRB1pU5lvR6fMRYPFurmT3X93IHg7RiIyOAGN1ZBBp+RccHV1jZ//4pd48eI5rq+u8cnLTzDPMy4vr7Asq3ZgS167kDFNN5imCUQJUykouWzoJCwFbri9ucGf/vQn3N68xd39HYgS5nkPus4o0x7MjCllTKVgKhN++tOf4+ryCvvDIVxHj7k1H6Opv1QgfHBSxiAHxFJrQkcxK873cbwZLj77nbH7QMS2/Szb0w/WtGvkHD2SFWlWGXLg5Zmr0Bl09CgQACFkAApgveFe5ew5btfGGp6LLpjF0+2oWwbCKnQiQwnoHf1Y4rr6E4tFuMtoyD58KmPhyVJSRyamhgNDuKFRiqwCdRu5r5zjd8k2u27avHEfObMERuJ96Io5P75PFtK7NLHHhMHo233fRhVsy+j1SEOsRbUmgsOAWNaVNy5PSsiQhpQy5p22aVyXFXVdUVsFUdHq2pRAWTteiTDaaVGE0yY4nhbc39xChFFJ0CbLXKnKiZkEbVVYCibCmpM2IQGhrlZNLKRooJJAiZFJGaRWFzMkMTgDKzxOpJtScY8YjfV8jXSDNxGsLFgbY2VgaYSVoVpkU6tynvWec9aG7rkoLZRJkTcpKTRzKV4EqBflxiglY10alpU1WaoBOWVMZcI0zfjyJz/D//X/9n/Hz37+M+ymGYfDASkRXr9+hW+++RqtVrx9+xa7b7/WtQ7NFcg5IWdFu1yWFc2gLdw9cDod8erVK5yOR5RpwnxxwNXVBfaHC1xdP8dUJjy7foZPX77ENM24un6B62cvkXNGKdOTWQTfL57W2baMb4V7l8IlQtZbInpOKBqixZK8zsCBD3v6qisQcXLpSgWbsqBZO2dCAe46yl1rp2QunF4PRbAECr8LvxHW8av7h5x9m3KqfaiT9UGoJCDr7S2OgidQ960pvh43YGE0y94TyzDy7Cbt4aExDL9354MSAuh7L+kHH/86dQoRWFb1L6TsAH43hqHGWMLjmRGDpeBP49/fIRx+7MK1Dzm3Dk2AzeeDmLBN1fcWnT13QUsEpKxoqc3aObJoYC76AGt9LCAMWavCYIgy3mVdNbg/JbSsPYgpAWDT4qnn/bcEJUyyulIZagMI6MSt2UehERKheaoks2/9M6cAhRXR2HBgWLql4HMGgSAPSKRmNSRo7+qiFsI0ZZS53zcJozUyK0nH7v5jrRZXxePi4hJf/eSn+MUvf6VQFNMECLCuK/7lj3/E6XRCbSuW9QgiaNCfNfU0ZxXc3r1uWVZlAk01xmVdcfP2Bsu64OLyCrvLK0zzHpeXz/DpZ19hv9vj008+wVdffIl5mrWwMG3Tr39ozOBDUqnfd27aEOdj3++CYXOWQTi4hr8Zl51TffvGTKmLABn3dbhm7EP32Yv2H9B5NqYcKZ2e1UQhiOSMnkBQOG57Sx5FaPUdOvAlHzspLHYaKvhH60asrwgbKCX7gwdRF/PjKWc0XPnBcD7a8cQpqbR5uDRlDzAyW7n5kNKYAYpG9UVxyt9hKXz39R8/vq/7532/9dffJWjONwXZUM/32FjwRZQw7w64un6G3e4AIOHq+hlyLthbmuNyWnC4uERdV5zWFbfHI2rVGMSyaOVxOx6x3h0hFthPiQAmrMuK5VTVilsquGpZc1tWRfgkgE9mKdQKOdo5hLFytT4BDW1d1SJZVzRr6dlst5JY2rF4ppFtIOlZRa4SuLDRCmyjlTC/gXVt4MaYKSPNE1LSPhDzrDj182xNXKAKB5hNBNWgOZ/vXCbDHbrAs+fPcXl5icuLS+SkGT8E4OXLT7Gsaonlon2Gdc2MZql3C1NLYbE6ha451lpxf3+Pulbs9ntcPX+OadIU2OfP1Tq4uLhEzsW0aTojkh9Gox/y2XfHw4bhPHpKz5RxK5iG98wp4tYCZVNYLOffFB6NKagVIdbbg5A2II465+pqYrJ8f9YsuLpSR+FtfS96w74+pRKBaU+F1/R3tdBdMDDU/UmSNPMpFLLH3Doy7P9h3uBZfa7ld08GkSlhg4BxsbORpX6ic1/WRzj+FSwFEwhm3gkUBVRT8hrY8udB3czMZUaZZ5RcME1l020thOuPPFebWop3uI/OYwp/UZwCRvSkNyPDBwJAmsCFwLw7QITx2ZdfWWl+z5JYlwV3tzdY1xV//tOf8F/+y9/j/vYWy+mI490tuDasy4JqxWtFCCVpml093uHu9saK4I6oyzKoPU7UtjVbA60LwIy1rbivp44jY2yda0OtdVCZ9D8GW7tPLU5T95EB6AFWo6BWglYYE4rY52bxtyo43i+W+rlDSeoqOuwm7A8TUibMc8G8K4AIWq1676niFuhQAiaYpt0On37+OV68eIEvf/IVPv3sM7z85BMQkkJkAzhcXOGLL3/S1zt1pkPbnWsuIy3q06Clavve/5lZ01o9FpEt3VRfJ+SUze3iZ33M3fj+48NqDejB3z+stgGmcKumm+DecRcKOaye5MpdVmsPoqnAmkhgmjxSZ4/SlXwyJcljkrC0YWbBsjKWhQxplKDGm1qRbhFmKypzT4LXTjgiM0hCTwcNFfkJIPE01Y691j0UokLPUV4TInAsLoAGgeC/cKsp+f2aB0BEXcQKM27xBhFvYPhRjydGSaXhb9c2xnxdDjcSGUCPY4Z06+DMQiB8z63y+PEua+GHuJB+sNUx/L8dQz9vLhN2qeMgkT0nCwCvy4KUCXVd8fbmrbkuKlpdUZelv24rIIKcigVNVQ3numpq8HLCelp0ww4muxU/A9xA6woIo9UFbT1pgJtgBVeOCd/C7PZN7u5BAYYNgnBR9VqEriDHvQKhKbZmATyrdfLNqn59iylk2+JmpbTmfloX9M4sMvb7vTa3ORww73aY59lGrfAT06xavBOcr3NKqft/0Te+AwT6+SklyzhpG0XiPBOtNwT6fseHZr49+UF930fOvXF49xZF7MF/EwWI/f1Ra3aXk4tLnTNCY7LYAnp8AcroNpr3xvIaXNayDTcLS1jwwtAMvvB06G9pGAsBUX2uAtbOI7Klc8FwFRrcwWeejzOL4ymOJype02c3Jv3dMSVRtSqPxuv3VBp7Q50cXaw2xC9dyx4zluzF9xvp2aZ5zFL4sbI8fpjLyjOw9LU++Ybpgc553qHkgsvLKzx/+QK5FHCr4E+0OKq3HjTkz5zBwrh/+xbH27c43R/xj//H/4Gv//hH1FpxvL3Dspz0mgEuxkBVoVCjIQgNGYm0AUfiWHGYIKfQBzX7yHK3xSwN5fIuJbq2ZXMH8jUnLEvFzdsjctakBYVBUQUiW8NdQgnNlCUpbhIS9vsZ0y7h008/xW9/+1v85Kc/xS9/8UtcXlyott5vwZfgwRpqRpVhFZ2Z+JuagjGr7owW+uuNnfjO771Lgfm+sYeRrj+kzuE7TxkQ5xj0wI2paBbFKOy1WKuLBBeUoq4bL1SjzoCdl7hl4kxaLBtJvYUOUtf3iONf6TmtHkL0tXeoEHSFoUECHYCg0DHJUptdKU00CI4BMdXdvm7ZYBy7KTbebXKThmq2Skdu8F8+zfH07qMwj3pgWYvWWk9FDd6uCJaq+fXMo/HoBOzE2AkG/ZMffHzXxvoxUlu/z7lSStC0z/ND/Sq5FBxyhgjw/HTC5198icura0ylYJ4m5JRw2B9wcXGh2UglQyZr2nN/BI5HvHn1Gv/z//Q/oR4X3N/d4fb1W9y9vdG5zdn8oAJpWpgmAf37btONiVGtyCeJ93GwqmI3jaWiMlt8UC1FzQf3jA4ZNhgFksH9ccXptCIn1RIzaQaSdoSz4qM8IZeCVBewJCyVkXPGxdUlStnhZz/7Kf7u7/4Ov/3tb/HpZ5/i2fUzhaIwi2SrWW7X8F3r6MLbFZ/x8/MCtHPFw+n8ffUx47W+6/hOl9APcE+Nv94ckVf62KNPo1cM96klgDyO4N8RFRimBPicJvE4g1tyeiiWlyL01uaXNKZOmjIqJmhSqqCA4W4gst4X7rEQAqCpxxK+f2Pe0MZLlLqVvrV0euaQe0IAhFKrig3buNQVmbxxkOO8beKmTyUSnkoodHrYvBn/ZHx00hknZJOrT4MmERcYXp7N34f4Sf/S48dYtG7p4J0b9AHx6S83LiYyV0aZJux2mvs+zzMOOwViu7y4xNX1FVLO4JLBJhTScQEtJ5QyaTB7f0BrLXzdflFdM984vpGgm2Y72rDVOwmM94iuMtq6MxBd1Kjb1BjX2A143+weNG6JUGtDq8pYWtXiNMnJyiUM68Z+qzUCM3a7Ay4uL/Ds2TO8ePECV5dXds/dRfB9+OU5w+5+cBnodisUfujxIRbnB13jHULv/efVH24v/55rbayoM6EWVgXihWript3H2xsRYqdy74MVi7lBYtr+aH31zEZTQOncWYnNay+sdReVl6ON1g6IFOvJTYDzqfDTuWmBMYfJb41i3zvdjcHnpzw+ulB4yLZdEPRmOtpUonUfL3p7xNFCGH23ehACJlvO10P6d97hFhqP96Xmnb9+1yb80aT52QZ9oIliS1AinajFcr0BYJp3ePHJJ7hcr1FKwW6aFdVzmpEDliGrFgQAk2rn++eCX//7f4f5+gLH+3v8+Z//GW9fvcL93R3+5Q9/xO3NDdbTgvubt6jrYlkastl4gKiyRDATuYOfCRGa4eUv3LBaZefSGGtt6vZJBSUnZOvh0JrWUTBGN4OvMwXjOJ4q3tyoK+n+tGC+zXqfRbuj6cbOeHatkNW//vXv8Oknn+FnP/s5vvriczy7vsLF4RDFaer+fkhDH7SMxige/pQ2ikq4w97j+vmu1Olzy+Oxc3zIeH/IMf7sIbuzPwdfythACyLR+9rpw5WFzhBNsXC//KBARmqnW1rEIUhS1u9oDSWBkoCyBrWJBJQakkGpBo6pSO+FYOPWToWG5izWHtgMv5QIicnGn5Gsd/ToEtI+Gn7+LpjOp5v6TT+1HNgcH99SGGCsZRARnn6q8YSKWtW1YDaZMoZckIs9ssYVRpOqc08JH3nXwGIA79Rd3rWZxs+3fwM/hO9/X1P/Q84htqFc+x7n1q8y7/b49PMv1QoY4MbH20pwaAagzRmMCRe7Hf76f/gP+PW//7dYTyd8+y//grs3b/D1v/wJ/+//+f+Bf/6H3+P+5gZ1OWlWD5rVFxhchXVeSxgzdATZRtlSQrM4wokbTq1ZBznV8nMi7GetDG5Jq7ObEAhaiS1uVmwO1eGOp4ra7swFI5Gx4tk/0zTh5YuXePniEl988QX+x//wd/j1r36N5y9e4uc/+QmeP3uOeafZTE5biXqsZLTI3rdO/e+H7zv9jhYy2VyN77/v3N+nvuDpjkERi79HbwBvHp0QO1xEWI/woLS+Vibd3Yfev7ixpzirm1G1Q2P82bqxJRMM8b67j3rBmkUl9PwkcT0/JUT5FZA0XmEuxZRIsdngWU66NjmXsNj1/my/et9ld7G5UutGtd/zZjmfdm2fMPvIj1Gr7c+uVXVisFQt6sSx8SY8dv6RFh++3ByjlvYhzLpvundXK/+Yxwe5Bd7zvsrWhGKEOdZ2ODwvELOtr8kD+4TdxQXmww7r6QReK6YyYV0rrp49w4WBst3f3ICIUGvFyXoIaJ3JGuay34Kcjc+VLXbNabDefd2zxRQKqfuHYemEg5ut2019rhrrJtQ+HUo3pWiaJ5Gmge53e+x3e1wc9ri4OGC/m5UhG94Wi0KAj46vx44f0zX5GKP/PvUuH+P48WTNKMj7nI6r51hGwKh8dQJSmGvnFx5YHlzPzmQtZkBDS0wyJFRKPUaBgac84r3avo7hy0Y5kHj9IRljfrcSN32+L/4VDYQ4Pr5QOJtpX0i1FGrHDxcGTGvVx+Ay2qBenmtM/qoTnbi5+Y4pPl+7xyyAUVs719xGRvB9/LnfOzj4yGAfH4dvHAm/ZDdhgT5vPWDrk+X5FrDvZmvrSJQ1f7/MuLh+hmneIc87/PcC/Opv/gbL8YTb12+wLgvefPst/vBPv8fx/g43b17j1dd/wrouqNxQmxbDrQwsFgRca9PezaJ51yQZBYS5zKBMyJSwzzMKZcg04bLMEABrYxwrB66+a4YKbWOop8zahhSwSmCtSP7qyy/xycuXmKYJz59d4uKwx+XlJdrpiK//+E+4e/MG7VRxuLjE1bPn+PKrn2J/uECeMqZ5Cq1vnM/z9fhea3tGC///pvk/bo1954+6vSqAo5NipDl7jnp2b3NJjJQGUDw4r/AKZO1J7i6jZnAStTEqG8qoNDuPnS9rEDklsfe0q228Tr2xDwHaLQ2wtGsLNJNCWAhp5YUIAdFR0N2LKZSwnjKfgmZSgEF20Ec1M84sKYz3PShLw/G4O/LHPT66UDjfIj0NtQVwmyMF6mJ5Cqo95xxNNMglqzHpFH348ICAQ6o/Khgen1WX+P07smGi48dh1oY2N17r4WJ+6LFhFuNJhuDy+B0ig/Tq7cYCBC8YGAGwKuLz2xewumZocCXFplX4jMvrAr4SXH/yKT7/+c/V7dcYbakQZvzzP/wD/pf/1/8Tr7/9Fn/6p9/jvyXG/e0tjssJd8c7NGacVo0fsADHVbu2QVQAJOQQBDMp6uicshbVJUKeCygRKgtOXnAGRpOqoiGx9iuA4LgsOC4rBEBKOxDtcHFxgV//6rf4q9/8BqVkHOaEqeh91tM9/vyHW0zzATevbzDNe3z2+ZfYzQdcPWvYHfYGnfFAn/xex/viBe/LLvmuNFRXBOwbP2hsj194eP1wE7/7B5GSSRvm5oJBIL0bGynICdyVkzxdqFvl2vsiaxc+AzNsop3KXDiszfiIMMhiCokaNKNIQCYUACsIs8KzYjzGcbFcaInDsQhBWLOOmLVSWofmqdndulY97LyOqps9CX4JiSI5ZygCcyulwR1sws/5JSA/6vK+73galNTxj4299FiwxV8MGUfh4jjTph6880OPh+PoZmH/exzguXUx/v3dAuH7j/x93+4ykYZ3Hl5x+2L76UOryq0Nc+NBAGTkUqxgTMA73YyHiwPKPCGXDMpexAVT+hJILL7g0MWxqcjSRrWeoFBCTklhiu3aaSxeBCPb+XJOmHIBCEhTRp51hPenE+5OR6t8niBScLHf47DbY7/boeSEeSKUrK6itaqA41pRawWRPq/W16NYAsRj1mSoxpv36eHLB5P/iJ8Tfo3HVvrdqy/v+Ot7pZc+olR9v++/48cDf3fbbtwc4S569Oc0fMu0QW/StBE4ZyMgeItneMKcu48AZ+K9cDCdWX4PxkB6ff0a9fU2i9wz5DwrcGRTD7T6d+mnG3IQs0gQ/NFePtnxtHUKLuwElts+SEG4z48M0ZNQctIMlJz6XLt7BE5P8nCvnV/0/GXA+z7yQyeykeDOBETfuLR5bC2N4ZQPVpTsfh8O+N1s/ZFjs8EMwZF6Otvmsr3UOIyHPlqdf3YtJk6a0O1pe8ssFiEGUoOAUdsJN2+/xevXf8arV1/j69evcH97h8wJpRZkyYpD0zS4PIOxZCu2oxz56rs8WYC3M2DtZ6uuAYagokFI8Pz5J/jiq59gt9/jy59+hZ//6peYpoLXb1/h9ZtXqOuKV9+8xZtXNyg548tPXmJPQBIGVTHYEEEWskynSVFSZ+21fHNzi8bAMxZcXFwqPDIEbpIRDXQgElmTkvrgjY91RiXnSQ+D9eBr+Iir8nEh8jgd+PfEGdYHUFL/+UDw4954TIfZMPOtcHOrgKXFQ6RCpAHQ5jnu18+GuBtMFYAgw8WIxp3YEhmslav/L1bTYu+JWQW+tyIemawGAY40TOFKyj0lLobPLURYV5bILHCCKjdKEEgGg6IKjCsxI9CiVTRYIScF1pPtWCLAWsw6iJ4D5dWhA+A7WMtHOf6VUFLRoS2MiELQWqZAhysYO2kN0jlOZM8bBvsOTTxMNv+ODK99LxhhSn9vFAou/Sm0BmfCw3fsv/cVHm3iEuMQz56/6+iXeM8vBeoLHYRp/19NWdVGHMYXcBhfzbqR8FJ0lxUU34UEjU/WOOZrvH77Cq/evsH93RGXOOAZXSCJRomTxRFWADtLV83e4jAllJyRk+YoNWHdJGRNzUkL4BpVgIDLZ1f4xa9/g2fPX+C/+9u/xX/8T/8J+8MBX3/9B3z99R9wvL/H7//r7/FP//CPkMYoIGS/l2oMKiXkPIFSxpQVetwL1u5u77BWxjTNaJW126Zj7pNVhY+9GnwtRSu0AUQbU9dcOzUMVkEQiyP72yo+UDzOFvTs70dz7GTMZBmvPhz0yHsP9sY77I7HLKHQcFldfGAVDGgQUSXCYapTgoIrWoai7wZnxJrJBjRJdj4XEH4urzDYBpkB3Y/Jenko3eoipCTWh8PSSc8aN0U8gft5xU5IIUAMp0gIGRlZMiIZJlHsE233amuZBO7aTXI2mwEG2XuJMKu77AFg5BMIhicRCo/ozvr/Yxr04LLoriP/+D1m3qPXObtmyISzLXT2x+MbxMes5qdrEY6wPjpgNoiOwxn76M/u41yefeChG8FPIGfP54rceGLC+YX8nR6v8Dvajl3jF4JaF9wfb1DbgtubGyz3R6z3K2RpSEzI4n5UgZCgTBNKngEipN0MmidABGzwJr6JyQLdDaYx54Q0KaKmJIFk1bY+/exzPH/xwgACZ41R1RVcV/C6QmpFEsaUVANLrs27Jj4uqz2C2kRRXVOrBtZoiRChzOqLPtNjllVXFlQHfGxhB078vbOHHhMI7/nuIx8+tvpBrw9+8h2OqO/JpEaFBJvX1LX1jaRKUDWbPuCBDdGLCWTfI5vuhHFfZ88up7c7WueMXMuHb/LHlsMUwpG/ydnfm7PCdBW9mgzZVMNv3rfKP/bx8YvXNkq8hNYZUXj7rAPfZaRU7JEDKts11+0e6qsisehxpUcGM+g/j6lLg64iJMEIIIzO2BUzhwSA57K7mT4GE+20m+wjBH32+344RHseYAe+k2/0sT0UkA/U1PHMTon2wZgBoRkcyrdUAxODxmZhfPvNn/H3//v/F69ff4s//Zff40//+Q+4+eYV5O2CF3WPSkX7O7cjKGd8+tVP8dlPf47dYY+f/voX+OoXP0VrDf/yhz/i22++UWTWVcH4fEQC4OLqEp//5EtcXF6iTDPmiwukXHDY73B5damAd9Lwv/0v/x8wV7z++s94/fWfUNcVy+096O6IDDXzyTJIlE60KRCbKZ8zQTNdMloTHE8nrMy4ON3juByBTJgmLQAkooD/JlibRoOlcLx8pQ8ydquulNjYMjKicY0p5n5crfO/O4X093tMc1A9TOt9qIPQcLmRKft500Mm9L15Ep395USf1P0i2phD3K3pmCXjTwWANIs/qQs5hWVeQNLsrIxkFcqaaq2uJsVecYvAMMPYILtBgGR9ABG70mC491xWhkEMgAwtlyhiGmqcDCnJMsgK6ZA9HeBQwmIXIHDeAEGyzxWio7cS8PqOJ5QJTwlz0YMmTuheQq4HwYvWempXCu3Rhca4KTD8RTIoGg/oWTbvbxXngRA3Hwi8cmX0JQvSVtJZe9ANp3cB4YQwfDLU8j2IKTzqbvpQuXA2L+PrUUHa6j426tgM4336pxLakwij8YLWKt68+QZ///f/GX/8wz/h9h+/xat//BrL6ztIrbjiGYKCWznhpp1AxLh8/hw//e1vcfX8Gf77//h3+Lf/l/8O67LgP/+v/yt+/9/+G+q64u72DsvphO5LBD759FP81V//NV5+8hK7wyWunn2CMu2wLvdY7t+i1gX/9A//Bf/1f/vfcby/w9tvvsHbr7+GMGOfC3bZTPs0gVKBsqcCGLizsLrIuBHAyqiYgWVdkYRxWhec6oJUtXlPMohyaYBU1UYzJVBWyydZO1n1GCggckCJS0NnyWda8bjkg2vx4ZqiMxhfJXKSpPi977mQrq4tY2uc0AOSowe9tMcRfjhvelyb12SDZCBz3lPFmf5DbZ/MgoMwyHCIXBD0uG6BwlawQoDZTTc4GZHtU6gAElPmRBUD905oKsPQ8klUMIj3OyCHP+/Jfj5eXw1nI8QM4W5zeLxRQlt0YaEigm29Na43pOkH0/w/kaXw7kMFw6jr+7GNG/jXxT/cfPdxqXB+PsSi9I/cr9u1t2Fkcb3BArRFHwTCZsONVxs+k7OPxgrvh0pc/NRL62Gb4twN+cHHIwrfRkEchGP3ao8X664FEcFqTWZqrUhIKKlYWim2vyfC7nBAfn6JPE94+fnnePnZp7h89gwXV1cos7qSLq6u8OzFS9RasdsfsFo6qQ/h2YsXuLi8xG6vcNZl0iwn5oxU1J8LEFoDahWIZKS0A8AYcaB0/FqRikDkTK6zKXwBM6Q1SE5hvtd1xf3dXTTpKWbNdiFrgHeOAWVC1Nm2pxVCzgHnNizEB/hwyeSciAZ9A8N2ODvVg2UcrunsizAoTO84vr9A6NrvJhj3gLF1WyliCOdSSMabsrUiWPaQWw4AUQs9zKQCNkpaCJ7+vguKDnDnbVsHkW2BY6Rx7fxzu09v0enyN9yvg/AdEgwcGG9bdEeKnRS0JDF1j1DERz+eRijQQCiD1sTcIktGJ1jGJVEiGAHXfLdhFCbj8e7JU8HgBNqfR8bcfy2bQHiUpmPg6U5nDqubRsJDCJFxTxCGH5ua07dnXHlUlOK9uInhu+d7/hGdEx7I375N/b0xS0kICR0uemvRaKOat6/f4O7uFsebe1yWC8jlp8j7FW+ngpa1l3IVAJTw+c9/iS//5q+wv7rEr//6r/Gbf/vX2O8PePH5J8i7A2ja4auf/wrXLz8DhCFN4AV2bNXEu90O18+eYd7tQDkhTQQkBmUglwygQFCwLgV1mVDSc1xdXqpmKSeQnMzCWSGyQAskWbU+JBAVCDKIK3g5ocJavMwzhARv37zFui7IOeH51RU+ff4MUym4uLrCxfUzpJTAXNGqY+ho9pySbgsC2Ar10DDOlJVx7fuad/2IBro/SyL2fTEY37pltpLCoZqdqsZK/c7EfP89dsjmyQikj59lw/B6Ny2OZk3dbvAezWfnG67l6dBCAhJNQlA0U+s3nivQVMNvXK2WQIxniPEem8REIMn6QELGhEKa1uzFdIAgmUUgCUjFBRaBuWcJOZx2v2cEQ9cp2URDfXp6rMAVBrHrSu9V7U2Duvtoo7t9dBnxRP0UtvqGu45YGjwDfsy+oHNN3MRmh8I4m6TNG/39zVV984mxyoFjn/80vir92bMyrbYrxqy3pwIh0kAHBanvfIoFdQZxbqSMOuE79sj2kyEL613T8JhPbRRE4+o8CCkO0omIwK3h/u4eb9/cYLlfsMt70I5xnF9H5zeQQ1onXH/6GX79b/89rl48xy9/9xv8+ne/0ergUkA5IwF4/umMZy8/ARFpMZEB5XmAlywziYjAxGCyLs5JC+uE1S9ca0JdCwrtMO8yIIzW3qI1AFIhsqBxNSYD85rrKwKBpGqDIUpAyaEUHO+PuLt9C0DQ7u9Q6oLdPCEnwuXlpa45a0tSEJBTtk5tAkbTvqFkLhO7tz6/w5q84/W5YH6nwTi6NAeB8pgAiewodhfuuPpbtWxDUQP9xSXGr5zFpIKiw2IYKHwQdPE4o1XX6cUYNlkzKGLWMIQwwEkzvKiZwNO1F2skLgJYPrGdP0OhtrUlaLKueg49T94C1C3MrPTRGADTJuTt9+m8xItwdV7o7Jt2Fe4xogCRFLUUAMuuahJupNFT8VTH0/RoDmjbQSAYEB4ZnrqWjxNaa6BU0Vqyz/UzMcjNB8ka1Alo+/5W21F67gsij2llw0tmHiT1+LtkSJt2vqxY7hwxj0GYDBrgKKUCEvc8prC1Ex6byc29je91mN3t8dg9+vcfe/1wJk0zg7awTEn7HleHloYqOZwTWkkQSaBmwIUlg7JpztCMHmrmMLAgoGuWBNIUURcK3GLO4b5ZQ5sUsqwl++00F1w/u8I0FcjC+hBA1gKhCcIJwqu5jwiQ1CMnYuNoDVxXFRo1Q1rTRHbhULaX04I3r19jKgXKXAryVFAuDiiHgzUFAiIwGK4je+8BwxyUlXgfm9ee666Px9yq2zUe6Uo2X3N3qZ2D7Bries3AgCDn5NLHFNcbBFfQvYAbG4Nstkb9Ib6mo+pLJoasQRP1N2PuIuMLPlZl2oquqq4kTT21NOpzIeP7L+RSz/sPpWhQ4lKP2sc5EghMvdezj5VDKuo1H92/wQYGZu9r4gLQv8MuaB5fg6c4nrQdp7A11GkVp+WI4+nOtCedt9JmpJzRZIZIRcmC0oq1WUwPNsSj2Xx0/nIwGVwQbCZ9Kxx8LGJ4KsBWKPSWoBia/pDlJ3cRtNlg41geGfv2+o80YfWN867XQ/ruueB8jOmMWt5Ykk/ngs3uXdtHar/leZqBy2vIykDKaCDUnLAcCpZlAq8ZqRQtEjrMSFMGlYTKK+5Pt8itbDYgoTOVPKyxZ/FszOwhAA1hYzKM6+dX+NXvfo51XfHmm9d4880rtNpQTwfQUpTBUwEtM0QY0lZwreYuWPXBDSsBbSkQaZj2e01jTVpIKUJ48+0r/OkfbgARPHv2As+fvcC82+Mnv/kVvvrlL7RpUWpoybR6i0OoO6zfR+9F4XR1HogcmAV8bRzUUF0bKTKeqNM1EIoMIWwgqPvMkGtTQsolBAMNAsSZfaTsDuNx+tkKri2Zikg0zlrrinU9orWGdTmhrgvquoDrat/pgIwmyTa9kftVKXg6oIJD2GtbGJCEnNTq4wQkagA1RJzHAsZusYE1uUAtPHKdoOeNECm0jg0gPAQWl2DReU02ropmUBwyjNPlXrfI2Oa0GeCiwLoRhuHka9XpgscJNjlHwNDd8OMcT2MpAKYt9QbZCpetmhkPN1jrApBC0NaqTdd7StlDKfDdgmEUCvqfM/0QEMOzE4Gbgt03KsF8O9oox+teiLS9znfMSte6YhM+FArjPYybiOLZGbqDtvUJ2FhGZ5qo8tg03MO217BruLXVgDnPuWBHhGOZALMUOBHalFBnO4+5SmjyFqqawrnWVVMzHR4V2MxfGzVhXw9zJblQoJRNkPjsCXb7GS8/e4FaV3BbcXf/FlgFLBMSJwgxUmtAEgg3NGm97atotgkLtBaiVeRpAmoFclVXQy4gAMf7I77589fgWnF/c8T9m3vsDwc8//RToClEM1unOAAgZstecT+xp022vvEthfLdQqG7IrS3iLrUSin26XZNY67s1wkU7W5FBJIHJcbQZ13DdWsCAW3dLYyuHA1U+0Ao9HusdUWrFY2b9gVvVVvC2v1uNBO3YDrB23ecHozbGn0wibbEhLbGTNRdSBTJA64kWbbggMnUJah97LaFbS0F5HTGbnszUc8mIgLIOr9pgEFPaUqLmHQIQ1d68FiFQp9rVxnHRI13WQphMH1kC+JJs49ck+DWUNcF63K0SQSU6BqWpRhBVpQEtPJuS2HL72V8Oz58PODzUEvrTFBMs+sEDunn70JhaNg+aNw+mvHZ/+rWwnYjx/llUE2Gu9kEGsM66MxfN3cBKMV3I5doEAosrn0jGIdDZQNn2ufAnFurXZgbiCHQMO8y9hcFu8OM+bDHbl2AwqDCyJQxzRkpNxCtYD5hWe60Ypn7hkmUNlbW6Irw8bNp1s4cu27rDGjBsh7BrUGoYbfLKEmQWbAKabo6E2pLxvQmGGKBaeIAUgaVCUgZKU9KA83QNq2eJqWCebcHl4YyzaCUISDc3tzj63/5BqkU7d6YdYw59cYxnekyuK1xT65ZBx1K/57Ph9folGmKjnC1TkhJra7mvc2FUddVGS8zqFZtZyoc7rhcCso8g3LSCu6dNluCCW8Q9TENlg2AEGaDghv7xWnKv7OuK5blhNYaTqc7rMu9Wgv1pPRkVt6wK/veCI3b4UPGUlBnjjSsnylrvj+oZzTpwAiBNzKkwHYKiJf+NNBZ309EaiU02grL7XFmeYlVJXPnL56RNqak9iurUjFmrfnJPrIsiONpUFJtgbXqtGJdFxzvb3B789oUBf1XygzmFaXMCi+wHpBtE2ygLmK1Yuq7Ng+Yxrx1iXRmab8KaX3mSnLTrvWe0f49PXcvjU+kxTQgT40bGH4kgD8UZE4cOm5ltm6mjGZ1WAJ2011rtM+TWygJKDNAOYSGxmLEzjlqcYOAAPpGAml2T1IGlLI2uo/fxvz6pl1w+XzCfLjA/XqF609fACWDGiOvDYkSLq4nlLIgp4R1fYPbtxo0Zs6QoWjIg8tdSwa8l5veuqO7OoOyoF7T7J6GhiZVBWpacf1sgrSMZQbWidEa4Y4y7qkALKCSVbNHLzwTSuBcIJSQpgnMBNSm6Mak2vk0zbh6/gIigilNyGmGSMKf/vAt3rxeQTkhzwVpKsiZsNtnTFNSHK8pIReCSEVrR7DUUJCCsZr1FP53iDWWUpTYed5j2u2gnelmEBUIC5b7FXVRH/5yutfK7mVBffsWfFqUydh8lt2M3WGPlDMOV1e4fP5cBcVhh+mwM7eK2FgEwrV3SKzGzOFbjQypVCx3vwuFWlfU5QjmhtP9DY63r9DqgvX+Ldb1COGq6b9GU52VxlKfbRtnmr7frMDOYPbVM+R1TcZkLdBMbAIgEcAZxNniP4NgMOvDx+HCKJQ+G5OIB4u5uwN9Y3sWCroV+NBKtNdQOItQjmQQCdbJsFr2WmRGDVvwYx5Pi5Jqm1q4odYV63IyzDVnNozVLAWRpnjnPAgFwEzIOGEQlZ+bbHGiAjp1oRCuF0HPKx8kN6RvhmZBsjDz7Yrqy3Qzs8v3jnmi4zpTMzYvRAdgU8IanIOo39M3yaAVb3Gf7BX1KkykDGkVSMW0Gb/WYKp6nwHXXOz+CRTarFePgwilTEi5dOvp7FYEDdNO/dO7/YR5v8N0WpEaI5eGTKSWQmogquBmlmFKEC5gqy9IlJAsF6hnZohlGW0bpKgGa/7i1tCqbhrNSmogCCZizHMGmEA1gSrQKnAqhJQ15zwhh0ZZrEOWCoUMNhcVzFIAiboIknZvm3Y7iMDwbjJECHe3R9zeNlAilP1kiLGEw8WEeZ9NQBSUKYFlReO7YLbcqtLcoE2yqKtFABXOqagwNQwhte4aEk3gJjjenbAe9TfL/R3qsqCdjli+/RbteG+MRmms7HbYX6qyxa0il4QyzTp/BaCUrNGQWWlcVUAxq0uoVQAK0gYoya5NImbSbH2aCQVhFVTrco9Wq7n4GmRQgMbdMYiF/n5YDv2T7g1wxegsrmZCwbejanqDpRBYYH4mc0/Ktp5ktBr8XW/eg2FfbG/E2PtoQTkfsd+MLqVudsFa2w4xpyezD/rxBD2a3e7pvnkXDGwdujQrxIRCLqEplZzArFqSCwUaV0e66Y0IXhmBQJlbME4zL7ea+uDDA+DmMoDuh0VfHIEZnWF1sCXUutUAuFpB/UuqtMQf41x0S6FnZXD/GY0kOV5XX6j7ijTljqu6QOx35PdlWT56P65lS29EY+tDBE0TtUBmLRNyLu8kSW4VdV3RuCFnwtX1HonEcnJUYF08uwaVGUITWktYTgIVVKpxQmzDC5mwGjaPtfjUzepwI11oq1CotuYc3+EENAOvb0tDa4TWSFFRm+bKt6pC2WEvFK1EgewkZQQ6LABpAl68nqZFLwABUMXYE2W4X5kbo64V3ICEhraqZbkczVJAhcgdAjWUKwTq7mHpmTutrbbmGTDIl7ocUPcXpvDsQJjBjXG8OWE9ruBWsR7vwKsJhdffoh6PEDIQOQim3QyuB+RcUJd7nI63yKVgutxjurpAygn73YTdblK1oq0qGIRR18Xm3BE81UKoVobQ7H0V2ivqelJhstxhPd5oTGE9Qtpi69aglcp9a7hg2DyfuY3P9a3YJWa5swuIiFd0Sz5cTcOD4jPfO55daDaM9JiLhsMclxXBF+JBCGHg8ZIQXG7BR9qrzpUqPK4kbt1LoS8/oWx4gh7NXVN194hi6Cyo6wkgBvMKEQ1iilSkXFCnHUiqNVw3X7dr5t6ZyYSHmrltgH3ucLwdIsM0ax/WOMRBD3YDkk2DD0kP16yVCSlDq+q7BYzAjKiMsSqjQefm4/XECIp9boxhPnAfbTeBD9VjGuo9yqDs7iMfh2nWg9mqwUYTENzCNRTZKkVdRkTW6N76FbjVZctpz4JmBFxKwuefP8P6/AKlTJjnHVJKmPcXyLtLSMpYasGymJusLpCq2ihXK1obLAUWRuWKZsoCwZuvkGLmQIVSWxeICDIxMrFWHcwZeaeBYYVUIHAlyCrAqlp5rc1SnzPyoFsqXIXGCch2t7QGWTQYrW0eFV6hoVmRHpmFVUBCWJcVtFQQCda7phkyQPgHiCooHUGo9voEAquQ4BWAJmG0Wo0uNf0VKWO3u8K8vwQhA7yDyAyujOPbI9b7BdIqeLkHtxXtdI/l1ddop3tl6FghYMy7GfvDAalkSMrgrEKwXO4xXR2Qp4LPv3iOz794rgyWF83WYsa6ntDWVZsmnVastUKE0ETnrDVgWYEmgLSqzJ8Z0hZwVQFB0gBZNZ00CaJP1lDd56nOG1Bj1/4RfHawJPUczuRDwNsGyqQBaUqkUO0pB0KqW/45JyTvv+CGvltvuuON3oEGQRN0OG/jR0wGf0Gw67twsHiN77MogGOF+jYlQ1jP1yym4O6lp3AZjceTBZq7ro3QiEVUUwjNEYJUFbo4EaG1WTUwTpA8BFG9CbY0CFfTIDmEgjLy9wuFOGiYb404AkAAU0EQ5pxbMzC/NnEFuIU2o7nLpNkqmw4fPgfD8xBTUPcR7LzdpO6WQvwoTkAESLZ75Gw529k2CIVQcBcYM6NVFwoNdQDbEg+kckEuBSACS0HiYptuaIcqfX6NVYISYbebMeWEMu+w2x9AKSPlHZAUZ4iZoG5/AVaGrBoEbWsDV/VTswOBCWNtKhRCCIO1YY8FCLmuaFWFQgFDHJ+fJ91wzgDIAMxYVJZbpWgTBjEBwpp6avOdyF0LNt2MENqUBJS7QGcDRwxt14Q82VqxrFAWgmgXSlSR0gkpqVBI+Qgi6zfACyAqsFpbzUK1imvKBiJnlkkza7syTnf3WO4WgBt4uQeaWgrr/T3a6Q6MhiarKjZtRQIj5YQqmpALIuRlj7IeUOaCq0tgXYr2OmiLKm3MaMtRrcPWsBwXrGuFgMCSIUioDTit5gXl1i2CViFt1f3t4HUwK5Fog2Qa9D3sl/M9S8Nz/+kgVIZ/zuHDteR71L4XiiYIHs72LevWvfjaYrQM+nPfmXotEZwha9ibIcH6mM/hMfS1p6t2S+Epjyfr0bxNNZSIG0C82Xs1yc6Dvm6TMqB2hblIsMwKn7zOrKMvrF5YNQf/9SNSgUJdsQ1H1IUAOfG6yGbANVhpgCE1JhnMU0NVDCJ4cM3hcPNRfCdQzNd5YJ3QNXW1ELo/1ZKxB6btgtLiIuxzJDHHTnEOfUDkn5F9t+p4ksBy9zrx2msGAKnIuRcPtarjYk5IrEJGmihjYAEvC3hRRlNPVYUCa+GTBzVrpC8yErtQIKQ2WHKGPFpJIK6Jr4x0rNqfYZpRptmE6A7TrOuaSsXEDaJl0foMtT7YdrQHJ5O4FqtsojMk03rBIFkAMVcUueDqLI0ACOegW5EJzI7a2RlTF/piWIwEcf8yBC1XtMSAELhWSCNwZaz3C9bjSV1R6wnSVsi6DMisvq6M1lYs96o1I2m6LYggpyNWauAl4+51xpu9as9TsS51YoK8NaA1JGYk0f4b3IzoWIAqthWbjkMEsP0dKZcWI+qIAI9uy1CGxInfmbX5/mMfGNP1JBAWRK8GiKa3W6jMMhn79uxuJcGohIVQsEG45SGOvEAmLjx31fdo3I/BcwgCZo9EgseF22iQbOFeR09+GUXOODcfU1A8TaA5OLl55UwgqJbP4bdUQumaYbebaMNfaZyUQBJUZq0McGReIQ5MP0H8rS+S5tK7QMhTDDjWizouil8HwmYp1CAijSkkkLAJF8SgZbyqy0fXIOxrHRXGCHXotRwNXR4IBZjsEkThvMUO3FJwX3xA9YqW8/uapCByDpcLsaIA6SSYn920F3c7eVARAkwZkJTAnFCXBIH32LbKZ16ApjhE6/0R9XiCNEY9rtbrWdDWCqkahORazd0gyE2fqQlyVYbJmcCTWmctAYtH/ZPmgVLK2F0R5osJlBJyOmB3OEBjF7p+TQQL12joU9fFzPoEkgKItgglKkjQLl2kUgLEDcTq90cTSNLqfJRZU0UHRURASA4TDcvoAgMkYPNZ9ObyJhCY4NYwWwpwQ0U1F2BbVvCqeFTHm3us9/fKfNtRI+u86No7BLz579u6oh6VKU07t+oSajthPTJSSXiTFlC7QykF19cXuLzYAxDtVdHUZZpawlTHHQABAABJREFUQ2FGYwGtCs2gAYaeBuuZVeEZgBYobjg8LEMIXQkaDIbha84HSGGmx/m100Vcz3HIDA49J0E2IZBDQFA8d2t4UDrRr9uFkmeYsAbkRZMQHBGDhoGPagGj4xoRWJMgEqv7iMT0wG6PbILSo3DYSKuPdzwRIN65HuCEMjLawUXz2CnQswJC4wo1wplVSIrh3H2yx2iNkRgoqRCBoSF2VTz+CwMSwDBG/S6F68GHrlWW3Q00kpn016H2n8+Nf+4bpwfAxo/jO8PfFHMwzK/nw/scxDgeXnL7ma2LUyH1bK0QwmxeVVE3XZyBY4a6X1WTtdXl0fwx+M+ZB6Eg2h2t2cZpDGJBaqKV1Ayg6IYXIkgmsAkFIQYogbK6plpTrPpMinUDC4Y7zSUoY4MJOsebIYO3YCI3kjAuvUUclTbImK4JC1VT6Uy5IPRCKquXcNh1MtuYHqyMLYMKcHV96UC4CVr0l9b5FFYtHtw0qL4ZsCkNVjiq8ZKijBwqpIS1OreeTliOE7hUtF2B7Ca4ktHpyuj+3FIXAwFk9wTIMHlGP7FZuqXw2BG7ZtwS7zpCARv2SyiR3RLYKJZn13ns6LuhmwLuloqGO7aXuxLZ3w/BNm77PuBHr4WRrz12n/+nEArB613ymSbBrX9IxnyN0cadG0HJMEnNPtcUOP0Ne2518ETfkAOjP5to7cyk8FiupdN42cF4i/Oc77MQSugajqfaKYUocUgnLPU3doIYsqPhMQ0x1Udlk7kkelDFntx9ZEJRZ2VIbYT68uXsOgM9kltapgmJUTI7w4NpVM1sEYNLcD4A0RRGdkYjfpUE4aq+cRDQ1nAn1LZiNddGIwFbX10hhpBbe6qRonn8gcGVgaUqIBoorCdMGTRndStMBTSpli/396ptpQSUglaKzmlOQFY3Q2Wydo+iqUsiUCgEpVFKhAaGY+0wvF84o4hW3OtyV4AMa7+xYT9NoGz9hsVzVYZKeRDAivSakkBkAhFDOAXaZ2iJQmBJ4Kb4UrUKalVt3JuyCDpvjmAp9D7X2q1Gz8FvjbGcFq04LwQqSm91XXG8vUUpGXdZs6hSSihTRikJTIRqloG21ey7JRiv9SL2T3zXhcvEA8Gp0/SG6Z9x6tDCO2+232gcSF13VooQ76uGThS7G1G74HKsqVEGEW2tEOP0orMuW9VK0f2mmWqwimarbVIp2XW9kBISylF/KC2ItxAlM0SEQGxp76Pp8j7J9SMfT9aOU2nchIEJBIXO1ukZjW1Augbi55Bhsk24aGqlbTBW7QlAuED82m6dyXC+cY7Z0EzGEvhzJX5rhEg04PCUTh8TiFSL9AypYRzxVYL6O+OzLgh8Y23BwTI8s8h2nAlR7xbFRmDa2KNBtTQWQ3f0DeQqy6gqmVYXWpnLN5aYBDHtSDOENLyqqRaGRMkCrot2IksVKVcAhNoyar3R+66iIQoBFhasNo9CrE3QIJBkQgGs/vHWgNogywqpDFpXyOkENEZqAqqCJADvJ+Bip4z4sNNZTAloDe2oVfN13gFlAnJG2u+Q5gkMwQoNmPt9KLMQHa+o771NbPsyKewyAUkEk2ntDuEgZNXFpYJSRsmaSq20YxhIwh3qQACWAojjKwFEDYBnHgkUqrkCksCU0aAV4bUy1qVF0oC3L3VGlsQxehIaA8uqAjqTo9HCAtpHgIC8n7RKG0BdTrh/e9KmQqjgesI0FVy/uEIpBzQWpCpopNAhKRvEBwmSI4lydwfJsH8YvZ6AiCBezR6FY9uDYO6hkXbh9DxkH8HjBbavuH+gBZod+kPXmjQmY7tQksU5nAF4y10H8xRCRuqCI9gTm8U68AHSRJUeq3PFDb0OIf7xRiCEK00QcY+tivrxj6eFuYgX3WLonPKxL/p3ERpo3yyADOdxoUHDKcbX52bXQCLvuPRG9R8+6daCKQHbb9uLsDLGaw7f7bc9IitSaBrncAJxuInsr8M2NWK360TLwPH8gztjvPMNPMcoFJ3I49OzNXMJEhhRbEFZHq7j94Mh/OMBu37eOP/mPf2hMmtzLzrIHFtRmV2fWGxjumJgY2pNtdLWVLBCmb4lI/m2HHMZugLByizEVMsQmAKM5lbwKZ+LAF+TPkfjyYMh6HkcBVickTnZDd8BaPTcRJbWWFjYz+70PSgkw3PXyKXTWTdJNL6jWNGoy4q1JAg8e83dvIh7J3K9g+L8233Vd+7mrfM/36EN09l9AJ7jP/wuNuAYf/R4w2bjbyfEb3skAmfgMephr4A2Mxup4+IK7UAPOFv6zSFxne0tuNCUvlC0/dnHPp4IEE8ZFgRR+eh58xpnk05IftOs6XP6I2i7RDJBgAGKolU4IcPKxyVprr0vp2cnaP+YgQEDWsm6ITs2s3ckJM9qEsAyjkQYSZohMQ6BaB3koGEMgmF0jlrWiab02eeeTQTSgiPLrRamyKTQ31lwSoz5iMMLWF3CgNmum6QD3o2uJx0S21gH5hWM3/UoOCdED1xKL7aSXtLP5JlYQMrAzjTg9V5QF9Yhc0Yyt5Y01djABLJKY6EGJsvZCLcCgVJCmmcQs36ezXqaJmDWgDJNxVKCoYHGpGpYKkkhvDPFPQgUSqCZMEu+T52W3AJldYU0USbAUDdC9gYtKSGXCaH5WbYUHxfIqkKJiqYpJxEIGii+bVYiV9RFrQTKKygfdZxehQvYujYwa0putaAvpALuhuhEa+vIyImwmyfMVntB9vAiKd2aDSwriAmyqquuQrDcn/BtEszzhHWpOJ0WRcAtWeuKvCeDaMJCThZQSqRrbGNxEqOBrgiOQDSy0Xccofvoidx9NL7fP+7MNIqPB9JWmW20HOy4P7wsrbtnNZfIhQGJB5KtN4fAEhRMiTGFaXSV9wJYiduM8fre1w2JLASwYpKdB7+f4niifgrW1sQhZk0T8WKqkrfSWNfGhUIbdCsVCi3wb5wg7UruvnEbj4CeGnBmHtrYRscV2TkkKKnXD/TK6apFa9AsFnLsXXhvV1INk7oQ3GgnPjAzcwUSQoEStP8A9XnSLB71I/t4dUxGLe6Sa9yFgv0WQAgZhwrRneLjAEYMAWWGXY3StDnfOK7tKcNTJnIyYWR4RqxFQn6fuRBysVTWtaKKVTFzQmqqIbdGUISxBEI2NEqdzTZuSoJliU0627O6jGBw0tlSKwkO20GQAq3lSGTV2jrvTHofrpis3JBAKGIYmxYQR7jloL8ToIoKokwJkrRILueCbFXUsp4g62LZVIvyx5xQDjukqRhzaCaMla1o4RdZZlFFmhZkOmp8QSaA504rxKovNa3TUA7UgsmRBxOCAQtyIkxlApCt6E+rksmympyeVPhBLR1Dxb073uG43GPezWAR1LVh2k149vwah+kABiNxA4iRiJEpAZ42a2sp0neZEgONOwFDVUFs/75X+utwnwJIXkE+xNWcgbrGvTnEFDC2P8jUOK+QH7IdxYoliSjg3L3yWQUNhQxOoq5Eh9WGY0YN3ouuyI7CZ9iKQI+PiWaqgdiaVvWJIrfmPrK18AQVzRjWVs7+D11++L9/5K0ZIeE0ijQt/V5HMX2vJA1x/I5vmbAIrUHG8WFQ97t48jzph/dl3/CK2M1Cxm41N4tsfm+mg9+8zk6cQ3rqmpxdzwWDaWx9fjZnHl7Qw9ebY6vRbMfYf9NdefbYGNCqXSWHGO42/dk1aXjlAsALDv1v/62pfgJQyZCSAavApqT1JSnOqMG6KPBLmnrsNQmj27ELQl//851nm9uFMGBwBoLgFDEfZ+cRQEgwVpcHJEvQGQaaN6ViSPzyr5GPm53R9Gt0htrnM5ijMxWC+frjQ71Vch3W9hszpHFU9bfGqLVhWSpOy2K/65r0GCPYLNV4XVPb3d2yYdrB6x+KhXENOssf3+vrNf6/edgcOlCe3bLtqc5zNp4+EVVQbA77+9TXYhgJDePY8v6+I+L7bu0M9w9fK5jAiRl6ajvhydpxKoVHsHhg8gpHkQ3KosRkCDNaXWHKZd/ERm2yOT8QmoQ/O0CdS+BRF5FxA/vmhhZWDSsa2VBwUjIG0mvA0LWeIXVBnPEgAorxhn7Z8t3tt6H9DBts1J/EcfedqUrIGDHNtnGNlEFHn/R9RoBm4AxzRiGAdLwqeExDhhXy5O4/daJOkmxFbU3tNE2nD0Wy9jEgzaohmlWjKgV5t4CafZftLjKgtR2iZRHWQKW0WXPaU1UGmdugsRFonpD2OyBrt7acHGDPA5cASgIVrVRKpSCVovg8taJW69xWLX3TBI7YfPs5lBbdymwQsiwjYYghyqpWbHTFWtegc2tuRwbqcQUWhZpolnkV9wOdPGkzIBmNGng9Blf1GpRqlpyIZ5xSrB8zadYUqq1LQqOCZlAShayLYTYaTrrHmKqJAwaq1l2kClBzxp8xTRegRLi5vcepVVxdXuDZi2tMJUX1srqPoAFzc9kJNLOMmOIuHIYF5MjHuQuRMbnfZeWo4DAbP5UQsNy0AlysYt/buAYEjnQlTpUTrQxXurXWnej8BabQCRISKwJr9E/Ibq2jK02iVpX+voVb0vc5zNom0f0ttt4CAnsSgsenxMoeRceFjXdgUIqG+fkYxxMJha3mHIvgUpQciC3DyUfE8rDtdXQhsirU8C+OvsR4q2c+RFqXcVEKjQ+mxfko7R+7Wb8VCGrJuVAQhO+Q7bzGIEbDQJVQZdoxFRB4+0AfX2dAo++yMxzX3nQEohk7MIEggGJJ1e67tBz1ER02wLd8TmLX0VAoZS4xILT1cRkp5pCgJrbPDqGZ+axFWpMSNmYQdsoAckKayWJF5j6BaPYJaSooMam/OxGoab2BpKQmftOqo1TUxZTLhLzbhVssBxiggQSCQFMGihbe0VRApegGvrtDXVfLMuIQChJWSddcIx4FZUpC2ueZo3JZ3WCpdWuXaELUL5hLr9ZF4bJhCLCkDZpKNigOBsAFkAypC5pkUx7cJScKzteU7hxtXa+fIuwFS10WaLaSLrFYTZ/tuGzESQo8qAytKmgggFwT0qprn7Khu0Jwc3tEu32rQrVVlJLRrCyDWVNTUzZhRUBGQmJNO3ZFKWg+YlxeEIbAAXJVPuSBKzijOybcpByV8NrV0TDQmsb+3MoX0fiUpD5vWmc8WI7wr9u+SwnCyYS/FR+G16Hztl6jYTmu/U7DKvPn5G4rveG+ho5tLLCYD1R4QelyTIz5iPIAwBNnH8Xx6F2dexbf+cWNqUn+xpn/ebRG44yjxu4yRtDTyaQTZWgXcN0AYfq73zCyS/wzOJn0TJGzW0QUNY2md1Quj/fgwmKwbtz/300PdDKRPv6uZunnNLhK4v1hKkQ29/5g0oa3IygNbexDov76XLJq+WVGLrNi3KcS2izbdTgCKIixxVqaAANBawlEIJIh2Zqr56QB26SB25S1F3Qibw7U4cQJpJFucyuRVToPgDS6Umfuj82tmzXVZahJxmBa7jDrm9utC1+doAnnHWoWGP30/HZhdGUDiJRlYnjpyuDy2ipV/TpjYrcLbMRzPNxdZAVdofVG1o0HRj0zCl1pgGKC1dqwVu+14MpNZ3p+l11pG773QIHrI/bJduO9U8d4jD777QOCYV2Ggx7+6Q/xcYY7EIO235mI00lPP+3j8XONXNv1iXiOYYxfilNsBzme/2NLgbPjyYQCPfLsGr7nF4/FGkow1jDDzCrdf8kKgvxLykgc8TDM0qRXIf9dEBKH1tE/Gkz4ATbDiUuADlA1mKWeY0kAeOwvjNStEUAZEtCZjt2D+7rdyvC/Aeq4RsZlJJizBwb7PAZTHwWD061RI4tnxaB/z+7Mg+WCBLIgvcoTzzLyc5NdiwAqyPMn2mENBUI7ABk5zyhlDyJCs+5bwg2npeJ0PFltSerCm3JsGM/+IWs5SZNpfCVrlW7OoHkCkqK45mk2odAZu6Y0GEOkXunMKfWiwZRAubcOVWwn19I6rYwEG/Tq77dmQhpgYnhml8Kzm/apXFIziNyOsPUhaK2OWywOzQECOGvw3lAxYs0ULnyFCFmfA68yHwSAWVdgd4WZ86mZxikMkRM02K3CNwmBsxY3CLRBDpvfVlruY0mEnDJ4BV6/uUPev0LJGRe7CVPOmhYsCZlFMZoS9N6o9f4d5EVlhkhiaDC+hkp45kciWLZWF3tO0+ItVbmCuVpWY1O8J88IHIUPnDd0XkNpsIZDuesKHoE0WY36OYgGbwMoeJdayUCWXtfDriGo0WvnJXMF61x4enassiBQjLdNvs627Uc8ntBS6IGVUWi7dvBYkIqG92MeUo7N0yUINuBwQWBA14pHbdj+7trI8B1uViBspn/nrvobbgoLHKukCa3JzVPyZMN05sqiaHdI5gZRwsy9EZD1NnbtCnELJoDg49jOLA1CzD/vlcXdDG8hUDg2TkIFWTUuYQ9yLiQcWVjuwnPNWe9lhzw9A+U9Up6RywGUtCFMzpohdH/7FvW0oDXBWhuWxRggTaBkpCc9bpGs6JCEdbMxA5zVamBW989sLTNLQZknRLotTDkQPY/er/TVJYt/GHPztUgEdYd51ZfhQ3mmx6i89Ep7Z7h2haR9gUlI4ahHG4F82ggOc+FpmbKuWO/uwbUilYxsAk+4aaoqERwjSQB4tzllHF4zAIQpAQ+cJhPoLhTIANn0fIwVkAqhAiJFsaUs4VZqqWKVkw5/zeq6IwLm2Rr7AG/vTpBXNzjsJuzKNfazZmIJDxYIWbYUAN8VFPvCsIoiUdBpnjCmWkeSXXBEpUinYbbnTebdwDm7XtX5RErdMuzwMZ3Z++/JlTM4LLfvSX9hrs7UFZrkQppi4a1gzX7hH/Xdu3lWFy4bYjAPQmCITX7k48ndR1v3kB/G6B58JMPTyORdW7XtKe7LN80NYsiawEYIWNZHaBsIpdq+MmSImDai+9qtApil4A5cD2CpEIixahXToAE4Q6U+bukaCvkw4+shreBaqwxCod+SxLNEnEO2GyMIaWBUqgLqX5vAFYPQ7NpRCg2dffP/phmggpR3SHkHSrP60CnDQYI4GvtUcFtViLLDYNvlXNJvdoivMWHr4zcLiswP7RvbNL3kWhyUF5Ldz6Yq3jCuwv0yTvdGypJvdzcbNnO9cUsYg+huBw3ZjqsOo0uKpae4P48baQqyzZuoxk7xHV8XinP5eTe0/ei+GjiQ06m4UOv/4h6HFadEcPVXoRwo6FBaw3pacLo/IYugrhW1ZBX+qwbwmbUGxDXf0HoJUaQnyWBFwj9HfdjDGokvhVvag9s1cWfu3nRKEoHE23J6LcSZoomuhAJA4BgNPMfdWqPqOOj0fStJp4/tsaUs5zvvO8JZMjxv5MYTCIanwz7qOleYbMHAWIOnYtoYGSMmMsmLkQEaUQExY0IEalEPNoSPMAgR6YihMpihfk4fj2P7eAaDcrlgyq53AQ676xvdM1aoa9XwbEf728adJCO7lhFANaRa+ob5WM2tB7HifkyjGOASWjA7FxDYfL9XZFg2hG0ASX1nZJwA1xBjfjNSOkDSDMp75N0nSOUCRAUp7UzTtPURoEnVxizMWO7foB7faIFhXVBQzaUDyICztBmqwNwOrk6au1BEXW5ZW1PmPGEqU+8p7etdGfA2nZUVyx8AZ6Alsn65LbpadWjsnnG0pVdEzQcIFpyEaZbBrcyKUIuDqbmMDR5ABOScjdAU2iJnQSmTimKpWE53EAiKzJjKThkbtFGPDpesNgehHW/mLZQBHay6Ig2KJLq8Wac3MGDJAkoZPXOGMiFPKawmVxBECLIKVmG8+fMr3L69xdXlATsitOsD1qXh9u6IWhtSzigW/9H+FRrQTpyQcy9KjOZZvtnRl8BlRdiSvr8trZZZgpcwMxoBJKq0UQhS6bRPitKah/gTrMdKKEfoWZL+my4sGJ744d/hsFiGzoE+Vxi/25U2nddO+OTWCUH3ZjJojtQFlwuJpzie1lLYuHXQJ2l4ds2cYJre+UwY4w4KceZmn0EG2FoB3O8PmOsnrtU1o01GlAXORFo0hmfxDm8Ou2sLmTz/RJmbN2gRVzMEvaUeIbQ50S8jiWo2bC4oGewojkwGE0JRVW1nMKbn440aOXH/Y9cifcLNy6lEZ2a7+ottk0gFpNr3kzahIXVpABNS2iPvXiLPz5QRi2aLMTc0656n7SiPYK6oyx3aehdwyxls6X1AG7K1NtqTSvVIPY5JF9HGPYZ26gVrKaUhjiDWxc1OySYgnDTMr8u2idVNSAPd9UHESvh8dtFl3/AJPNMeYQHW0CD1bN1nngDWwHQi1qy7DLSqneSaNM3U4gNSioBCqMyR4ryxBEcLoH89LCv477TILALdMJRb6D5xFw2RppZ6TCCuyVqR3phx95YhtwmyVtxdX6DkhNNpweu3d1iXFdM84XDYI+Vs9ohnzLlikpBzxpg6vdnsofcNqzK4VbXxkP2WWYvYhIGcwQbGFztOvH+ICoWN+yhWrr9yvtDHYUWB8VmnCc+M3AS8AWxXY+Rx2AiEfplh7VxgDgLBJ+QpjIWnxT6KjeIwF8qkWmrmccnaNpCzps+RV9RqaicA1TA9lStmbDtVDmcNACPMoTL5oavCKBgwCgUzk4c8ZwibRKfe24AQsQzKrpk5SzHDkzsR9YVXE7wRq+YpzbRUbQav8o6DEEkYo+sFrn2YK0vd4QMO+2ApBF8lBFJzD+zDsnIKLIkxek6TFABFhUK+AKULUD4YI3fBaRudm8ExaxMX7YXgEAyuibs+3839Mc3On53+w8yXx953eho3oQzzwkOMwLRcomGNfZN23ooQEDrBFO6tYXxnsR6fZEEYDMYsHmgym/ccXk8oWWyFgGZe90htlKhJcLtxZDZdUPkcKp1udoLrBRBogsJQg2Jj8DRVIg+SW49juKzs/1hMSBABKyBJUI8rbm/uAGib03VZUQ2wsBkG1CgUet0Q4DaAE2r37w87eqDjCBY7HyGdp5SsqWpqmvBhQlNbt3YFjWC0j251RHq2M3k4TTn4jcTsPnAd+vTTMOvjAjgNjes/5sR3OaTjkcEqODMNaHBlfuzjyfop+IZsrWl15LrgtJxQKUFWRklawLZm1QYTCRI5dIRLciVYgRefdMayMceGd626Rhe6NXTfvE96FyxiAZ7QvOx1zgnZslXKlLUwi6CZG0W1fcWC6UguDlXBVtfAMvQg5oq1Koy0ZiLa2JOmcRIIxTpeqcYgAR8RdMRQHH1WKGZFwdTXter9pkTIOYMSYZoyctY5zhNhmvV+prTDlBUdk2kB0wogg3EFxh5EO1D+FJSu+vzXE7yPcmQ11Wp5/yctvGJFN80MSMQjzPmWilkfnSl4kE7nTvsnkK+luQA09dTNarH1GlwmItqHYTWrZV0VYRVaAtCS4hd5LwcCHKbIhJ1u4tDqk4v2ga5Mc4QLF1uUEHAD+m1ktQ1UrOxZaZhSidoNYu2UxrxqMLlqTErRuVMoRryxFGDMz/3dvlO6+FDaamBZIHJEAltNhyJ7ivWQ1uwsxW+qaCEQGA0tNavRIkglZWqcAUm4O674x9M90pyQpwnz4RKpFHXhloyczSJxrZ6MJo3xJUuyyDmpddJ380Yl9roGMj6SkqXzpqaQI+Y+0m5wDWpV+Vrp3lahkHpb3rBCrBjRlD8Rq/mhbjGqsqaa1UbwmlAQE/KOOhDUS6rIenwqxHY8Sc+SBkBW60FJkXMdvsSPpxANT9aOE0CYWixipfMVQkmBsxJbkMibzwsSOXBYZ/NsAHZyvgVC5Rs0S0gPDBszEFE/ahQpwVToYOLuplECAYAyWXVuMrAqY3K6cIaNUqyDWwgFPUVq0MCXCSffpF55qTnf5stNRR9EEE7AlK2TFCLBJOwiqyT1NpZtXQxPiiPYl3OCzMWKu9RkJ1KiyybM5pyxTxNAQE0C3fMFwAGCKxDtkNMzpPQMLBXcjmBZ0bhhbSfto9wEqE37HNTVsH8apLXAiXHN2DcW0tAv2zUkcW0pqWAgCubhDJncyoFaKgIyQDJjjgbJrlANOgaB8bHA3uowE+J4PxDFnBGE66qnBPsW70Ii6gQeqOXeS3zc6RtHgjIzaGqmumlEO3nBWoyKjh+UImVR00kRljYNl+wiqe+B8ZUEo6tB81pdq8xaSJvbi1chgzTaIMAG6lnIPJoEVAFaQl0Zd0tDS4z94QLXacKMhJQZtXEfTfTQzibUOkPugWKKu4kA76B1ew2KiIRLMYnGE4QIxBmSU08oIK91QQjRhKGK3BTCbXGcCTGw0cW4nj1FnYzh92WgzvjDEhvXaKP2PzQeBstBU1wlnCCjbfUUxxNZCrD1dQIdKgABJUHxWTLPurjJ67aVbUvzvxPIgqvDJpVB+Ou74T4ay9BjUNJzu8NSiHxqCcLUNDpRYkoIbTVnrUglIq1MtUrrYNxiG4pNj/OcebEqVSsiSlEIpcE/93cmCwgrUx/0E4EyEstyioeMAUQnVYslDAw1D/54tx50cx4AuoDmJl4C2AE0m9tg1dhBXdE2r1nzs6GBcoGhgnqWULahCIWlIGFu6x173sB4e92OduarApvWFdwIKWdkW3A2XCEI1DJY1Apr1j6SbY29WjxDlQ9Ax6R0ZVTlKbI0CK3I0OoaeCgWI7sPi1P/DqHh/C10DY8DmeJh30k0IVs/7NY8WE3dUsAmf6u7uDYUbycjpyf9RVYMUyQHNBQJgaC35hq2W2WqzCRWwEERGJCguIS1gK5YCnBGQtJMpdZAXJAJKEbz3u5yytn2itJeyaZcDXU+my0c/LMLD8DrF7BhmpFAEfQ0rNdw7m69dR7A9nWvIWQTFBu3jTNpjw0BGv8RjY0kKHquutr6XYzafgg1ZRBdGLjlB1uXs3t7ODEf73iaHs1w7dYyP5r1Z+YGRVSUwKxxMCglXNOgKbn+DUAz6QUwM7uFBeJZPykCbL4LYQvlBWnnupUJh0HIOPN3b0DKGSkJcqZwJ83ThN1uBlFSzTtiCl1QsQW3vaEQG/Nq1QglScBgCFkjeKj3PZMKnykTSjHIAs92MAuBuIKIAVR4H17tZsMgGJYUqaVQim7EaZ6x2+31dZpQcgGQ0fga4EuoWVIAyvDG7MJHcFtxOt0Zs21YlwXcGNM0Ie8OGghOgpZWgKpqdkm5oTJbFT6FrUMZgBP1wKxNgj4lyyoDVMuEBo3botlRuRRgmnSTGR2AtbczGwqoWNtP1QYnZFErbCoFORmmTSpqnQos20cZHnnDHYsvYaAWQDQjiIf8V2fX4Sbo8SlbuDhfa0NhpHSlpZQDMk0gENZ1BdUVaVIMHiHVHptRWKKChDJc2yxc0/6JGwgVQFWXEQoIMwSrwW30amoACPgRESRpKFktFJYJQIFAUL0BEkShVKqAcsI0FYASJsmgVaFA0lwwJ8JctJA0m0ukTAXTPCHlhHmeMO90DaPf+JmVFbwSCIXLwi06bBLlIdBUXkmq54vjmHlQahPXUiErBiPBIta9TovQ9LVibWVTUhNx8AT1FFgSQCJITirgKxs/AogR0DxEogLVlU7nNa7UDcqsUI916ZA9KO6TMJDiRzqezlIAAFusaNRhdf8uuYecD6OGDksNdE3CTqUpdtbi0c1qABAyaAM/TaigjOGvuAybOuJBJgARdHNTlizorQU3KnhU0ynmRsph/o7Xc983oG0tAQQOzcZSgNtJRoQmqhJMu8+eeqf4/pqZYNQXOuRoKficmfPNNBzXyrIxxpT1IaIuI5JryND6U4WpCvHGFa2u2uC+Mdqi3dEYGTQnsxTMxIdpgLa2XpgWIt+0svUdqpBXjHo8CrBMq9VbSnJYeV0QmFCo1hrU8uPN3ILCbCe1apLhKmXPrjLIYiH18VfZch+B2fkuGDBYCjrXrqcj/hfLLEOkIQp3YSGeQKAcCpmKVmCDTZjp7zxm4KEnIUJC7vPlvkqY5k8S4yItg0OGro9W/Yq6jlx9IdsbZlWHpQC1UsM9BxdkvnFYrUE7d0KCI6ySCDIBORFyBnKhiB2odaDPHqsDDYzP7wmIvU39LQBicBoSSpuQ0zisJae7elzjd3qmrnj0OxosBISL2+fALa+wFDBYmLC9LILE7tVyieVBfBUoYHef+j2O3g3pjMmvS6Nls9keH/V4ojoF067CfZEwlYxpKiiJME8ZJSXkBEw5DalY4+YD1DQ3AQBBqRlTycHMfYKJcpTSxxD8O6HF28RLT+eEm6TAphx+nmfMux1SSpimCfNUOphZShuX0XhFwLBgqDfoEGFNizO3h0MTR6jQqH+aCqZSkIh0rjy1z8x6RcVkZAJaUv9nyxqnqCVpTKFkTJNqZbu5YC66CadEKGQBbKhlIQJwW7CuRyiYWgGToqe2dY2GRmyFaJHmZwTtjJjrqnj9hrEfoj5laC8ER8PNZiixugLErCA2S8vxpcZsHGEQNwvcM5aqldgYLEa1Gqzi3BiUfkc0PTVlDSyz+vF5IkjWDCAO0ayWIomtB3uhIfe9y9Q3P8gYd1cKgom7ssLSf98/CBdSLzgcaBMCbgBV42PiaZSmrW6v5r9QYSOMZGnNjuW/DVo6U+sWs77tQst87bbECep2pEIQMKq5oIjNxSQZWQrmtEPJBbs0Y04FU9K+ztNelaZUJq3mT2Ng2fatc/hxI0VMqlvgD/0q539aHCaUvRDjGFN3VXP3rC/ZzCNtzkzwOIxD6TgcTbYhs11IAIiBAKp3T/kecW9AJTa+7BaAKK050biKEXzl4e1+1ONJ+ik4803me59Kxm6ecLHfoeSE/axMryTCbi6aiZAo/I3CQ5cvdpcM4H2ePRwRosOgI4AhzQ0I+AHPChotDPFN7QSYUvjap6lgMldFzuqP14yeCaV4vWS/4SBe16IIUE+2QgEwM1p1lEdBY8OZceICIbufFRQaFaRbWcKMKRGYJxMExRrtdE00ZbUIknUGm3bFBFvClFxBbhBUsDQsyy2OR6iWn/dAmsHMWE9HdRlxQ6snMFdl6Ea5JOrWYUpo6wn1dNIAf4aimhIB0w6Ud+YXVqgSFsGyrli5RsDcYwPJhI73IXD3BrUVaIoKezTcIM9QAqCIp4YSC0dABUB5AlJR/KSLA2jeATlD9gJMDUIJLWUT4NSTBoRAYq47JitodEaC0DqjOkYQdMRswlvM3cIOM2LfE9YaDnMvhgvUGZQAXAV8EovHqEA11ThYZDR/h0MjNJBoMyhidSEJncE6w/TcQFK1mNdwbbfiHTYkFy26a9YkiFkxn3IrSDRhN+9wmS8xTTMupgmHMuteP0zYX89IWYlOotmTBrtBhJQV4NBHZixjcLXbvhILeHMMEY5p5cJS+Y0hnLoQkGBH6EJheB7gMnQI7rZxLLVk8P7+Wuk6I6HZvOqebeEiVGVPmyd52jgoYuRIbKn2jF5wKmpVgzu0RnCYvnQf9XjSOoUxWJQNWVPNyYLJtdipoJSMbP5HL+7i5r55RmvJFjKB2R0U/b+Ucs9usQDXqEupQOnaWaT5AXBoCodQIFJ/fikmFFJSdE4aQPzsOF8zN1s9i8bBtYTVx9+FnBf4DBYkuQvLqzCNEdhOEXMZMKnvPU0CTlaoZeibHszzoHh294mNxd0MUVTDFa0tUAE2qYvGYkCtWpqeYe6okeAbUaISnKulU7K5J3yOxLHzbXOJVswGsQ/CGaE1S4eq8Aer9sutoi2LMiYMG4ddKABkvRIIlp6YRLPA1gmUsopfbprpRTqnWhU/ZJzQ4I1JcJUdUdLgmp6tuAdiR0tB59atn87yukLCUTvROb1+UZTX2/UptGmvlu2Ehn4++LnYrASLA2wozK9Dw+ZxQUMx7nDvWpyOvAI5yjZVcCZR91uhgokmFFL3ZKaEkjLmUpBKUnpNPcU2rK3RUvDbH+aAfB3GMcsgk/vExu/jbofrjDPgHoeeuSjbU4WgcQHa+RdZARwDmhIL7R2RM5sXjsLaSgnhYSS2+xRLexj4jpNY1Cs8cl9PcTxxRbMxu6Sa8JTVtNztJuyKWgiH/WRuGW3l6H5bZ1wsHpj1vsAcGyjmzno0u5ORbNGAvnG2QoHj/J0pm9lomkJ2VFMylEcCch7T6Nx9RbHHCGQV0GdCIUquEdaCay+B4CH9frLFMPT77sIQlJyCobSaIM1TB40pWqxD51w3pQo2jVnEvNn4SqqY0gksCa1py0ete1isVaQov2XL4pFBS/dUXwEyXIuiKFyDGNpmVOVqOi5YkJmDwbGtN5l1IM1iBOYWQtU4RlubWltsXY7d6jOfvWpkGVQmwJrsUCpaW7KbQJOlLyZo3CfBMS8Aw63SgK2ESysYuDGQKGKMuBiCAYWLCKSupuR58IDHtuDM211lMF4n/SOpAllUm+bC2iRn0He9hgMeO0qdqXicQNA0dVgU5qJRhaCZ5bPaRT3iI+EWUiZFUIhPZ5sCJGDaTUge+RJBXVfUNmGVBkJDQcbK0JRfBnIzhhc51t4HQ/dpogTP9xJnFJ1t2LtezCqIvuX2zIPC6XtXhrXokO2Dm8+/K0CyyIinoXhsTGMeCO8FGb2oTe9jlD4+aIyQrT0pQ/tM+ATmooJB9Ru1JN1D4F5STXYI9rU9nsBaeDqhMCxYMu17ngvmKePisMd+nlBKxmG/w1SMkWUamFbXSuNwVwlcx7FX5NkBZJZC1z70Z2auG3PyDCFlTM6t7b9g9E5Iwy25ewuI3GhdSO/riqgcTkTIyTWO7Tk3pGV/hOaIUATje062XatmcC3GADrj8rk2h20ISpVpFvyGfqeRYE4L5lRRmVDrCUstVhgnqE0tsyoFIhnZAtrZ0xvN/M0MFCqmvStD0AyhAm6GbuvdskRAtSG37k8n13i9xqBWyLICJhzaaelZZ2u1TCFozEAABqOJAImQL3bIh71ajfOEUjRLJhfFT+JEkEJAVs0fSTN3IGS+flLh5EFnctHdq8L19cDQhhRoTS7W2ApbYNznqltnJmy4WyQhY2H3o0sFmRMwWTYVOBTmDIlWEQoflLrwYa1PaLwCWMGygHGCiEJ/N63cU6u9FLO2EsBuB/aWqo2aVuBnwu6wA3YJbW24vz1hXRvSLmORClBBEsZ9S5haAq8JWNx7l1Bgfa5zwWxowX1urSbD6FbCkhFLR7cVyOpybZIgTXdHFDYamKBuIdK4nQNkxmYi6+xnsIQWG4x9YvvHewCpy8iZtJtvCM6j7i1GsvhNJgaohXCmJEgmbNmsCLZ0Y27aL88RV4IzhFIbm37gTR/veKLitTOpTx3XvOcr26Nk27yRFNL9ehstHKFxBgMPotJuW34S8oWzQ4VCDkuDm2nc+mE8d/t8YNx+rWHBCIOGT54S+/C1CwcXHHpeS3v1O3CLkroFMWZl9el0gWBMDBzBT9fe+nWpa1/xGAuyvD6OQcSG4eRad39WbSabOOnjdVgBG3hUjBI8SDiINJ9W8fTcHg/wLClfIw8yi6hFoXDCHpx1nz4sZ156OQF8YJYL6c15pgIzm7pG6Qyn/9JeWdZPjMOuFymn7kZxGqBOF7FWD+c+mNp4xI3ExfufbMySqPudIYGU0BUJtxjGU400MtQnmFspYKddeRG2MSozdXomUNC3OD1mq1+IrKoO99xEBXMTzcipLFibINv4ErtA7VZ3+IrIV8Ov7zvA59im2GjU536jXg2Km5Pl6KYC+jr43nPlLfa0DSGQVkfmHDOx0R372PwTcqVSAsctLDmbX6tRtH4L2MC6PLAS/NQf+XjylFQnXo/kZwso59KFQ/aCluzY670GoJ8HkOSME5ax1LViB3mDb8j+Mzjchm8QTlq4JhuGIxH0tB/p2YZNp5fq5Oisxe/N+A+8IlfreGxTCccGjniGWxE21u7C6huiX2v0EXPgLjmFklGY7gHZmNVIGuwFVGOpTXvtslQQaX625pcntCZAq6DW0Dip9s7qHpKUIZbpNc0acylCKE70olXFcU/W/1kzlLzAzCqP3b8GCiasWUKwvtCasklF9LpoqkEbvLMYAGnKGbuiPRjSfgc6aHAbpaB5Wq/FJoQIDdKDrFCNUAWiubTGwDUEAezm2S2hTw+MzDNahgQJp/yu0fT9EMzbEgUU9iIooisNYucLAdT3Q1dkfO6aBpl5BaHaFiCVIKz3mKintaaWexCbnUsN1j1EXWDFhK9V54s0pJ0tXWacTifFYWUBpYI8FdBdBt4soJRwOOxwccnIOeP6SuNlWufoAlTHGcF6qGY9KjBgijiLpjYPLj1XhEzh9LRvYk9hRqT2pOxQEu4esuVJvtu2wlrrCpopYcaDvI9yKEZ9/5FYLMcFscDAGHlwW5uiY3UNTRBRII7dPkijjdD/OMcTCAU6e+5M3GFsS9YU1eKPKVsec29A45lAvjFCq7cJyqa5uAnogiD8uOgKmYigGEIjc9M9EoujZikzW1FVFzxdGsDuQcclQPg6VfN3dxeQkudJd03YBYOPJfpPO+kThQsKUEbVYwp9LNHQRADN6KFwRXSB4Zula2fa7U3LcmpNWGsKYgUWpJSwmzN2KKiVgeUErAuSJPA6gZu12swX4JRRpgmzFcNlAMXSCHld0ZYFEcjjav7nE9bTyZiu+u1VYqpWH7u9iTImY7tIhFJUQDSqwbz16zqn5bDHfDgoc5+Kxg5AaGRVL1bLIJaVpHjLWoCkGy45T9Wpa2z9fn1je50EoQXPoD7O5OnQrvUaDYG28Afx0ufGkinM4nHrKfnpk2avkEF7DFFXbCA3LGW3Z2otIKpKh2Tii7UoMVFGokEQrJ79o9hI3cDR83MxWAyfC1YhmfaCUgBJDcf7e8hpxbKoEpGnglNNuF81/vDsxQVefgJMs+7VeZ9RxBJPghV7SilQuVdxZ9lOma7/WazHxpy8kZULZmf0A+NPhaJ+oliii+pMqrD1jCSLVxljF8DgcMiYShr2pmcfakKEr62iG0hA2wCCJtV4EFDtuRnZtziTucNDs/r4x5NVND94dp87dW2kVzYaYw0z3/3hUO0xCoXMMeTfCb8gBUMVzzUXhMlI8ICmmo3eLlGTS7rO70J5tA7iDgYDJEw9GVxFcEFw9r04h/S/RjcVGaFR/3ukhch2EsDNU1AP6JJl0ZAxCde8NosxWA0ihGZ+Tg7tt1+nC7EhkObzY64FXyNHoEykQkEsfQ+uMfnAXRCyB6ntfrrU7uNVnw0iFpOSunWMPvr02fdyjjx4DeKkze33Ldsznwjo2UE+p+Ge4iEDqtdMiKUN9lsK0WUICNSJ58w9tCUlE0ohMB6qgRv3nNExxDXXgRxiwd0l5/rmQF9eWW6KhBbBJROGnsatzkSjEBDEisGGfQVRXshQhGDz/TfWDLVWtY+zgLCugmVRTKVlaVhWdVOtTSJeAnOjiFAvJAOwsn6nj8GC6yJRSxjtYn1PkfME0owfx0yyZelu1dGqoLAQvLra/f4+fz2DybPM/K8+xcO3Nw8xuu7p7xKut0g82zy6wvsISXzU4wmEwhDthweuCFNKmEvGVFI8PJsnOYP3Rzj5oBLfZo6G1Ygy+bhsZ4dkL3wk+txNThhD181ExpM9SGs8zTd6HBagCmLohJIcawhnjwFPZ4Q/iCpq6pcJphuE291DYuOMdEGWoEYBWfA7xRzoZvDaVkJxLHsQFia8ORIaF1S5QpNrG5YyidYaFghaygBl7PIFdqKd1nLWdpgFhKlWpDpCjNjm2006ZutJwebrd8XAvH1wH7FaB74u4ugE4ASrira1KRNy0tTk8DGTCgUFc7MAcdNexMiaeeTFc0DablJ3F2KIo5jg6pW+3OshZMiY8p4DTizsYBQRaYhrABKYQ0IZSDNgEB6SFO1TzGWlsQBN8QVpZlFOotk2k08c4P54EUEyQRuV7FYxLavRBBNIVCdPmKCNkgguGKAzZEqYxylMY04FBEf3NdcHMSAVnNUy4DVpVs0qWO8bWlaMMhJLaGiC+4WxSsJ0n5DutABUFUTV6k+VsTZNbri5bzgujJwE+8IoWTAnweXEmJK2ky1WNe7AgUBCLmbFi7oUU03D7pFIdlFvBAy6RldL9z1DJCmfMO09rJOBkSej042GQT0rzDOf2KBp1spYqzqIKjvKMaFWy0YSJVtmwdo0yYCHLfEUAuJJitf8BcH97SoE5iljN2XMJWEqGkPIQ6EIWTn8aGMQiRL2YD7DGGfn2RLK9igoPBDHpkGRM1jjwg6dTK59R61/z3PeioWuxfdPjXnAGb0xK9PAyDZvaM/OdABzE3Uh5szOW0+6tu26mha62BWjOTzgjWzcDPfZVyLX65SiLoSlEV7dA40TKF2A6AICQeMVjbUyWQExM3KacSjPUPIOBMNmgoDWhnS/gBqDUtYCMSLQnJHmor77dQVXQJqawwFsZpaQkLmAuAfYtXrbHiaAic0tNyWUNOl85GQMH5DGaObuUQetFUftknZuIxgSb4YIW/2FCYVmaZpihXQC3dy+PkbDHoB2DTXgNAQA5yikSsMGdn0RROAyZNdYERRq1aB4M6iOkxXm1ab1FrB00ySqPZSi1q4LBHLGa5Dz9gAJpAl41VoN7ZinQjHRDjntlS4t1tD3qFE2aRtVJgbohEQrJCmktqO6EikwIi2CdQFQ1VWyooESwLkgaaAJtQrujozUGHRPqLfF3JoKzdIa4+ZUcb9UnBbG198uuLmtmLLg2YExT4KrGfjiinCYCHMWHIogkxiSie7bHC5nINeMVLV7n6e0e/2Rw3iX4unjAo/BiDAamQXdDJ7T5b4LeSIDGTSelNxycAkiENLOc00Ey8pYVqvIbw1NtK6Ba7KsJO0tzgKsVdC4C6CAccLHPZ4UOtv/UJ41+N6NqXuwODS/7Y/1kPjvkcNY5qMfu9Ysw+cugh+ON7JmHhmC7e3hMwohgEFQPHym+K67tFzDdTeJS4T+3fMz9fGeE8h3zEqcRjVXcz1zL/xN8GAfgVktBZ2GDEqT1jpkZSqJtOuCCtR25mIx9snG1TFo3WLKgd9Z0tcM35AIgR8CN5jfOBUmtN3N6JYUD9k9tnF1nrq9GppCpDs+MmE+SYNFFx/6UMSE9EaDk80TPOhMXTCE+4EoLCFPw3QgQA98h8kZpqD0sTlukvn5yd0SPm4zw8QEiSoEGZRmtdbyBCoK6EhM9h134/plteKKHEeJumqiDaKSpluaAAicHwonoz48TZy0lROEsFRBWdhiYQoZ3lhwd+xC4e644u5UMWdgSqptz0RonOGuQKUZZcrBTwaa8HoIgXT6CLc0BT8KV6nxpcjAGkhmXNwQ9OOC2zL5tqbRdSjdYoz2ndyDzJrhB/sMG2/CUx5PCp3tkw9YsUrKAeOs8BEKzpZTMe0aIQRiGeQ88GufuDBxonatOVwofbP0bICt+0ANCc8ZQ2f0gyAa16ffjwsbY2Y0EpNjI7l2rBskMdlmtk0vYtWitpmSu4HCZOjz4HxhABfkgUQDAgDmtoEAKcPbENZqZfhMuD8SjkftXUy0mEdCrbaUClICpt0ML9qb0x4pZSRmlFaRRDu/NfTgo2vWXIF2tDFpNRxIgAJGLpNqWUXdOgIgtaZm9trQFjZtncCUNT7RzSR1F2aKTRj2vUF5QyyFFmLV32zZIL6UOv/qd1aFhEMEO/Pt9EbQ4CJxnNxeD7UBvuq2ph4n0P4EiocjgAIM+um9HoG9WtwsgbkYTagrCMKQ1LTiXMhqOHJYWEp/jFQrkmVLpekAlBkJXhuga5rLDpQScpr0NakAJ+8hPtyN6MiRhFF4RbLGSo1XJG5o3MCksCaZBBOpC0uTBrRwkMoMTDtNBZ52kLRDk4RXb1Z8ffMNBMBSV4ODEJxqw2IwEbf3K5a1YcqAVMYuCybsMH92hauLCXMWXEyMkgQI/GQEvQoEmSiEAjetS4JZElFHlJyRWy8PqOUwKlA9tVQ6RxJY4ZzOVodvIsM9I1BDWG3wXtjCaNy054Sg07pYkFmgc+tZXq5IPoGp8DSWwpnSr1kaSVE6UzZ/ngmIlBUjhXpamjJCZ9AcFaAyMGvfi4AXpaT4nftyOX43vnbp7YNzodWZ+0YoDGMZPVYOf63f6eqCa98YngFSNwAQLiv9vm9HL8DzAKv7ShHuDQDb9FnXRq2mQOeNwVoWY2PV4rFa1bdZG+HuSDieEhoLiBaAmjL/3cF6LWTs5p3CfKDHUXJrmJqCrq0CVGEw2oZZtlbDPePBQRAhzxNomoCckPYzaDep62hd0WoD0wq6XcANEEpqcIxLAVc83WWkhW4QGOR137QcvxL19fuaDMutPLH7/50TSATClQilifr7RbQoz6yQHvfqYV3xQSa1CioEzRg4e5Eh+2sMCgsMOC6HFUDEALOi1LZVB94y0JLJQzG/vcYm0FT7TtPesvgKyqzCPJcJk72vlt80CAU9dRJLO4Vn46k7LjcVBMIMWhfFbWoNTY6QVpGzoEzullXAbgGByow0H1ThKROEZjAEb97e4PXdLSoz7pYVR+uS15yeoQi9DI0fyAIck+B6D0zlGS4OE3ZZcDE3lGQa9xhXtz3Dia36X9BSC2gcj2mFwmogdu7BYNkmcOhiO9+wmA/pfhchbWQVKerdtduBCDmErGc6amBe4wnC2yA7m1tyzKwKWI+PKBieHOYCwGbiPTDpz67ly+Zng6UwPD9aCBSHDDu8X36kF5ExNqHf6H87MfSrAZbxEMKgWyHjX9shiMmHcz9FtyZcmAV1oltUePC7YQpGhRbvoBP3e8d0WDCr6UPnwFJeLcsrsrikm9PhYx4tL5gAJFK/PtRv62khrnnGHdh6hHvDTOjkMCPn+D+j6+RsGs49P4MdpX+Pyxhvjn/4BA7zRD1x4Pyn28MpibZvnf1IbN7N+66MAL2vh+eq6+VdeQEEqetApIIxcJd8YaTrSbE+QuqhUeB/g/ZI6vIrs1p4uYByMTdSBhlCLI2kpupvp2sG3EWlLpsGodzB6LyILSAkxFyPZvUOriSxPcFnU8/MBqXiefpGt9ZjRDVntcpq05aztTJKuBzRYbTPFiJRzzYM97R9xYW5u57Od1Hf/xg+k81rGfeYnH1+Fvs8J5ft0eObgX+03TxPcjxNoNl9xISoYi5TwW43G9TFhDJN5lIypgTbVF4V6JMSxNQFA+zV5qLj5nbGYhtLm930xUoeSBZz56D7FVWrRxdU7jcHzF3iWl8La4FMX1SC6n5Lh9n2TRiCwAMMiRA1Fg4+5kyXPKVuCB4PQiEyKv2fVUQLq+gkeGidcH8i3N1rDniTGfvDHiIKJOhzrydeNfgo2Zqlu3arr4lUM5LdhDwXzcRorBhFLKBlAY5aLc5VQewEUBhuMa19XUA5IywegxNnEoW1liFsPwoIZ6giIMvWSYNgCcZAqaevjoJNMGQWWaDQNq6nO8YlDX+AommQMhEHuJNEvaseOvxc5Wr1LoLVNN6xnwI2gqAfbIkFZBwulckgHiqS1M58GUBKmMoMTAUJhJILssOs5AKihEzW7cyEftKON1Gv4sIw3G7Se19rmNnqXxJBI0mMmhOaVDQUrCWhoaKJoCYvagOaWcEiWQNXxjh9e+accXE4oHLD0hbAOuaxzRsIilZjqaprzWhIuLlt+Jev71BPK15eZ1x+MWOerF7IrzEIba8aFvG9NxTCWrzKYxL6lio2Sg+WxeVuPPJqcHMBBupAJyvdcd7TxM/hCpbywOjsZmNIpPzJXZhuMXbBQMEuPrZ8eDJLwdhrwFuUUlCmKWAttK1l3m5e9OBgMOR368RxnYdyYtQS5MxCUPNcA0uDYCAKU1DHY4JKvHerqFVtKltvCfn/4+5flyTJcTRB9ANIVTP3iMjM6p7LEdn3f7Nd2ZXe6a7KjHB3MyUJ7A9cSDX3rOk9U+El52imhZnbRZVKgsCHe7i/wmSz8Hmy2Fa7vRB8J9iyGDcfIq8csqxYJQSKOa4i9t4iL0zQpHMhk2EEhHsjvNw9P4Es8QwIE54x8X7cMXozR6J2kIdwmk02xIxrFpVRdvMDae/Q1hzWkTn2xPskuy21y0DrJkBnRHwoBjTNYYVd6E2BmFFmPg6I2bD5ZOqZICR3VUDJVKvU5yekqWk26kLBQ/BTYCumI56CAwQ88VjisASGs7DJQBs97zk0BHiS2olEgTQRkhXNMsbO1fo9uJAmqSCP/bGiaYxSdzMPlYLLfkWtFQS2DHAP//VC4DmPNvmUtWQYyGgpkQEhG2skU8EBjnqxtzaAURgCQSsEQUX0Xk9HqoQPBZCZ6ZeyvTDh6XpBHx3f3wjWPVCg2qw8e2igRFAtaKOAlPByU/z1bzfIcaDSFfKv29zbjNMmUVjU1iwldrZETLrSnJaVicR7KSgW85EsJT7yCHLDMO1qEQygMzmu5ufVkmCmq7VKw6PG8nOPf5L5aJqOsknNOkMA3qlx/o8uWtjJeKQuo2myWRPbp5PmIOgkPZbXOt9TDQaA09iWbyDCS0NrmEIrdpIkgxbRJD5mQ6eLyypt4WHPXcNgjY8t/gOdjzmcVYSGaLKAOdUC0WIlu7RAqbq0mg7wQDNmT7cezGCG9GIljwMZiY0qzAk0FGjqQsEL1Tnqz/sLBo1J5A5LZ9HQdfboPJO57inwYiEetoo++IdS41u+erK5yUTrJwTiMxLJbAsB5BXjtORbX4EBq/sTNuNwHmtW9NVTscMHULtMwkKPer5HE/2RcVzAZbPmNd5Jj0q0YS0pFE7RbMFgvCDcKSjDPkAikKhEqvMejQQobd8BNgQm2GL4kQmUR0Lj9YbfszrCdHTbfK1rJgB5gTm2igGpPCKoPsBWevfW5crXj7Oamff+UAimaWihmZUDaFA4RcUVG7NrGDPjetEKFwJKc7nT6EygdT45V+3Tjk/qvGaPKFcR7SXrZqWzuZADFoXS9BQ98vNw2pzWJTgKGROH+qQuxD5NNkGVet5nhFz0QP6Rrqka5wpii++Iq7ndTR7WnWxlHZnxK263Z19oZhSNsgrOLOBgQkNAmtnGxj/POiu6hgo7FqK3cVrmp0CI0HGBAhh6Re9PEBR0FMAbppB6IhcseajA0u/72wtuLz+sB8P9CbJZohqToVCFdf+1qfB4fwnkPeP6I2XIKpJ6xqxYNVUVhfQDcjRA1Ms8iDGr6w6t1jBeB7nMny5ijXyGePjmNf7hNOJM0rpsuhktGIu4KcdLXiiT5Qnw3JAgPOTESKJCE1x2nQG1MgVQNI+iMZrokBGCQHJeJnPBwqlcAAG2LuJjqAKwhPyCON1QqeCtgmvFfv2G7fkZWSo9HN/FBf9CHSB4jwtM7Qm2hmEKQSeQecUR20FV0UVd4AGHeJ0eBToIwgwVj+WH+VCG/27WMZshuImiQ5MUQdQ0YszyMaNZXhFBrQcJEUpRPD3t+PqVcL0ClSzgIcBS0N5qcYgJV0fsurwfDm2joQGgIfImJDrXfRCtaGYki18I/1GAF4r8DlX0PtC7YAzFGGoBC0pgWJ8Ucr8eXCP2vkzYvLxN5C69w7E/6fjkJjsO3lwoWAhq1CmPZfK892Tgy5NiVuUkJBOfQmIikGD6ZwfvGgk0HXyBijR+uEj/yE4ELWIhzUwmGNIOOiKTdd4sgzzVviCcuqRhRiK/ljNR3xDpT/RjLYEw+0CEUIg6ASuecJs8FQhtEGV0vaDJk2sLxTJ8jbMBGYro9lMZGMcN7e0FwowmAmrmqNzqxeomaXhOgHE0tNcbZAhWR33ZCspWHAnByk6oaUvWl9o650lv0CGQwwQragVvDBQ6AUQwoOL1rSJM45225EllZP6TMD/IIvinQ9t9QmNAlb3zWJR68NlkeATK9DepzmlTKDoEzf0FR29ordn5x3CfBTJqKYeZdLIwrkCGChCbSROrVqEOfEBg2sBlB9cNdX/Gdvli5BoywBPc0vsa1MGLWZQx8yGGhcTmPoAPRNgZt2CATPipoqu5CVSB7n4uq/xBToEzwatk8IKDuuRuoT1FbSmjRzPTsV1nCIao127yopJcsF+Ay5Wwb840Iw47bmBR8fPuKZXHuY9DMKhFBtnILeIqGxSlKWzR0lMIRMgoLOouhYIlD4ooZPhDQiDYZSN4w4vDIPyGIRRmReXPEwjAZ5uPlmOaXXxiwyQxOSoiHBOukvkvkRszBMLyyRmCxaI/ql/zVzbZIRimQAjjS0ihqfo5AamkHyFey1LewIZOFuooZBoQDTMfYXEgrUJhDZlhzJIKNB3N6vV31nGcNn2SrkCEs67REEIXNgEhwJBJnIALXIQW4vcRqq3AsmJF0KWBKeLs7RzSGvR2N1t5zi9h9AIdFRHVkXtW3b4+lpC7uBcZwCBo66HnwaH+WVgv/57wYCIPAx+RORw3m014Yu3iAQDCthbEXldoob312UcRjEFcQGcDqJBiLoBW08NKs+tchaKgiD/j2gIdHYDb+lVMUwt7e5aDIacTpyt2f89igoj5UlCSS84e8WSWDEgxoFbUM9BFscG03CGmQRO7Q7gThAdkqFcudjDGXkrE12PubdthmLsMyxRNOnbhblnvvidVURi4XjZ8ebrgsheTe3qe1dxHcSUyE9gafRTRiyGI0/Csy+/1fEbfGItwOY83HMguFqGqGGKCTZbs5NWEBB9flK1xWHuCeZ95fKpQmLZwgWqHaIMMRu8Ks5FOUW4EXVMo5MbPomQ4MXE7vx3RJGNllPkcpSxyW1tS0zR9OJkS0rCpEkzC+imbdiAY/cDoB1QEvR0Yvfuieu0fJrD4hgWDKJJmCCLeXCTQko87fgsvxWAndNv/3EI2cndiAgDJrO0isGqWXRjHYAytOEbFrVWIFjSxaBgAqBSdo81sJNog3ZLMNt4MJTfCOBTQhmPckLkio1tJ4jaA25H1ejLMcq/Qi6PVUtyJHuvoa9cOqHQTBv0AWgdGh0q3EhClQreLPcOFK1ss/aw95ds7EGLUUioM2qrNVuvQPgAVSOuJ4uWwTm5g970UywCewsTu1VBg1D4yOh4UJqMD926RM9q7l9oW869Ej+jg9ok0kxR97SkfJcqRkEJ7w+gHoIqulixGXl6eLxfrwb1V6xdBS2G39Ned98+yGY2mNAAMol0zxBvCqAJ8UWwKqCh6G5ZHIoLjfqB3047v9xu6t2y9w8rSIyoW2825BhFmWGebatrXtAI6U1VP91NztNu+GCC9g3TgWgn/7S/f8L/9t2/YaWCjY5rmckaXZEIXsllsMkRzCF0sQtOj3cKUo+tzBDzkeiH3MGBOdvHyugl0RHF0Qe9eDbUrPKUGEUWYINiT7R651zvk+5M1hs/VFCZUXNAhzPYayVoefaMe7kgaiSZ4EAQTEyNfz+MUX5BZw0jmfhpTwhRFNu3hcBADiqyp6SjXbKBDLMzS+kZbYpERl5sgIk0+bV4WZqceIpFCITQFDeEBI3J3RlN04fDoh8BaMQ4AnrRlpQcGmX11qHrYKaONgqMXDC3o2tFjMxChel0lEWv0br4RBVMxBDXgqq9FJcnoIBng3gARq310726CsJBSQDEuFdI2M1FsFVS9zk9qgOo1/z1BynsAqJDZJoigdQM4nOKUwIJ8vs7MLnwJlEJhmk98Tt1cBLf7qwTj1gzf9YVGlCVH9FZwKEswOops0zEGejfn+jQZ6ezFgMB9k27FmVI2Z4LZmI2hLHflNAbY9QYshBqe4EZbtZpOri1Ec3nAQ6BTBTlzkskIw580EfRSS9H2JMyMx7VDuml3xIzaumchC6ibNkPdzKNmuve8lbQAYK5F3J5Pa4byaqyvj5C8EY/7H4CBrRC+Pl/x2y9fQP0Gvi9CYaLHpJfVFxUYK9bxAexPPhHLHa9Po6b88aqIilrdLcWMRhRVq2E0kvw8HJ6Wi8+RrBSd/jO/+v//1D764FCEPX6Y7VtsLxEh7ffkxakymsgjgTTm82Sfna+nxMdJEND6HGo+FKHmzy5bgQR9ZyybdmUYyHsQj+v26CJgMm6B2YYldE06/f5RUziRKVlstGlNxeOkgwg1Ebl6dFPYMxUKYU//8X65BAZpA+QAxCtkhj1T1JB6zImIZ+66UIsd4Xqvi7s50y7IqZomoCIgNjMS1zIFAXNGVYQDVlWgvUGHC5fbYYXhYLBVweALoajnkoRfhx5na3lFugzZe0TkvWlG/sTfcA1A3XYOiCWLaaB7jR0/tVzXxiS0sjSFLuBi+X6O1hlMxmStO9yBUPiuPPka47hDj7utdzGHLhNhqOR8JMKWiLp1RizqeEhzluLVNLkroj7T+QhajU3m1UNd6621mhN0WGmJ0Tu2fUOpBWNYpm709ZbI3NbVUiDoQ3C0A2109NEg0qBrORLMbVOIsO8VhQmXi9Xeyt4TCMS+TjVNgRbce7kf+9NBGMwkZ3NHYJpFY6IHhx3vw+Q0zEL+GKLLPWvihDHC1Dg1BJ0DQUiYpDlfIzp953OOT619BEd5EMUYHb3fAWU0VKttE3ZSArhYVAxFxA7FRGkya/UN+8gYYJdyQhdQFGjzc6RQMDXFEaqbBhbEEYtG3sFprYljiHigedRN79Z3GIB1tHJTgHR9R7BEAA9yrWEKhcg3AAFMG8hVZy4VpViL0hKOQheqFvLIzuzYMkDlgJIYU8UdRAOHCPQw5sflilKuNp/9Dm13U+XHyEYvegAYxeZkGOolFW90YnZmdYczbQW0bcZfRIBhDXDM0ewmQJ9PEcHtdsPx9godA/1+x2h3M9G0DurDS3xUKDG2rwNfvn1D4YLB7AXjYo5mkhl8rWxP2Xz2MdA6jKF1P7eY+UiHJ9h1W3vTDDDDAXWzNZEpQEY496HoZP2NBWFSdKbnkNCYxUihtKbwropAML0Qdmo3ZkJKFfcff+D+/Q+oCvjpCfT0hKqCi4iX5vC6Vb2nD0FRDMIsSaNZD4zoRI8z6g6pgc0wZd+z/sw0y29sm+VO2JZ5nozQTYhtDNyPA0MEx9Fwu1kgQu8HWj8wxsD97QV/vHxH6x1vtx8Y4xWqCsYMpTXwpNj3gn/55RlPF8K//PKMwozhnu5yuqewLFhGtQFySk0/9nGYaYzRm18moowEBJVYXcvFWGsWWZ8FOJi17GpxHtCaCcKxCIgpFAjJYhZgczaZW8CHKkxDCskQfrLJ3n7a8fmagvsAoouVERJlxAgHgibLUF0zlteofnvnPDm0vrl8mJsjBIVODQGOTHR971GPRBASsCqTidYXbYGI0tik8duFcykC6cOFgmZyVxY2A6xsjgJE7B2pKDc2u9NMVvQaNZHIzU46YGWPh/1Wm8WbDwbT5rXjCRgKbUbwMixsziiXYB5HE5xRv4jnzHjpAE4bNohAY6STnLM08UxIIwDoHXK/m1B9e0M/7oAI2Ov2WGXPClABXy4m+PMayM1xggGpRsY8G3oei6+oyET80cWMwj8CE2hKNIvexbq7hmEhiFF4XRLxZx2cEAwSCVyhqcC1EU+QCrPiusOX4Us41VXQjgP3txeIqrWt3TagFNsvoCyIZyYdZC5MKAGGhSLk+4P5ij0SKB7wgOPYAzHAAGdwWuSTcEHQuz+O3lGOO8YQcLkZk3TTSherqjvEBMeqKdh+ddpLxqkozOZcfi64LpqC7a/3GmNI26kZUViU0gBgJc7DlsQpPNQ7r5EvysT1lIx9wYeIfhoyVkGgGcwxopmQTsGQS7CsUy5NaAnpzZ539xnH5wsF1xhSa1gmN1W6ZSLC3miMKCCVTn69ql8nglgmUSd5rNcPFDSZPZbNaRegYNw6BUGUe8jx5/uOvGjkfaSQ03k1Amb66GqSCCYC28TWP5YBKqAS8RqUc7aE508zBpZGMFAXDBadeH1iiLA5k3EAYKASCBcAAA/PDAaQRR1FDYUmNDIfgPQBPSziKJsAhXnBNaABQNzWjIjSGoLRR84Xc7FiewpwmQ7OgVnQsL292ettA65XK80QCD6EavR/XmCD+UU0X6uz83e72tEfBB6WGr4AyugyVfVsXjPzBF2mEA8KijDXEA45RreVP0C8aSKYz6KWE6AqaO2OLlYepJCZ5Liw26q7AYdq9lcWdeYnyLpi8AisyNIPZvPu0GRWShPInGzcKQgmM142lX97CrzCBgj2fXfmKRiXHdd+seZNo+HeG45+oGtDG4cz7AqK5pxOM6TAddvx5Vpw3RmVAC/CbebV3PsZk4vVH6LLImVVA5/08PfE4jAVowMhD522Z0Lx4FEFvAAIlDwWwfsuSAiNcKp7uYqgwsVZDRfelsQb67W4yHO9fF0eaOdnHZ8efZT/OnNdi4NNwjVYY+VPNJIqA+rn7LwrEREdvx6uOjdiMHE9aQoAIuIR5xP4RhFjN1Av8zCmD0F8w4t4dUedDjMKfwBN5JdiaGHc8d6QgS5mUy91oBQBs9nqqVqMEERsK2iEt4XWIAgHXSQ+kQqIDxAKLrtgv5qv5Haz2keiBWV7Aj99gWkTcfuErRQULxhjtYzcud4O6OgY9wP4/QfGcWRyEois/3GbEVn9bq/RuyWKiaIfh5U9UKDW3er6kzm8C7Gr4h3DHcC3v/0V+ON31OcvuPzLv6DsF5CvAwQziTDWjgjZ6CYj0SKUdzL5WBPb1b4SanSkw/0sw3IpIIpRAClGK2YemEXuklWK94BWR8Z61h6CDOM5GQc5mgfQW8NxHBAZaMcL7uMOYsJegLpvKNuGMRS3twNcBcrFw0UJIj3BROXNTZmTuU+8pSeGcyb8BZ0mWifM/tMLAPLr2rSzBSe4OWfbKhTAvu348vzVbtkFch8dvG3QUnE/bl46o7nGVQAtZkloN8hooKcLvl2f8a/fNvz6VLCzoOpAIaBwnYyTIkaP0jcUtZisjasAyi70ysJFdM4Lh2A1YCCuQXavfWQlQSK/wrR0s3h4zETkkjhfKsTee5xy7Q2imHmRyfo9hBAvfjO1PCSuAaty99OOT81oRj6FYJifhUo3p4DyBy54p0BYmPd8uU7dvNIjMkvz0YLy/t64M9EmNoEuZqTlnoyhuBcj4t7Vy1ks5gCo5nfnxNiJugx0z3VQKgAtZiVnKKLkaDo2ZkyJOT1JQ/23myc1VZiZwJvFHLY+QPBoGYaHM0Z1HNvQtVg9KhMKzaNgBCgEGbbZqVbQGOZozsb3YvH+BEhDZveijyyUJx7NQ85QGIaSaqkohU3oKqDoFvl6HOZIrdV7MjiDlxkgEHM+61Wdnpb1eZj3ZU2NIcHWSTz6SeZaGR26w5vOmkJcazpSXQPxcU3gE4h80icBWbobgEUzNRMKvXeIDpDanEZegpklBErWd6CIrf0gcmTrGjYvQAghFObrZPqpAdidaN4P5ecshIi/WLVn9rRHJnHmF0pjvOYJjvxcQwaenp5xvTwBRNi2HaVU18iK0VCCLlvzrRIum3VptFYaEdjBqWWdHbecd2MCAQsjWZ9X7UmQ7WTVWLsxZk8wsztFYvrwV0bIqmTcVIJbKzo4QzQQtGYJHQ5efI7Jg0AUaS5eDCefcnx+kx1fuKxC6tmOzO5cCucKkJuYAOjQoNKJsuP30Iw6BZAMmZbXuQnjOw4rY1tLxCMnWsRyNruBHDsylSaHI44crRyAIUgiAknYKtVMHlgQqp/fXputdXj+gGiHKINZwKUBVAxJOKJQeFkIJy7R7ugm8jsYQAXhCUAFuILKBiXG/W7FxUTZ/AlyB5SyzAQBOHjRFEYHVNwk4P10Qdgue/ZJjvspxKhktZJQN+jFiT+eFd7/wMxcJN64RgTSLBt4iKCN7k1GvCUhFEVtfkiGORerzS0LQQswkbhRDS2bMBc/ebhOutCIcHNB4eMx26EEVcCKhwS9aN53ZkWLzjBUVSufMUKwrxrxIkgirJY0Q3mP+w1vby8QGdarZr+CSgHXHcoMIWvaQzKgAxijoTXPUSBXZUjNBCfBeIJ2E30tAmHdGefXq6mJyfw9WEAJgBkCS4zRRzaXCdVHRDG6IFfFTVysim/Pz3i67Ng2wr/89hfzM9wOtNbQjxv++NuB2+sb9qq41orn/YJr3fzULrgxfVrrvQKUdSEjymo6nZfksNjuBISIM4ABQG2flAJsxVC9CmGrVvJ9DGDrggHTGFA9fHdNHgy+hkmjogLSYiCPvOmYO5qLCwXLOcE0I72j4Z9z/BN8CpO5Ikple4tH4sXcAnIvvZx/r2EbdoTAIZV1EvejjqVr/uQqHnyD+3uyvF73SRAyYISvS8arLAJheOeoNqytYI4xriUL03Lmr0vY5FBxoUDgAnBXrwFTIAuyDnOUhHkCAtU7gAHQDvA3gBgiO0R+gWKDovrzdPpCgdIHWF4BURy3G/r9ADBD/dLEJopt3/Dtl6+4XC5gZuzPzyCxcMR2v1m8PxWALKyzbGRRUwColtRUyLt8kQhw3IHW0I8D3//2V9zeDjMfjW5hl6qWU6EKGh2bdEA7iK1Rj6Eqs+tY8tiANvOjeFwJNMgiSNBFOrn/hdQNQCLORIY5zIEMWQ20bYXg3OwpJgikd/OduEZE3U1SvXsJjRmpFEjCTH3kpYcIqgMqZj55ff2B79//gKjg6dtXPH35BWWroP1qEV/kWcXe+Y4OMjMEM0ir9d8m9pDoQOvThv6xT2HdovT3v+NyE2E+CpAHmNU9NJpaABDu9zveXt8gIq4VGrMsW8W//vqr5Tzs/xvKvqP3ht9//x/48fI7Xl//wP8uv+Ov7T/wtAPfrhf8en3G806wMloDruqauZAClc/Na7LAQk7hJTYehWAKTLI1NqWJfY2sajCBgArPWLZ63tYgh9E7QVjAaGCYDy0aVIUPJ8rzh5lXVNAEGOn/4dRKQijUGq0EZpDFCfj+pOOfVuZi4rhpslglYtz0BFXO0Bd1n3lh/rou8xkQPrzIky7AcgWN89tTu0yBsl5gmm6ASHGf8cri9yWLpmA/POdDeKkHzGQouxk15gozJ1i4q6HiiOaR7OEwoDSg6ADFkhJEC8aoEN1gVVK9oQoLiLyUhSNbFbUaRvf7SRvLMN3QSPoTdIt2hUaw4hqKOSgdGbEhyeKmFt4reK+J7EnZmLDPZWRBZ96Hz6e6FqiB+nxZlIEo/UwS66NLstiqrP+9Q8/Pqf7hvMAwpGmBBKHtLWvpYag5VxGx5Gt7Ml1FiZF0eDoduJCPRMgws3Gx3tiZ2InQaD35Uyw8maAWSCABvKJ96KKZ66NQeD9Hs+HMx/O1kG+eGxQpm5FYqOlrGKNbxv8YiYiZCJetYKsWbn19/orr8xf0fmCMG1QPQA7sW0EthMqEysUffn+Pmz6EXr4ZNEOYNUQe7jU+prgXYDU72DwwmNT8eyKmLbN1lbOWwpEsWJInWZthE1Cm4Rs9Cdl6ESyDKKQUO3h8Zz6i9XkZ9E+UCp/saEbaWyPSRpQnkYk5lDMBiU4uPP9eOOzM0coKn1R3LK2Lv25saJYoWDe0iKBFVUu3d0P1pIoaCjKlcgzLMLX46wOtGbJtrZv9V0JTiFz24GSaG8nsrVPIRc2kDHF0nKs6QKzo1BDCkxdNYXgGMTzJz0ozVCg/A3SFyBUtQlU14B3AGGDqZmcdYp3PRCxRqlmilFVsdUHXvVlMP/AditvLZrkT+24NW6CgjYHK0K2A9urI3kw9BKBsFWXb7M6aIWuVgXZ7xXh9wWgN0g9DvkzAfkFhBtUNfH0C1Yr9+Rlf/vIX1H03LcNr9KuQ9TpWBVcg0oTVzSwnxr7sphDmUeogIkMsecp9QeLmoChs1mZugg5zKPf7gXa/I8pchHbQdZi2g8hZWDUF39vOxEQa+miZob7vOxSKul+sxzFvUHKN0e3s0psLZtsXgy2+vrvfIQTJWvIiM4QpANmci3Wnnn0NZwExTSKUey84VYYAQ6CHoeYhHVSsTS4pZRUSkWE5C9LBN9Mqej9wvL3guL8AeuBffvuC5/2/4bcvV3x53lELUAp5/3BjthqRfKzJ5HOsiilAkpvo+d5CewqBEsllarsleEVEU4kCm5g5Taqib8Y7CpnQUoUX/Jz+lZlw6tZJr7484ADLLSQMQvFGTtu2gUsB80j/BELb/InHpwmFQEuBAEWiQ1PYWl11G24nzLVZUFYIE0eDXNRS/IlRYE63EPtBB5l8BEdxHroZatxwhj5UXTAEUU/aWmjqVNriftxwHPcpIEaDiOLoPf0LOsQDnEJTMFthzfh9mWiSKKOsjNkD1p/XtIVAFKmKehQUiKDFSmEo7VD+CuArujKaeiSFEsowRle0o+oBMwt10LBM0nE/MI4GKKz5uqPQ4zgwesPBjPvLC5gZ5XLB/utXlH3Htm+4PllPZxO+zrj6ADVPZCsVezVh0Yag6x1jNLy9fcfx++8W5XPcLaqDK8rzM7DvqM9fcf3X/4by9Iz9suP56xNqrTje3nD7/t3qPy0NfRiMAjMlDTYzzp+AxElbjrhTZAjb79ykhNYd+XfrpqaR0WzA5rjdcL/dEKHKATqGdES3NavnJKlhxoCC+Zpf4O5al+J6vQBE2C5PoPoEKhVK1dI4AKs7BY+UwUAZRk/dzRDEbCanYiaIEp3X/LWZkpZS5Ms/GboLuAnEBcjiC6x1mjKjo5vIQHPflnQXnM6IeSMzuwhmD29tGIcxPBVgtI7eD9xe/8D99Q8wD/x//uuv2MoXPO8F377s2CosX6NsjsQFoGYmIgLcnowoLqfr5vU7PQm8AH68mGfU/ZQa+UYzQdYAaURHKszMZK97tfpPscc5gh4wPOpJA1+4cHchT9OkxmQReABh3988+KKnT+Knqwn4J5iPTlgthEEg+lD3wryTX1siQDIaxOx7nFqDawKpKTom0DzdND1pJH5Z5EZUMQwVfhUKCTpOQsFDUt13kOGp+VpS6ESG58ksAbZyBT6mMBmtomidAbHUSSNidkc44G0t1YXoLCgoKADVJD7rg6xuP1/mUNVDTSO0zqNu1rGqZORRlNIQIigTuDV7Lm5COhXN+YB0U1HzEieeQT2Gx/I5k4P7mVA38LahXC6olyvqbtqGlVz33gdeQsQcmzhpeEBYej6QCvF3KHK0fIXWr02tUn0doK6ZRZjrmOt9orFc27UExlko5Bq75pw5Bln9dA2+iIztOJfHyau4ySgMsh4GIa7faiSERrTO4l9IKg/HsY8XDrAQwQu+P9V7HeQ6z+f4L3wu4RMqSwy+DyB/GgEKMjo6lSyyJzJQSLDVgqcL41IIpdD8ufsk3Xb4EbV9cLz/zqpZJM3Qu68ZTYVfkaeJdNaaUhRTEZbvUGoIABaasVDZ4nRARKaFuEm2srHlUsLPOhth/XQ1AZ8qFOymIvDRwrlKEvWQcVJVgzRDxZ9CATnJ7GqYEazVMEm1+MHurmEGcebX/fUYA0dvmZk8+siFCtayRrGIeA8AEdyPjtb6fB3moz5cUzCtJksz+7hLYc88fVDevdYR6KziigpIupudZgJRdvCKRrZRCI4KFMXt3N0ZmzXkMZYxMGA2aEP1BAhbQTYytI8l8crCRT3eP0Jm74rxu0ALQ2rF2H/PKJSTMPc9u9UNx7YBori//sgyF6N10LYB2IHLs/2wVNDzkyWrccW4H6Zt3Rh8u6ExoQ+reqoe0RWF5YbdUGqW5BVLKe5HXEAKAGEIV2DzOPK9AoWhzNBipUpU1FtTmjkPLkBFR7bYNDt4T80wtM21zEVU1s16jIHKU0sRD3VlyzTcqtWLKgWC4YmEZLEEZLZs4xFsZla3TQt7KGj4KETB7N3gyCr1DkfTtGgK6zal7LmgnoUdgR3kpi7bs71Pf6AhZzHtKARGIm9X+8Naw0H15IJBcesH9NYg2jB6w0bW8EnbYf2ftwq9PpkDHVFZ1WuvLr3Pg+5W3mlVV91akAuw2OmJUhBM64Ddf/oaFg2Dma1HlcJNjkYnBi697hcw92lEsKlieIn1ALQCWy+rJcWo9YLr9hVEFd++FVwvv2PfCbUICPfgQjjd4D/4+NzOazCpx8Re/ZShaslKYpzY3idDt13HFAhqjJKi8E2gFg0bu238XGky5+7wJCfLDh2JUFs7MGRgjI7DY8JFxELnRJ35lkRW7Au8Vj88jp5JViEgVNSFg/tMvIrkqiOVUiBDF/XbUZuSC4aYNl/4CMAieAMS+5MBY3y8gaiakGWAqABcodosQkYHIpYaII+CsfEUVSvYpwCpm16iBowjUmbfyTI7rEk/0F9fMnv65oOKfgYK8vwFMz9s2466bYAq7j++43h5AUColyvKZo17sF+AuplZY9sy4aff7qD73WrSuENT3X+h3gR9JOI3Jk5wf0k/C2eIggbAw5iS8gYpMIHw7QrdqwlEDyuV3pfaNwMQC8+V3tB6s0q0vaVQkNZTO9SoxAqFUM88EtPYjHlF6QcwG8okBuoGulzNsexCwbQ6gIY6Sg3fgAmTMEOQL7MqgYavNpGFAE+7ST5PYDKjAkstKLWm1u08dBEA5jzOQzRBTwQHMM8SJ7QIhyxVEnxBbK/f7jfcjw6go+JAJbVuav2OPg4M3SFyhZLlMQssWq9Q3HcATB/sNA/AVvqBkQabiE57OaBVUwit0yPF2LOVXUux12x9tNWjByNfRuc5k3+pRdKJa2XFBUQpBft+AXPBZf+Kr8//FYV3/PJvguv1/8L+pqh1gOjNTWI67+8nHJ+kKazxAFheLWokQrq7qrXa2nU6aWPCg1Ijc5HIuo2lZ8mdsTP72B5j2KO72SLKHptQUCvBIOYIZleZ2c0lADBNQ+K/d5NRdFfSpWqizudVKERHJoJXtQzbo4bQC2V8zkfcvBCdSuiSz9UEQYs9ZPn9ko6UZ7ee0B8fgbTjC6frxWdR6RRTe5tF5VwoiDEjDx60zXM0SGu2sXZbLyUPJ+Tou7DoZx4SG1s7IKhufLrP9V5yjJj3ENzJkLBX+PGgBnF/zpI9kv8JwhzkAmahJ3FT2Ayg8GAFaGoJVjMpbPXIec1ch9BqklMlx1o2jK+b+kLrYvOWWZZCl/fXOdGFicRrM0euZgnHxzmmEwmd6SOvMZF50uzZPpbWLtuSy/uu9atE+fEDhAFmQYlSG2kmy0XMk5qR7Lzqp+S0d4LBZ4T+5KawTPfyt57edyESwIwYzJNHpQzNy8ydLKRgT2S11zYJFrVUULiilA217GC+WKa252+FBeTP1uMfeXyCUFgIPASBhv3T/gvCsEV2G6MuqqguxDQ90ABGTpiF7XWft0gs82gh38DH0VIY3O83jG714Fu7u69gJoTRoilEX2kAXtLCGEBrDb0P10Iaupc36H5NQ05jbmQ/zKZvST5cGLVMe/DMRsay0eV0jnDehdpr4Z0whK0MwBr0MBXUaAMq1vDHhEcHUgsz0wLEkqHg1UO1RR1/5HWJyB2X8LBKRfYOxNx4iEJlMuvsy3Gg8Zv97vUNdLsBpUAvV4gN2ZrbsNWl3LptIIYpDLEnBnsxcPIYf7MhAuI1n/KBpAEl9S5lViqEr5c0y7XWcIyBAcXt9RXdqdA2tULvUahtoMmBo1m1z6MduDdz0PcxZpnoMBeG+SgFhLd6dFpPWvAHe1Y4eSVYIbt+uElOhm71yqzd10QFpO6ojHwFcoey5wKtzPhsNA8mN7UAFcVoPd+Pb00/xPq7CfmyYF409/EbnCVYCFE4EkC2qBQZeHn9gdfbC5gUX68DZXc/F4Yj42DAxRq6LftCRAzABW/QOUJ1xnsSVBpzMO39cV+rAIg9ljPF7DRGfir/EdueZFEvf+GldZJ3ifM3gEQSZBAKFFamYytXe+YnVL6i8AWFL2CvAwXnjVGG8WcenyMUkqTM5JN/h/NMJR2/GZ+uktELWDUFg3WJf0PoMHcrt02eb4SzUBjDhUI3k8/b25ubfgaO4z41iSBgioxEpDOJYIlq6nHm8XsVq+Uysn58FLabvhAg6Euz+CgRoQpAXiJ8TYQnq1cBINCf2/JdDSYACGcWxBCIMMDspYcLCgx5KwAMXrqzeVMbXRz06kzc70dGtw5sAFDgUS6YsfJDoFIQjA6+0U24hKPTwzkxNSYVAe4NdDSznX8bVurGQwuFrZrp1hQ8zElpNWAIg60fsBB53193TItm+WuSyE72uY4N5JngYAZfd9BegT7Q3l5xbweOo+HlxyuOdpgPxe3U2oeZ4SDooxmtuPnxuB9zvWXeZyDtMaZPIYQwNEpyKCKbPzQD9mY5CC0Gq017HnY6L/PhJtcUCiJeIcCoqRSz9X+Ud7CWnTgJBRVIn98hfPw6nssiBPJ+Fl1F3fQVc9WzNpRp2GN0vLz8jpfXP1CKYueCvRYQmR9HA3DktabWFHsjzUYSUTqYWkOYb1fBqDCwoAHp388PHubevGruNI/CdmwmbIWVMGenA5pMyNbbc47gYCQy7gVw7eCKwvacQoF2EFUzjblQ8A4PP/X4BKEwZe+jfFPXs9JEBJ0qdT7cEefoSj1Z1M7nqCD4oV9AEIwUUyiIJLI3wTC8B4K9DkY+3B5M7OYjsvDMUuw+ZvOUMBtJmonUNZookmdjnDp4zIRYPBqIFBIoTjwMd0UurpJPel7UYaL5XQ275czFiNIfq1B+VD+nCWmRuHEdJ2iNcagmOAKcKRBBmX1BaC41AeG/SPiFxeFmJ/Dvqq8YAWlkWgdJgM7M0LCnJ6B4JLdA1TmspZRJ0p35n4ZYQECge/EubErWxIZAlovgvoHh+SehAcxwasHaE2Ol5wQF/r1latP+f7IMBGPGBKmTgmKKU1ecr5bzThA1kfBJU/D1y4ioh8OW66zNYH2P6PRaQcuy6cNXApHHx/O85qOwsVjYLKNwBGCcYN8ylndcxCfT79cnYiG7BJYPN+OCARNE/IlcyH2ky4ldQ6KZIj3NzL62Vm8pIr3s97k91jmI67vGLsOy7GXhNZ95fJKjWfOx2l1DjTRnmDHSLhNtd+97O9G5I85uUleWSKRoVB5lHEIwDI8EElHXFNx8dBzpU2it5SYfYZ/nmfDDUZtpuRUE0snQ05ECLd4LNOOTgCQFAtgDzm0KCESCKmYjt5pJpi0opqBZGSt5shoxQCwQNOvdSw0FDSAzefjkPIjlECIW4RXRDBw+mRQUdp99CLRLVkPNJvHVtZAsBaHAMLOGCVZYOQvY/GD4EK4MXNyRXBWkVnsJcqAMAquX9mAG0WYPVBQu4H3zPspAlCk2p7ZHTZGZoFTN4TxgoKLpMCefdPQfbwkUjtvdaKJ30P1A8aziluagjhFmouOOdnetsndzur+jbZkAx/1USL9DrL/7Cpgs9JatYZGQMZQSTASUQMPwkzMJikCzyZAWrgsopRCLGlwzLDVCQ53OlqS21RH9AX9ciB8nRigsU1BLmQEU7GVNFqkXEWoArHYVWYx/3YDn5x2AYOc3ELzcCkUklEX+jT68eKAHrKRQ9FBqCeFMC/hZhLad1fdc7KkIHZ0aUG5Ux/QxFt+tDrvc3wh3OrOHmwIIx7aqAmwRWzFtGX8Z+89LpSgUGDeg/wBhw9vLC9r9QG/NWuSSBRdMsPFzjp8vFBaksj7CGQsAA2YTFA8JDcQeGcIqgeAtNr+3aUscicjnBjETlAuFMZx5K47WU0i01h0lWve02Mxh9mFmY4Bk2YbMkhI+UZiEM3HaTVNTWBCijW/5mya7NoKcPgvLbFTM/T4d1sBEn0RGfyRqZSvQQdpA3KDoIPLkptgcK0Ja/o3/Jp6egoto2nyHjPStJPLxTR02fUBnnokKoNZGNLZhEvLmwQEFToGHV/WIsRQoXSAoHpnFIFQwb6B6AWpBRyRKOVb2WHHwQmdgiEe3taE41EDA7fUNx/0w/8bRTZCJgkb3ImcDvd2dHjta91LgvaE1MxlFUT9AF18GELWsjD9N89Hw0GgitsYIXuqBijvWmSFhOgSysZI6PZM/G9r07/FqKnm/54b7WVZTj7+YgiCRPSXDPgmIdQ8n2JkHEUGL+TEQ52NK85UJJCyaHnmSo8Xh17JBodgvDJELVDrGYdFt8xoOtF2bE7HIxWCudo+hHU2hoBGnjIF08hs7duCvuccm65/z+3Cji0bhQmURDqZRe6UtVRcOknI0lI3QgkJJJh/zkG41uPodcn8FtOL+dkNrB7qHvYeANBb1/8tC4d382ixFvRZTtcIeK4nqww9gIaAeuueZvb3P3q8jkMFiSlh9CtEqT0RdS5i+AxkmVLInAoKZwDafCxbwOVJnaqLOCE7/IZnw+32q5xP4GEM4RqngwFUcp1JHPnBi9/OIExu5k5jQrGbOODDKMQnWyRenB+UjCDbXKx9kcEZjQy8/X7aRfSFOG6F7nOGXAMwvEZcoBShezLCY8AE9DCE0Iy/3EWGmXNwhu8zPsrs8Ic5QV+89/UXHaFZ5dVg3s96aZyt72KiYbVvUnzNAYczQUgn/wKrWu6kwzJwpFBTRoGdF2FHWIuf3NOkfH++1zcfv0py/BCF4oNmJ8E8CehEaj87ox/P9vUNzWCEc1RkZgz64tZlHJMubnqGM1feYV5h766PnGITOffl3Rvunn7wb6mrr+Tvnix320TVyf/kcpXBZ+YH7TkQ6oIdppr057Z1D83/28TnmI4YVSEOEhQ60o+HtdrcmGRCwI+LuKq85gBsic7h7f13rg9oXbcNRWQqCmDcjuiHT+dcWATFctQ+HtqS9V+d5PLtUZUB4Lm4QzgzdU8y4/ki68/eX55MNN6KRsnwF5cKTM9YotKU6N4lpITT5CAFAB/UXgBhlFEj5Hyj9Di5PKPUXEFUougfnG/Oy4Hw2jYLFYuA9VBMQS+ICrDwGwRyYgGdGe1d5lpOpgQDAq0P6wJPRMDyGggh83VCum839uEHGAQJQeUaRRB195YY7v4HQURnY96/gfTf7cy3ubFcvwCd4e3nB7eUHxhj4/uMP/PiPv8H6ErT0LzUPOIBi5iOozhIWXspE1dT60VoCmdSIRDKybPQpiHR4klswp9jF7GG3BNcUiiXJsScdxtyHr8Ylvvq9AR/xA+MyvJiRQlPN6D4yLSqRJlH6LdaQ4VU7YD5npidDi+ib5aDwKSzCwNY9BIWYRkRTCzENwqKPOkb6VIiKz2uBKs+96Htn1qTyDT8MDFh5G9fUQ8ichIrixO1PnP9RyE4zjyMOv39NJcH2xfLLAEnp0A7aj5BkzXu0kFTrnEfeltSq7XYvHtCsf8hgvL38DcfxZlprb16y52NK+Ecen6Mp+JwHehcVtN7RjgODgAJNoTDccdsXoTBCEHjkQju6h7aFqcZU65EE64Sq8O/YdfuQ5fvTSTgWR2HMt3jYpdnuGaQj0fIMtzsz/HVDTNrQ3F9hAsoPYVrSGMP7HSMFRNF1YxoutrkjiBpGnnVdBKAOQDGwQY8/wCrYqoL4m5l8FLB02NCsvLIjeWQKwUtM+IJ5BjOpleNIR5kXb6F1V6zmCC/NMAVY8JNZtmH7ekF93qEiOF6BfjMzRyVChSn6XUOD6+h02Lt0wVYt8zjKX9g5XSiI4NYP9FdFk4GXtzf8/vtfIX2YzTYARx9u45/bS1TRpC/RQr6hx4C0tgAA5NoHqOjSMdz/pbKYlQJAkCdXZcb5FATJLaJ9pIdun7SDqZqej2X+I7EqxqTM1owJyKZM60+cIM2foRbF5Sttf2M1pEzGGMInnMRJnjG8HLdknSbNEvdIYWVBFZKMl0s1MKGSIMj8g3HO2DehwS+PRShMILIwntwnD3oAnV++8yecimZNvdjuKT5OkWjf0inIEmKussn5R/YBdwAhXiOtt+Z+LuB+f0Fvd4xuPgVEBYOffHxiQTzkgpmPoKO15tVNddEU3NQzRpaQGG73VzcBtQibjI3pv43w7zS1IJzRmJqFnu3+8Vloc6FwmxYbtn3xTReM78FGrlMoxPmARSAkQ/GwNESegQsor1sjHK3/5rzNO7HnUycwJ3YjPEcpo0PaGyzbe4OUu3dFG+4P4IhctQ3mHaVAChrGYOF24Lw3OANzBAqPnoqIk9OGMolr9+j2cyJC2XaUbbeCbJcNpVaoCspuCMiKu2nOTfGeC+ACLVeAKurzM9iLvJl56PD5MaYgMnD78YLb9+9ox4Hj7RX9OIyxj6W3QR9ptgjBEElokgIhhIKk1hDfVbXKn5nF3Edqo2Eyyjl591hX1ld3An08miJJjVlYiXIGByBw/pD8zsMvKYSO3xz5oDVNVmraCVzZC0Yf/I9CJgaNUSq1tIx9+imwvA7IHydC0igFHQUtP/A30/gp551I/DG/tDLayApf83/WY51mY+Q2tmmc/diZfsrAftA0Vg3h74H15Vd2rpQY5KeKgFRKQMZg54MAueVkZmHH43OOT3A0I0V62Gh773i7veLHy3cw2SCYDOW0IRAB+ug4jubNa8zhJ6LugJ4+BZHV3OOXfABXidT9Q2MCD8IBZwZuxBG1Vax/LuGcyDbv0cxUkb+gy/vq+QChlSAJ20Y3ndsEic5iZH1a2eFVtKuM789f+7+qUHemUX/B6P8niDfI9RVFd+j2BXXfUR1ZK1t2pTENi3O3jVhAbMlrVGWRqDIR2Jjx9uuDvFBc+ooA0OVi/ZRrxeWXX3H59TdD9nAkKgK+PKO7U5GKbT5mxlZ3z+as4Hr1sXE6NI/7Dbc/rDvZaAfkODB6x1//x7/hr//3v6EfB24/fuD++iPzLnSJbAunreikhRH5JYkmYEw+hIIQRCzSpI0Dx7insLDoEoVqt3UgwsaOfsNZ7s8Zpriwh9z2hExQIoV1HJRA2F5+hU3gUjhMvXeFOXH9vCrQZuhS2aKRTApQZgOSGkAwC1NUuCUISaadhP+DYJFnUXtrBkdErgxm7thp74fQnUwtmWaAGxB0mE+P0bHpgUqHabHxOZCOZghAqJnouf4LTOGUbJ+WuT4JLndYE2YUFjCL9y07NQE/zXsKcTNFiDp2cs3VeU8AyuAv4pqYBRf46QugA2DuUDrQMVCoISMzoV4ef2p9P+v4tNpHM+rIbPitNdzvN0tKIlseEwrGYM18dKRjuHdTD00orCUFApUDiJaagdABAA8OIAowq/ndINjVeTjRvPtaNehBMYOyp1atch5LEk0i+0iwODN1koFZE0ahwwSSkBcPdHNSJM9Bl/uNM6l4fR4Bxh0yuv0OG8blxTbHRmB+ApfikTZTepFPCokpHMTqbTLDpDbD69R750IV2iNxbXjyGIwZedcyAsDVTD3bly+4/PYXy65tDdqsQJxuG0h6pCNAGeBSUC9PKHUDc0WpFzBV6OiQdjfmfhfc768Y7UC/3dDe3iCt48e//zv++L//Db11jHbHaEeOSUJVT9OhC3Onl0hcNA3B51cEVkVWIcKQUVIotH7zdbCUbKMaSzCyjnmUjHiGjwZTmgIh3gtXUZgjY+5DyEgxP4y1ejBmkYQUKxkRKt0B0xgZuus1VVJjIfZaTLH+oXnKPGdUR83hl3jfBEOYg4KLBjpewUswUcp/J3qL7w01FwFjoPIAc8/x5DkcoKhXGV2hWYLx9ZmCui1sNFi9PgqNBbWHWWzda7Eqqwbw7uN40vz6Oog8CM7r4MUteYIBZRtboQGlDsZAFp86V1L8qcfnNtlZzCuB+KMYXAiF7kIhooymY3iGocqS0BYe+chPWK8DnKfQ+eg7obBGHMV31rUM8Lgi82UfGKPJ5DV7Y7L99wtJiX8e5kYCDeQX7beZIBbXPJ9vHbspFB7BMe5ox+8Y0oAyUHarrcLYwHXz05M5jlWBYg5mqGlHpGGGmKGXOjgmMGvE6/ASJiog8bIKAMq+WUOcrXoo3ZgO5AgnHX06aXvcPwP3btU8wbFbUijIGLi9vuD1j7+h92Zawv2wnIKXV9DRwF5FFUk3PmZg0YAwS1KoQmUGC6hHLhgTjmiiJTdGQ5sM2gvG6WaARTOwhZsIdTW9LDJh+nacA1ueCk+GRWcGM+ldjPFz+KL8fGwRYEqeiRJ27DT2c44pbfkL2Tl5+FgpmXQKAsUcF/kNLT6HSeArA0YKiTSSBWj0zN/T9fyhNAWpXXoi7jAxUTBhU5umEFi5dgox8nwbnr4wcuA17T3IjP2HuYe/ledetmSEqtpcJbuYp3RBzFH6hyLAw7QKsKCUjp13WF0CTn/PZxyfLhSGCvoQ3I+Gt9th2izOQiF9Cr15H9QQCp6DMCa6S+YfggEuLIK8F+GQQgGYmz9+m99zAvN/CLDKm6FOk9k7Ez0F4S0q3YyJNl8JKOyfcyzxIlTKEFCRpJZ7DLDeC7zgmtyDQfRhtrINUtzU1Y/f0b53EFcc7b9CVFDqFc9Pv+H65Zu1FBwNEOv45UGfPu7Vtupzou5oVhijHEviXj+g4pUtxZjO/vwFl29fwbWAaoG0AyB4JIVdsx+HJYeJQFrP+H85LByvHw23H6/oR/NEMssZaMcdt9sbRIZFfTiKPO438O0GUkFZckfaGOgPwEIeXmdjpGBSRkwIxiADGMOjxFhRPEJL4CoOAVzNzGJmiQr1jIPY/IjiZpEAuDzHa873MZErkVfjNBqIUjCkZGYHf01UrQQIYJVOqzkxrYe0C/LuIyoFXJ3ZsmJkb4LcAblhzOc1MqFTq1hZDmB2dfO+zGknPzWGobnfaHUWh/mtWyYvdVCJLmfh8AY8hNGiuOA1lBQgknN5GN8gocnYLUxfQghqG68VnINr4jbeBcipa02Z2BbywbWq2Lsnc05wfddQUnjMPa0OggttIDXhULGBpGBoR79cMcrAt+2GK1+woaOgnQXrTzz+Ce04kVFGrQ/TaJ0VWdi42TOHjJljoLNejKG1QEhYNsmCmJ1BGrOdExnvx+/s9XSqppYAnDUFOEPEgpwSMc1vrWIBNJ3JK/oIVV3jGg8CKcpjkF9johV2JhFRLbQU0ZzajoE5E0oy7ujSPFHsgu3+iiqAXAVcC0qphsyH+IYTjDKdpKvvhHwC2XM2IAqJzmbMnpHuYsWFAl821Iu1FFTXFOweOyQE0WgmJIZAbgfUW3X21zfI0XC83fDjr39Fu90tEdHbn0Yimah4q2ZbC5GRoX45pwoMsVpKYhwohYiFAzpmlTU6LQjKhQIMGMiYGhl50xdV8iZHABcBVxcKVtDJv79qAXECZ5Y0H1NL4EUYhGOYkzDTr7MEK7Bra6puemTzO6h2kOKcE5DqiffXVoWs603LdXL/GJ2tWsv6bHJsZjEncodzQgpaReK11BgyE3zSX/4cDvhofXZGu/Jj//4iHub8Ll+IcUUIdmQKk4fiJu8gCY6+8vpE/llaCXK6/lqplRatQ5c7JmLvEmj/brSjcMEoBbUwho5FUyhTU3i8359wfLqmEFUSe+84Wosuir65FK3PMhhReTIRdCCLUDkx/QWBtAN92PXsk6khTLOS5A9jxUOrmL9drJ95jTjBuq9XrWKF+JO4nUCmvoKzOXjxgeR4gvkYMyIWQM3hHb8MNfhxjOIFA83xZxst4u1JD4x+YMhhAktH0jEXBrSCiLw5OeWYYgOW4htRFBx1omRYf2YX3OGjKXVDmBkgAvI6FzoGKOoNHR39fkC7oL3dMO4NOjra6xukNbTjjvto6NKMdiLSiNSsSkpL80i18tdsTEg8o1SgaFA0WGRXh7nlFZZZvsZ4PCx20s1Euc4sObmP37PF25edsF/M3NWbWuvYJJTFXPDAK5P0aA4g0wMVcx6T15GT7DmZcbhAVlgORJZDqd5gftGQKUsmCGTpRRB5D5O5zgtbc6ioKabedtL7C6uihMaQ7SjDjMMLvZ+FjV1FvXe42CNXJPZlCLHTz97PW97bcq28j3haBMNpbTwKL0uc29+Kv8MLCN6c6uEzYZzqYSVvMpDHYOsFAwsFJlchMtILmOW3sbyXgujnHZ8Xkqph+jFfwu1+4PX1ZigPUQFZ0fsiAJZbf0QsQAgCLwWw2PRX5p+mpNjUyYwXJJGPM0OO1IV3BKEyUZyjJo4EJALYsrRsKwRQcbNQaDKRREY6cy3ieoEADVH4PWrYr9nbDdj410Aoi+gh9BHeK4VapxWM24GDXzGq4HJ9wdFfUbGhKKMaWQLbhlo3Y261opQChZtVxArEVfXCg6pAn1FJ4hmZayRXmENUARoD1L06qPevQB/oL3ccb28YrePtxw+0t7uFK99vGMO6cN2OV4zREO1EjfkrpNi5uxqTB4xpCxVAFV3sIQAaKZpHbkR0T/5Hkz6SDuI6qoiyxxaaywYEmaDFJn+IdWErBdifN3z9hSFCePuuuN8GQFbbyDSqqIzKiWCzBUb8swoLnZQZ0TOZBOeCQQATukSgYRoBeVVY02iAwhsY5AlQdrMDVjZd4VqQs+9aN2xRt2gRilEfDAB6N7piL9Ftpb8JRSXrhtVa04xzRv3L4aCp0ABTQ6GBggGGCze1+00AGNnrlLBo7tmFoa4yJwBSOPXThBSlOchjtGlGYNmNZzx7AqMFvSE0vzxv8hF4un0I61k8kWhYCLoyihSwMljYA8Pt9zOwxQUFziA06eQnHZ/bozkl5nQ0E8GrhbtPoU8b3aNjzU+S/6aZKE+v8/1gisGo1vUMNk+TpJCv1KX5et71FjTfs7rumr+lZfUyhBVA9rdd72G5RsiLE82dpy1RnGP2h9lA7N75fQ+RjGqsKpbABVh8vUhzk0NF1IJhmlEYpVZwLTZ3QyAsYPXw2JSuc7OQlslkc45kJty4IDQtQ8zZOQTauzVsbw3t3nDc757xfvfaV83Kkuvw1AgTlEJwZmFrMAIM+PwrAV0JjTwxDaYhmN70Hqk+zndObtCOz/s8vy32NGWYRsAV2C5kieoVJyYWWkIiXpoC4c8oPRjD/MICYk5ahT1bbwGaNaigZnwoxYTCUpXY+F4P0nMbfVwlNBEnLYo1Dc3b91XmtaghZh6WtQsTItG/2LTSYOwnyvXrKeA91cKXEO+ujuJlq/z5+n04mxPyrXOX5jpfG9uq5Dw/wliR95xL4CRtvrcoOLn0Uk7zo2YSdgAQy0dYo50eHPHv5iX/sKHr37///9Xjk30KM0txOIoL144nEBti0UVVWn4N4ERQtmcdbeXmNQE/E9nO6xO/pNVWeLrGEpr3QATzM3972ePTZ3A+5VkQLELgo4NWItCFcLEQzbyCLsREKFkMzhhmnMejicZAay9gabjfnvD68tUQIe0YZGaeSAgiZuyXC+q2IcokFI9kwUqQRadsgMdiS/SksNyS0Zr5H4bVEIKo5Zz04VFErzjebta/4X4HWjNzVOug0U14dLXWklG51neG8gyJtcQ0eJ/c7oqMN7+Begc+nQQR65CPSSQmODTRqHIgVWt+8/gzE7X2wVCx3s2DoGK5+tDIKYhdPQmHFrrLefUhJrqO9U9/hK3vlBOUsfUUBQt93eERbSKTnuDfIQWYN6Pz3FeU85hI2OmMC1ndKmhq4KvwEDXToAhZE3sgbfWFK7CcK5zFY5gBr5Jl4BcW0xowkClepzWKfUY5NptLfs8tYz0f9rqBGPJ5dgMcAVFGnpIwEiYiRI19j9KMswrp6MES7ybf4OF5LJIgDQjz5mzjScIYo+HoN4w+cBs3NO0Y2vO7eLjFn3F8TvJaPCsyrK8PxdEM1RQga/94DtSZuaahzZkyxSYyFBUoJ/a8+REjEmnZ73CzBk3bPC3nj1K6JugNucTYP9Ja5h7XBwHxfg7WFPyg70D+MRCyC51+GGaqjEZ5cGTosjnM1CQQHmZ79zorUIL0hq5/BXEFvhdo2VHqjr1ccC0XG8AQoAu4MJ6fvuByvYJLweX5CXXbff08czxQosLWwDfgOCyAQIbguN1wf3s1k+FxR7vf7PdHhxxWtmQcd2vNqQJtDdQHMAbofpjJaQxQE5AouHqDnEI+l9McFVFFR7P8lgwxjYgjnE1bK03GRgvzgMIFq7rfwu3hA1H92z4fYuvnSg9EgGMIjq7QwRhSoeKlsRG1pmL9Zr5A0ovTBhFM03NklPkAD/QV2m50WjPWGKiVEI1tlBSjqMfGR3QUgVFQMRl6FpdUKxNCsH7iXEwQl8JeKhoZypu5R7HxxJjnYEYZVgmAS4WWEOoF7FVSxxg4egNDcNkHnqr5EzYaYDSoMpQKwr2eeUSqbm7xJljke1VdD9S5p03I6WTQk9/b+5GdH+ZanJ9PXHjxalNuVfMKmFAoE7S4MFPA1FoMqLJV1/a1G+q5OgKrdjGA1g/cj1e01vG9fcdd7ji0WUuBSHX6yccnm4+WlzojPDLSYTXhYU0Rw4ICdC7O8tZqHjKepScaeDQBhY3+3ZGISZOOJirQh+89Cq/38sB+pafn/6yofxzfWcV8vFKowHGtuHhAS8GQBlLBGFYlVBUoyugoptp3s/OzFIzN+gXEyei0TUJwYuZUhP0Ukd3t5c+bVRw97gfazXsRHB3qQkFa87BYBY/ujCUa1ctc7kBlYQMOejApj6mFLjkt0RrTx3w2Nc5ZehDDiGZH+W1nzlhoak1DFJiwIKfpqLWlidgf140+XF9FML/zZx/hjHdrf3IML1qlnzRNemEuoRn+AAAUZidM5nvagwlOvANhjNgrxE7+qcmEWcVLuIhrdXxeA5hwETcXFW9sxQ/Med0u61+ne148y+etqvOzk8KgmLLCtYN3k6wPz+uMr+datAWEphARWjMgZKXhBB8+X8PnvEvHIQ1dOrp2jE9qwbkenysUYnsuEn8ybU1BEesjyfwXQghCzLc1+ceagHs2H50XlyaXT8Ey67ErVjV0bq/4bfyD6C8/tYQHpr/SpY1zMpagqsfQz7xPmqpMVpkM7cBPHJEgZAoTBDPyZ2oxnsgGgnfuwb5VfP3yBbVeUMoFpew2nH5AezPbMw/0cUAg4Psdlp6gWTxQh1hWsqPx6G09Wsc4rGZVv91xvL5Bx8C4H9B7M1PPccNoN9cUGqRHC1AvJlcYuFTQ0wZSBasnzqmi+/XbaDi8OVIf3avrWnOc4U49s48ErFYHD7NNJhOhlprx9LFeYwyMbqGvcP9joD/1ENMJ72xMdxF0Itw74zgKIFbpk8O5RCEb1sxYyv9AE6SszDdCWE8MHHM8J5s0LRQbTmYsGsZyPJ4Pfk0AEJpGTKKZFBqlQZIuQd5TxprX2/eXkNRoF+uRJEoC1QIVMxqTCBgNBYJLETxv4vsbyPobgNFtmEG9lob6eGJ5CeQBA2R7eRWMuSF8H4dG5kl/BipWCB4i7wwndKUjXxRd1i3XKefarxVJGXNWETFOQ23PHmJ75pCGF21o2vGm3RtDufBwGvpT8/M/6Pj8Kqn+9iwpAVfvyUNRw+EV2O/hSPEcwsVeiyyARYFosLHO3/pOooVQ89a+fPqwvzD/XgtbWtczWhxjyxhXofQwIdNk5Fiy0PKp/TttpUA6wuK0ee7YiIGqJpKKWklRdjmxBgGXy4a/fPsV2/aEUSqENyPe/grtNmDpHW0MT6ghlGK2+QGr7SNHh7wckGYtTQ9vSqMiWf5C7h1ys3wEOhpwNKgMjPYHevthSWi3jtEGRIGjW38Lfrrg+stfUL89gch6NCsR2tsN999fMFrDvd3x+vJqReliLpzhD6+AGklgBHhStpmcRu/oo6OUim27mmkMlNEoR+RCaEdhS0iz6awQqTaPcoDFkFzTgRcZKCA8Hxsutw0EBku17O7YzE5YurLk1dEZKDLNgcGwFoGxEBMt/030PwXMzCc4C41ZXmOSWFkkx8l4shSRhPcZJgJK9geHm4MUs6+507ib98izdANaSQgFHai4o5LgqQLfLrZQ9wY0dX0hTEPwIAXP2I6chtwDsfUILhim+D3545YNpOqVRykEfUmASLlOUydMELoAs6kLxPr5uzTtA4+CJeY3Snt0HbhJQxsDN7njuxw4tOFFOpp4x0ANJ3XcKH7a8XmawkLNJwSdUl2Xz2LbTCb34alcAoQEz/V+iB7KOrfx+/hxvu/f/+gnCz3lywV8rChh+TV8SAhCzFM/Sjly9ANdIcZCX+/EIpAEGuPWSYTr13Of+wz790I7YbakKyVKK1MKXADq0UJW7C4UWXd6uRNZjoExGtpxeLEytSJuqpmIhqGgPkDdG4b0Ae1hT/UGNhp2bf8tE9QLt1lDB4Iym3nKTUTdO8LFwts5JqPQZIr6jtEagg4m5kXromz4ov5FtNFEBUsZEGdAGJOJitJMJFvW8bQ2Hy3p47H6jlaEgtNCffC7hDonMnCyOUsVfy/5mNOahGBRxXjnvF03hTNcmiaS8G+kvwcPeyQQs3r2PZnZqPoya/gN/+Tmgs0H+PtPzeXDseoROQnBPOjD25zfexjPwj2Wfx1Y0hQG9pbO0+jEjoIwO0blrChvObnfqdDgTz4+2XwUh8vKheZXRmsv7Hvz9Qer71zbtUak3WmZ/NXOPs8fDmecFyu/5IyagwSX/RnMgM4/UA1EgKyVbkgLi42YFp6znsSZ1nKb62vNMU7T2yoIz47upemKQdrcjAQB6cD99h1/+4//E7VegHoBHCljdJCjbGkC7Yb+tk1R2NpQtuFlIVrHeL1ButUuGoeVnwhnNVQhrVu5ChFob+lQHuPAEABUUL49Y6s7BEBRi+QBW0HA++sdqmYeEhH0o+F4fTOk76UxoOrFCD1xTqL3tzUHstyRgm23Hs8A4cvCdWLlxxAc/W7CZnQMEuup4WMxAUGWVMXAl6cNX54LFAL+44D8sD7TTIzjsGsTCZiG2/HPtsa5/h8w+MV8k/qyaz1RXG+aK9U1YzlpDAJgbRofzlCTl8P2TWgXhKX66Ryb0RZB+GEfUpguZ+kGkGlmhYr1EY62enB063uQ0cH4DmLF87XhaWcUInzZBJUF0XkQ67+LfJyHfvAfTvx9hZYBDkKvSFNxAKYltI4eLxbCP/iFIn9v2l+3c0rxPuc2e0QGxKyFaNRws0iw4VYRw08EcAEVgGVD3TYoEepWMwckwsU/QzT8E4TCJLCFxiYOihjVRfY+rs/kpcFBTSrkXl91uxAA6+/ya38+wWtoWSSpBZo6lXTBvEZcOxq1mK9DE3WcSxfEBjwLhMmvKM7sqCjON7vEBSrO3BuG9Xgu9UxAuhgEdOD+9gf+Kv8HmDfUyxXl8gQiBmsFqdXXGc0iiJgYl71jqxVDgHYoegdkNPT7q5WVHgM4eoSVgZp1eIuQVOuw1tDF+xt3tXo9tWD/9guuv/4CJUZjwmBCPw68/vEH2usNvTXcX19NK9HwXXjYa1Yv9c580DRBEimoVAul5YLL9Qv2i1WJjXDb3jteXr7j3u6Q48Db/cBxHDbnJECx7OjhRemsgqtl8f7ylw3//b9XKBTj395wLwrpAN0LjjuhMFA2QamKWKBZeG0VDEHKNOkgqcoRYgoTTrv/SaOLUuVOY+rERK7+GZ2ZQIywxkwqywquIRhgxOSAyEqFuyHFzRgAEO1rw5QE2DYsKChUAdZM4LbfmQmI6Yaibyis+MtXxr/+UlBIIU2hzZhm4hlMADZ5xaNowETdwbAfGOfM2Vg3uL1nRR2j4CTltfM6p6dFWKdwkPRfGgjwyK7ID9IJVFSBMdR9nuL+BNfM2II9uCjqtkOZUetmEV8lMp4xHz/x+CdpCvOgxz8eFu/d56cXuvz9OFOrQjfVvMcj7IRxGoJNvtJZBU/i+OgkyyXXNZt2xBBauvgu/BsfaDOnO9CVAPWMUsLWqw/X/BMhGLMg0tH7HczDmuB4I3nV3b6jgAzrZ22tHC1r1wrCWXCQjGZFzKR72WyzvRLMbp/ji//cHmpZwWQ3wQWaD3/fmWB03FsfwfTzfrxsA9up7O4U3m8gEvAqmO251M16ApQKLhUkYqYzZySmvkca+8INwq7PFqvPBagbYdvt/f1C2PcCYUAbLXR1Jh890W+AjNM75zcevj6R08N3glEDmHnJj2Pw7yy+PCASypKo8qTT5+BqrtMp+Ym9WsOfHAsoW0GfAoUUtQgqK7ZKuFQTUH0A4+/srWXL5NPUlkO7eBAGyz1+uPnjSx/svfdX/vg709dg+2t1Tsf+XstcYN3DedYQ3pw9Q1h56fEwfUCfcXyuUHh3XwGh/Vk1kUFEGMyffTQpJgzSAZSbYzp5Vqaf5swPB2dCIJKCzgIhitG58HknGXwceEAsi5AgRFKeAoJEWbPwGM2dE/+ehIGjNQmC8mQxOD/2QnUKQ9BEHt7njtY0mUMBvUP6H6bi6wvQN7tHVHuEFiKKwQTRgtKMeYopAbCaQ57ZW8wuT2Bo8egVUWgtFqevs+Uqcn7sfg8Ax48fUHjkkAz01vH2/QXtbgXvhqjX8QkNCyggbG5GoVJRSg2ojCAiivpNRFbmgS1D+2gH3u5vaL3hx+t33I+7O6w1Y+iDzXAWTQP2p4KnLwWlAs9fFbxb1dff/lJQLs/oh+KPfxt4GWI+BfaGOsSGBL1G0NQWTL3L96LsQvHv+j1Qma8zVf4BegQ4WGmSUNIUFOZLFU0TFJNC2ehwOG0SEXirHvwwi/EpABbKHJUh0ecBCQCGChoaBg1QoaUmkEVqESm+PBF++7pjK4pfLoqn3Yj81qJUybyJfHUyl0b+zfvvTgC2fEJxiti3CzdegF/skdjnpwhFzMz5vNY63/7VVbgODYCkWR5EFR6uPetthV0s5rlCsFUrNb9VM3mWwpmn9D+RUf+Q43OEwt8VcsYysyb64w9DCufi0um3KXHzeZHKsYwrkp6U9m6IgTgiazEvTNMmOQnrjD50eaytVHW9jcV7NcNJyf2b4ZeIzzGFnC4JY+u9xol56eakUZxN3a69dpQy5Ed6h4wDAEEHQQ8PRUSFxkaODUKWaBhm1kgkEtmg+AqhDcwbuD6btsGEQZyNWkJrKVyycJrA7PQyOt5evuP+8gMyBtr9Db1ZY6X722H1dZhBW/Ws6oJtM5s1l4K6bWAi7NdnXJ+/eP2d4lm3Ed7sG9MzqFtreHl7wevLD7Te8PL2A8dxz3tl7y8djRHNNG5M9fpU8etvFXUHrs8HeDtADPy2XfDrbxccNwVuN9x/HEYqTAAVKHlZ5jTX8PQNrN3LiheWY/ZOaJZoZsIEJ7POSv+63OesseOmypn6Bfg6kBdiU/ZwX8CcylpsfIUBFJ8PF14AhNWSr5wAM3DTCV5I0LX5lile/ppgvqwOZuD5ifDf/3XHXoEdDTusHWtnwf20m5b96oLn9HgQIA8/m3+u/GOebBGsc88hyD63dsQ/TtC6CgNd/6EYWqhPU3tezUemVBunsasTwPC9ASgpNghYCmqtKMWqCUQdq2Upf9rx+eajP1nHR6DzeN+P6viHp9bzGaZAmAj1I02BSM+k8U7dDBV1IZDTL4Ly1rd1yhA8fJ3OH1hYrK5nyt+HEFgFxOM85ZmW01omK70/54mq7O8pjLzT02mCwhzlAinvoWCWBQ81hNwMNOc8n9Za+IGg1LI6+2jegCdqls6ialQKeNuMURZGLSUzY0utIGKUraJspgkkmgaAdDp7OQGxdo5jDK//NLKyq+sFbikJx+yCHtnohFk9HNPbRyqlsJWixrc5hPUiWWmidTgYWJ2604G8aDqr7yGhLJIBLRgXSWxzgea1cx0+QGdBNEloTjuiWdQtyz9/tAdXzpt42sYjYn6FwopazM+yFaAWoLKZ/c7k9nAB+uC9ZT/bd9a9+xHX/LuIdJ70T76WGlbylv8ZV15R6nlePvreWm4n2EIEEjgs+c/fxj/o+PSM5kz6WNG0E6YqZl+E04/O6Chm6GRTD4fuA5qerTaX7yCu4SgpfHeJjKYkX7/7jngVqTlk/AN5bsBKt1g35pkx21uyIAfkxrRkvKn5pIFqRTmxn2NbqGsD/r71vbVoFHLmXtl6+a7/IWzLGJlklewx+/HGGipADN52ABeALlBcARTz2QVT1IGIVe9D0b0cRWt39Gad0m6333E/XkAAagW2DajK2J4vUC3Yth1PT1/N+RYOZlVXe8zcsl2uqJcnEHP234gkteEVWV9/fMf99oreG15fv+N2f3WBoeaMtsVHMuPoC1AEXIcxtzpQWLz3R8dxAMSCjRsqC0gItSq2pwoVAkuFapiMSpqISqnZ9St6ThMzOKqKuqZgtDk1n3Puik7JwECWXXY/i2kcxWlvCousCLoIKxBlcUGoBxn4niybm+aCIpI2vZnSupl9LJbwJmieEf/L14r/8uuOvRJ+/dJw5YZCChJABruwdnNkMsu552xfz0qjK8P1b8994YBuugloIn+idMLnv6vc5vN7q5Cxc8TvKLmDvgNR52PWT5tm3MCcUR5cPWJJyaiusoESXnKgPlEmfH6THSxrGnRk7zsjlmWOE7BPQWBfXRj9I7rBZNGTXu21JcatUsEGEMFE1mD7nASWxJfldJfRnJjzggb+pDjePOUc2/rh2vBH5KPe0T4nOoVBvLeOln38EW44K3nGVJpQYFiGbm4kFyP2NVN/CRYyaHPjn6rtIKobiHYo4mHM0PocANDuD8HQZoW9huB+e8Hx9gqRhqN9R+svKIVRtx11q84In0B8wXV/wq9f/4LLdkUbHbfjbk5vjaqnhG2/oF4uAFn/Z3HhY5V4rVzH2+sLfvz43QXRK5qbjECM4p3SdLHxR+gM1W5Coag10HGBKyIYzaNvagcVqw5aasV2KdbTohXoiByIxYlYwonIoMIpNLgU0GJiCgGBrKdzPjRNmbzsE0xNJISdktffQfotQDNcde4yI5Qxhvulgh3NgjMa9JhaWOTmKsKHQYxshKQQbIXx2y8VT5eCr1Ww8wEmc+kPIYiw9XNw6sucmRPIW4RP7s65z+a/tjvPqUpTmC5yI/kLnb+CWbV0BYLJjCakd8D6+M25206/zr/CFM2xv0MA+j4tvj68CJK/K3n+wcc/Lfoo2bdSKgJhQpr87wN0/m5zBCyYTHt+7/zrZIqYgoX8eoasz8LnATY8jHz9MyJs4vX6vPyazudJc9RHaYphmpl2gtP7ztvPM5T3EfflZpqcDUoBohrC4ky8OW+nwYdQitBGc5zG5gvkCAy3/sQ5OgjGGFStsY/IQBs33MYNKh1ND8+SZihXC22HWjkMGdASyW02TnIURQDYgUSYV1K3M7XQTEW9ofeGMaydp8h4MAX4My1IPB/OIMosaZJgQ6ZfKAVhZNWrgYjIL5jmo/U1n96bpiOcvxuaXA4zNsuk12B0ACWJmbM0Sjljam+PZqsTTZ6PBGue95HgI/ZOXBMPzMvpmf1zJos6sgY6Ecjh53Z0tIRpvBsH6fre/4w5zn0f9Z3efz6f3r3+f3UNWkzP67X8DteSGzpJwb7o67CMNfborEyLZX3+fJ3+0cc/LyRVdel/ajdsMeaOljO9HafNQDG7wILqQ0XMJIfkkGsdPUtymh8bmo6eB4632C8YD6ITqc4IAyzMRU/Jc7poCrGJiJyVUWzYdXPPgmJxbn7wHSwTl++LmsItcAcWwdRNDjmpaCEoiCxKCAQWoEv4Awai7ovlKXjPWpizMq+jAqIdpX4D8wWCiqbFopRGw2hqzDG8aVCADoDvgAp6e8XteEEfA//+9oK/vbxC1RqUM3fsXPG0FfC1QA9F//4DcnsFPd1xwwV6Vauzs83eACWYEhek204HSBpkDNxff+Dl+++mKbz9QGs318AE0T4znkFhvvH3/W3egO1KYFZw8SZRavZyy4cAmhDKILROaFbNA6pea7/Q1AjcLMSlptlofeYS/Y3pZOIJ5rsyfVte/yMizODawQnVBl35/nGBtGoeGSZMC0DzU5jWEAwQU6gVAlMFQR3ROkJXhepAYbWgAAauG7DzgZ0IlToKxB3blncyZDrIEfvrJAj8/MvWPsGh2KopjwjrR3iYj2m3X4RjzOnCez/agckZ/JSyzGT6BzBvAwBYBMpmAmanrTTB+nfNzwaQICMgS+EZ/baUFXks2PCPPj5HKDwAcCCYMiYN+HsZchmogyLO+IOT+BETlQQQxOP/Riz21ECneQmMzKI0ARL9jyax5EWwRjXpQjRndTaBQjJ5PyvxJKhYYNVJzEsmdGSL2vkm4U25YTcTY1elZFKRVWlBISOZRUQzDlWwBIoZyIxMMBjVx7PYTd1Ry0wo5Qm1fkUXRRshyL1+0YAxZe0273wHlTsUA2N8x9H/wNEHvh+v+PfbGwDF5QLsDAhvGPUJtKmV0Hg7MH4ouAPt+gZCAe0FvO/WHB4Arc6glP5WkkOlo93f8PbjO4YMtOPNzBnunwkUnr6YsLWzO9DZhUwllA3mgymafZyt9aWdxmrYEEYn9Ebo3YZSi5skF/PRfISpxTY7c9iQyQVVCIFJh0E3RrpzT6wMjrlO7eCDRAJD9bxuEHsZ6GihNAWs0mzMUoyXI9eDQbAWnEyeqTtsAxcQtsooTNgLULlbtRLIrIKqUxikQFghmC7sWtcBr88Pe/TELCmfliVf5jSELp2lwePkvJ/EnOMQija8OI9vaA2QylZSnIz5233Z/gMC3FLyvRAQnKbM0Br8JvTvjO0fcPzzMprXY4r489doeQ6JnAxyLng+LadZkcWUGrosfvy9vvUYATIvcM6B0KTTk/mF8s3TbdL63SAm1dQoEshwEMzj/LyfvnWPnJzoZPrVtESQaxOa5g4hYJDHmPscTInpZTFI52dRcM99AySHl/qVmDaLCFIgSmmYUAhb+wAXRalsKDFa7RGyBhMTexE/n/tC0AJoYQyQCTJMlKuxiYCTA7K1huM4rBRG79kTPNnjidk60wYmEnPmGNm4tRK2zRLWSjiAfW7Cb0Ne1kEBbykb98+T7qLMRNLAZEhns1WQPb0b6zT5+Jn0LBBm3wUvOEdLqWo1QpqAB7m/JrkHIU6TFZOm0zbaq84yG9aXZCtW2DauAXik0WZy9roDle07EbVlMxHVffyR6HASeOTi5E570NIf4wL/dN8Q/HtnAXsCfxRTtTKfdZOdTx2h6wuLyjkI68XKg4L5zyvQYvZzXgQCC1shxkheywWa4/8zO8I/4vg8TUGXiUv692S1xYkLYJqPfLZz2XwRp5RemLcohGdGrbq3M0/LAGmWKcuDSAEWEAAujFI9VnyJ7zctYxJlVujXIGwsgwRIltdw4ot78aSyvK8AhUGeizDKl8u8RBXZdMj7XpJhnezWg4mmY5RNKDARRgF6oWUNnER15G0wC5ineY0LIHJA+h9ocvN772bmIgJtBajOzpKLDICNQe4wbaB0xv52Q9nsHrdacd0KLnWzBDOqVgzvUqBCGPsVBzMGgA2Ei5dRsJIXHmraO1q3+ki31xfcXl8whjmX715mQ6BZaoKpwJ0X3k5SYTkE5ujlApTNwksvT8CXrxWlCgoKqga5DRTpbukpUCoQUtzbgZe3BiLGjoFtr6goGKooVH1vM7R4pFFxJpvKQWyQGQk10eIkMgoUhKXJDs3X9qUJOvKI0hf5d3xOCy6L6wEFghL7lLKWCojN0VKr4uszcNkUWwGeLmoMjaxhDpHi+Qo8X00oMAa6dkAVHQNKw0rknxwyM9krNPxomqTeo0G97LUC3hkPU6HwCcp9mXtpCrWc4wWNz+lYxFAKn/nv2Ty3zuV8n9TKg2QAivfQFii8c2tqhBR0CAVJAZGgiKLWzTLyi+f4RATHigh/wvE5ndceOHFO/3vKnJpRCgb/bMnMndJ+Lmb2XUnKnv4I6DmePnmtb6xAzKHWZ8PzhG06C+iGUFC8b36xrpP/1DrKmS3REJJ/vKTWW7inTgYQQ43T6jIvTlSyzqmYUBCP5w2aETbVnmx3g0hO7SSB7Bll17cqLDamIpbYREAt7MsxIOMGkgYiq4VvmIg9E3jZdD6n6vVf6q7YUQAGap0hrrUU1FK9r0E4sQ1m6iiQbUNjTmf5TsWYqsDDU4HWB+73AzIG3t7e8PpqJbXbcaBHfSQY8yCw1YayJgkACxLJux2fi4+xAPsuuFwJtTJIrMm67fGW4MAYpBXH60NwHM0Y9EawFqeC6LympDYOZ66nAncTD2CijMnE6PSl+R3K5CY7L+f80/nr8ZtHrfzdV0IgWdhknQH0iWLUczAKE6674ulKuG7AL1+APbiKGj1tG7BvRvMaJiYIhMRqDxGgkEnoiknw8ZabfKfp1zVVpcknP2Q09P45hZ6vQwhFTN9FaDC2l85aQqhXiVvJqgucy2WEpkCwPiYRKqxzbaJgGZZUNrJdKaQokdnu3wvTn2L8/fX7Xzw+3Xw0wQid3gwL0slk5sQbdVYmLa/qnb+TIZyaCUkmdygbmRdQWGgy/Msc1zrpBVO504VAVoJ8V0gv6W0Z00kYBmKjE10aWAnuH/c6BYc+PsfY8fGYLFNyzh8JWR0gj4IYgoVh+CbF2isKTu+aE0RwV4cAxAqOqqvr6N7zqRxv/EFUUJhRilV/3DcTIrWaUChRj6hsYC3Yn64oZQOVzWoYFRMGUV47skRFrM9vH92dllZ8TX1c5FE3TGbJBoXjzu5aQ/ISZXhorYptB0oBto1QC6MUh3fR+1htoyoA9fIP1klUl+YvYoKWCPumuOyOHF0QORtIgcc5p64VnLQEzL9P002nJkzTFIUTk1o10PPz+VhR9MRc57IcIPJoLEUtwFYVezFNoUBgRVXF2awlqQWZqO9JjXkEfD/JQuOLQIiBud8hzITnekLAEnLyQIzn5/d37Rs196vt+9jKuaOXrZ0mHJpvn0xFft7HMNoUXQQPJ/b11AgXcUHsWnzhkj2uT2auP1m7f9TxeU12gijDbrrS7nLLQXtY51LgLfsoI2zi3LEWyQyWCAYCrGooG0OoEY+e/wFR5TDswykQlugfMz+ErrB09SJk1664JwWZjSc5+3ydoZNMoLrYr6PJTjjeYi4W+YLAEu7kVFg2sDX9tnjv4a0FwrTEpJDMvrXSEkSGWb14spuYFsejawdWycjCCXXYb0gVhRuCRGfXK8XKc6a4oNTcSokMZcHz0x3fvliZjeu2Yy8b9rqhXp5RLs+olx3XL7+BcIUMoDd3opdiAkEtK7l757XjOHC/vWGMgdYOb7IjVtW0zvWxB4PYNQVodvcjJtTN/Bvbrnj6Ii4cCJerlS+WwVYKxFFFRFv1bk7n+x1o3ZLmjB2aRlVrxdcvO355LmgieGsmxJQKOtjLTiiKMyGmmXhm2dtBX4tpCBOIrA5Jqzc0OVQwrFULnYkAwZCdGWXJjTCrwJ3IeRI/jxW1KyR43hXfLoIvVyt9vWGgeGvPACAFXuANMBu8FGeWfGLy4mXbp2aAZPiT9r0ntIhvM8tzWIwGeW+pscbfOB96/ueE/FfgSa7tU+Qp0fmMJ6N0+jwE8FawSGE214yIoMywMih2UgvmKChsNLZtF9S6GWjipY4V5h77Gcc/pSBe8o8V0JDfLs3FCUh/1gsiFiKUvbkIIrL+EEimF8TupodE2RHwQ97t7YxM5ssUIVOc+Pcnw4cjOvvAnEorO/cbC7tQOO3yNWwwp1ajc+J0ufu4Xw0hBXJHM6XfATATkw1rnj/GGcI10GqgOPPD+Lhi7iUEoONaso2gePDRPAIZpTwHk9lFFYK9Vux7BUDY3HQ0NYWKwjv27RmFv6C3AX3t0GZIXXwsIxmDMdje+9J1benIFZIr5htnTSFmtBSgVEvq23bBvgN1c02hkmscDGF2T741lVdYiGvvIRwWRBuhvkTYd8H1quAuuA/1MM/JZDjmP4QUuanLaeyRsZ98T2GOAvIeYxcQplkyQyaTcBMen5yaKXyIpnM59iYRmEwAFFZsLNjrwGVTMAaKdrCKBw+YYGPozDVQQqRXTkLXpJMUEsjpSbT9qCWImhZyCk1HzOGZGOkdcfp500Thf54Ey9yEcf6VP30saoKmJjg9m5/m9y1AweZW1YJbzadVASXbE+kvCkPvz89v/kShMDl9sjdfhUmiOr+2fI8QTHudXEAfGLehXEIhRvESAnvdUYsxIJAXZFNF8z69QwlHF5Db6XSJE15HEBspE04C8XNslsReZicNpuRepcUcO/ckaZqxoIszDZhlFF1oBZIQmdnOY6hrCYqIxpko3a5OgbIWYsrYat8Putypjd96CASyGUppviMhd2h4aQS/sZkgF7duWoKECdDXT8RqBz1t1X0tlH4aC6E1rUBaB+GAusmrFvawyZDCy8aLO3CnOhfr/EVcXFNRH6f/lJHMl/0erJCpC0N/T6EYYvkHRIAMypBp8RAlVcX96Hh9bTiaYPSo22Rj3qqZyvYNuOxmNtpaNGPnXJcsVphcKe4t6JsWhjUPolhn5F5CrD3NZ/ZKr1NLoIfzTMER44czqRBONj7rlrZvgq0I9s1NZc7Ih9MXFCDrpGSlG3wPhLM4aPnkJ7DhPtDw8lpjn2MRFDTR+/I8gYmDtNMdL8LxXZ2z/EYKitMoFsCqjz9arBS5A10joFgl1+qsFthmUWuqoOAZVHKfhpAMCk+aoI8u/o87PsfRnM9hA3y4qQxJnZO5MqpEUCu4AD7MdGQA17rjadtRuOLL0zOu29VX2aRtHwNv7Y42Oo7eQCpog6zZZGS8BqBBbJgyGbuXb6bimyc2TIzDk71seBZ9Y/SgKUA8ftM2khP4GNb1CzpLVEeJgii+ODNmFX1I1o0ZEYmhLsQUzticgStBIvoq/AXkwiJtz+b4sz1eUi2XUfK3OsysVNgqeCZeoqltGFOwa6rwstTGDK614F+edgxRvHXg3qMXNNCVUIag97sXZSvWIW7fIFArbaHqJrJw9a8CgVDSqTtpYzEYIpoeZsQRswmFzYVCAQTDcw+ANtLxkPOnYCjtGDrw4/UN//4/XtC74HYISjXH9GXf8XSpeLowvj4D374MbG2giaAc1mRlKCAaTN29O+TMgAS8rlU4Kpc5j+8/OqONVmdTp3OiVgiPFbWGhmCRZlE6G+r1m2CmQyLBVga+PA1c9+45CKYJCIDmmriMaIgEbKNgl6CRAYp+G64xicaa+H8UWEhP9K5ezl0jBE9s3TPXZ97NFByroIypC4GAmV9Ay2ertpAWN2f2q3Caudnxpcm4Q6gAZMjfW75y2QysEJmmSWxd8yJJ0IFRWDEkTcqS+/NBUv3Dj39anoKe/qa5WJjSMeRjQoHTezhJZCDWgFC5YCsVW6l42i54ulyQi6dA444hw5mYeIy8TNSxCh+KjOe5EaNGv2UbTvRPzhUjCk193A6cfc8r0uwbCMspzWLqw75KVk9O1ZC5M32zSNB0uLqP4aNZtimlfI5NMGMd/DsU82oCLQxz8YqDcSkgYmidvIyDzh00sUyCuelTmGYvC4vdS8EgxX1EFX1NTVvUSl3T6KDqUTyRT6DL+sdVl3wK8rHlhvbIruiGN+GGhUtGxjGftDi7VsyrjmXtg4w05lPRmuDt1jGGeEJbZChbVddaCVsFts3q7G9F0YsxUh1Juam9GJnOfUIIm3byuYfjI7QbgmChWYRpafFLLHQdQoM9pwCwftPwkoqmqHlP5SLYq2Lj0BRsGEO90ola1rwJcLLILbIZ43B6PZiDzqt6wsYLkPyIf+Dht0HptL6Rc3l+f6Lyk0Agv6k1fVhjZMuYHq+cWo9fx4WtJUUSqFjQhBJBUBxlii+9b4Ax7/90GTrNyE87Ps/R/PBeIhg40TphE0/7qvA7SgcWnS7yqxDncNPRXiuu28WEAxeU4MKuKg7iU7KUMVjBcHey+PkQCKtQtsSzzluLOag4y6XpQ4C47VqBWaMUgHcES22BzgSv6j1bxaNYmjPKMNkokLZjJWQxO8yxBpc3v4Cbt7DYhhemZ1/1SBAoQOMknzN8LkMngdnkxU1DMf/BcNUihBJNeexs5nSoogPoDOt9zJslNtEGDIIcLlSpgGoFSsl47oy0CkHA9l1mRq2W1yBCGe7qVjef+hA6AmgzIUmRjGbxzILhhDdw9AHiYfPsprxsZ0C+Pt20taOJFXZTPo2RyeiGyZyr0hgQRi2KyyY4Wse93dCHOb9L3aZk4hB0lGtyTlRbmbmtR4AiCk0hPl83YcqP+Xss5461GlMiQvVuApcaCnf3LZkqKwK0bmUchgoOGe4M9iQ+BaQOSA/ns0WwpQ6rsDBVDxSJBvYL/89jAo5VmDhdBEN3+5EBvClk08/iJuZVZswQ6niec3SCILG3QjDR3Ls2Pt/Efi6OUNK6gdgy+bjuIDdni0fEWd0w0xjU/WRhTo2gklPkFX7u8XmawuRdqcAGI+dEYISiigjQgi50sdpaU2AKyGv4FLJmFJULnvcrvl6fUbjgUndsXPMcRliKymzmEZjTssuwqo1kjJLdtAAicGWr3c9ej6Q6icXGDeQZz1k6OwTFzDCN8Ne4nUhpVyeC7majdgj64Qk8g6DDNjcXE3wR0hYHE6AFxsQQApAyYWv1f8THNh8Fiupr0zAjL8Ln48MvLhi8DgsADJA7tQWq7pNJ0w4Bi9DKRiNQNFK0atE7VHfsqGBloDH6IUAB9FKBegG4mHMX7BtFEVkj4fOtGwPYLIExAg7w4JaJaCEM0LhD9LANW6zekWJAtEO1Y6ADegA0zPw1LNGNWVDYztqOgePoGF3xemvog70e0sjqtswWcluYgV4xjgIo41IVtQzo6Oj3O24HsG3PYLqAuVrIalGnlRlRFBqIkfKZmc+Ezrlfsp3jCf3SIjjm79YtpiqQHmbPA4ojC9pZK02AwSAxk+tdOg4I+hg4mlXCtZIXRtulFpRarExKZjb7nnVh37q4OTTKcq/o/AwOpzkpGOXCK9wUTdCUCQvMSTNcAKScmpjj09V0+aX9RXD/lM7PIuJxag9kCWfFKv6W7QreLgAV8LaDuLqm4BxDBFQ6dIhF1PW71YVSpJCUBBsRTPPzjn9C57VHxBLgiBCOtlwsWn4xjXu5+CTzu8yEQmbrDuHA7BqBn8X1i1SiF/zgNtygL3LBEFIs6tUA2eIRQHYJSe1lqo30QE55z5MK4beRNxWIJ4khWvdZOZ+5pyN4Y0nEA+V+yLs62bWC2h8QUcaeI16H3dzvbdGYVtQavY3j1sMEFsgNoQYtjuZwLI4CjDwvW5SKsvtO1OWINdhJLWEBfnH6lXYMlalrUzMn1YOVjLmzByywJaKlJkhuCvPNB/HNR+KJtgzkfVkxt94HWjOhYMwvHP1BUUGz9lBl6PAYf4fIRJ5r0RXCY9YnAQGnfBCnp3Wxl6fzu3ONcggnWn9/0OmDYLahMzcoNWekM+8C6l36VDC8OZKFCXcHAEihED1SiAji5UsowIb3f0jG92A6Ps3naZRzy6XBJgQIac5afon+7O7n5IWGtUD/v/P9hSCxEiYQ4iOihsgFBDyyKITC/KUVXBQANGbwQV4+ecTP1hHs+MSCeL45YK+5MngvVlaX2WLfVYEy7eSMB1OOb9xE4SL2gMfVk6v3PDBwAOrJRVSnrVqBY3Tcxx330XBINzNGKc60HS1E4bIVhYXUiOquwzbKvMnQGCzCIjQHUGQKy3SOR9ioqGUjqxqDafb3aMDwaptmPuIE/yEwIxE3GCGw0H7wFo+0odUERJQhmnBhjPwzkKgFnUahOE3myRldMos6OdMD7FmDidrGCYFg5QkYosWFCUE6oF28gNqGwheUekF92lG3DaJkJjVVeFaU+wwYXDeYxmCRZgrNOv8KM0nAY9+HDu8r7GasRMXG0CLEN5cybOkKAB0Ea36ylQIFcHvruN8Gehczn0AQzu7ifQXe3jpIb+jXil/3gp2LlWSwPqmQIRhyt+CGxhCYmaFeGbv3ZUYUzgvtNTJwAyXTEoiR6D8EXiQ4TJox3hK5MM56FLDoO9MOxrhjyN32GHWQmxU7WYVdFcYWxKeC6JnRx8BxNA9+UPRumi7XgqLVzLtMqMX26saMGlpnHxjD0bGEn4wmEPAtY3qaE3bcn39hImnz9alXiGRnqGFmS5CDCXZonsT31or8Q7boFEa5yWLT6VwbIlDdwNvFKiRsV/B2NaGw7eBSF6EFdBrAcACIgQYyE6ta/ktEvMW1f7Zo+NToo3TOMYM2RrnYZi5u32dVKzPrCG/ENiUGUY29gAjFIbXia5YkavblQgrljqF3WKikIlqCNzHGcIyBt/aGW+84RCBMUKqO4tzg40XaQMhmF3YfuqyMOKIK4WCCQR1RKQRMw1XN6d5NZK0wxtDdBnso+t3CTPthSVvqTHe2hwwCtDEmnQfKoWWvENwMQQ+CYG6oyEydGyY6fk1/j/eYNJVXGerquQRiD/8G4AldnOaaKL1hyNEkmAxAwdabtxlDqKXget0seW3bsT1fse1XYxSHZ4ctGgiRNTSHqrdsizDH4UlQAvQG7Z79PDq6NmMcNLFoRLQYU5VEbpDQL4etISlq2bBvOwDgu9zx+tJcKFgcFIhSQBGAl5eGtx8H7s87fr3u2OpmkT2bmQG7CNp4QxvNQqQPBaHiSa+o+xNKLQBXzKY7Ea/ucVcR4UaRtc4oHuVy+n6gXwq/jrNWHbCeFwrgAOGAYqD1F7T2AkDn3mRC0w2oBYMZjA1diu1FCaHQcdyPzCFpvUPUzUd9M3Oah+oygL0QdqezqOcVQiF90b7tRM0zJ252MZ5QEphMga4eOj0T+qwMugMZjx7Eul8QcNXoOvOmXPAa3wmB4OJ0LRXie4fc6WQtYi8o+5OZj/Zn8HYFMaNsO7jWtAoYY2ponoczyITCAcKhFm7+KBh+9vF5PoUHjSwcuBEZETWCQFNtykmgKE7njh/1GHr1zeB8j8XNT4wsdEasXnZEPQnLmMJ8wOzugQhoYYarxp6jp6UPxGOMhPoI/dp+D5ThSPEMhGlQYxOoZr8HddQQwiMrMRLN09A6ouWIcaeWgEVjiAdl0gxSIABhZ/U/8lzxZtylmakCdsZaxXemAzo20TSJ2Xmt8qU5oaNZja2X9R1Ij26qipibdxmrT4p9hwPdRT2UGM+0xUr4PQwaT7t0TGqce+VGFHe1+ILcVDSGmY4kw7900o6b/2QIep9Z50qUJb3C5AZ4Ep40AIJ9FKheXOOaMt1OHnM+xzyRqzlrs/2qMCK3YGbHKaABtwaA7mPoADWoDqgcUNcUlCqUGSrmgxOx/TFEwELOyQVQ8bwZsdBqsYeoWvQWD4hrkD6FyeDJ6SeH98D5UoQvn82vUDLu4PsnIbGeZOXjC00l4D/9Rt+9/OjaoX3F3xTgay2Rvj57Xw1bdocgDtCCg4RGJLlk+m5Ofubx+Y5md3jyxih7qJRltsJUyxOIRN+MBfbsyNxHULMLO5GyEoqaE/Zy+YKn/epO5wuu2+7JXubIuvYOeb3i0prFyB8NzQm59ejMZdBFYTZ95yOWJRxIM+OHJ9IkUhQWEJn5qLhpxn5h35WU/NG72N7rTV1rQEa8kNKJNyeDABZTmjH3MAXFHBMTqBRXCjwsDp4445oHx29gF5iax/xbNTYv5WtTx6dksg0buQnIeZOhy+spBMWFYO/A6DbXvRtjUWn4Pn6g8A3MxTSHzXIlQpNUR/+qaq0+e4N6C8jRD4gK2nGg9QPiqLWNvkiWmNTYmL5+runBhYUpSp6vIcD9bvHkrUlqRSu3MgHfQUzYN0a9brhcq5XoMKq22HRicC3YrzuUCG83xdvrd4wOcO24fiFsWq1tZVUQ2Pwuvm5WnkXm+sNopjdTqlYAUveC56cNpTKIXHuFmpHCNQVCA6jBcmwOq3HlixsRME0s4opZIOio3QiVpINCC29mvrO9ZGMsxRAvMUEKg8Sa71QwJAu9ReCrpfSJ7/FMI9UpxIN2xE3HGpn5iyCPM5rm4BoDCNAAgAYoU0KT0W66CuL6U8qEHuEjWsJ649mrx1I0TCoVzJapb1qfR7sVNr+Vm9msflfHGB29HTiOG47jQG93iPTUfD9LLnxi7aNlLzKhbAX1Ul2lnEIhQ7AIzrxiAZZEqdgEY2SoZkWxRyl4ev6KL09fUEvBl+sTrtvFvu9q6a014PUVt6Ph7WjQlzccveM4GnC7ZbepmXnp/gMgmYW9DMSliciIDPVG2Wmwlco2U4UxPxGgD0m02aySsJmPWoyTLHsYwbgDuM8kdz9dWoYApOZFnlzGm0cLLdFU2SryYUbThPT4tILTXNMJu2IcCiwVkMkjUFwQjASUJgiHmW1GN8GRQqEPNB22IYbi+vSEv/z2F9RtR4S1AoreO1oIB21o7dWY/3HDcdyhIjiOO1o7TPj6BjReURDVSbmEfdkRNTkYIGd4BO+IZlYSs5krjkMgwr5ZF61EOhQDFYz9+Yqnpw2XbXOhYPNfPHCBa8X1aQfXgtvxitfX33G/D5St4/kbQ3QDs3hfAu9jvKTAx5qEZa13wcuPO+53YyS9WfvT5y87/vW/fMX1sqGwoNZhtBQNkVTBNMCuNZAamNG4JzXmfFimHZgUx7D8BFYBjwZWS8YzQaDoY6D14UJBUYeFpGpl0CbmW0DBxmGezTgrDzVfWSBNgZDFEIflhABWv2pFM6EVkDvFRdInBhIP0CCkY8/Pn9rncpzoPtXzsFrkz20PUVk0ggqum3Xaq9W6+jFbgyg2Fdj2jXef6w2jNfR2R7u94X4caMfd2shKh3qPks84/im1j1YhMdUtF9FuhqCF8YSEjtdzcYDIPbAoI/Pyl21D3XfUUrDtO7Z9d+Bvkn8QYWsNA0BTRa1W757Zu5TFJncEeEqu0dwqU6MITSG0gkWlnw6iOA+yleNatiJMLCdV0RFPzFPO16IG/735Rf6OkKYheviy6nK6c4jiiQh9o8XmIGcUWSRsfrjc80ePaSqLvzPsztFmxLiPIai9YshANIkPh3D4DuxhyYgyrFCe9WKWBWWF8DD6MvMOn+5rIah3kxqZvgIzjYTJyO5xYSQPz1w8JLWy5bMs6p6SK2/MKEVdEwlmZ/cig50Z+D0s11qZVdDOECsIeBwNIgOt3SFjWNJcv0CifLUHQagOREMkAzgxx5rXM13YtCib+2Fl4NkDO1RRvf9BlFwJU2GsK4mb2Bi+BvpummfkD9YdfrLOxM4LGlv3ii3jw3kpIsbW43GxzkQQr/Tx6x8cDiXy9dx3lObufE0P38PKEwKADqfT8BetQdWfd3yaUHjkRUgH5iIUIpRGZU6qP86LpHkuJVM7t23Hdbtiqxt++fUv+PXbb6il4uvlCdd9Nzp0dHo5DgzesN3vYL7j7RAAB7Qr7nSHQiwz0zOKNdRx12KCEudSTYbLHg0SPt3Brj2EUILZofsQjziyypqRxSwu5ApFwhwMbbjzUiPXAGGMcoRTYk7dbu1zk2alcLARpY/CdsBkNBmeGUh0caYFkGJM/wY5c/MlszFllNGiHbggtBDFaYdPU4AqRm94ef1uKB/T1DTGDUQD+76bMNAwR3X0fkBFMPqBfhxQDfNRmJK6teCEMyuvehiZtbZmbr4gzQrmpvF5+Ciz5Q4QofcbfrweGH3gdo8y3YugpDlPtTK+fn3GX/7yBbUwrpcd1XsWozpaLUDZLKqsbhWlFDCbwLzfGkQU+2Z5JBEAsTJBJXhfCXXtpeGP73/g+/c3N825cNRnfPtlN8ReLeUEbHMQTNCEirpJE+jdwnfvveHoh5vpLLmSyVptVnccP2+MrRCGBF3DhNtwU+wGFI2s7Nl6tHjGNxMhjEgqALHMG0wewGmeDGf0cPORDN93wVdgQRjw7PJJ227PT3NS7IFlYjHdWCe+tYLSFRytH8c1IpAjChUuZlbx+jUyBKPdMVpHPw7044beDox+B6SBtIMwkk6JTlf7qcenCIVH7JmJU2wPS4yaXkVyFBcZBgp3zq3qYZzY0fC273i6PmPfLvj2y1/w22//BVup+HJ9wmXbAbXSCToU+/2Opoxa7wC94sfbAQhBqqCQhVwOIW9cA0MkctYcHm/O1p4gZJGTMxbd+a5qMsguahErziibh+6Z+jzNGptnUReOJjbOCDCT8IIJhXUt8sUifNXM0D6OiGakdR8EhdMkezrtETcNGcqODaO+uUNG5kNWQTBfh1N2mgBCY/As5yHoL39MdOUhh0er6OOG4hEbEvctA8N9ChBLBDPzzTDhr5qIW9VD+9T8IMrwCp4w1CwhRNMSPesGlQriDUSE3u94eTnQWrcS2cmgT7oWFEApBV+/PuFf/uUXk9kcQEG9BpaCiqJuBRRJbqVavPoAjluDDMHTk5tOye3jgZSXx5CBPhT3444/vv87/vofL3bP3QEKC263L9g2W69Rwp9k/ygiOsyE7v0gHIcx+Ze3htf7ARHF4VFShQmXrVh9p61ifLniulczG7n5KNYWar6ErbqWBsy+GlxSKJBOg47NU1BahNV69i8sYXKIzZOoLuajicQFJmDtTcrw8oykg+3XFWNOop+/y7PGfspVXgATJkiK81N0wFv9bhnGDmsX2w70w0xGvd3QjzukH4B2FwrWzzp7Wucd/lzN4Z9Q+8iOIO21Dk9MuHomp861nt9ftKlVEzU547bacOhw/F2gEjbjVQt5GM1JtZ0EMq/5/jene1pMMQqcimzNU69Os4/uwR/hFyAzQzDH3AARocA6kSmlEKK5Mx6OFf2EkvCocc97WebYv5RlYDwE0taH8v6w3NdZWDzcq8ZcP6wr1GosxRy4IO3dkqfCowAY4pJhqMtKV4wU2Pmf6jTJxT1RjMcrO0XEGs3N7UE/YCKMoV7ZQ1PbiJDJD6mAwge0+HZcGCyKL8LUSMv35xpFZnaYP5bHufLbfM8/n+VEnGEOWFhvNCWKJDulacqB+SN6H8b8G+HejPEe3up0iKL1YZn/TKZtwDr7dVnrcEU01mJeXRDGTE6dZpVA37EJlCatn7WFP0HKK79cXj6WBXnMO/rT88VQ9M++cr7gqi18OMplDwEBasQB0YBmFIbFHIV2wFj29nKtnysSPilPITakkQi5qmrRCRYQwygJeQ0dTOcdTZQNzaqKdjKDokyEoRZVo3CHnEcm6gC0uA07nFRjoPWGo5kz5zjuOI4bWjvQRkMfZqM20wwyTnzeULCdWd4hwk7DDJEMHvZHZC6nKSrORbAwNTUEVV072DbGXr0ECFsJD0NAHr2illIVYCjswaERwFHg391MmMmAWfUxGehirw1bNsEJ1glUOYV3hGUG4oSGduAOdQ9VNPORWFSSIplszodfL7LbtdumCdNXlO2IEsw2yEgKDKZohyiZExaUEU8QBXVFdDTMKqsIBKKpnZkZaMNeB4gIr28NR1OM4Qw1w46nxrZt1knuspt2IT1MRYs+4RPLZBqCsJmbCpvwVxG0ZuGhMnZH0ZSF55QmDYLgyWCMvhdcrgXXazUmPzpEBV067q1hOw4oKmqtKMqZla0iuN1vuN3eICK4tYF77xBRi9rqY9K8qgWFyIbai5m49gFB9U0+HBwFrgdA6lGG8KoDRudReYAws56DDsXBT+xpzb7aMx3azEmujTgHz8Y+paBsG4gYddtR9x2RXUyhdScAxKSlR23h4fVZi1541qPAD5oKX8Ew342IVfaV3tHbm5uMDsi4Q8Wivi6bzctls3mqbLRBtO7lnycaPlVTyFIAaiiki5gpPDJVCQ83DiDVxRkJZAwbnqdgkRLGEj3kL4UCpUkjSu6qeDp+72itofVmzrlm4YtjdHTp7tj0JDmaiWzAZASzQmnoO5J0wTn6CGEL3XNBrXluQ0WlsvUCZsK2mWCIxKEouaEoXkgLgJq5yeZl6TqXzeh9NB8gnnSm+70APkd4RPMLqtJA075enlSXUWM+18HwV5PR8DLfqha7H4IjmXWMhnSOzVWT3g/7qFjETu5Mv9/0EcRK+C0LrBfE6syGaiariaohXw1kHQyGPOKIsJWBfTNT5tutoweoy82PDIkkZ/KXvWLfNwuxtHRsQ9ZlxXkufIpVaI1nuzVx7YghQ07rFUBjIKKjPMqsMLaNcdkrLtcCugNvN2Qodmvde0cztk4oyrjfO15fzfb/8nbg5cW61936Hfd+x6m+EGBCi8w5bvXDCgSESzOas8QvS9xk8nsmBVDcbeh9JphTOLA78VV8D1PkL+iDUHATWiCeRYOgIJ3QMB1I1WIRP3XbULcdXrzMS2ucCB0YhMhKjyShIP3z1tGE67mtEv0hNcAAjyA1pEQDM7lSMLrVOJJuQkHlAEYDQ7FXwmBOv03x/b/aN36mtvB5ZS7OL5LBk6N/XRy051WYUTtnU0RIYvutbXqrwzJGRxtmcjiaO2hFMI7DiP64437ccbQDR5uagUSyjS98JGgZ6ndGiPmsRq7OoCfanCqr5u84CuEZGwVT2OdnkbPox2qgeO2ERZmFudY2WsnkXNgsyHWNWJpMJca7sCdAfVNKoPUQXCEYpuDW5e+QOdnMJt70LbPw7gme5spiHUV8eZqp5vrHoKaJLk4Y9xyCRFPQdBneH8MYbfbwjv9UMTQiexTRztU6YsVaMQYPozEPVJgmHTjrwgIWJwGbz8hWWZRBycjityG0DUZEQ5uYt4jgWQFsLHPY4PPeyc2mxTKGR5EMU1Y1p/PRrOBh3SoKM273hrvvidYa+vBoLp+H9ZFymCYIERAkABYXREe2mONFNXp4LDcStObgZlnR/OX8k07vr/6VEx3EfjklkJW094O9HWiYuaLOVJAZVhqLScRyP7T8+3Ak4pv8yWj4IWY758Jym5gsuj6qJxDxFAb0OcIgjs/NaPYJUxH0Jmj3gVEsMUc9UsA6WsGZq0luEUD6NDeMEbVbBCDb7Ee/4629oWvH769/QGFI5HvdsJUKGQP32w29Nbzd7/iPv/0Vb7cbbvcD319+4GgNR+/oKmZZyLSIiEwZPqxpquAxIM5UxJOJDP1V1FIASBIBwzKrRYFusXnGhLkAZKV0SyGUamgs1OtwOjMbFmZiq9UEyr63qmRIJwWTC7PMTzgLFhMARqSibJm2SplMY0Tsi5bhRSFUOLW5iOvPPhSxsUX8fGoVXhWevezfU83s4nXzyFjaaIbtd7XFq0B6z88iqYyZEr22fuB23GG9mxuO1hJIhIBJwQ/Y+IO5pBmIQMMr6BZx2mS01sy5LUaXIXyJ2BPD3MyoDBmE211QXjtqKXj+sgFU5wYnAErQbpot5A6mDbVY+fY+rMZ+74TeyU1aCrN8GBgQjVIl1sRF9oHnp4reC4gUL98ZDEE/On7//QdebzfUytj++BuIgd6t0qsx+W7x8DCkXCxz1B30oXiaAFPYb4VM+wOAWir2jfHlWlBLMOVgaGehoG5eMcFtGlMX0+pE/Tk0BaSVHdHpTwjI0tKwnBJl871RNeHK2wa+XMxctF/BlyvS8etF+HSMaT3QkYzbl8bJM/bTFAUTKtrfsVUotFCoq5MdAFvOkQvKBJ5qNaUKC8AKrYzq1YrN+a+47htqKa5R0Zy//yzP/f/y+DShYPIgohIsMqI1QRF4OWLHvW4vBIs9SDOiBRF+56YHeOawsqKNjruXnH29vRrGI0Jl63M6+sDb6yuOduB+v+P3P/7A/X7H0Tpeb3f0MdBFrGQtnA6y/o9kBACrWBFnhSX/uO9BIa46F6vUWj3TddjdKyZKJ4JncgLEFeDdmb/X5aMwJ0zUE93eIgMU8PDQANhY0LpTaQqC5Xnqvh59rjRDSAVprljxfIYzwerh28A1N8Pp25HVnILA3xNnKD5YXUoAJ7l7WQiklmXwm0psRIWVaPBwXUxGTI7+hgru7cCQgdtx4Gj3RcDZ9cKMBRcoAVoD5KUGRh4iqaYx9N6dkejJRBf1jqaJz0KL26G48cC2E/ZLsX4JoPQR6CBgsOOGHUwVzMP9AGYa7QMYI0BuBBy4jiERqWb3L7XgcmFcW4F0NWaihNEFLy9v4Lv5NrhYBFTkXAAmbIz2bP9FefZTocDAz+o+Img6sZkZT3vFpVzBKJk1PxG3zFMENkFWeshwV/GMeevzgRQM+SBjmEJW0axg0qPRudeeqhXkSYO876D9MrXuBEYENUOcrRsBGaa7cF7V8KNNgRCiLjW9JOLYkFaXzWvCLHvU61U5H7FkOgWKm4RduCmAvVp9r+lPyBHhZx6fmKcwb0RDrVo0LD3dp56ChRdtfYJGWs8VYXnWyvJoByrf3V7fzAQwOt7ub1b6oJkfoffmjd4DJbizdi53YJQzab6zicy7nLegy0eh88/PiSgJb3n3PGNBwHElDwldMNdptEGXmWtAyznjR16zaeHigZMxYdKyDoGP8hZcyMQX83zBMFZzn85xnt6f4zqZANwM8v7q6wBi2Grr7RomdTPkGZofy7o6+o/rLMs1R0DvPgMtn4tCKPwNmFqkf2dqLS4gQv7Ckr0s0qebCQkMUnd0iqK3ARmK3roJG9e0IOIJnb7iaiYIjaxsTM1vWOC+9STo0btbFxoIJ7vH81srPb/PlU6DAQad26TEGnAIUVAyqtlIyPxh4f+aLHSuYQLDMD154TxyIRpJbxFYYoJDz2N8fD4tGM3qxhmBWFJQBN0Gbp9JnRER5afRdf0DGJ5JcJUDp2077dzGUwSn+eQwczJBA9gAQPHM+Kzvo1mUchnMpxyfk6eQNzSZg7hDkuBJTrko7mjkYFKa9An/nL24l6mQhnjvbjJgKmjHwEt9sytGklSYj3qDjGHVHMdAlPiNeirRPzb2PgD3AfgIPOtwjbEPDTMIa3VqsnMRgtkNldRApjj/W5xUgU4nojdWZhW6Q5X2tH4lrInvU8vSnPMVXBgqEwRan3tLkQ1yljpOq2080NX0ccTM2PdFl73gUV5msl2atKs4ow4mHTV8Yq7INTPXuzRwIqGGySoQIYBjNBzHkYxl9CiR3bPP9syEXgWMnuZGA90thErwUhQOZ8doyeDKBiC1IVv4Wiq2zaKNarEYfGZAqWFIB4+K3hXcrG+4Vcys6K3hj99f0e4dLy8WiSKjQz3clhienW1RRIbq3URZdzBXiChubwNHa7jfD/x47Xh5FdzvVufL1h2QJhaJtznduZXWUxYsDSJoQhTeE3JWIGbCpZjzs5SC56crLruVgI75q4Vx3c1fYc10KEnZBJrF5x+toPAwE6rYGg9li6xToImiyxyXbUad8lG8CgCp5+V42fuyodQLuBTU/YrtYvNctwtK3c9oW4N32E3ysH4btvoPzn2njQAAZwA7aTJKV0AUMjpGJxBFaRM3AZaC4pMtfAG0QIdg1M3MpzDT7hDxvBV2bXah/3cC8R97fJ6mkHDBmfyKJuMB8nt+gNCKrIUSUjvwZaDePizZh4kxuuJemjGJHp2gxGqJ9JZmCnU4oh62aCqfCYVw+Zl8WpJHNH63aA15j8HgPb0fztYov3BCHUFsq0KRzJginsYuk/H5sFh+nSx8CoR0SLFf2X+MdZiPFOVYXnOiU6OYo5lCIQkUYQry60z92AWCM4IokqAzqclu1fsfrGMjIOIuVcxMkyY0V+/h5pPRBm7HzZ2kFlmjqs7wVq1lnjovw/Pv1FwCIcY6kLmZoVZ+AurRN1kcz0JTZ4au1e+Kpvdm5pn+piHkTucNGzYQCkbvuL2+4fZ24H67Q3r3rHux2HUlE9jhtxJDE0QWdcZcrfBfb3h7a7gfHfe74N68nHeQrP+WFKZdRHiWJ1zO3eQkkFpC/G3TXpmwF8a2FXx7vuDpeknhG2tVOSLmznRuNBHF3+ze+sJ2BTU14SGWGEix9+g8nslDAA2iIIDIitBRKShlc8FpZrtSImrNb1IV4AJJf98EVeT+lBACQRRrUMckFV1QvEksC4Ee5pdiBUuBettXdm0GUBSqtsbF+JYOM18P6UCaBeOay5ZdifknHP+05LV5BJE6M8BU92NCcmevC4pJGEBow+HEmjHsfUgKAEuwCVhuiPfEEBZEHKLJQfncYBL2wYh9X1AyTAPg2Lw+6NV0Bg2r5WkGkrAC0a4mtURwwIP5aPnMf3Q28+TZlqtNRvmhuSTmY0HNq1DIRK9lL4ROkcvipgrNRK94rP6KcOpplgYJoZQ5HWxa2hy6MRSFuonIfUCPg1l+s8qbR80pb53W17ScQk+TbC/DF+K9oFdzVzBuP5gr6sbuH6rGtLLfAcAV2C4EVStLzdUtU4NBWn2eGWM8CGMQ7kfD/bAmPy+vN7zdGlrr6KNNcyjpFIDBB52Rph64GM9PdLFMEJGZjbZacLlsnn1NCPkCuD0+hAEWgZB07YKH7LU5iQMyhPaqeV1K29cKbua+nqGylI/wLb17hM8pxpGEv+yiD5ksffSmnyMNkvOnXp2SQK7tWUVWKQ42BUAxoW5C2T+HmfXEXanDOcaJBwQ9fsLxeY7mh/s5ZxbOCQhURsVULjA5gQwnbrfVIcwU04kT/zAGiA7TFDzMLuCr8Q+yMgceIERjWrYLRxRPiigr9OXntoYXEZZnyVGT0YaJaKB4XRaOmjqYJDZWwUBAZrsuBDbUnetAAjtgqXeEGY9PBOsVYRM70QXCHeZCbpEya94EsU7eUGKUnOfgdG5PrWfFShafjoy+MM3Mu2n14eUuonfy9NEQ1Jm+OnPx8sAe2WPIn73iLKGPgVu/YUj3aLED0RNZlyilAIRBU+S3MxnUWVjkvIXj2gAf1O8riDf2NYFAXK1vN4xGR4Qcjg7owL4X1F+e8OXLkxe9q1a0kYshwALsF8K3Xyv6M1C2jntn0CHQVtDVYvJFdhyHdbPbmVG4QMbA79+/4/uPF4wheHn1yqiqGNINbQIglgi0yeAMLo6C1dfNOXgUZVQnuBAchRSFFfvG+Pblim9fn1BcQFSPhBLmnMykHo/+TDeRC5ABRYf1fCCNXAtfoARYwQ3FtLVwMIq1LLWaTzIznr07IJUNXHeUWlG2K+p2BXGxaqVls/0zOsJ5vvq68gbmtvzTI0yj9jp4xXK4iUmGZLkLE6wFqMUBb5RaYd8b7Kbs5jQUdKpLgmUM4O8M7h9wfIpQCJv7n34eD0Xao9lRkpWPnqh7IjhfDJ0x3RFjPyBe9E1dKERqm3qsOBDGTiKFJqoHFtybSGR1kFolSGNtVvZguQmYvZ9dUIQGkIzbd4060gwXZ+QyrNrCBDB0IgmJ23ct4IxWyP//YLJPxEsLODpfm9Y/Vg0B7zf+RHX2Ot6fyYLqiWyaoX829ZI/zkxwqJc3kbn+OW8+W57U1aVnbkmERL5XW5Zbj49omVvM70+Bt1iRNdBgjC9o1FatOHoOjhegQMeAaEcZZlba990BUPFrFGeUilIJlyujboyjMcoWQXcM4g2mJxUzUzFhU8voFSjebg1/fH9BHwNvbweO1m3kBda3IO6PkWBIJULzV3QdGuVZkGYIcoT2M2HfK56uuwkLDiOlzwMWetIHTSERx+IvcgGRdX00KB1Jq+SvZ5BHSAT/jvhXlyJ0xPX04FLM4ewaHT2YZQPQ/Wf4bOzbNF8Fj9AFzrmgEgyQKljZTaHuSNYIsIWbkxy0RVQZj0lPOtcjeeR/Ypz/q8c/zXx0SswCcGJOiWjFN+1sWqM6IN6oczIdmKTVQLdzRjNPZGGutk98YVYCJBMylOYMSiawdrWd9hM6JVrNc9jmY8AbfNgHFF/w+P41sC3Hm7o7L4SXGDq2kG0OXrJ/Y2LTjhVjnPcPfztDJ+CEyYtj7aHWjP03w2DjEisHWQUTwXtJAEDxO4xzel4Fk5mMyLWkvAPSPE+UPTAbs91zExMM4pssBS+Shy30tTClddz5R6wZIc2GkxJOkjnljduDg26NhsQZvX3LquvO+kgqliu1WyfLWam0GNSp2KDC6MfAl6dLln04DsvlkNFxPw50YQw9cGuEIR1vt5vXJJLFYRor5rTtIazyeN/z1iZTW9RRh0RgJlwvG54uFZet4tvzFV+fLrmGObV0Womc/2j1Wt1BzQxstWDfLF+jlmpZxyAzl2mFaebuAyHv5c6MWqYTP4sLugY5120J0U5TngIUMe0WcCJevtfqZ4mbejxHR9doQ6zWtUWIzGq9CLPX4/y6WI4EP6vTBSvvTt22Z/FyHsPqTsWzPcRM3zIFzyRunP/+Bx+fmqeA2IA0HXQUBV0mtgmIgChQQyQoZB2ihAYgnpA0gHEY0Y9RMMTCKlJtPZ/QtApnr8nAdGZRkwuESVyaIxPn/p7Ej1Q/EXH1807FQwet9aKXqAhh4teNxDz/hX0e9gkYww8ht/R3Q6B8kCWvgU37ybILYoRmhd6AWShy0SKW8RJpZseuGbWGku1alH8jmfGqeq/mOyKg+im24psd6pvZrls4Qhvtu1EwLqqC28pH6eaB77cDRx9oQ6HSrURAbmBMgbysdshFXj549NFAKdV74ARogUhkIhcGIOsCV6NREcyZSGQ9PAq7ICC0ZoJxDCtItxXg25Pi+clGRimEGfz8BADY2HIL7veG8nvD7X5D74qjAd9/iEUi4YBQs/pExw2HNxAakhSUN0ER7x4ukH6+b0QpmMijUfNt5L6AoHDBb798wb/++hWXveK//PIFv3y5+PZ0OznIS1DMfRZ0xWzjKUxen8nydzYvIVK4oHjjJ9JioboK8xOJ7Sv2fJ3CjMtmCZ2bJ/FZ3sa6hrEulj/R+wCzWu93RzI6GkSstLqVmojXVu4jgOIalo7lVZq5dZqMTz7D2FdiJlBixeAGgBBNriIXhwvl3/3eoUNx9Ibb0dB6x3H0pCEJEEMP4OYnHJ/eo3keE4lOIfB4zJgbyrzGAfKoDrh9P2r4yyD7jZodOiJ/LIxscoSJRyfCmYD/wRGstKDhFQ35905eSv/03W/OyDvS6pOZ5zkXTUE5R2kRR5oXyFcBrkO4hFBbNIPVdLdGT+SQF8ZpCX9lniuDsSd6nowlRUMK2bhqnI8pehd4/X13TpYS9ZxMKFSa42BC1iwSEMrRcOvN6/jDNQUvR4HleNQU9OH9B7CVmsLq2zqhvHmCs6YQBdw07coxkbFhs2R4RPgSsFfgui8KFhSFvD4PEY5rx9PVwlq31+F+FOsrfTS7oSY3dLmbGW10z8L9gEmsAp8JJA+fx29iMP6jR7TPBOx7xZfnKy5bxfPTjufLbkwwChKuToNFMMxOhAYCSnFAUIoVfUS04S3OiAsIBaoG1CwwcAoF9qJwUTQwtcwFcOXc6jQnS2oK5FV3JU2Z8cgsYwlLwqTojxiwuOCB7z1NwUAL2fh1Eb4Fy1CXMRCZ1eqOLqsF5j0WxkAfs5lTmNNPahy9G9I/9PjcHs3r6zQVhPln+gaMaH1XhTrHw5mN5kZjhmUFwqtW+mtjHB6WycEgTKBADZEWghtFFGUZljhhR8SFbR5Pi1+8lsF3M6Y50WpgbQ+j9AJ9oNA2XGORE75w5jtV0XSkwRnQie2mgQARKx+hkpNJhIhLlrbIr1VTWN5zR2toCaEpzHFOwRSbIcwWTJQhjuHorjx7QuyVsddorkKG9EDYvAxzCIUwsQkXgBi/v7ziP15ecLQ72mhZl2fdI+ueeXg536P5wSlpaZkhQBceGczNbdU+LlVNkyCX8LkYva4Z+wRCrRsulx3XjXHZCi41ch8KAHZno93E017w5csF21bw+jpQy81bmYrlXUDRpc1aTbEPchb837S7kdOFa47B8n1/kdOgGDpxelZn1tbr4LJX/PLlCf/621dctorfni/4etkMDsk4CwWaNBn0EfvVmDlcQFieg623lXBI2tMCQDFc4JpD3+iKibCV6OkOVLaCe+wlAEIgZLHM3tDbYYEKg8DDte7RoGLOZunN80LEAyIkQ+LpkYoW+2QInICVIWHXiL3ZChRQ6hDXShWEEln7HEJB0VwrsBpVgjYsm11SY3dKVRNuP1NZ+ByhsIDlyYS8Dy6QiUoIoQBnttpBItahKswM0CzvUFhQKPwOfgolq4Xi0UqszqggMC3DIh92T7BZ0VJkFKoaMVKo015yAGrOMRK7ppmVfLwUmNKZcSJ0Z7AZueJ7Nhq+0/Im4GN3eRgx/v8Pd3/W5MiS7HliPzUzdwciIpdzTi333u7pkZEhn+aF3/9zzANJEQrJ3nhvVZ0lMyIAuNui86Bq5o7IrNvV05XZwvaUSCACgMPdFl3+qvpX9IALHyyjprS+uFK3Cu11U2pepUS3iF1xHKYmhN4vAHuvV9u2ZpwtfX7GBrjzCxq9mMo6w1nGWAoGDyxT5DRZH+7TlDjPybyDJKRki3wOgTQgRb/DEAjTjMRI+vlX/j9/+hcut1fWzaqVO3X6wTAdV3SEX4V9vY1QC30cPCOkK2/dfZ5OMGcjGYd3gMhIfe6QRr8AM0T2WIIQOM0LTw+PnOfA05x4mgyeix6DUCoqm43hwwQibEW5XBvTdKFWZdOVNd+wAK3F095KhNAXIGrwoUMbIRhVRWjeQ0Q90UKDw4zWTAowRmqPAUwpcJoCD6eZP/zwjn/3j79jjpF3c+ScDDptb5RCj7X1lI197HX3GN146LTkO0uq7bW+Vo/cVMe8kP65IO5dYnQwiNHlV1VCqbSgwOrGYzgYKsbxpF7caAqiP98TIfbg9r6OumC2lw/MvmpxLsba2i+4K4daQWJFgtGVd0XWlWmtSt7MM8itsVaLJ6ybWlGfWvaZqFHlv3X8/t7H9w80u0zbhQxjUIdg7H9z7pA7a0igZ6nJ0QIaGpvDBset9F2Yiae5jVRROVrWXcuzP2fUU3nRrVuKrmzC8er6f4fYBPTMFL83/66RyfBmh48UN/Xgst6L4f2N0DygG7TtcM8w7eXw5l1R2F3peIv4hn07OT0jZ3zvXwEyx112he1QgfUKsEKnGIRlTpxms/TSJCTn2ZlDZJLD9QlIiMR5JkQLcIKlWvZ+y/9FM+moFb52DC/hK+/xGxr+w4CXvrAdd+jiq8NjqbwpRO8bkKywC0sr7SkGza3cKQamKYE0UrJCOIKg1ZWBFwJ2YbRDfn69PqEdVj3ulyPLZr/Ht16gZfSaJRODMMXIlBKnZebxtDCnyDlZVTNqwko9poCIMwqLkzXu19bXRo8XdY6o4TV0r+2gFDp6oOC05B50HnAk4xziRJHS78fxu943xWJ33VgyD6c1721QG50uvR1gGmm7/BB2L7OLibusowN+N0SN33PfYyreVrOpGxZungylALlYj5GiSi3NW6x2Y+at5fOl3Ph7Ht9ZKezBSR/a8UoXVL19owVh4tiKg/fHi6B6B6kjtrhbhWZf28C74BQlCUSnpJ2iURkA7h3g1sbOwdKxWB3ZQl2I7mL6iGybsaZfn7PdsGDATwdlxG6nAh2z7gpS760DF1Sh0y2L7BW1Ye+Ba9c63IBBVd7Ntq5MRxGQ+vXT03D9sXUqCsdh6bh+B847jYe59pPHDGbvLZBC4LxMnOfJiqCmQEqmUCcxTwH30hCb19KUXLP3vChkL1brcNVxTL843gh6ffParsTo4uTuxWHxDWtvVyDylTNrHxsgpYScAilFbuvKr58+83Se+OHhEWShE6B1K1pkAiZur1f+/PML1zXz6+cXruXK1gpFs+Wpj4y4wzq60/vdgFCfyl1Y2fcw6uyM/qJBFK/09cBttNjPP/70nn/66T2Pp4X/6Xc/8NPDAykKs3gSgapXIPtavysC6VJxv7wOsYFb7p5kMEgE2RWvXW1fk+y1OH3OfC46v9LgWvIJUk/7a7VSNLMnWPTl3XnO1CE/i8TvlOj3Cv44xLtzIGPr7ntH33yg/+5K2mNE0nraqY1bL4Ldyl4PlRtU3ftddz2/y4dvpxDge/ZTuDPwulDdk/x7PKH2ND6xyxNf4LX5xLbmikPNpfJ8actCAHP9jGelb/AeQ5iSeGDTyvWHMHLrvihs1aCfXrjaueR7AFc8ndIqb8NuJfQblG7l9BV0WOi90G34N4eN3N/TR6Z5UAzG2HTLflBgjwpOUwrRib+sQfzRlGQIcuhWloy1PCg5DlZPa7LzRg26310p7O0EbWIsvhNIAeZkVbznJfJwnkgh8LgsPC2LKeQ5kiajakgqRN+1GgwjzKWwvV68ane1QrVcyKPO4StL7OAdDJqq8Z+/1K3L/sPxp2PvrgQOee3Dw+rrYB9W/24bI0FIc2KerWPW6+VKLZnt3cIff5hAZitEiM3TwhIiZ1QDr7cr//E/f+Lzy5XP1wsv+XU0AKqHksVdcDKw5VHnwkGIHiBZEUUiBE9sKFWR5jGf5D2iI6SknObE//pPf+D/9n/9tzwsMz+9e+Lj44Pvvd4ysn9PT/7ucYFG1F6Pe6exhicxUrqRndodDoryACf3/++XMiAHZXL0mmTUZLRaLFMR7vYYR9bXo2zd9edXRK6P+bgYM5jsb7Irhv1Nhx0NbRRlMhZeZxMGS7kuXv/URKgSTDmUzsLQjeIe6/sfQSn047BLjzc2htRl0pBNfSQPRs8I0h5f/8rRN74t3X3xdMsiuCAb5xDL0uiWyG7Jyc6I2AWO2KLo1mMPDWjnxPjqvXcNf9T094VpxzKdo4LoP52Kg/4oPVC6B4l3N3u0//HrYmyOu8ydsT90H9MxCX3sdw+vf/74c7SK+tgZ+rF7LnH8yF0bxoAQ+gBHIyWT6vGS2vPH2wgw/7dvCPnit7czM94xtI/cKZH9yZeHeUsWSK2193SIlIOnI6G5cIruEQpbaVzXzPW2sW7e9EnroT6Fu0cZ/+u46LcyTg6f2Nf04Vx9DXlGTwxG2HaeZ94/nDkvM+d5YgoHWMdTrbtSGIIeM6aSePxtDFRf13uSp3aFe/AwDo6CJ3zvd/iFcewYcp+T8b4xFL532j5qO0R8gIbeyI+da+7tKvOz9nMcFMfBjoI3AeBh4B3fL4f9PgpvZQ8qi9ACzhrb3lzx1xTW3//4jkph17ZjbLs53xd180p295WuKFGaEW3FMKqcewgie9pWH/Te3D72RSoQg1n20WGLKQoRg5FG/YBbOp5WvUeEvW2fOBvjENmtr1Lvq+DewZ24d+F9pws4LKDjJh6g/mH1BPErsr91LpjekbBj95beGZmmRIzRs3vMRe9CVNgbkqA4lqr7BbXDc/eahiWjOvoP2E8dbveAkAJEtwZrMD4iab0vswX8Sy2UEmlBLLjtCmRU2dpkoVFY15XnlxdeLxeeX15Yc6Ec6KAP+5u7p4cd8/XN41t+BAfv4wQjPbV7Cl3pdmF1IMQbk2gfdO/NJsd8VdiK0Ut8fi38pz+9cLkV5jnw+BiZJuF2W/n8/Cvb1vjzL8/88suFy21jq8XrByxOpD1A7ItmF4T2i/jc9ce31oQA4UCH2rNejqm48zzx/nHhNE/ElFhzRchErB/DiPeMTKVumxiM2TP5mrMD7F7xuNJ9zI6KoIMF3SNT9rXZ/34Y533UO7R38BT6qYeu1MPj8Zz7PtPDeB4NpF29HNTqETYaa6lnSfKVY/9824faPysu57yxkMuxJkJxT8FYc43VeXhpxzTob3R8J6XwxrS6szL9ddeYzZuKNLGAC1hF5Dz14KDSC+xrsQ5VQ47GHauM0heMp6AGmKfAFIMxPtKDxAJEFOPtHKXICOgec9jz/21iRDoc1BdEn2rouPi9CaqHW5V9Y4m7H7Ib58BdjYDqTsMhoQsnCMkUQIyBaZ4Nz+ZIO2BBysGR73vDesS65h0FTOOCxlz1S253SsEyjjpk0jdeVAtQlsGRD6VZXwPAWzb2ZjSd3sBzuD0Ap8nSzG63G58/f+LT52c+PV+4rZlSnW69u+tvlcJhKf21Faj9pvrcSbdIuyJwJRD2dMHj6WIU66gn7sl0odu19MFyVoU12+u5Fv6///mZf/n5lfM58dNPD5zOiU+/XfiP/+FnLq83rmvl+dXuk1ix5uViCRWjTmQXkN2CHjBRHwl1gOHwZ+FAqGdVbXZvcbdBT8vMDx/ecZonppRY10orRit/TRkJWL+ENFL2bH8hzLIHjDuyaRa0jvUx5mHXCdzVgzi/1hEpMO/mqJzd2DvOqnRlfn/+o3zZY4xvDj3Gad5KdVcNevBw1PbunUfQGqp1eCpjdg5Kt/meh70I1cNQdJFTei9zEQoWWyirszp7llSXHF83eP5+x3dQCn9ll/aFi8E7OiZyz9bp2GITw9t65kE/ekDYvqa7+Ds01ANTAR2QRn+PX8Lx4Shn9uvu5svb1IL+Ft3fuiuAvjA5vPBXhuWgL4/srGN5SU8jtJPL8b5EDkpCRqygY+A4B9QdEyZwB/14YH/szYMVZBvhLVzUW2a+gZPgsKGPMNP+e1ODFu4Mgu6pBLO6jCu/F/EYPcA4/5ej+FeH926cv9jvOhRuxyDEx79nXXEUNMeTDV19mOCvLPHjxq8N1lzp1e+XW0FFuFwzl+vKy3Ul50YpzWJnB3bT/cbli/s42s13i0/3DLNxiYf1dtD7Y46O584OZeUYKLWS3fNMk7Ud7ca+CEQRVOKeVhyhf/sO2RyWu3hNC8rulvd15zBVX5MCX5vcfcsdnul+j/17d6VwLEbsV+Ovj3V4fNj/HzDuiAHs96X9YtvBaPP3SNgZmHdjr8cYGAaarZH7vdLor3lAvC8C/XIsvsXxHZSCz9ahxNSsVWhOmt5b2DcnmGvHmhgs/5juwh4msre2E1cCPY95Sr2FHVgevW14DQfGQXfbzOK1U+YGue7KptNZ2OrHNpvHHsCCsTJcyj77DAvE1sHBGnHTcixeV1Sdi+L4//6b7eKOsYbRVSpYFo97CikZlQCuLJCd2hu/z1oN7uk0AgrWS2XE+w/K42Blfe0H3RsJtSiGlUqfE+/RjPW+FVWapn2TqSULCDasffNbM/gOS/lqEfH7C1bhqcZOe7eLj8bCUUDrLk8PcnBYzWZA7DBiGLTWNjFHqvAu6nq70h5cNVltsJq9p6f49gUsVIXrpqwFrtvGy20jRbheb3x6ubJt2TOCdNggFN2hxy5cD/Eq7WtjrAwOe0xd17r3qkdrWlGnj9Fm7UtbgM/Pr2ippBj49MsL//70sxeMhUFL0pVCjIHTMjNN1ov8cV6YYjRvPLkXG2xtitjjnLzwLApT2Pds6Er53oUYOlC70TC8tsP7+4i7V200NT7R3XA5nrAPXB8/T1jp43vPeKqjDsnm1+CeMRX+uJd5jsRY/4K2f6fHYMAQkHGO1pXNUXT4GldldODrlC5vbNFvdXx7pSCw8/rvi7k1p/MdN2q5wkZNbYVYYXgQoH0zjlTIbnXYY0pCclhlSraYDR4Y0WQQw9W7myqunEot9tjElcI+iX0xylGSR9ugwYPehxvza9QdtvTZFlVnAdVRESvgTWH2jX3MJDnSUYwitF7w4zGS6I29k29W21sWdC5Fh8cysog8k6i6tnA0aF/lfjN7YLmP+cHq93vqUGrE+mRbMpZ7BVhwuLVGFYYyto1mhV4WIzIlpv73Whn1CH2TG2xjY2GNbfp62jfxG10w5vv49y4vurUq9EIqgy7C7l6OhRWOSrZWbxDDgJgUfEyrK4QON/SCrkBTuG59Dgp5u1BrQbXQ6oq2al/Z14PKAKGP1naHM4cR0u//DTldf6UbN6PY66DAuuBpNLQqn3Ph9fMFsMLK1mzdR2F43pMrhXlKvH//jvP5xJwmPjw+sEwTU4TzbMR/s9c4xBA5zRMPJ+cvSoE2OcVJlMGTJT17cKx7t8rbHv/Z9wUDChD1dHSvDTIlcRSaPjY+KDrGlL3Xh1vhXSn0/CRVr652JVuHEO8Gk3lKHTjcK/J9D/UJGS/IHltQ3Evv3yk+J309tVFYZzxTe734t/YXvmOg+aiiu6A6OL+yb+6j0TBed00M+6S+tQ7vPuMn6m60L7Hx+eCvmJDSsYF21O4Aosib73BIxlP079z88V393nosXQ9/7+XO0u9VxknGU18CO0oh473yBiqSoXgPyvctJvDV47BT3s7TX/19/2h3AHsBXBegQ/j29/XzjPtleIE7ZNM/o8M7iMn77PoEfFk+5ud/cwv3MMJ+p1+9fdmvoStTPSzCPfAMO7T0ZmTuLkDfPOLrXV0ZGyxWve/C3Sb4mkC5u7P+1/tVbU6Efv0e744v5/boEVbtws8oFrqgs7icVT/HGqhNmdaMhkCpSoqRUhtTNCMrBphSJTclhuiplaYUtimQi3lncxKmZMogRnWlvHv8+1Xex3buTcz9GX2PjQ25f34fzrGr7TX/wJANb75nsIZ0+TCMo36WfU6gm253NuLdk/F3lbuVYltcdsXFjg7s7/kvz/Df4/h+dQpyMEbdymzNUyh7PFcEkhLcQnQKepd3NiBNLNsBdBCo7YZdpyhQ7vB/F6ydhta4qhqo9UTorQuteC2MwR/Nb8IevL2z3u/iHwI9TbUvMsU8CV9IPavqiOl2C8nkUHjjHdBXy/i1UzR0uoDYYQFtNC17lgqW/dPaXg3blYoFA+Puqnp/gw6TvP1/wDkDajOqkeidwqYYOHnl8jwJS3LBEGASa9IyRYMWYgjMc2RJ0RIACEQ1anJRgzNUlXfvn0hTYhUh/SXaGI76lIMQfqvTDseuUI9/7MpKEelpskZKF6Lz7stYbvt8SE9kCO4NyWGdOOMl0BtCWcqkxXQaDWkFaRXRQowbIsUufhRV7AaLMZia5Dkslf1eHaTeVUcXaOr7bH+lp1j3jnEHhNON2IO14+s3RGVKdoaekScCGozBlFp5vl641o0owufXF6+RMY+9GwexU5+EyOTK/TxHzrOxyr57OvPu6UyKgcfTxMNiXu/DaWEZ9NruweH7++08YtCOjaUD0cqwWO7Vya7g6ffVm8O3g2Jwb3dAnS4nStuLyboyLeLNwFDzGkaSRx9jMd3vXz9EWZ+ADkn73reaBnHus0jDe1cT/Hv/R6hT2JX5rgX7zfmEjHifY47gAjnu8MexdL83ChlW592PfWHfIHiBzLEIyyS0l+tX2HpBHMFy+ukWqz+XHuCVweHetX0nuettDvdDhiDrm1Gqa4SDZSgubACHhdwZ7crzMG4mIPYq5s4dY2+pQ/l0CoMOa+wBtR0f79QdVevo2nbnoR1c+N621E5h35HEKlyjGFR3dqWQUmD2HsVT7MRlakWDDgPNU2SeJ1MKGpzLSqFVowMH3j09MM2J51yM32ZE3w5W2t+wN4aOPb5XhpNAiE47EYI1ZJGd7NA+ttt8vbG7YgZG9UEZeL36q4MLx9aQaEPaBi0jVELIVtXa16vogI6HWeq3e2cj3OkQPSTUOFzZDa/jHI7gqPr62A2Z7iH1qmT1L4uhF9dh8bMOZflotFbIawXPrrJp8YsdbdY8/tKHw1NsH5bEwykxpchPP/3A7378yDxFfnxa+Pg4MafIRxXe0an144DkRntev9++K+68Jnu1+9m7ch9z33uDqM+Xrz0RjsW0HU6yglod3lPnleppsyJQPQMmArHLtKOsw99/Nz/7xAZXnEECLTTX+RbA3xWDp4nfWdff5vj+3Ed+Q93iu2MWhH2DdQE1LP59kwi7JecvffEVY9wO7vHQ8Ieg8D6+evzkl88P1BYmVI4lOfvf7y/EHX3fVNYQ/PjeXdkg/d59o9oovbFzdstvh412wXHM6DnCYL76R2vGozwJXXEez8l+TZ3HqY+fiIyK8+gMpzGIezwdProLufUrP8BABzjGH82oCghtBNKt7uJAmnaw2t+EFf7Lx+FyjjNtY9H59g+bts/P+IpeyChuOXdBvGt4GZ+R8Vlckd7zb+3nvNvfen9LR332dmndv8EGxKbrYHH0a+rL4m4c5O40A5792hd9RbHu3D/73rKv9PoPp6PZsXP7vMXtbG2u28bltpJrZI5KlGoV1gglV2IMPJ4n5skUw+Qsu8Zg8LVL7etYTfiHN+uwr7nD3hiKrv9F7xMqOrpg8c5e2b832dmLRMWpFXpMQw7ry8er23rjOjzeGYTQvZM+luxj+72P79hPQQ4LSJ2uwoNzKTq1bi8O8l0ve2u6ngXQuvBkF2KO3HS2YLfW/GsrtlDVYZDWrQDGYu0yoPdX0/5c+wIKoGEY+X3fBbE+D7DrlTtBd/gO9SBqn+TxPoceTJ4cm4V8TWn1WEJwIe/BOYUu5rvQ72Mt0vmOQFIvSuusq4rGMBZhGBlbuxVp59wFQM/UigITvYevZZiM4i5vohIkjsIm3AXGy5ziwW1Wn8QowW2AwjwXJMAyJ5YUWbyQMITqXPs+3v163+6dvgHfLkNcALgXl6v1Ng4hosHXYVe+XaIeiN+6ItbWWyn273BlF/ZGRerCz5SHDi/0GNvqvZP9kof90ZsjtYMC73/XbpAHu8nQFGmusIg0sYiZjJiFCxxfv6GnfnbvwbP9NBwYWA9G83g8yldf2zZCR2WyGyHePHAEkM0IMirwRuPXz8+83m7EEPjTHFlmF/4hksR4s373wyPvHk4sc+Lj+wdOi3kT704TU4xj3AQQ74UtYjTb1go17PvouA5ao9aNqtmTTRq1lfGaYp7Oli0pItfKNec9UcMhAAk7wWFKeye5vibQDk3va0V9tQRPcgjBUh5DCCPuZJmYddemfUz7AvmGuuK7xhT6DY5899ZsIUsYyiCmniLYdbi31etekysAs4J2iT5cZw6aeTz6IHbSK2Uoh4GjcrSy+hf16zaB5l87NsAdxumfMaUhQymob9ydlfcwm469dl5+kzi7UlA9nt+edasZFwy73LrPDuqKoVe9hu6R4Cm/d5zfXgMeDpAcR6Wwz+MgLBSYXMx36opOrxFCGJTUlkPWXfaDpzDuqN8IBI8xoThjqDJPiSkEphCoqruA0f3e7+SR7E/fTA3723arkGZU3BGcYtquNfWgszZkl2rjPMENF5ujwD4/1jjmCDH0hIQ9Qd3O0ezrR71k7LJVTXWipsCGV6ddoYi7am47+RVYb4SEARnVDZZ22El+fjeqrHCx+5Q6UjuHHHozjm8t87dlO8dPyD7Bd14hCk2rwbaXjL6oL4Ew+pdoVrQo59PEv/3jD/zw4YGH88I/lMq7xzMPi60JZtc9buCYQjBPU0IkpcUs+S+MK6jSQKyfdlOLF5TWIVhb5NUprGtVtlJY19Wq9NVSrcGMiehG0KSz84gdbl6dgPDoAYBD5Q6NddZcNaXQWk9J3TOjDlbnN1UI8B09hbuNe/xjt/wPQk7kbn/76/ti64unwxVd6HU4fgjLg0U2FusQlmbhCLbBVTpkc6g2PlzjfuEyruPON6erhK4U9vtVv8cxoeP1HS7a87T3nXQfg3T7Yk+Pvx8r6TeH8/n7a4eN+6UnKuxzAMeg/w737LdofSZcKWi3+3Vch/3sLrl5JNa4pGrz6malVKFU2cfEG5b0+Ett1TpRHSDGEGT0ivjKjRyn5m/bM+rj1QN77r43bYNO5c4C6OM/xvs+MH9csR0GsBTg3nvAite+luXSobDjbfUQ2lGQ9Jvs39KVa/JWp4qwueLo9tL9/0e2It8BY53f4+934bHDXf7VsRwf/Mqb+x44KrXjRxUvauzyz/5VVdZSuKxW7Pfp5Uquje00MQXIORm99zwZJp8mpnkhxMg0n0jTyYLUul9cT/ekNiRkRIrvddlrelpfC97qVK1K3zLHLE5X1Rof9cJzkWB1Be6Z9epzxbK3Orx2lO09pcV6tbQRN9OuEAab63GQv7FG4DsphT1uwHi0YrPO3wMxmZCIoxx/Xzw9q0hVCS3QQrfKwoA8YrJsGMCDwT6x9Q09Lg6hH1gwu6RV8ACPfVft1Zaiwys58uOY9b2f563i6wpe1aCtIAENXbjsCqTnx4eOzeMWv5/LhEyHmLrlxX5N0M1IF6L+pXdCjf0efdHZIO6WXv9+G9vDNXaRovtPUCVU423crdxOsdBoQNFGqEpVIWbDeGMItDaRaxk3oxIOBHi2MxsNFaNZiE7DXVQPNvlf1w13crqP2fH1ITB1CGtRpbaAYpZ2C9E3rQwl3hUnMNof7V9kEtzYaM39X/NGzlYd2MhY0ZgO7/WYJGcW9OH6D9DUuM8Rr7GxDtqIIfA4J84pkVV53pS1Vl84DnuqIp2Mr5kQEld+RDt5E8+VHwbQf2lw3z7fh4Fu2NLjHPjYHN9oxzBCgo4uiZpAg9CC8tt147UYd9k///KZGIX3DzP/5ndPPJ4nfvrwkX/3j//Iw3xmeXjiw4ePpDSR0sw8n1ymdO9N2baVbduotbC1QNGAlozm7PCuW/ZO17LVQm3KmjOX2zraoNZWUJQpJZZpdmod0F5AimdJiu+lKG/u3M1PRwOkqO0FZUBUreTdoNDG0PT//+8p7Jbv0eLu1t/+w5230K2y/RyeOTE2prNvOtFXTKZckC4se9tGHa0+GbpbRrcqwXsOILtCwIrcRjZROGySDt14SuMxVXWQ4HXJeXf79/czgq4jRuC5/n3xHBXLwVPolzAupXsHvvH+tQCs24Y7rNXPdaTO6Eqhe2H9ev2UgzFAnUJcPb7Wv0S70HNOFzVYKNdCqJnYvEJEJ3u7uCppjZqLcSGJZQVJsKrsTvIX6mEM/8rGOFq4+mYcvrB2FVQsNblhrKRmtbrn0Kd/uFP7OUyYhXvNJDh5oCmGUjJb3mzUY6XHtt7K3a7DB0pwuNj+Nhk/NgaepEgS5TwFHk+JrSqrZop7P7RD7AD3IGhQ94TaTiLJ+AvDE/qa0b8vtkPVyGFrvNXId0bum2M4xxzW8rBQ7PyvW0ay91IuG9oqH94tqK68e5iROPFPBCTNpNMD56ePzNNMjKYYLK01kVIyaOdyQeWKlEKaNkIubk8F7/d+8A5qM9JNVw5bsd4erRVKy3RoJwYhaqS1iDZLa+6d/cQ5wcLXFu7IMut0Fm5YDPioQu9w93Yhf0PF8H1oLoYf7EIwGI7eS+ZDdGbPbi2LA7AeRZUAUrt7GYZ5EUKPRZgwHfCR2GePwllRq7rFgpkhCD1HOAz70ztHuXmz10KbkrnHTg8CswtU/6wZgnLnKSAdUtmhI1NsLohFBo8RcKcUjo9y2EVy+L1nVanqnQ67Pw7C3d8z4Kj+41kdve7D7q/PIQM+ElXjuemUJF2kHCTJkZNJxVx3xOCjIwjS/AZrrWi1toXRrS3FipmmFEm1juK4Mc6HVXb/5PBrF8SHzbRPpStkev1HGF6fHN4ndIXbZ6/XewhwrPjunkLbN/ObKPhR8MtBWPgyufviHqtBDT6TZpbnaU4sc2CeIr/78MjHhxNrqcSXCy/rRinKda3kEcgWfwz7l3TKBXrMYa94uB+jN0c3QPr7v6Zt/8ZDhx6Qw9z4c8d6tUdWxCyQpsq6FVIQtmz5/BKSKYJptp80M03LiHHFEGmtEWOy1GNtowdJO1C7ixi9TW+/O5iSQyTERHTZ0TmO5mliTpOt0ZiYvNYlSiDS0Y84CAOBHcr1QKjiLApgAWcsIWYUTv7No/n3Ob4LfNRx4Z5pk2JgWSbO55kQhXmJ1rNXOhe9i2Pzdb3QrWtVc4nRnsccdoE2IB7thQOUYvQENDX3uFlBUcB6nlqQzl0MHMpACNoQb5jepI2GHd1aA9gD5DuU1d/T77vDjKpG460d1vGNsGdcuRDtl6IdmQfzknYjyr67f/5eIVjtRLfm/tpxXxs89MwRSuqFgENAdEvG39swl9/d3+Aa4YhlR2EQpUGltA3AXHdjPaJqN5iUzoQWQmDShRhN1czLxMPDQkaJr4EolaaHcT4M+tFJO1qp/T1D3gpuzXmNQohESUSJRIkkt8YPn7ZR8Ke96A2gtTziB7UW8rYZlYcWG6iDuLVrlBHXsrocs1B7g5h9PQvLNHGaZgC2W2VbG1ECP314x08/PPB4mvm//OOP/NOP77isK//+X/6FX5+feb5k/sOfX/n8mi3krD3LTBFvTm7tPW1dtyF8fXX8q3Jdh2T7bzFadT/N2Iv9BfHHRqa31A3JxqRq5bfnC6+XwMePmRYWwvzEdH7H+fE9y7wwzydOy4MZJGpj2zxWVWslSGCeJkpKCMo8zxYraBUtQmnFsgubIDTiBPOixMlba4oxJS8pcZ4SUYzfaUmTyTFnjhVM3vUeG513yzx2u9/q2U+twdYqLRdEsPatjiR8UdT6DY/vFmhWdCx0cTggHQqeYnSl4JH8njXTi6UGc6I3sTYre3fT4FBsFpSeGRJDGLxDJmh7SqQ9CgHR3jPXTGVzvcUpb+9tqX50dLcHis0iDsPqtg/txQd9zMEAAGm6SURBVHcmBN4qBe4hm4O307+lO/131tvuLPj3eF64Wy89mN5Hfj/X1w4ZD45o0Q3gkVg3rOPd6uxxlsHJchC4fXNH6dWeQFNP+ZNBxKZ0pdDvzdgmg0ZCaMNDSSkyTXGkvY7v+ldk19AzB6XQR9E+71cqwTKGJLqXcO8p3CmEbs37mMQOiGsHJR2LrsWqyLUy8jZ9XL5YRYdc+t0b7J6a9Uo+zRMotAwZJUjg4XTi47t3vH9Y+Dd/+JH/+fcfebleKPmVOWSmIPz51wuvblCMvO0eyHBjol+P/bwZLPjrAzzcL/4LBsi/fgxj56DZu0LQw1UJIC4jmirXNbOJsc8iiZBmYlqY5hPTsrAsD5xOD1YQViutGG9VSjdijGhrwztoMZBiJLnsKVoJRFNUngMcghKnhrTgNToW31pS5OQ9teeQmD0ltq/9IEa3Hj27MsTeAAs6gXxtDcneZa1Y8WDrhvRugv6fHuP/2uO7N9npiiH6RIRoSsE8hSPXzU5Zoc3hUXUrqx2Cu3J/7vEdwXHh3jWqGQzVnE7aLAAZG+DLoOXhDwdB35vcDKjFPZNe7dyvq3/wzroPjLS/8Tfp8BMHT6cLtd1Ktyf/igj00/bahL/5eOt9yP1r94Kxv+kgvXj7VO7/94Xdb1JcEPbKZbPD+nf0Xs/RC9fscUqJeZ6YUh6MpiNwqbtQg3tPYVyH7N3ocMPDDIpITLNXzQZSnOzvLpAGaaCfMIRosQ4xyy96nnxPAYWezdPGZ0zAd7bREVX113rdiRs9rX+Pw6oiPCwLj6cTKIR2o24rKUVUhVIsZbJ7zfM08+H9e4iBtNz4fBNOpyuvt8rPnzbWbe/j9sUY9dHX4xLQoUn/tRW1r89/5U1/7bPdOeColPYZFcKgshkps+z00q+3lX/5y1/M+g+B3/30EzEmSiyUUggSqDlbvKoV8nojbyulZErOpsBrOXRpwwyDYDBsCMGILyNMamy/MViv6iCwxMCcen1F8MpkBvxpiuCQcu+xMotj7SWwhlI1S0+vwRI5euLJWwjp/6xr9jce3zUltUNIMQrTlFhOBhEsJ2P5NMspDMsT2ZvZ9PJybcJIroBhpQzBAzgDMmOTdpbPEIxtVUEL9P44eyC3H7vl2l3/LrB7cxsRI/GKTsURREfQbghEtXvuG7AdFl7fAEMZ9HsOO9p+l5oyPjXcjn0T+dfZGPi59P6Tdx7G4X8bwvvdfJecK/fv7TYxMBY3sivCgyFq0Iwkvy6vMD0E3gTQEEdFNQ7XRYlMcSaIFSA9PJzRANetjkIhYK/N4JAHdFAK3doWAiFOhieHSJrPxDQTQmSaz4QwmYfiIeVaNsr2an1+W6UW43NYlhPn2T+XJpZpBpRalBIaNeDr1dabOGtNCoGn5cQpTdaXYE6WcRZ8zYgeqjm88CrNxCA8LCeeTgu1wX8Kz7Ty7GMlXK+FJSZUAynOPJ4n/t2/OVFoPL9e+PDxz3x+eeWf//LC//7//Gd+LdfRGL71uRwenoy9dBTJ6pM6XvmagvivVQZ369DnTZrF83wSe/wmyg4ntw4DIWTnr//zb5/43/8f/3eezmdu28Y//PEfCCGCBkRNseZ1tYY1tfD6+pnL5ZlaCrfrK9vtStXqhbSuqEP0+VBiMuqbmJRpmlFgisIyOalfEJaOcsCITgbx6hXx9R5kKIWePlybJweHZiwg1SCn5C1PQ4ymZJx+RdT2j345A3/X47vTXIhL/G4NmcdwUApuCY48cAEN2qFZak/VU950wdut8m55Q08DtQ+0nrLcMF7zQwC1wwr3QMOb83Xv4OgpBM8XP+DxRxE6TuCaf3zXQSkc3zaEer+CcRkHBfFWWXRdcLDsd2XwNWu+K6K/dTfv19Sv7OgZ9Dm1f3vB3c6f1DOz4vAUg1cOE60CGlWn3m57AZxb5Cmlwd0/oJ0D7nEcDdV9BmGH+EIIBFcKcVpI00IIiTQ9ENM0zmfQmxp9tDrvTbUMkGlu9DhS7EkOgMZAxGDN7q1x8BSiCHOILMmCnNOSiMkqz0IweMngBlNLc5pYpoUogceTeQq1Kr+eVqY0jdhRLc0ror1oMAbm5Ywk68S35pXzEtm2yjIFIsYI0DWoSm9rI2OshufcJ1HfrpP/RoH0tSU3vIX7c++FecFZYDsv0P7O67ry86+/cnl95dPnz2xbppRKCYUai7W3zJmcV2qt5G2jeEpqLZlas9UtDL4q+99gRDf4euaG9xWfkgX4Q4A5CJNDmqFDqXQl7wrioBRC7EV6PfXdjEaTUx7DcONpT3o4CKCjW/yNju+qFI7cN8H7C8e4u1e7tQt9YuzQg8DVgzDYXfu7keoVpOyVhDoCvjYJRhNs+HZr3Z0e+RQWKOyNBg7w0KCHlr26uAu6O6k7rknu8Izuvvf3DjJA+3q71/2TX1jqY2H052+hnJHldfj1oBr6+O4Cfh9nJxI/fFDHfB0wrf0+OnPtnaLbBY1op9notDB93GRkYxzpNFoP+Gu0wCiBXOFyq7xcC5e1kotS2pHmHHf3eyAvOdupkNJMipMbIRMSEyEk5vlMTIt/d0I0oJ5Cqh4wDnHCc4QxRtmGxIVKRDWSZEHlPObHlm/w99qoLVMipcBpmvjh3SOPy2IEfJN5ChbYNe9IXJGYlaloKzQJ1JaM9kAtKL0scVS83tbKbSq83jLP62bNbGikGpHaOKUZTo0fnjL/9vcfeZhnXtfML5fV6Ky1Ugan/30m0dt9tq8l3uzT+2PokrsP3C/hffneK5u+vMaqFnwP2jWqdA92LE1qrVyuN0qp/OXXX/n3/+k/8fnlhQ8PT3x894EYAnVbKdtKq5WX189crs/UWrndXtm2m1c0G5twVWVtjYrBh1sxrN9YX73QVaHTtRwPQzPabmD4tUav1jZiP6WF4DLIhqh4yqs9NtZSKVXJrVK00ah7LJJDcsk3Or6PUuiCTzoNQg80965h9nw/umCzQWhtd1u74DFB35w+Yi9WExh0AvaeXTG0JmjPRda901spbRS24fCMxL1COgSIEedWcaUQ2K3FLrgP1nO/i2M3J3UrlIMgRLqlffAehrUtBx3gFvpIKXzrRNy5O37/B++J8SX2rMM9EhGJrmB7GiV9/bngd8dYFHrwlB4LsOvS1u4+JigqAdzy78qgB2hH+0Z6y/eOsZpaaWrskNcCv71mPj1vfHot3HIjVx3KXcFz0hdCiCynE8vpTIiRZXliWZ5AhOqKxrJOFlKcaLWRbyutFHLd2G5Xctmsqc+0MIUTrTWCVzVJCGSNiAYiD0zhg1l1afI4w4aECa0YNfT5zNPDwnmZ+afffeT945ldCQu1VrZimUu1meVqWUtqvDwilBoo1RRNSvD0MFFr43YrvFw2ggq/vFz588uFOQY+lIlziog2Pixn3s0LExPS4OVy40+/vvD/+s+/8HrbuGyFl3UzA+kQh9pnotsGeliDvm56KnX/+3ExdoMNF/VyMFLYDz1g5UOJHJaxirpArENTSK8W9g/mnPnlcyUG4f/9H/4jj+cH3j098g8//o5/+4c/MsVkTd9robbKy+UzL7dXWqus2WILSu+VYJGhtSlFddBfqCopCifnaEsON95fu9Wo1N4+tllthSCkEBwyDUzVICFFKU4Tn1vjmjdKbWxVuWQlF7iWQm7FuaIckZDAl+1F/77H96lofvPLyNbpRWu9ihk4WtF3bu04dBdcyJ3GHGib+fBDCHdv/tj6rhONteE17JWmYD0dgCHwj7xAwe9hr24+3t7X/OP92u8Hxt99sJi+FrQ7egxfNb7uXIvd8pN7J2W38O7OcD++wzE/YmHHBhCHOxlAke7+g9K5H/dsnU4bvENMu4dwzLCwlFdzqxviPPaQs7Lm5tYtg668Gw7GN2QeQkoz03wixsRyeuR0egcuXKuaZzelmRQSVQpVqsMHYumKpZqiDIkQA0gz38eVufH1C0qkyeSKLiEhQawge7B2ipHTNHGeJ86nmcfz7HNoKdWlFoTeeEdBi1F5VCdcU0Y/jO6NpORzoWbM5NxYc+WWC6rBUrB9D6UQgMjDMvPh6cycAtetcJoTuVS22tjTjoUvAlF9TvX4G8jdmnmzhvs6dMXwr++H/rndKxlr7rAeFUZPh+MFCjJoKwrwerny66ffyHnjnGZ+eHxiniakVqRZ3OC63ritN2qr5JLJNfucOM6PsjVMKWDMqJY5GWgHTP9taZ/inexc0Pcuh7tU8+LUakzATY0xoRPg1VqNf6liP15Ep9o7v307JfD2+M4xhS5wduF7cBbt8c5icStUvlwQ3TrtrRuP1GEiu4LYYSMjH+veQyntQIvLfUvVbg11/LpbtIJDFQec+q5LlH/rQa6343UflMAdzYUrFhE9VD4ejjsrq/cv7u72YewO1tr+5zdKoCu0faCsqtc/LwP8cTep71e3TkYSowJeu7HLk25d2rw17frEhPyoo2qWN3/0K4AReCsNbnkjN+XTy8blpqyb0NrMPL9DQhmFSiLBrPrpjITANC9MHgyel0em+QEIhGSYvza1QHJdKXnj+vqJbb16sVkmRAv+jhTVEJ27xtZYw/LUW9so+eLpiZv1IMiKVGOAnSTx7uHEjx+fmKdIimLcT12pqXE8NamoNHQ8WmvTQYsg1vOiB/Rj9N4gWtlq5paF58uVXz5fOKVAKBN5jmMfAKw5W6wmCo/nmT/++I53jyd++XyhlMZKoVRlK3UI/X3NyY4c9tkSZ4wacy53rx1NOj3shXGMj+hxu3/ljdzbiAzd7M9dOfiX3vLGL58/cdtunJaJd08LyzQ5T5dZ7i/XC1ef71wzpdo992wmg4/MUxjd6FBKCqDJFK0WglSnjveWojDqIICBUAgQah2ZSFMsDh12iaWUolw269ew5sarw6Sv18JaKrlUS+H+H4fmgt1699+0T4P0HO5eO/w1ZfFmlfhi6mRr3V2rninyxXe33brudBfadBCuMbwI9wJCVyeuiTrM4fGD4NWKncen02yMGAHqVBBuNffrhb2Bz8HDCCIjnhJ6RfPbHTQ2Aa74uvfTuPeUuPv9Xk/cj2Pf+F0g9b+JLwlxoW3j5eyReDJg96hkn6vOmbQ3QxenMzd4qHold0UoTYDoyqZXNIuLW2HLlU8vN25r5uWy8vm1cbkKjYXz6cQJmE9nHh7fE2MypTCfvWey0BupxLQQ44ThvxEkUPLG5+sr18tntu3Ky6c/cbu9uGdxJsbksa440qO7kVDb5qR+jVZvbNViXXNsSKxoboQCqUYWSfz47ol//P1HW0ZaqXXz4LUbKa5kNCiqpiBaOEI10KSZ4HJzeZqMv79i8IfExs+fX5lOidMUKHnmaYk2kmowkK0b8xzePy78u3/8kVwqp3/5jevrxkXhtVbW4nvC3eHhLEqPte1GW+8xYGvI9m8QIfV9g62BPT3aFcdw2/HkDFs/tj/6Hjp+guMitu87LHEZrrtwWW/8889/Zp4SEhrzAss8MQUT3NqU27pyWzfU4wjVez5Ube4ZKDe32vueA2Pr1TqRosF5tU3O02YxoHFdQwnKvudcHgxDssPiZpmRi3C9CqUIt015vmZyqXx62biurhiqXZ9RsB/H5O9/fP8mO4e7kbvHv3aXbxXDPvJfa4ixv2Zn3qt9+/uPwWWPQnzx1W8Fs9z/yOGxP+8f8wKh41W/vQOhb7h7+EQ8VgFH62inHjA4qDf1+FJhfsXI6jrUn7zxGu48N//boMrcQZ39bMeBOijwu3PvjweGHYeDuvfReysw2qCamWCQUW5mMd1yZcvW37eppX3FaPnG03RmXh5IKXnR0tlcfPa5D2FiT4ndEwZba5SSqSVT6kYtqwfEF0JQQuhpxrtB4DOwd+7TRtPsI+T/qkIzFWRFS9bkHjdeWj14pkBnTe29Fjp/FX0djED+Yc/4kjO4wnl5cuW2FtDAmsWUlO5Kwc7n9AsxcJqTsQpMiSkGphAJ0kkjAe/voXpPud63hQ5Fs6+FHvTfRfxxhb2JHXx1ge5r5+06/tpxv/q70q6seaNp5ZZX1ryCNFqAFk0WbDVTWvG4TRvwUOmxnKbkUiidQcGvLYiSk+cViRKlVycfM/H6nXoyjdN2ozp6VgQPWg/OL0wZbDmQC2xZ2XIjl0opzVvqdln1zZ0E4HtWNN9p991atqCteBvKg7C7w411LMhOdmcWhlWN2uYoe5DHzA4bwE7epWaVdjqIPtDj+45ur/jnDUCmVaWKM0yiYyEMnQCjME3p1rIrG9XBkzK+pwscYOd76qlrb5uW+8Icwb4e0BVvTvN1GEldiRx3z33K32G7tr4M2uE91RatujIayiu68DI71zJngvHPiD1qmEGFrBM5L1jO+ETQGQiG/0sCZOClTY2zvtRGLoVLhU0nWjoxP56QpfrA2fgYTHT2grIJleTScofmaq2UXEwJ5EIthZIzl8+fWC8X0MLTfOZpSqQpsDxMpGSFSzHd6G1IvbSdKBtRbmap50DZLMe5qXJTtQymrZgSUeG2bTxfXnz99znsddvizKQWI2tAC06z0quPfUaqE/X1qQzSjGHYK6iua+HX55XzEjhPXo1LV4FdTFs1eW3NodPGFIUfPz7xcC60X698vhigYd6rrcfTKbLMvXLbUnNbwyCNaqulNN1pp9Vz7seyk7v9r6P6+83xNWn3xZsORooeRISftwt0pbHmlWu50EIiByV5skpuleIZX8VXeVP1rDbLNLpttg5V9/4htxC4Xrx40hWuzX3zIkeYp4lpSogEpmQkfEbIt/dcSMmCzrUJW7XHvDUul5WcG6UU1m2ltsLFYx/qLXU799UuC77N8f2a7PTjgKV3yoveiB4YePQw4LsxK7tQFHF8jYpqsdhCtQpGE/gyFEO3WPdg6e41DDktMopljhZNa/1yPbPpGO9wRdbrE4KaG7srH3wn2P1Iz5gww81TMt/kMN/BUft1jKZEelASdxuCvWBKuvDv97dbPN0o03FmECKi0d6hBSjDej2IIXrGjDXkEQuotWLXJQlhRgloOIE+ApEtT2x5orUAuqDthBCYpokppXFdijU4uawX1m2ltcZaE1ULGmF+D7PuawZx7iH3GoyaxHDazlCpqpRyZVtvtFq4vDyzXi/UUtguF8p6Y5kiH98/cD4l4tSYz5WQTDA2udpaqtA2DCOWjMqGolyzUl/N6q9Zsfo2BS1YNpdwud347VmdW8mEhaWtJVvfavDQCFyGfY32lagVaqkDmgjiSiEKcbL193LLZL3ysAQe5oT4HEX3WJqyp11rQz2bakqB3//4jlyUaxbkl5s7KkJyOvt3jzPvniaEnbCwVuV2K2SnZriVRnEjq3oajxl8h4Xc78el+SjsH1vqEAd7+9rdKQ47tO8Hf19pzVJIVbjmK5f8SiERQyGG6t6Pdh46CgZZVoVbaaYYauO2FlecUIuNndugAGzrxu16NRZVD/QDPDw+8PhwNm/stLCcZmKMnM8nlmWxqvNZSclakr5eA1sWti3z+nIhbxtoQXUDrbzeroMyxRSRyZk2ZNm3UQ3fFz56i170DWAms8sgub/Xt/c+FogefmD3MvzQLhwP2kV3KKZr2w73jC/qisEFahfy2uy11kxZBNwj6N5EEELbv68rpc62eJDP/1WDtdcvmsekR/PoeLN/w5/eKoTx9OBlHFNox8tt55vqRNnNU3pVg2XeyOSvTajMWK1BomqymoOWaC0iBGjRfgD1ZLvalNKs+U5zuKhpNMXpmtf0Qc8CM2Vgy+UoNfxHrZdGLYVaMyVv5HxDa0Vr9qwDE1zJc8i7amnWkgzucs4Bqhkk2qyCXfod7PMkwSujRRzaKaOrmF+ygWkhesqlj/Ux+eBOMbiC1t3DHJa8e2+tKbk0SsJpn3V0EmxuAHVGgCPwHYLVUlhWU9wNtTGaDoHN5nm0AhotS8v6dDdKVYoWG4fWLI40FteXa9U83C8Xp7795a8t8696D7sF1ZoZRq1ZLMao6M2QPH6m24zd6KrNKENKVUqp5GL3WIrv8bbHCte1cL1lK4YrjXWzc4eYiXEywy5YDCtGJcQKoRBCRCVQFUoVthLZSiBXM4qKVkT3jnlfyLQvBurbHN+tTqE/cbTtzvc7Bmj2mz6kvYljdxxqBlRISWgteCwhDlpnbXsXpaYyzj+wuaEk9EsMCBmXpq17L0qt5q20ZnCSBPuOWk1ixNhZUrtQ6rpKD+vYKx6HcJa9a7FA0EDTMJTknqHkurIrsN4ZqnoXqe75HK0t/77haOr+fNw/gFbn+gHw7BcVSk3UlmgtsG0nSkkuMhN48xCwDZjSzLw8EGJCNaI6o4htsGpKtFaoNQNwKxvdbbK2qJ5WuG3UUg4JBM0mPDlfTPf0fAxbPeC5w3iqoJVWK7fXZ15ffqPVTL59pm2viCqn2AinRpRMvW5cVqvBkFghODNvqGPsg2eexdSYJssMiu8CDw9y1KeoKnmDkm3yb1tj+8vN14M9pilxejqTpkRMQlqCyQ81zidb53HQuUtsA++PKRKXwJYbL9fC67VYHKYp61qZk/EzzfNk9RgxGSFcU7fkMQnXbM6RhMhMqcr7hwsPi2VaNa2UtREUTvPCj+/feaZN9cI6LPW1wboVfn2+ctsyORdebyulVq8E7+vxILj7NHUP9sBqeDDZxrg6WrMPcj+He4wDxsUMMK0GZa1r5fU1k7NyWhJymj1GZKy4tH0f1Va5XF54vdwopXG9rmzFM8Wq7buupsE8t4Yp3Zgip9ChIQGtaGvkVc34EOF6vSCxtxuO3jHSYmEhJKI0PrzfTHEp0BKqiUDl8jzRqiBSgTyIPb+ldvhudQrSXcKjNYdwzIH/+m2a8OjkeEGtw5o0aElIam3wROIopjH4yKsHfZFYKuIeS6iuFGSsrH45rox0X4xmbZk1UKNY2qJ7DSWpC4xOe9CDk3KgkcbvwVVB8IJrcdxXu1Jo3qcYpwXfYSXjhNoXhKpaF6hSvjJex2NPIz1mJu2KsYJbeuo7rGlg3Ra2PFNK4nJ5Yl0XlECThGIEYClZZe6ynJD0jiTpEK+BUjO5rlYEVAslW9bH1irZ4z8dtLVQkQVI+7WqKpJ8PsSqnbWvl85CqrpTj6gat1U1ptLr6zPPv/1Mqxmpn6G+EoOwLIlTirSq5Eux5uzqCkytcDEmcaQnMC+m8E8PQlqEkISHKTDNLgwmQ4Rag9dn4XqBvDV++fnK8/PmMFRFm7KcZz4WOJ0X5iXymOYD/Xqv/I4ELEAusSLB+kgskljCxJYrn19Xni8rpcJ1U9ZcWGbjy5mXhRgCpzQRJRpm7vxhNKOEByXFiSkt1Kq8f3rmYYmIVq4rbFslIZznhR8/fGBKwnlW5tSF4wRELteVf/7LJ14vNy7rRnzGFERp3G6W3TM8zMPSlLEy2xs0QPcH4X7Nsjv1e+xbRt8CVNGiNFG2W+XlZWOeFZiZ5weIgShW1d5EzVKhUurK66Xy6bebxbMuN7at7yv7ok5tslshCv63pTOgirhBAlvNbKvtg+zVyv0eVJRlnvnx4zsezgvLSfjwITAvYgqhTWgLtFz49c8TZRPzUHtiAt/2+PZK4WtuoB8jkeMggN/e8Cjm2u3cIeQ6fbN2t9w9hf6oKmjAmtQfddGXV4LhnDpWngVZ+3UeYBV1Y0ssdjGazOwp+wz65aNSkOG0WrDosBF2Pp++6CzOEt0CidFIsUAJtdKCBQpbVQjdsjrUL/THg/u5Bzp3a2zcjAviztrYNFBKoJRIrZHaIk2jewqT95wIqFcJN43usQWvzrUYSCnWvao1Kwqrtbirbvncaq4cNMvDCGo/Y8zHeHoiwsHqHDlbAkZm1VsYdprkQi0rrW6gmRia9XeIwmmOnKdIK0osShET6NENSAkYd3+AlAJTCsZzk8SeR+O/mdyDmSZTIq1BnoQ2AWqU3yl6bYQaDNSb5ojfY8lmHQbB1qoYncLUqUFHXAyHoQIxeLcvZwLudqxl4ycqk0NuxgaLWgJwpzn3LyeFYNAZBqEl73UShNHbIeAV6CEwxa4UApbVFWm1cZ6tOhyULc+kKOTciFI8CHuM6+2rsmnzdbTTfECnizjsdr1fs91i34Guw072PWU9CiBUqC1SdYJm140mtDVKqWzF16mvVVuv3lv8eH61zRyEkY4uIj4ucV+n3cDtsLG64sN7PmvPJqpe61CdwltIwWRQr+/pS2AnJPw+xzdXCruX0AfLfrzyHIBalI5E7sEmy9Po1kKHR1rz/qhqJfBIM06igw7tWP9wQbGOaiNy75Z/U08KU+z7VWhkNwbcW6AL3f799rxj2s2zXQxecpeWTv99L7yCx0BkPPoCc5bFZT4xR2tCfl4eOZ8eiCGyzCemeTF3tnO01MrtdiXnjVwLl9uFXIwK+Javnk/fx7VvOBvjptXpA/AAsgn1223itk6oRkp7pOkJJaIyI0sihkRKj4Qw2Ti2XjPRuNxebRyKN5lpzXB8bzjTG5+jUMUoLGyU3Xty8H7gzX0sYyLNMylNpj+8AHEKyhJt3q/Xn7m8/gu1Zi7XlctltXHaXoi8kpLwh/cnPj7+xBQD7x+M7VQVtDQ8uYeeGTNiVUBv9ARqHmK0348d64ITO2oQlkchz0Zr/W45cfupuAC0dScB4mRK5nYr/PLPF3I2y0K8vuLp6YEPH99ZxopvihiE5SRMU0CScp6EpwW2KmxtYtOEhgee9ffM5QNnGtO0McVG0sYSyg4TOvV8io0pWn3PuxP88DgzB6Hkymsz71qqEFsgaeAcAg/eDCtg2WYnmVl++oGcK1ULpd1QrZSmbF4LVHqxqCq1mDBuqmytsfXBL4oUzwSqldwMglq3jezpvHl1z1+gittvA4Gw8e2FgWsOvNwiqSZkeiIuvzcyRMyiL2Xjt9+eeXn5hVIyLy9XVs9Us0B7Mv/Gzz9NkdMpEmPg4bzw/t2ZFCNTMPpsQ0N3GjxprjRVuZXCViu5Zj7dXrjmK6c58eP7yOPZ2gbMCMGD2lqs+lprBjJCNqvzCJV+Q3fhOwWapctYOjRgOLPdZQm7VeBPfGP6htTd6u1Kga6BQxvEa9G/Q6sJlw41iIjVysmOhSvaiRE5BnXa8EIOlqge/JRmRXf253Cgw+huQc9rt8XRUy8NEuotPdu4t+6WSghMcSHIRIoTD8s7Pjz+QEoTD6cnTsujXWkzzLLUwuX6wrrdWLcVrb9Au9HqjVKu5NI5iuzexIvOFKVppmj2qVkQidQW+PQ88/y8oJogniGcCTGwnCfSHIlx5nR6IKWT8QU5yVhrlXwz4Z+3lfV2pdVqPPbbZgrYLSVEkHiCODPIBIMrXcfzbdzda4pCmibmyWCO7OtnnoSnGSKNut54vv1n8nbl5fOFXz6/oq1xSo1zaixx4vcfH/mffv+BOSXePz5yXhaHbPZior0V6k5XUFohF6sIrsUz3JoVPhUvlgzRaDEAzueAnszLzO905Ls3cRqFWljXK6Vk8rXw65+feXnO7oWZoP3p94E0PzHPY1kSA7yfhBSiYf1T4HGBVITXPCF1psUHLu1HYv09NWx8kM9IXElaOWNjpZ4AoAhTXJmiKdCnRXl/nogIL6+reQrVvNpYjcn4FBKPyQsDHSLVmPgwP4AGUmrMSyZGS7EtnjG4lsptzbSmbFtmvWVqU661cnEYUTZFskGPly1zK4VcK8+XwHXdKFm5tUZxSosNHYzJXSlYlpX9ZcuB11sk1kRaHpnWHy0V2r2SnC/8+ZfMr7/8impF24Zl35knlKLH+9xiX+bA0zkyTYEfPp74hz98YJkn5gCn6GtWewJFIOpC0JmmxmF0a5VbvvH/+wS/XRunKfDxXeTp1Gt5TNNpVbQUMz5rAS0gBaHtscYRA/w2x/fNPjpARRawNQspNqM4sPd0C+2vKIXaRvqlpUW6GPesCzps1KtGPVuoV9ruj7v3sVdrDkd3eDjAISbu16E6lEvHOO7xevVsh2BuqEfAm2eoH61PAcu910CQZMyeaWKaTszTiZQm5unEMp0ABtdLKNkFlN1fijMpVufT2QP5qk7/oUqnqmiqQ1XgzJ6tRlQt8IgkJM5IsHapO1ttd4stA6eTfjVXUubBFC/UMj6XHjDumR52ElPk6vEAC+QdEgDEhY5j7VorTfJYMx2OydqoVFq+EbQQqP5jAfMpCkuKLFNijoHJYRCjqWbgwDvNiPl2R4gtipUpdFbW4UCwOxPHmzvChb3ZSn9b41DOJ6aEDLbxxebBERGl5kwedTiFKMJtDlznYEq4VqriP+qtQC3baV1XJi1cJiUiTJ4gkDyILcHy5yuF5PlWvbCte629VKJUKwgLkqjFCCVHoiB9v7jna2bS2DtRzMiKWFvWKkoUb64lSkFYcAgsmrDu61tEmQLUORJJ1AhTU2pUNm28lkJuFj+wWo8dmgLzzFpriPNZlZIJokgrSKvkcoVWiG6QhtShpbE17zyFeQrW/S8ZrLt3Tujv7RbpQTQog1Sv5Gp1CFkpWyOrcLtV6xqM+N60uoXSgrXmdIbW1npcs9/jt3UVvrlSGPh2F8Zq+c7bunG93ohRaDUQU7fqxyfNZepWfRdoB76jDgGhnnLXK0VrVwpC7SmOzYjVSlUPOlvgz1ILPYsmCFN0q15ktEqs6jgf5p5Wnxxx5TK0yJi0bsG0w+MxzYyRNRGmmZjOpJB4WH7g49MfmeeFH97/yMf3P5Fi4uH0xHl5ABh0HqUW5vmRdVu53S7UCnN8JYWJ2/VKo9liLButGUOk1XEAkqzAjECtD9T2CCRE3vP49A6RxLQ8EqczTSu53ig1gzY2rtS8WTreulGrVQeveXPul0LNm7WlzJmyZVAlpEhIZgmLKlKLK1OTugbb2MBYD+8T8zQZR83rZ7Zei1LNar+WG79tL4gWorwyhcwUTYhwNhbLDw8LHx4WlinyYTkzE4gNyIXi2HQMgfZmkxmxmffndoVndQ/VMk8GNmzwprSKJY50sjSh5+zbe5VcsjNuujWrkdOU+P3vTrx/Z03np/lkTKyl8PrpzzRV1lJZayMIvD4u/Pq4ALDWylZgq/C6Zl5vlbU1+PN/5OXlV+Y58dv7M6clMcvCY3hHksDDInx8FKYEJw20VqBlNE7MSyRrIy4BnQMlKL+8PvMf/gUeTxNz+MApWd/jKTI8826AlBLYihcR0tzytiSDrWw+rhHahKhwEmUOJiTCVI0qRJV3U6A0oyuvj8nmQgNUgzZ/u9z493/5xPN1Za3Ky6iTaE4dodSWyeuVVgq38DNTMwC7bM/U7RWhck4Xnn4wWpPz+YF5jgZvVgY9Tm/kJE7xb3Bv4nK1jK9TMDQugCVKeKpzoVJ1I9fGzy9XPl9vrFvm50/PvFxWQhD+NN9IcVetiGWPpWScXi8vGy8XyDmwFU+eMQsYRong3//4PtxHw0NwC70pORfWdfPm7JFUu7XmQTgvTsMVQrd2TfhX9w7aoAA4ppsaPbYNYhtKQcnZUki16WjBJ4JZKQ4lJIlewo7nOJtSqL7pS9vvZ3g1imfuKHQWxW4xULFJt1RAC+fKCEZPMRBYiDJzmt7x9PAjy3zi/eNPfHjqSuGR03IGMIu8FkothDAzTyspLtxuK6LGtZ/CTGSjto1SCrXa45azxVHCIyEklEQpC7mcQSbO5/ecTh8JMbGcH5mWhVIyn18aOZsnUHSlilBLZVuz0U+XzHW9GWVAq6gL0Zat5SHAFMJIs7RxK4zMs9GztpvrgTnOnOYTeb3yen0lrzdXbvZYrs+szz+jNfPhXeTHjxYArknQ2VIxf3p64Md3j0wx8jgvTOpwX660zhDaYRA1r8qcv+ZBUPXAuXumtafKWpC0N7eUKKOafbRY7O9RyzzathulFiASZEYkMqfEx/cLtVqHudPDIxICf/nLb3z+9RPrlnnNjdfNlM/tsvDy6tlKaSakmVzhuhVumxGvNW1ML78Rl0d+y38knCaWMPGU3jGFiR8eFTkp52heSNKrWcYhkabI1CphCmgSCsrn64X4S+bpvPD7dzPbo3WEk6aHniVm8DSdKJxoJEQrwdsb1ubKHDWepJgIGE9S76EepCA9C05BNRBEiWEiiiIhkeIDIUz8y68vXK43pFZecuO1uGxBRwOe2jzbrVY2+cytAdpYL39mu/7ClAJ/+N0DH96dmOfIhw9nHs4G95QitOrB6uIp1QqlMxZoY93cY3YDMmJKITTzWlYqK4WtVP7862d+fr6Qt8qnT1eulw0T682yoKDnlzBNEw/nMzFGttUywVoVajE55oKHbxlY+I7wkQ7F0HyDlVJRFazVbU/ltOdGWdz7bhpU1Bdgc4urE8INhaM2IW0Ibh1KocMsAzZS9iAnMrDDIL1AyDIvujWrDhEdM5b9NH53fqm4YhhxiD557lU4PCIdulFLP7Sf6D/hzh11CWPX6i6LqDjHTiBKJEry/rDJ893Nxe08TwajmaKUkJBwQpiI6QGVB0Qmo4uwK92t/lr3dqbmhiHgmRomXOt4/Z6gD0+nBbz628Pu4/4H+DDe32ellDoC1XlbyflGq5lSbqgWajYs3PLC7d66w9YbpqMOt3kAfPMitdYsc+eYPkxfQz4Cfb21kS1i8Eyp9p6qOpQCDitZ5tbuMQxPwbOtSjWfpIWdMrt7SNphJsUrXxOIkqWy+tc0VdatWmJFq4RWKU2GwYJXmbcKlEzJN1sfCYqcCCrkqlyLC88IIVrXuVVOtHRGa4JwHYqyVlizMk+QmcnxkRYEiYIGsT3aiuHyIVE50YiITojOQKNJpeBKQQ2CsjVcCc3GImhx6ghjq1UtiCgpuDcfjJAwBKW0TAzKnIRZhcXCdmSPUyqG0PZiJdGKSEZEmWchMjMlYZonYrJufKpi3kbD6n+a9pIX+5v2nhxmxKpDqgXIeMOcms3gUOWmcGtCrpVrzmylkL3drGXnvhHoA7M2L1Xu5FsXBF3SfDvoCL5zTKG71LVUbreN19eVGIVSAjHtzWqkg3LDU9C7AdqVwjFVtD/33qfq6ZX+HN1dQvFgkyijCXfs6WVh7yEcvF9yccuoW4K9Y1In69bxb1dGu7zo3kQb9xCDC2axgNQsT8xhZuKB1GZimwglWPAtNpRCqyvgaXyO54cWmZioMjPHMyU2lliY4pkp9taDRolcKuQ6AcKUPhDTPyBhYUkfiekHQMjeiKS2Rl0r5ECrjW3dqNmyjWrNhnM3vQ+6lrJnc2EeX0oTEicAa4UZkwfcfY4V87w8D7RTVLSmvL4+c31V8nbh+vnPlPVKKZtBAq0QqUxqOHErkFehBYGGNVJH0FpZbytZBN1u3DzdsnfC8gmiK+59q+1xpm7x04W+JydY8VL3bgrqxXVNdx6g3qejtsatbBaYFgFxIj1164+ANFhzJQRlOiV++uM7amucL5n5daMUZb0VfnveUKyoTUKlIRS17nG0QMsOMdZK00qIMyxPLE8NphOfg9CS1VWc5sB5+WAZXOFMfnpHnVZYlMiLFXXdxEjaWuQ3/sgPp/+FGK1FaowBbRktr2jbLDbm1CNKRPH+EbW5Z96ot0+U6y/2ue2C5ldw4j4Z45VprZiC70rBU7SDBNatcpoKP74TlgwywVaV16vw6TVaKmoL7s004mllnizL7/zhxGk+I0GYp8lbvMItW8czWoWyItWCvaWYQZV15qoPVE2QTsj8HgmRQmOjIdq4XX9jfX6ltMJrXrmUjdIalzVzsyIYiMq8eF8OLF7VYzCIGgW7bLY2VOmNxFRhp/rpUMW3Ob4rIV6HjmpVtq2w3jbnh987r+2l/opl+fSB6RlDuj/viqDLYHXBrYE2XD3LqRc3ycQ9hEgPjFlQMwYheVyht86LfbbabskF1CuPwSzJ/p2uHExzjFhKj0VxuF6zKoNxBulMlIUkJyIzQROhJaQKFJt8lULPVO75+6gX8pFIMpHCxBQXUpj9Z0KI1GIVtrUFaotAZOJMiB8I6cxy+pHl9BOq8Hr9jXx7Npgod6hO7Xk17y7n7IpBR61BPUAsInsILoTgjdflTmCEYBQRCkhpY333/gXaCrfbFa2Zsr5ye/1M2S6UvLFeL7RaWJIQvaisNaHmNuiep9AhocaWs6EcRcmhxxH2avGjpzKmSjx9uK8pPbyA03PIjgM39ip4K7voysTXuzbWthcw9ZRXA1AmhEBtINWqiFOKzKezre20UhG23FhvlddbNcVkVY9Wu5BM6So2TzRBWqG1jEgg1ExZHhBptCzkm1n6c3tgkQcvnltgOaOyQvqZQHLPRLihMEUuvOc6/QMxRuI823e2lSaf0HojRIiTxcsbC41HlOg4jEGLeVNy+Q2tUNaVevvsSsG9RDVSuFLLCFZ3D95JUmyOU2Ce7D4yFltpBV41GCMpbvwFJVBI6cY0Rd69f+L9+wcEodbg0HJl21ZqKUgrxHIjtM30Q7E53LRx04WqEVkmJD0hMlGpVDGX4nl75uU1U8rG5/WFl+3iWXdmRASFRSLT5KSIoj31xOOa4nKveGC5y0yXJ65AvqE+AP67UGfbMQJu0oxfRHXgu2O7evMX9WKS7uK3O0VwcKb2fTygm479dyCnQxRDAByEQseCu6FfxRZWdUjKUt6MkMprrsZ7uyA4Kr/xJbJ7D4oTW5n/7JkRlSCZLW+s64q2xjUEIhBDJE8TWzIfWTvUoIyWgbdtZcuFLVsaX/UCMrvGYJxDMjNNJ5DEND+R5jMhnpAQnT7Yh88LpnotRGtGEtZqD/K3wxgdXdsv3Vobeo+vDAhUOxK2x2b83doK2qrFTLYbrW6UfKOUbVi/fcAHN33PlnGiMJG9SKs2S1U2QaIeQ1JK3WFK7RN0fJA960QPC0x8I4/PdYSvewzdc/SxaQ5H7X87Hp0ttC+Snn1jJWhhKFlhmkyZznNknqOtRSI9hTXGHsS3/HpTroEwWbOhaV4IycYqBKdV8XVaS6WJEqoa262TH6YYQIPxAXkM7rbeeLm8kNLM4vE3i6ElkHnUISDqStPyreiCrQktnuH0I9R1rBlthVYyWrIVTmqzLnnq7MS4Mvd0ZRGIvgbWJlS1ZAEdBUo+KeweaWtWS5RLY13r8EjVGRFqMcYDGpRs/Fyd7LCpklWsdkIzwhXhE4REpVHEFN56vbrRVHflDHvRoK+nkW7S11WHzI8b5/h69w++sTLox3dTCiK70O1uWd4s9zZvlZ6ffk8drWMzt+Oukrszc1fx1wUwPbWwdzcFCfHugmyT9yreHkyydHnTynaeUpVcPPe8BLbqQtmtQMW8n64Yaj32fN6XQ7+BGhotNmKopLCxxAs5ZSZJTARSSrymxGlKlumRjPdeJBCSNaBHAupN5bey8en1mXXbeL1duW0bW8lsRcllphSYzx85Pf6BGBfmh5+YH/+ASCIXYfXMkNoUxDhEct7YnLG0ZO8o5ZZvj/G0kRq8B/kOft5QItBzvq32wOmibDRGbV2llhtaC7Vs3F4/UfKNWjby7YVWt2E1QSDExLRMpChIDBSNTm1evHbFlGbwDRlVXajAUTx3mNFizrYegjk2jMjHUBbOxdoVSvc2utdAX3sHhdhMNBZMeLmU8PeE3UvyAi+jha9IzXR88+nd4nEh++5alXWbyNl4fKZlJk4JCdaFzqC6iXl5JHiHuvm8eJEdRqChQsuNW1lBzACZsBqGFCcel4kc4LqulJwp242ff/4zzGeW8wMff/9PPLwzKo7AIyE8UGuhrBbrMe8wA8U9d6vdScsfmB/+aDj/5c9w/RNaVtbPfybnXzyW5TVM2owp17O8+qhZtb+vpSZk5z/LrdDUvFhDACw611qgZJM7zy9GTW3wsMFRqFI8+aBVWNeJUi0t1DzmbsReXbm/oPzJlI3uSS41r5R8Q9Uqo0ONLvwtEC8ujfIdIaBZHyI7fD6Ef+3cv6ZIjojIWxPj73n8d/MUrHjNrGU1YHlYf8emHtAzirrrffAmZNeyb5tddF9hbFHpIv5gnfmOt/d15SC7xGp2lh7Ma2rZRxbM6vnDYUAp9rsriLbj0P2EwyAIxnOkXj26rRtalfV64zpfzDsIwi2YgJpiJHmBW5oXQpqN9iEtSIhspXBbN7a8seXshGRWEdpqpLWJIA8syw/EdGY6fWQ+PYFEynWjeAVyUzxAvTcbsYY0bqW7MIFu5etdcJbunfltNu3/2a6SEf85QDZqlhStoWWjlY2aN/L6am0ya6bklVaLy9M9QBxj9FiU0DpEqGIBS6zLmzhpXqQRepHkwUXZ7VAZfbiDWEtN6S69W6WCpy/7POqYUIePRt+M44joiDPsBqC48SJjs5tw6RlRHuFEmSdrhqNNOZ8T65YsZRIjHxzc/VNCQiQuCyFOxDSznJ5IaUFicKXR6zIMfapVPfjZmGMkOJQbQ2RKxoO0roBaTOD18kL8/CunUpjf/0R88G5rYmRzRTNrNqEeRBGnq64SqZgQP8Unpsd3rlyjKdR8pV5ubDx7QDd52jnkansP2RO697iU7T2apQA32ogf7jNjH+xO5rpairEZW5BiF+hmyOUCly2Qi3j2ke1z0Yq0jGBj0crqRaR2jTtc3Fy+CdL2qv3Qs9O822S/NhNBe5JNpwMxg0lNLsJx8bx98nc/vqNScJw+RFt00apUDUPMI2ujtY736kFzetYCTknhbHJH7+Dg5d8NehjWnxfNBCuu6fVCvSzLAlxm/Utfef791V3U7qzsSuSY/WRKwxQYY3H22IPfCeCKg+aeR2bzTJrrGpmv0bhmxFoIChYAj96/Ic0LaZoQiYTpRIgTuRWu65WtFFbvbVzUKodPj4FUldPDD0zzO2JaQCbDSqnkXGz8W6Nk60ZWqwep896rorlSFrXMKD14Ct2j6+O43zGG8+OWUHAW2lGA2KBljEO+ovWGtgy6IVgfXAu+CYFgcxiMjG9ZIjGJwUcdJhjWfvA1MKwGNARUOoLbYaC+jmQYG2Pew/58UJb0ZlAeIwkShrfQb3oUBDpmpmP9HTaxn1tVDLLpvTbM3/JlZwSIMq7H6DSmKVoToK0rLWc1rQ4JlYJ/kphvRhYZA6VtiBfuNffGi0aKR9ekJUSTpRQHIS5nNATClpHVjaCSqeuVGhNtW2l5M2Ht81q3K9vlEyWvxJTMgDGOb0L0fdo22vpiFvPtle1ypZXN6hLiO5CCNiukbFrRdkPJLvR3KNK8JhPkeC1BNT1jXmnyHw9CtBZG0kAuFujfYh38UVaZb7Drlo0c0fb12LV7oFdkUGMbV5X3zW7VM8G8oPAAc3d4UXeXZ0iEvmQHqjCM4sNekvGRb44jfVdPIYbEFGeWNPOwPPHu/Eipldf6Sm0bAL33l/hGEukCF3ALMahtxtEqUN3BUvX9bh6ICKRgfCUxBJZpJiWvWvTZUm1WfauNqpBbrzJWQrTFbt6AbV5LRXRHQntcQU1x1O5m7rGJWvcMqYENhopW63BluFUjxkAuV27bxQLd7AFbcTdYghhkMkVimJiXJ9K0WHZL3cjNmrlftkZpkTA/8cPjeyTMxOmJNP0AIbGWyvVmgv52u7FercPTdlvZ3P1fV+NVwqtquxewN7Fp7j30e7MqBCvWsvmWEAnJq3RTJDgVRN0yZTVagZpfqOWK0EhhJVCgVoJeSRQ0KkkESEwp8XA6eeWtMiUTiibUXb2LCc1hdckBsvF6iCMO2at3j8oELN1yeKWeWSRRDIIUBoPtOJufslUxr9YMWDr9ulVRuwJyosMOPRjsuBdl4tTK9j1hdPWbl8i5zQa95sa2KarVFHytECIRq1cIwRS8ESkKGswqNwK3yVJzRWh+z3WaqfNsEOEcmD/+QMgbMRe4XIBGub2yfk5ILWyvn8nL2RIGogWDb6+feP7zf2S7vTKf3/Pw4Y8GZ82YxxIE8ivb+ivaKtfPv3D9/KsbHAs6/6PFlOSVGi3RoNZP1Hr18bHmBj3N1xgNuhFmqaRhdhK/aF5A759cs819Lpt3Z9MhaM2bO6ZT795ocD4q27dDktm8KAiWDt4U1u1GXtdRYFvLofd5t1rGN/bfdoRD+nzLvi534h1fw/2D31AvfFel0NPKzD012l4hE0bA6mBZi09C19Y6TuJtKHstQJ+yPsM6Bq23uozOLzTFSIoeV3BYo1bM7XSPpA0BDiNrUS1PSenFSUd4oHsy7DGufm2645HoDiTtJLhQpLDJSqi9j4JXU3eLEbd41e5lLlZkFOPEqQlTsc2xaqGoEYmVZpDXPM8sDx+J6YSEByQ+AYG13qzxTLVU0lIyzb2DbTUoyTwIKyYyLvcGYoLf7sctfT1kTfjUdeqRQTUsMjyFXieitVgxWt4o+UqQRogbIdjGDxSaVFfQNhLTFFmW3uawIlLu5l7g0NoV31h9xzEyhN7Ch7uHEFwniJuY/t09zhWC5TDLMQbRF4KvG18rtgCCjRuWiWVxLG9KRDCYSywnvZoG8RVl1CPHOAeYkZKSbYoYLRHD9oxZuFbvWWkiRG1kGrGaAVUJqEANCY3VvJzAUH6dWFK6V7Is5p327naKeQrbjTbNtLyZpxAM9iIoZXtlu/7Genk2pff4kRaiUcL7sGoptHLxHhcXtqt1ewvzA5LO1s+jdWRgQ+VqHe96SnoT84xKp7nxNOFuiETzoKz41IdOxL14U6brtnsePXvQwSeC4Eyx3io49jazbhh0g0GNfdZSy62CnjISVKnK8BSCOOwq9+pgl/DuNQ4vwgXBwQkF3ckiv62j8H3ho+6Kd0GdggVLY3fFu7DVLkt6fwIvB9LdQrO5ljfj5tkawbInQgw8nE4s02Rt8eaFOTnnf7VFlktl3TYrJDpYiyEmYppMsOCFYAo5V3Kxgq7NBWcTS2tr3iQjiAeGMBlybNJh160eyPSNIpaTULVQ6mrYL7sXZNIsjOBg1ECIjcqNVBwaiRENiZCsJaMGIaQH4vSOECZqi+Qtow1utyvX28XoRm7esrJVct6oJdtmq5YJZIuxCysrBBt8VH1xNmes9Xf1IrUQIjEkT/FtSFutelVvBK6IVMKUmaJ1Mpsng/haFbY4UUuvgLZZTimRnLpaHFMZ+UMu/O+IDA97a8hWDntN9tPb63oQ+IfP3C0yW2c99DQW7IARD4V+PudD4QwF6d9rVoZf966szC4yIL3WHZrrgeaus6LVt40CzQ5BGWFaQzVg1HROh93LIgc06t+m5mlUrz5vTgFTm91BryuppbCtN+I0U7aVWjaqVkq7WR+G189crldu6wrzxqlkJGb0drFEBYS6vVDWz1blfb2w5ZsZPAjijKmtVVQixIXp8Xck/QFxgW3IQbM6B+faKp4QoZppbUNpQ77YQFsqtgWjnZ5ZO9B3ENIuT8JBxtgYckgzd+NvZOxZ3Y6ibNvmrVPVz+8y7+CV3Ev0/bmRRrrx1+xa7Du6VOxr7e05/v7H91MKbgGbG21W+zJNxuXuFnxzXM6M/b2fADAGZkC4Ptg9TNwfgsAyzZxna6L98d07ns5Gc/u4nJjTRHVLuNbGmjPPF2MVlRiRZInW0zQzLcuOhXtQ63Zbud5u1Fq53m7cbqsHdXu/ANf/boH03tPiG1P6InFPQIJJBsXiGVoz0o7snRjG2hwnb4JkQUIibkKMhZhmTk8fSfHEtJx59/4n0nyitkBuE02F2/XG8+uFUiu36wuvl2fnL7qRNw+a5eyL2ovUnAW0NxgygdTLbszqxQnVtBmlQYiJEIy7xYj9Zof8VkRXaJWozzR5RaSRpkyMlRDgtJgl3JqS1zgEiUeAYFhTbl01C4qL9M3dLWuzpq3Pxr5uRqyKbuB3QwUs539XCMHffydAxaFAM6wt8bwrhC4kalcO/i298dKbiu5+jmP8zAwQxpirQlYoDkFZq0lx+m1hWjwBYrO8dwuK61AorVVTRmFnNQ3++a5AOmRS80b1XsNam3UwKyYwo/dkyNuNkjOKsF5fyLdXWlkp119p+cbr7cIvz5+s8Xw6c16vZqXXV1q2ONLt+onry29oq5ZS7B5UKFckWxAgxBMSZ0KcWB4+kOYH73W8WGMn2ugCt60vXF9+odaVUm7k7QXVymBNVuuUVrO159yoBKdh6drZxsUYBcZCB6fD8f4KzXou7HQn9tyq/gt7gW0b660jDQLQu6odFcFYh+rp+SAavqDuwQ3io0f6LY/vl5J6eCLCcM96oViHILpnsE9YhwL6CYa6PJhqMn4VMNw0JaaYOM0z59OJKUQeTifmlGi1sUqk1oogrLGABiQmQlo8oDtbR7EQ7qGPhrF/hkDOhRgzoPR+ucP6xD0Dh8BEDFfGDe0xHNJTZ6FRvQGPeF6s3XuPW4z+zGprLGLFNpMkZg0giRBPTMsT8/JArlAsLEDDeOlLzmw5k/NGq8YeWXL2GEFx6gil53zbOjxYKoMi/DCp/f2WrjWEqThsFFxYiRoVsJAJbIgoKVbSZMHkabIf9bhOK92Wc+XTdPRT2E11Nw46hCV9kbEP9NHqH/b4/tbhKfhNvvU07hewHnez/74H3O/37b4mBqZ8OGc3EA5vd+tUj3YO4kEa3W94eAvqa0yajM9zmK+enCHsCkn6uhuSxq1ft9S7pdvrSYKv0VYtU6mWYh6lpw/n9UrdLmZgOKWDZcAZT1fNmbIaRLleXrm+muCe5tmMhmBWsdSKaETC7HsnEecn0uk905RYHh+81agyh0pAWW8nRJophDwRktU9dHQBlLIaGYWKOM35ngggLmOiTASJ+9D1tY6z/DZPNVdotRNr7gysvXCzp8ePmNPdZr9bHGMRjJWj4JvV/t7nZ7cU+B7H96toxrVtNYbPLd+4rZO1aawbTYvPkzXwCGKByYHFfqEU3Pf2jSmeVZRCYJknHk4LS5p4Op15Op1JIXKeZuaUqKEhGqmhgUby0oXTwnR+9Bz4heV03i08MRrsKb0QQjDYqCm9t0Et2YqvXOt3wdXlRleEJrrGGxg9BVxYtL6wBIcN9oI1MxFnCAmJE/H0A3F6YJ7PLO9/x7I8EtNM0YmWYV0LL9eVUhoX34ylFNb1Qt5uphSyNeZBO31IO8Ahuo+5ctTM9lftlnxX4sE5oryktG2Id+SKciXJFUIlzRstujUXlRhx8jPLL2+YlaXBY0lH7qVdOjvULsdEIVxC7q/7xnwLHw19dnQEBnzkAew3yuRYyNZrM8ChhNYVguw2yxEu6iOljPTq3ly+13N0sr17eGC/8Daoys2KDWLeUAyChq4Q9aAUDEJSb+UoKv43G1PrHOYDEEe98Jj/moVtSqwx2jUWC/DmvHG9PPPy+We0rLT1mVZutFKYaQZ/lo3b8yfK7eb3bOeN08y7jz+BYM2TptlvzxQO4BkWqwWJ2ye0ZCoTeSvQZmIMSErEIFQiGs4jG0hFaRSHPy0+VXKgZPFizBPGWNSo2Y0gmqWcujXX57mTGe5MDHWHCFtnvmre6VEGzNf3zMiW9HnpyrhPa3+3jP8Y939QFY6e6sEQ+bbH91EKfjOtVUrZ2LJyvb3yejV6hK2sVC1AQJxB0lpQ9v61Tqw2XN5e8eRMp6jHAIUUI0/nEx8fH5mniR+ennj/8EQMwbqaSaA2ZRKDj6ZQEE3k0ljOjzy8/0icZublxOnxcVdKwdzxX5dfmaZEztkvxywnbcV4/LVRj/hjF2QC1sYQwym7yXtYDBrUuFDGz7G2wTwB0iPEB2Q6kd79gen8nmU58/TDHzidHqm1cVsLNSuXy8avv30ibxu39cL19dkw2Hwl54tzGZlb3K39wRTa6g4b3c2lDivzgHbSGxh59Mfw4ZqxaoHGFG+c0hWRhkwFCWWsjd24d0XpnhdiG7P0wi3EYLTd7nWlesxC8v4VTiXRd+UOmexLEu6tdPqYi+xB1ztjZOhyD3ra+IwK9j4OeFyqw09jHbiwPbCu5pJ3eKIeIqbj6NleeItRF0zVcXhRCNa3XJU9I8fhTlMIAkHR4MqrGrtnStGD9uIG2MTQo0DJmfV54pYmai3kbGnK2+3Ky6e/oG1FtBDaBWkZVTiLcoqC5hvPv/wJJBKmhTg/EELk8emJp6d3hJRI00L0TkJ1vdDyFdVKqRdqvSKygisErQubrJT4QEozen4ixslqGuI7lIrWE42ZRqHUG3m7os1iJS0nSzv1rL/aCnl7YdsytEqr2RTJwegcBkmfwINttNPxQIzHTdy9ut0Ls/Ut+6O/vTO63u8v2wcDZTh4u9/r+O6EeJ3kqTbD4qpayqNZl+IlCLYbO/ywZ5QIli+MCbGDFdU3YO9klmIc2UYpxpGBFL2CsWdfxBBJIaGxMaWJZVpMKcwnlvlk7ma34ltlnmamNIFaLCRG432PzpnUseTWi7z8v5HrLla4d8Sq3y6N8btbE5Zt5eMiydzrOBPSiTCdidOZMJ2I00LV3m/BAuLbltm2jbxlirfr7JQROhhAdwqRuyvQLxfk4a52eOMwD/aCbyQpRkgjDYOMijNeViTu96x3Z94x/z7uQ/3o/c7YA3n9+e55vXnjQfHYt4j/3+Gbu890+PLN5+68+e5JjQDzfj9ysOgOeVnDiB+Vzl7r0ZXCzjJ79Ib8O+DwPjMsdiGjDvFwuJaeURe8C2Ezz9VhSN81Y5yNKJCxB0XMug/uKXujgqEMjcH2RtBKJCNaEGR0IiytUutGI5AkIMnJAB2ajSkRp5k4W62StI3aIoPwsme86QqtoKLUstp9i0G4IkZFoXSDJGKd5TCur+K0NE6F3aqNh6ddWebSsb9K7dTd7W7CvtgGbqTt47/P1zCSDqjPeKWjAohnEgl38NLx/N/DJfgrx3eEjxiboLRKLpk1B3pDEzoGKJZqF0K0eEPoHDdeNNVFRrdsJQFKTEqKzVgPY6CJUrFsg60VQhNqaEQJlNK4rZulZFbrJVudjkCicclMKTJPEyH4pkId7rAOVa32CW72I0oIh0DkWxOUY3zE4gU6skT0IDDMo2gqjoJ4jYRYAHc+fWA6/UicTpwef2R6eCKEyHV1/qNt4+X5Qs6Z2/XK9fLZ+jhvq/ckqNSaR/aVtrYvfN03RIdEhsvavT3MEld6LbDRDgTM4hStSLX2gTFm5mkjSGOSyiSG9VqhWs9WchNeGcVJxx/LTPHA8WAVtaODV3v0xa23IcmVYy/l3XPXw2MvSBon4RgTOeo7MblKT0oeSuGNgX/4+n0hdHipNZpDj6Va8WAvAqxe39AFjYzz6cCyW2GcD89wmUKAaK9vTgfSmpCrGG1LiORkNBi913AIwbLWaoQmtJCg+hxGKwo0Jb4Rg6LByCJbtM5web1yxYK9U6hEsT2UN/Pq4nwiPpyQmJApEWYjL8zlyufPxTMQxRWREmUj4J5lXYm6gQqSA1IEZKLcLiAzJZ2ptx8J8YSlf9vErZdXLs+/We+Q2yu3y7NlBeZCK1aIWYpn2LVGLTfQTK9UV2dp1IHnd8PgmPguwwvsi23Eso6e/xtv4mgADhiy27l38r8bXHu0aeyF73R8e6UwZKI6FFCJVVnzxnV1KKJX84ma244J2BhlKIYYLRNJ2QOu3eISUStZT5ZjTAxUgYKytcqtZMNPvbw958rldvPGMcGrlcXylEMwt3qaWKaZECNNrSl5FSVFS3dtMXiVqgVYg+w0CjI8xzcKwSVU703dmvHyq9NpGCDvbCdNPP3Tevcqyaiuzz/y8O6fCNPC8v4H0vmRkjdeL8/kvLKtN54/fR59CK6vr0Ywl40uolcSa9uDijosol3Qdfx6LG7fI9raUN4hVJsr0s6G2jJaLogW4rKxcCOKsjgtuQjkXnjkErd7QtUrU234DtZyL4wDs3a7cJZ9hPu4SzxwGQWsUZJ0a9h34J7Ksf8u5s4jGCbesfYjBGSLbngLgy5DwcIosiuh8QnDldsBMiq5eGzNakOqW/89r116Vo4NOB3rbjv7BYaDWywtJYvLVGlWaVwKpcJ6U7ZiSluiwbDn88QUTtZIR2yNiYBKoPkchslqidBGDBsxmuFQk3VJBGW7XsjrhRiEZbY2nttWeX0t5NJ4eB94/xiZppkwJ8JsimjNL1wvN9BKaCuxrYSgnB+E04N5KVGMpwoFKeprQ8g5UpoYQ+nyBySeCXEmTQ+IRK4vv/H8618oZeP6+szry28GGRVTDLaWemEjrlTt/MGt/45myNjIuzrovby70WGr6bCORnEbI57EYR3sxo6vM2xt6Ru3oun9++/lqXxzDfGduY+6ZbYLIMOfw9CaQs/L1jGBx0DsoKDoUuoQqB0VzrJr5KrmmXQvIwjkWsmleGVjcMbJcEfwdic4DgJTD6/pcDVdGYhN+D18cffLeF9/tPXglrpbGx1y6FQ62nv3huj1E7MR44lXq2Id2XLOh5/Ni9J6oxxvltOOnslBKPb5OazPY6DsCINo/9b+eenPncPK4wiBaspSvHjpYM93jH2cU/dzvx29g412ULb753pap/bfvxh7uf+b7K+Mcb/zJPrvx7nbLcK31/ivbtE+zgeBcFxHd4JCx6q+HwF983t/5vdh9XVmXO3xFR2xDhX1Qrnevave6cTdXO1C0PefNE8AEDQevCfM22vVCu06HNr7RFdP4xyKue/NoAgVbRvaKtJutHqzeIenXe8IoewmcsO8mVqtHoMNwgotEJoC1lSq5M1I6cpGyau3jS2mFIrdc5cRY47Hut4XztF4v18Tx88d37tPkBxeGLGDu/nTr8zx14+3e+Nv+9R/+/HtlcLXdkyf6+aFIiPDx4OGGFOk0vN/wwGH3ycGxCsOFYluiAehAmurFBS9vnLJq11HtUYX1uQnU4rhkiHMSIi0EAjLwjwv3PJKaYUYI6UVi4G0yvPzJ15fn9nKxvX6yrperUZBCz3LpYs+VVwI21JoHowcrUPHAjHt0HOdLfvG3GIJMM2JtDyQpjPzciLNCw14ef1EeflEKZnb5ZWyWaey2+VK7TxGJVvjey9GGwUxo3GMjsfBR9SFll9dp2IGBgmcNiyPvTVrPCgXBOWUGg9zIQXlnOAhGROlxVLs/q1J0d6Cs7v/iAxsnDt8fTcC5GiKS7fW9rasZrWrx5fsgscm9/dLH/ODAWJ/dAsu4KnIfsrxhLEvg1shQ7h30WImP4qRoBEc+mlt0Fl0xS8HPq49koLDpfc586jVXFWHj8IwmsSayUdLtzwzMy2RuDbW4qnGzSp5tSltEmjW5Sxg/FohGMQUY7KK3tRIwbIBnx4CUc/k3PjUrlbYpocKITU66lJNKaTJKLpPC5znzDIJ01SZY7b5WAqaOnYv0BIiSppk0JUP3iAEmCBEGgGNC0iiaqJcK01vqF6p9TdUlXW9cL189ur8G1q8m1traHVYFDNAu6cA9SDAuwXfBlfVwfyg91znzStHUX0X9jro827kqdtQ++s61v7b8x3808MX8M2P/679FAwP9Fx234TBLRSjVvAuXxpHY5pA6CxX7uL754xFGhHrLUurSKvcqne5ao26brRiNNB5q9TSiHFins+Gu6pCMJd33az9Y1cK2XP4Xy7PvF5erC/x9ZXb7epVo9ULpaxoRpCROdPpLupQEH1R+n/dI+gkcygaAvjGPc2J0+MDaXpkPp+Y5pmtZF4//8bz9dWyWG7Zi3QK+eabtxXLqugVyr3Ihi703XL1y7Ce1z0ltXW6oDsh1WssaULdvKmLrqi+AJXTY+RpnpgnYQlwjhFBKdqckROjUnbPzZSD7coe1BS1tMt9k3aF4AkHQ4n0xdTL/0xAW62HOjNHJx2TnTpG5I1SwBW6DtO7F4kNpQ1oaGO6WnAOLofaxnQ2ixOJGCXKYMfsjaI6RIQXc8Y0qtdlrOtA6BwNritULZmrWFmMM52aERKTw61qJHBNE+FauF6tT0BuStsKpTTqIkhNBDWepK4UpgmmyZM1RAnSIApPjxPneWFbC+s1c7tudK6vvo9z7jE3SMkMmdMCD1NmmZU5wSl6huDUm1dZXlplbw7UHD7sva0hQphAZlQmVJ+gzbStsl7NE87rjcvFsupay5SaGRQsPcPPCRhtjlzr0+N5phRC7NB19yb2JXb0bLtQ3uX6rsyPBMtHgX4wGe7X7Z6veviigwHSv+/Oq/v2x3dXCkdXqFtLnfpCOOJ2vchmH2B5Mzo9U2V4mZ1vvinS2mFiFK1tNL1vVcneQEYlEGohqFJqZisbKrDlmS1vxBbJpbAV4wRaV6enLtmb0xyvp1+rDGhov9uDk65vvIU3k23jEq2YziuEQ5yRMNHpNsxV70VEvaCo7q0Ym0FG1pimM5q2Ow9lhy/2QPO4ghEk84yVQ8m9fbZXjerwcqAZo2tUYtg315iHg4X09QV+3DR69/uQj28gHT0o1f0Me2DwsO32eRm/HrTK4SQyXpK/fql3h032Pt9mBYvqHrQ8mIwHv8cL0KAXSHblELwSWv1iFNB6pGQ61Ge4QEONdFJUiTkSUiVGHd4F+F7h3hiz2F0kBOdbwim88S51MVBTJEb73YggPcA+zmlz0+OAKRopXQy+FuTQQS30bKE9TkR/VDUYSXv2lA3vUcb3+iBapbnh00o2VtVerYwOqna6nOiTe5QjcpiYMfkMZ/SLyT9Y/+iuCA5/Go9y+MzYW8c3H975xZ8dFv9qdtI3Pr5DoLkLfvvVNrFZSCktxGSWcJp2AjB7bwDnHLKUVAVPU+uB5la9JwOwieHXIjAvgWkWFyZ7Nk3JxbJumpfJCNSWKZsF86qaJZvSxJZXci2EEHm9Xnl+Na6gNd9Y84qdoRAm41Kq1TIagoOoRmlgBVm2JhSkEVS5XgufPq+UXJmXyHKO3jPYq38lcHr8ifPDj0icSacfCPMHRBK3LbHWq1Fu3zZaztRcWK9GQdBqpebVFELJ5kY7bNQ6lty56DE+m5KrW3kLKc1WIxdM0LRaWW83ymaNz22MrWn6+1NgStZes3f8Os1wXqr1vUY9HRLzPHwuLBs1mq2mgxd3LBlFIdim7nCcKgQVQgtDWAxq4mGtq2PY7mF0ONKxcGO95U5YdKXe+wOb2xH2vhHHdx3gH/V7oy/V3gd8l3R2fQ5b0LCqY8AC554Z5d6tZb2loRyCWKe9xoGVNwamJfiemJxJ1dxkkV5PY30VwunKZfsZ4hW5XrnlX6lsaEgUPRHaxJKeOD99tL0XMiFsdrdlRauxFoeYLOgsgcfHE7VaQ5qX15WcyzByFJimwOPTzDwHHh4nHh4i0xSJ7sXbqEQqERqUtrJVT3hoCW2WTpo3qxiuDbatUeoN2AiSQaL7mI2UlFZXplQI0igeO+jGTw/YIoqTziKhIqGPqM99V67D+JBDmMwru7uD0T81HIRDDPGN3bNrol2wf1XGH1OpxdYHKk71LrsH6x/+xnHmb68UOtXyrvVsg8WQmNJMSsIyT0xT9xhwd9kyHVSxWqDoVaDdSlEoxdxpQzsKqoUQoFRhbjIgAfHMp1oazfl0eiFZa2psj6qUVmjaiCGxlWw02hL47fMLP//6ybiCPL4QgvD0NPP4OGMFa2XQe+NtEjuZoimFBmpVmyVnnn9bua2Fp3czaQrI1GMq1lXs4fwj73/4nwlxpoR3VHlC1Zq7l5uxnOZ1o2VjGt3Wi3MYVdSx5LJtbLeL0xPslncPWCuQ141tXREJlpmSrNtbTFZtXIDtduPy8mr0ArERgzI/JJ4+LDycIykpp2VyBVgJWDOSPYBq3x0GVGW7peOrTdWrtveAu3i1rnheurh127x4rTUd2Uqt9SySA9WAYNxE7hpYg5nAvkF137Da/JJ6QxO/tmMAmz3mc9czYkBODNPXskmEUfGtmKJxpRAck+9wigQhpkiaZjcKEoIJ/KKeoaagU0JxhtV4RsLJitSYPWU5Gk9QmmB65vwaUJ5pEgmvz1ZgFiKlnZA2I+knlsd/yzxPNF5QPqNaaFzQerFrjcHpWQIPDzOtKetauFyz5fjjnodYEdfDY+J8TpzPE6dT9N7rB4iFRNPk+7eQs5vbGhEWWoW8Qt6g1MrLy5Xbmh3iuhIiJjO8n0aKhSlVgphnnKnuVvhc4XPvSsmMy4MHyni6H30fD6/EFUJgn87Dh+RwvuFwyP7YC/zfflFffuLnuCf6FFrn4uon/sIj/jbHdwg06/2IuwXXPQhkt/rEsXcTouLs1gN0ASw43SuGe1N6cIzVBXHPvEDcmhP7vRTrNdzdSRCv8DQBUaSxbsWt5I0Qb4gErtcbt9vmAWXrvRAD5BzYNnN5S6mW5SONggvDZrVbPdBYnC+/lHYHH+0ua0RCRCRZr1or36BQKbLRmlof5tJoNbOtKzmvI8uoZxf1bKPOz38vzNQK+OiGjgtFZXDZqHd8C6IWk2hehBbMdrXUcrvfkj2db/Dk7Yrf5t9H++hX3/ngviz6Yh/YSk8o6Pi/K3LXtHunPR2Ghz1/m/11vI7DUjx+vwt/S/3cd92It9yfZj/LjgPZ0yFh3iz4fsviY9FNzp5kEd3Cl+TBa+u/rM36d5ROtqc7nIKqW7zGmaWC1clgFdLFKRx6L4zeGwAwb7JUSrYqZZsOr+ZVq4VoxfeRQ2BWx3OfWr0PwG4iS7/9o/DTw+NYj0ouuvdnbw3RYp3Xai/DsDhdiuZVxaiEaMrHoKxACW2suaOcuJ85G7RjZtCYvoOV/8VxgHyOAeTjEr67V/3yo3z50le/61iV4rXq7rn05j7y9Q9+g+ObKwWb8Do2SmdqjJ5aKdJYt8q6GcZfvT9ACJGUjObCNH7vhRyoOaIqlFIp2crW33+Yefd0RkSpam0dYbcmS1Wul8KWe36+zWYIgckzZNZb5VmfQSGlK9P0AiJcLjdeLjeDh6IMOOt2fSVF0/KGo9viCxK9VpRR2FQy3G7m3Ww5U7RZYDxCmIQ4RSQ8EOI7IPF6TbxurygXtvoruXeXKp7yVwu3yzN5u0EIxNmKk2rOrNcr1SOSQZUoQi6NbVtRVU4nYUkLCFRt4IRet5JZXz4RgrCchHk2hkldXwllY0rCQwrMU0C08vmXzLPA4zmhHw02iEF9TPpC96wldxjuhFtXzSqjKGysG3p4OWJ89RGVRGQGIkHVm9tDa5naA4xeN2Jnd1fNFVOHE8LBqwjet8DUs02WOXXqVj8uAFwZYR5oj1qYJeoAWBfY7SiExOGtrmSs7gQE0gTLgsSISqSGGQiUrORsn8mlstXqPDzqVBgNuAC33ZpVdUzf1nLOK5fX38ibpWZOEpG4ECrcnl+RcIVWqO3qrTytlgEMPjKKEmXyBlXalHULFJ3dSo6uoDEDTG3Maq3mwZdAqQ3rt+CGXDPq+W21nuDWs8MTMcrFDTYGO4AEePfeu+uJOr2RVW+bV2qGzvVqHvj+T40Lqht/IoMt90joeFcgeIz7cDAIDopERxOmXUmIx3b6Z9pBG+zJHNxb+MoOlY915E17QiTEyRCDWiwTTntt0cFD/YbHdwg0uytuDrMNRjCulRit5V7Pqa+1sq6ZWhppSpzPEJ2MqzZLkWslUjZcKRRqKcQY+PD+xMP5hIhyu1XWzb2JapWeuSiXl8ptzS5IDI6YpsTD2Xj6c86sN6v6FbkiYq0Kt1xYV+Oan6ZIms0X1baizVzb8zmyLC6ANIxV09fUdhNenwN5E4gVSd7UJAohCZKEEM+E+AHVxOUmXK8XalPWcmEtN7OyqoJvvtvrK3lbmZaZx48fmM8LrRbW9UbJGylEZld4NKVsFvdY0kzEcXZVpBW0NrZ8oWSD4FoOtMU8qbZthGrpuUucOU2Qt2aFSrlR3y+cZsOJU2zIpGPz9ipuI4obu+dgSe3j1IvObON0IyJigHD0qmlTCqp7BXnzYkAdlCl1P7crnNYzklwhBN+ZEnsabO+j7J5Oh4GG6dtFTL9eGQV0A15ADx7T7unggfqmXskuk91DWpD5EYkJSFSdAWHTynUr1KqsubB61fNOba7QNvtibbS6ob2H9bApC0VXg4MKRCIhRmo1QkRTVDdyeyGkSEyPxPTOr3cD7HxTNEsdQKtlflVtqHT6C5tPPPhrtNKM9patCqVZ7+PWlOtVubxWWsOyoZxttGw3almNQv0cWObAFAIPjwunh2Sis3fUa66w1TKfkIY6oV5vlnNnwR8Uwa4QjoZLF1VdiB/E7vDivcjSFf2+FKQ7mr52DpQxenfa/bm7GL1vA25wWOpzQsLksSWQ4FmA1dbX3bV9o+O7ZB/deVfKnUAwbNGDRM2DyBIQAj1lNcbEPM8ArDejg9aGtQyJiRgDy7xwPj8M+CBGc3llLWT2XgfGiS4elxBCsMpSMD6Vng5nQU4dLvXIxhmZIVj+n+Jpm7sGr86n0rNLZAidRlNPJQxmAU3TwrJ8IE0zyiNNZ6yQrjr9sENe3pzcuO7bqDvA87D7o0FIlnXUUC9eEtBeUOa0HBREA1EaKfh2KralfPSJYtWWTRR6APcwqXbfu1u+I0Qj4fMg8uUOVun9Jrpr3z85vAn/2I5as3ub/T89nPoIH/Sd51JbdL/GLz39MP46iPQOl9zvZ/ypK4iDldnjDX5jXwkmqiUSjLauBg+1CttW99iFr8l1LayrETbmUimuCFrnrMLXp39nD1SbTKqMjDbtXolDS2oWaVRTqhJ68yivO3Hm1JG9A1SHX0UZ1dTDGh4pYX0UBOMfsrhBqbYxSqlsuY56iVI7fOr1OMFSWY0ZGaYUvPZiz8KiC3DFV+cBwlIZc7QvjP3XkUkmh5nvLqAr7ePqOJSzHc6zZ0oSeo+VvW0u4IzAHYnYLfvjmhvkFf08I0HAvEeJHUIOdDqcvq6+dnvf4vj2geb+nwDa21Pq6G9cinK5rNxuV0KITGlxAruIkBACT4/v+P1Pv2NKE3/+02f+8+svbLWyTBPTHJnnxB9//w/8u3/zR0IQ7y+8suXMr7994uX1wkVu/FxeuV6zQxleCVwitRmhXVcAHQsQj4dICMyzLaBlmZgXC8ZO05mULKBY243WNmpRbmsjr42YAqdTICWhUSlaKNqYQmI6zcQp8u7DP/KHP/xvzPOZ59eNT8/eLzk/c729usURiXqitUreXp2uokLbCJptw+aVFkDXG229UbcNCUJJ7t62whwyBCXJDWnmtZ3SyvJgkNSlKpfNlNY5wWnGSNFUKAFiMlqErIKGwLwkplmZl3jX+nBYP755xTff3s2qDSHVKagVhtJUGLGFEISICyY59K1QV1YoUGlaXDHuHeOE4ArBN3ToFr+/KgENCQ0W1I0uJLtVONSMX9NeP3BY11hjqNa71LlAVXRnmlUhuvCqVVi3SK3CVpTrdqFWZ0n1tOGSC9u2jgIuPUBw9rVCStZNUBDifCKIsfhmr+JVDWg16lSJjThbcCtqYmax+0mW7mxxvWgQHKDOQQQG+0jxgXC+pVoaVQRJ0d7gjbFUEk3fUXVhK4Fwi4QsrNuNy231orLGtlqO7DJPnKaECEyPCzEuWDGeBYY7P5IOvitT2qoRmgXcTZltFvRWUxT3mTyuyGX3RscxMsaEgToKd7BSMxcAkUTsvVamhXk5mfAeylkHm4DBYRZzs3nrXsOeCi4hEOPktTnBIaOejmxjUuoK0b3fEVfoK/jbHd+F+6i7arbBdMeX1bJI1q1wva7W7Sw9EMPsdQvWu/k8P/DTj3/gtJxYL4F/5hlpjRQmzsvCaZn48O4DP/3wO2IMlk6aN9Z1dXwTJ+oS8lrcojkUFWk1AjDpHEtdMfuCcEI+UwTJiPKicD7NzEuitcr11ti2gtLI2RTD1GCefUOjNM1UraQgxCkwzYnzww98eP+/sCzvyPVnPr38idpWjz0YF32SM1FmQitogbZZphWtDovfou7B8rW9f24LXj0sglCJ4rUFZGg3JEAKhTQrtSo1KtnF+BRgiUIL1tgG3BsSobqgTbPdWZpkp/k1F2qffDoXkbkWRrlwcC2G1HVUuLvwdN1s5Hu9eUkYm9s9F/+ctXL0YiR1npvWg9BY6mcXrg792GOyzJ1DZbsOQWweZa+j61W/I9W1w1etUFvus2yPh6ZFFjr0fgWKeX0VtjXz8nll26qlRpfVeLZqptQbqmqxt2gCMPSGTxJI0WJXEoQ0Wd/qWitlFG7tm06kekqmpzj26vQwoWHyOerd82CQNGJdDoYQah2uaramgs9N8bkn0PSE6plaYc0Ge9xu8Hpxht5cqcUYVZckFrOIgdM5sSzTblj0FSRtaMMdOomoTuYJtep1DcIh0r//f1QMfWH14+hUavdCuryS8X221gIhTIQYmaYzp/O7wQ+FB84lrIDF7QoZpfi5u9nD7t2FQEizKYAQjLqmex8+PxIV5MaoIj0qtG+oGL4DfNTdO/a1peouZSb7AonRNlyKxvE+pchpsYYap5O10ZzSxOPDA7/76SPbWlhOidMpMU0TU5op2QLV19vGuq1s28Z6K+StUorxzBs0JcN6iN4M3axAy2gYNNcu1KTzpbgwUK+VqK14B6ZO8AbGbS+kKRCTuHVqlmpMkUlhmibSZDUBtTaen3/jett4fv6F15dfnbf+laBmdQQR69UglRhWNHmVcrN7irERxCq3o2RSaGhsxChWRyDc3VNKVofQi4kES5NMUxhWf7fWaJYuaZayBxfFajBGoMyb4bSmVKCM8+4W2wEYdeFvIrT2ICx4s/N9uSsyYCtt/uiEiZ0MERqlmFIzAX2gExFltA8tFcQC09VzzyVEUoIQXOjKRoeT1Os4HC4H8EKvtEMS7qm0Voan0Gu+0f53F8QOypUCt5sYYd2aWa8rOZunU+pG7ztcq5+nVtR7UjfP/AkhmLIsNgc1FY+9VbZtJZdsBlc1WEi0OrW1p2P7WlZximpxpdBrenRveGOKrCfoN78va1BTS1+DNj+1NrZ1RdX6RydrkcK6beSbtaxtngEoKNtauYrFBFuz+MAuyF31D2/wIEA0Yth94HJd2dZC6bBUZRDaDbje920/7mD5vt5c91jMwt7fDQJfTYgUWlBEN4IYstHbn6oePYXmhaS9i+Hx2t1PlQAt0IKzDleHqA9xuLKuaDVGYW3H2opve4j+jZGL+0rS/6qvAA8wxwlihHlO/PS7d7x7/wA4Pq7Wq+Dd43uWeeZ8OvPx/QeWeebd03t+/9PvmaaZvFm5fdO96MQgHhNOtVY+ff7E84t1Gfv88pnr9cL1tvLPf/4Ln59fzbrycvyUDH4K8a1S4OCv74+h5zwL7uJ2sGDvT1A2s6ZErOlPEKGWxroaidhyfsfD+59IaTbLqj3QmnC5/Mbzyy9oK8QoI4unVwebW7rRmlsgh5Xc2wyWUrhdV2qppBRYpugW5k7pEINZZ6YX1ZsD2abMGUSUNCsxufLzxvC9aEzVrin5/acYWKZgWSPS+3d5IFsMblGr3uqG8ljeXUCbJ3XM3jBDIkoixbO71BNBFkQio+5DjWe/lCud/VUHv7Rdg6XymgdXW+O2VnK26HDwgjFtVpS1Z3js632H0GVfG+NlGxC9E1y7IOjbqxsYPflBm9GelLJzIt1VnHeOJDmsxw6dgVcgB38ehmVbm3cK2y/N78Z/GQIXVwbdq7P1rUNK7vNwd/TrqztPVnMerRAi07SMHiQ987a1QqllCM/OaWWMw+LQXfACzvuvPWak3b3o3Fm1mofeHMMfBWvHd8vhc2OOpN/OYR65Hx/Y51V26hGjfUlfyInOLGzGxB5TOI5mfybsKfl2+nCYFx83ZyoYFPftv10p/C3i/vt4CuzkWX3zb7lwW1eC9MDSxDRNzPPEPE2cTyfeP73jtJx4eHhkmU/mKZwfmX4y/K1Wtz5a4/PzK88vV3LOfP5849OnC6UWrreVNWdLea0GSRlMZMRdKUWmafKg1q4UdkK4wybtGLJvhqom6BDfmMGUU5rFrBnFMG2smnaerfZiXhbm+YGYFl6eV3797Z89Ve8Tt+uvCI3HhzPzw8k5bgoBK1oI6WBKDy/MqqtNiDbm9H+0d2crCMNAFIYnweX9H9aqkMWLWSqKC4pthP+78iK1SKPT07SjtvnebpLsd1edIS2Wz40H7V3s+vku65PgPXVJqUT+znlji4f2I9aaeFvqbN0z9aTdzsD7nCS8nXgX/+OUrsvddvnG57ptLu1mzrYklhLECpsvhtriuug17lL8tj3vAutffC0Kx1OR01kT42HS+aApUJ/WbaXqE+K1ylja6yGDqK1KLdObo7uUxT9bf/D62TjXpP7RsfhGfj1kfZ9llN/HrDV2defTADfeTgaw5oEExvB2Ulji/lgAwLr+IikAAJZBUQAABIoCACBQFAAAgaIAAAgUBQBAoCgAAAJFAQAQKAoAgHABnyOorY0qD/MAAAAASUVORK5CYII=", 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "rot_ds = images_ds.map(tf_random_rotate_image)\n", "\n", "for image, label in rot_ds.take(2):\n", " show(image, label)" ] }, { "cell_type": "markdown", "metadata": { "id": "ykx59-cMBwOT" }, "source": [ "### Parsing `tf.Example` protocol buffer messages\n", "\n", "Many input pipelines extract `tf.train.Example` protocol buffer messages from a\n", "TFRecord format. Each `tf.train.Example` record contains one or more \"features\",\n", "and the input pipeline typically converts these features into tensors." ] }, { "cell_type": "code", "execution_count": 86, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:53.440175Z", "iopub.status.busy": "2024-08-15T01:37:53.439768Z", "iopub.status.idle": "2024-08-15T01:37:53.453949Z", "shell.execute_reply": "2024-08-15T01:37:53.453331Z" }, "id": "6wnE134b32KY" }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 86, "metadata": {}, "output_type": "execute_result" } ], "source": [ "fsns_test_file = tf.keras.utils.get_file(\"fsns.tfrec\", \"https://storage.googleapis.com/download.tensorflow.org/data/fsns-20160927/testdata/fsns-00000-of-00001\")\n", "dataset = tf.data.TFRecordDataset(filenames = [fsns_test_file])\n", "dataset" ] }, { "cell_type": "markdown", "metadata": { "id": "HGypdgYOlXZz" }, "source": [ "You can work with `tf.train.Example` protos outside of a `tf.data.Dataset` to understand the data:" ] }, { "cell_type": "code", "execution_count": 87, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:53.457379Z", "iopub.status.busy": "2024-08-15T01:37:53.456902Z", "iopub.status.idle": "2024-08-15T01:37:53.576335Z", "shell.execute_reply": "2024-08-15T01:37:53.575657Z" }, "id": "4znsVNqnF73C" }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "

" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "raw_example = next(iter(dataset))\n", "parsed = tf.train.Example.FromString(raw_example.numpy())\n", "\n", "feature = parsed.features.feature\n", "raw_img = feature['image/encoded'].bytes_list.value[0]\n", "img = tf.image.decode_png(raw_img)\n", "plt.imshow(img)\n", "plt.axis('off')\n", "_ = plt.title(feature[\"image/text\"].bytes_list.value[0])" ] }, { "cell_type": "code", "execution_count": 88, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:53.580619Z", "iopub.status.busy": "2024-08-15T01:37:53.579963Z", "iopub.status.idle": "2024-08-15T01:37:53.599521Z", "shell.execute_reply": "2024-08-15T01:37:53.598821Z" }, "id": "cwzqp8IGC_vQ" }, "outputs": [], "source": [ "raw_example = next(iter(dataset))" ] }, { "cell_type": "code", "execution_count": 89, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:53.602860Z", "iopub.status.busy": "2024-08-15T01:37:53.602564Z", "iopub.status.idle": "2024-08-15T01:37:53.606964Z", "shell.execute_reply": "2024-08-15T01:37:53.606238Z" }, "id": "y2X1dQNfC8Lu" }, "outputs": [], "source": [ "def tf_parse(eg):\n", " example = tf.io.parse_example(\n", " eg[tf.newaxis], {\n", " 'image/encoded': tf.io.FixedLenFeature(shape=(), dtype=tf.string),\n", " 'image/text': tf.io.FixedLenFeature(shape=(), dtype=tf.string)\n", " })\n", " return example['image/encoded'][0], example['image/text'][0]" ] }, { "cell_type": "code", "execution_count": 90, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:53.610023Z", "iopub.status.busy": "2024-08-15T01:37:53.609507Z", "iopub.status.idle": "2024-08-15T01:37:53.617337Z", "shell.execute_reply": "2024-08-15T01:37:53.616759Z" }, "id": "lGJhKDp_61A_" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "b'Rue Perreyon'\n", "b'\\x89PNG\\r\\n\\x1a\\n\\x00\\x00\\x00\\rIHDR\\x00\\x00\\x02X' ...\n" ] } ], "source": [ "img, txt = tf_parse(raw_example)\n", "print(txt.numpy())\n", "print(repr(img.numpy()[:20]), \"...\")" ] }, { "cell_type": "code", "execution_count": 91, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:53.620618Z", "iopub.status.busy": "2024-08-15T01:37:53.620069Z", "iopub.status.idle": "2024-08-15T01:37:53.674458Z", "shell.execute_reply": "2024-08-15T01:37:53.673882Z" }, "id": "8vFIUFzD5qIC" }, "outputs": [ { "data": { "text/plain": [ "<_MapDataset element_spec=(TensorSpec(shape=(), dtype=tf.string, name=None), TensorSpec(shape=(), dtype=tf.string, name=None))>" ] }, "execution_count": 91, "metadata": {}, "output_type": "execute_result" } ], "source": [ "decoded = dataset.map(tf_parse)\n", "decoded" ] }, { "cell_type": "code", "execution_count": 92, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:53.677534Z", "iopub.status.busy": "2024-08-15T01:37:53.677140Z", "iopub.status.idle": "2024-08-15T01:37:53.720658Z", "shell.execute_reply": "2024-08-15T01:37:53.719981Z" }, "id": "vRYNYkEej7Ix" }, "outputs": [ { "data": { "text/plain": [ "TensorShape([10])" ] }, "execution_count": 92, "metadata": {}, "output_type": "execute_result" } ], "source": [ "image_batch, text_batch = next(iter(decoded.batch(10)))\n", "image_batch.shape" ] }, { "cell_type": "markdown", "metadata": { "id": "ry1n0UBeczit" }, "source": [ "\n", "\n", "### Time series windowing" ] }, { "cell_type": "markdown", "metadata": { "id": "t0JMgvXEz9y1" }, "source": [ "For an end-to-end time series example see: [Time series forecasting](../../tutorials/structured_data/time_series.ipynb)." ] }, { "cell_type": "markdown", "metadata": { "id": "hzBABBkAkkVJ" }, "source": [ "Time series data is often organized with the time axis intact.\n", "\n", "Use a simple `Dataset.range` to demonstrate:" ] }, { "cell_type": "code", "execution_count": 93, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:53.724321Z", "iopub.status.busy": "2024-08-15T01:37:53.723711Z", "iopub.status.idle": "2024-08-15T01:37:53.728541Z", "shell.execute_reply": "2024-08-15T01:37:53.727977Z" }, "id": "kTQgo49skjuY" }, "outputs": [], "source": [ "range_ds = tf.data.Dataset.range(100000)" ] }, { "cell_type": "markdown", "metadata": { "id": "o6GLGhxgpazJ" }, "source": [ "Typically, models based on this sort of data will want a contiguous time slice.\n", "\n", "The simplest approach would be to batch the data:" ] }, { "cell_type": "markdown", "metadata": { "id": "ETqB7QvTCNty" }, "source": [ "#### Using `batch`" ] }, { "cell_type": "code", "execution_count": 94, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:53.732143Z", "iopub.status.busy": "2024-08-15T01:37:53.731620Z", "iopub.status.idle": "2024-08-15T01:37:53.745762Z", "shell.execute_reply": "2024-08-15T01:37:53.745125Z" }, "id": "pSs9XqwQpvIN" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[0 1 2 3 4 5 6 7 8 9]\n", "[10 11 12 13 14 15 16 17 18 19]\n", "[20 21 22 23 24 25 26 27 28 29]\n", "[30 31 32 33 34 35 36 37 38 39]\n", "[40 41 42 43 44 45 46 47 48 49]\n" ] } ], "source": [ "batches = range_ds.batch(10, drop_remainder=True)\n", "\n", "for batch in batches.take(5):\n", " print(batch.numpy())" ] }, { "cell_type": "markdown", "metadata": { "id": "mgb2qikEtk5W" }, "source": [ "Or to make dense predictions one step into the future, you might shift the features and labels by one step relative to each other:" ] }, { "cell_type": "code", "execution_count": 95, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:53.749159Z", "iopub.status.busy": "2024-08-15T01:37:53.748660Z", "iopub.status.idle": "2024-08-15T01:37:53.807498Z", "shell.execute_reply": "2024-08-15T01:37:53.806781Z" }, "id": "47XfwPhetkIN" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[0 1 2 3 4 5 6 7 8] => [1 2 3 4 5 6 7 8 9]\n", "[10 11 12 13 14 15 16 17 18] => [11 12 13 14 15 16 17 18 19]\n", "[20 21 22 23 24 25 26 27 28] => [21 22 23 24 25 26 27 28 29]\n" ] } ], "source": [ "def dense_1_step(batch):\n", " # Shift features and labels one step relative to each other.\n", " return batch[:-1], batch[1:]\n", "\n", "predict_dense_1_step = batches.map(dense_1_step)\n", "\n", "for features, label in predict_dense_1_step.take(3):\n", " print(features.numpy(), \" => \", label.numpy())" ] }, { "cell_type": "markdown", "metadata": { "id": "DjsXuINKqsS_" }, "source": [ "To predict a whole window instead of a fixed offset you can split the batches into two parts:" ] }, { "cell_type": "code", "execution_count": 96, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:53.810976Z", "iopub.status.busy": "2024-08-15T01:37:53.810451Z", "iopub.status.idle": "2024-08-15T01:37:53.868980Z", "shell.execute_reply": "2024-08-15T01:37:53.868323Z" }, "id": "FMmkQB1Gqo6x" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[0 1 2 3 4 5 6 7 8 9] => [10 11 12 13 14]\n", "[15 16 17 18 19 20 21 22 23 24] => [25 26 27 28 29]\n", "[30 31 32 33 34 35 36 37 38 39] => [40 41 42 43 44]\n" ] } ], "source": [ "batches = range_ds.batch(15, drop_remainder=True)\n", "\n", "def label_next_5_steps(batch):\n", " return (batch[:-5], # Inputs: All except the last 5 steps\n", " batch[-5:]) # Labels: The last 5 steps\n", "\n", "predict_5_steps = batches.map(label_next_5_steps)\n", "\n", "for features, label in predict_5_steps.take(3):\n", " print(features.numpy(), \" => \", label.numpy())" ] }, { "cell_type": "markdown", "metadata": { "id": "5a611Qr3jlhl" }, "source": [ "To allow some overlap between the features of one batch and the labels of another, use `Dataset.zip`:" ] }, { "cell_type": "code", "execution_count": 97, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:53.872419Z", "iopub.status.busy": "2024-08-15T01:37:53.871984Z", "iopub.status.idle": "2024-08-15T01:37:53.920697Z", "shell.execute_reply": "2024-08-15T01:37:53.920047Z" }, "id": "11dF3wyFjk2J" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[0 1 2 3 4 5 6 7 8 9] => [10 11 12]\n", "[10 11 12 13 14 15 16 17 18 19] => [20 21 22]\n", "[20 21 22 23 24 25 26 27 28 29] => [30 31 32]\n", "[30 31 32 33 34 35 36 37 38 39] => [40 41 42]\n", "[40 41 42 43 44 45 46 47 48 49] => [50 51 52]\n" ] } ], "source": [ "feature_length = 10\n", "label_length = 3\n", "\n", "features = range_ds.batch(feature_length, drop_remainder=True)\n", "labels = range_ds.batch(feature_length).skip(1).map(lambda labels: labels[:label_length])\n", "\n", "predicted_steps = tf.data.Dataset.zip((features, labels))\n", "\n", "for features, label in predicted_steps.take(5):\n", " print(features.numpy(), \" => \", label.numpy())" ] }, { "cell_type": "markdown", "metadata": { "id": "adew3o2mCURC" }, "source": [ "#### Using `window`" ] }, { "cell_type": "markdown", "metadata": { "id": "fF6pEdlduq8E" }, "source": [ "While using `Dataset.batch` works, there are situations where you may need finer control. The `Dataset.window` method gives you complete control, but requires some care: it returns a `Dataset` of `Datasets`. Go to the [Dataset structure](#dataset_structure) section for details." ] }, { "cell_type": "code", "execution_count": 98, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:53.924187Z", "iopub.status.busy": "2024-08-15T01:37:53.923533Z", "iopub.status.idle": "2024-08-15T01:37:53.939166Z", "shell.execute_reply": "2024-08-15T01:37:53.938437Z" }, "id": "ZEI2W_EBw2OX" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "<_VariantDataset element_spec=TensorSpec(shape=(), dtype=tf.int64, name=None)>\n", "<_VariantDataset element_spec=TensorSpec(shape=(), dtype=tf.int64, name=None)>\n", "<_VariantDataset element_spec=TensorSpec(shape=(), dtype=tf.int64, name=None)>\n", "<_VariantDataset element_spec=TensorSpec(shape=(), dtype=tf.int64, name=None)>\n", "<_VariantDataset element_spec=TensorSpec(shape=(), dtype=tf.int64, name=None)>\n" ] } ], "source": [ "window_size = 5\n", "\n", "windows = range_ds.window(window_size, shift=1)\n", "for sub_ds in windows.take(5):\n", " print(sub_ds)" ] }, { "cell_type": "markdown", "metadata": { "id": "r82hWdk4x-46" }, "source": [ "The `Dataset.flat_map` method can take a dataset of datasets and flatten it into a single dataset:" ] }, { "cell_type": "code", "execution_count": 99, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:53.941928Z", "iopub.status.busy": "2024-08-15T01:37:53.941709Z", "iopub.status.idle": "2024-08-15T01:37:53.980523Z", "shell.execute_reply": "2024-08-15T01:37:53.979907Z" }, "id": "SB8AI03mnF8u" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0 1 2 3 4 1 2 3 4 5 2 3 4 5 6 3 4 5 6 7 4 5 6 7 8 5 6 7 8 9 " ] } ], "source": [ " for x in windows.flat_map(lambda x: x).take(30):\n", " print(x.numpy(), end=' ')" ] }, { "cell_type": "markdown", "metadata": { "id": "sgLIwq9Anc34" }, "source": [ "In nearly all cases, you will want to `Dataset.batch` the dataset first:" ] }, { "cell_type": "code", "execution_count": 100, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:53.983547Z", "iopub.status.busy": "2024-08-15T01:37:53.983289Z", "iopub.status.idle": "2024-08-15T01:37:54.033577Z", "shell.execute_reply": "2024-08-15T01:37:54.032918Z" }, "id": "5j_y84rmyVQa" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[0 1 2 3 4]\n", "[1 2 3 4 5]\n", "[2 3 4 5 6]\n", "[3 4 5 6 7]\n", "[4 5 6 7 8]\n" ] } ], "source": [ "def sub_to_batch(sub):\n", " return sub.batch(window_size, drop_remainder=True)\n", "\n", "for example in windows.flat_map(sub_to_batch).take(5):\n", " print(example.numpy())" ] }, { "cell_type": "markdown", "metadata": { "id": "hVugrmND3Grp" }, "source": [ "Now, you can see that the `shift` argument controls how much each window moves over.\n", "\n", "Putting this together you might write this function:" ] }, { "cell_type": "code", "execution_count": 101, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:54.037064Z", "iopub.status.busy": "2024-08-15T01:37:54.036449Z", "iopub.status.idle": "2024-08-15T01:37:54.040394Z", "shell.execute_reply": "2024-08-15T01:37:54.039774Z" }, "id": "LdFRv_0D4FqW" }, "outputs": [], "source": [ "def make_window_dataset(ds, window_size=5, shift=1, stride=1):\n", " windows = ds.window(window_size, shift=shift, stride=stride)\n", "\n", " def sub_to_batch(sub):\n", " return sub.batch(window_size, drop_remainder=True)\n", "\n", " windows = windows.flat_map(sub_to_batch)\n", " return windows\n" ] }, { "cell_type": "code", "execution_count": 102, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:54.043044Z", "iopub.status.busy": "2024-08-15T01:37:54.042793Z", "iopub.status.idle": "2024-08-15T01:37:54.094530Z", "shell.execute_reply": "2024-08-15T01:37:54.093874Z" }, "id": "-iVxcVfEdf5b" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[ 0 3 6 9 12 15 18 21 24 27]\n", "[ 5 8 11 14 17 20 23 26 29 32]\n", "[10 13 16 19 22 25 28 31 34 37]\n", "[15 18 21 24 27 30 33 36 39 42]\n", "[20 23 26 29 32 35 38 41 44 47]\n", "[25 28 31 34 37 40 43 46 49 52]\n", "[30 33 36 39 42 45 48 51 54 57]\n", "[35 38 41 44 47 50 53 56 59 62]\n", "[40 43 46 49 52 55 58 61 64 67]\n", "[45 48 51 54 57 60 63 66 69 72]\n" ] } ], "source": [ "ds = make_window_dataset(range_ds, window_size=10, shift = 5, stride=3)\n", "\n", "for example in ds.take(10):\n", " print(example.numpy())" ] }, { "cell_type": "markdown", "metadata": { "id": "fMGMTPQ4w8pr" }, "source": [ "Then it's easy to extract labels, as before:" ] }, { "cell_type": "code", "execution_count": 103, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:54.098051Z", "iopub.status.busy": "2024-08-15T01:37:54.097480Z", "iopub.status.idle": "2024-08-15T01:37:54.147244Z", "shell.execute_reply": "2024-08-15T01:37:54.146532Z" }, "id": "F0fPfZkZw6j_" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[ 0 3 6 9 12 15 18 21 24] => [ 3 6 9 12 15 18 21 24 27]\n", "[ 5 8 11 14 17 20 23 26 29] => [ 8 11 14 17 20 23 26 29 32]\n", "[10 13 16 19 22 25 28 31 34] => [13 16 19 22 25 28 31 34 37]\n" ] } ], "source": [ "dense_labels_ds = ds.map(dense_1_step)\n", "\n", "for inputs,labels in dense_labels_ds.take(3):\n", " print(inputs.numpy(), \"=>\", labels.numpy())" ] }, { "cell_type": "markdown", "metadata": { "id": "vyi_-ft0kvy4" }, "source": [ "### Resampling\n", "\n", "When working with a dataset that is very class-imbalanced, you may want to resample the dataset. `tf.data` provides two methods to do this. The credit card fraud dataset is a good example of this sort of problem.\n", "\n", "Note: Go to [Classification on imbalanced data](../tutorials/structured_data/imbalanced_data.ipynb) for a full tutorial.\n" ] }, { "cell_type": "code", "execution_count": 104, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:54.150578Z", "iopub.status.busy": "2024-08-15T01:37:54.149953Z", "iopub.status.idle": "2024-08-15T01:37:55.997464Z", "shell.execute_reply": "2024-08-15T01:37:55.996675Z" }, "id": "U2e8dxVUlFHO" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Downloading data from https://storage.googleapis.com/download.tensorflow.org/data/creditcard.zip\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 0/69155632\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m0s\u001b[0m 0s/step" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m 4202496/69155632\u001b[0m \u001b[32m━\u001b[0m\u001b[37m━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m1s\u001b[0m 0us/step" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m16785408/69155632\u001b[0m \u001b[32m━━━━\u001b[0m\u001b[37m━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m1s\u001b[0m 0us/step" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m33136640/69155632\u001b[0m \u001b[32m━━━━━━━━━\u001b[0m\u001b[37m━━━━━━━━━━━\u001b[0m \u001b[1m0s\u001b[0m 0us/step" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m47546368/69155632\u001b[0m \u001b[32m━━━━━━━━━━━━━\u001b[0m\u001b[37m━━━━━━━\u001b[0m \u001b[1m0s\u001b[0m 0us/step" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m58679296/69155632\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━━━━\u001b[0m \u001b[1m0s\u001b[0m 0us/step" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m58728448/69155632\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m━━━━\u001b[0m \u001b[1m0s\u001b[0m 0us/step" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m69155632/69155632\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 0us/step\n" ] } ], "source": [ "zip_path = tf.keras.utils.get_file(\n", " origin='https://storage.googleapis.com/download.tensorflow.org/data/creditcard.zip',\n", " fname='creditcard.zip',\n", " extract=True)\n", "\n", "csv_path = zip_path.replace('.zip', '.csv')" ] }, { "cell_type": "code", "execution_count": 105, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:56.001696Z", "iopub.status.busy": "2024-08-15T01:37:56.001074Z", "iopub.status.idle": "2024-08-15T01:37:56.068460Z", "shell.execute_reply": "2024-08-15T01:37:56.067868Z" }, "id": "EhkkM4Wx75S_" }, "outputs": [], "source": [ "creditcard_ds = tf.data.experimental.make_csv_dataset(\n", " csv_path, batch_size=1024, label_name=\"Class\",\n", " # Set the column types: 30 floats and an int.\n", " column_defaults=[float()]*30+[int()])" ] }, { "cell_type": "markdown", "metadata": { "id": "A8O47EmHlxYX" }, "source": [ "Now, check the distribution of classes, it is highly skewed:" ] }, { "cell_type": "code", "execution_count": 106, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:56.071826Z", "iopub.status.busy": "2024-08-15T01:37:56.071579Z", "iopub.status.idle": "2024-08-15T01:37:56.075709Z", "shell.execute_reply": "2024-08-15T01:37:56.075116Z" }, "id": "a8-Ss69XlzXD" }, "outputs": [], "source": [ "def count(counts, batch):\n", " features, labels = batch\n", " class_1 = labels == 1\n", " class_1 = tf.cast(class_1, tf.int32)\n", "\n", " class_0 = labels == 0\n", " class_0 = tf.cast(class_0, tf.int32)\n", "\n", " counts['class_0'] += tf.reduce_sum(class_0)\n", " counts['class_1'] += tf.reduce_sum(class_1)\n", "\n", " return counts" ] }, { "cell_type": "code", "execution_count": 107, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:56.078814Z", "iopub.status.busy": "2024-08-15T01:37:56.078560Z", "iopub.status.idle": "2024-08-15T01:37:57.006245Z", "shell.execute_reply": "2024-08-15T01:37:57.005472Z" }, "id": "O1a3t_B4l_f6" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[0.996 0.004]\n" ] } ], "source": [ "counts = creditcard_ds.take(10).reduce(\n", " initial_state={'class_0': 0, 'class_1': 0},\n", " reduce_func = count)\n", "\n", "counts = np.array([counts['class_0'].numpy(),\n", " counts['class_1'].numpy()]).astype(np.float32)\n", "\n", "fractions = counts/counts.sum()\n", "print(fractions)" ] }, { "cell_type": "markdown", "metadata": { "id": "z1b8lFhSnDdv" }, "source": [ "A common approach to training with an imbalanced dataset is to balance it. `tf.data` includes a few methods which enable this workflow:" ] }, { "cell_type": "markdown", "metadata": { "id": "y8jQWsgMnjQG" }, "source": [ "#### Datasets sampling" ] }, { "cell_type": "markdown", "metadata": { "id": "ov14SRrQyQE3" }, "source": [ "One approach to resampling a dataset is to use `sample_from_datasets`. This is more applicable when you have a separate `tf.data.Dataset` for each class.\n", "\n", "Here, just use filter to generate them from the credit card fraud data:" ] }, { "cell_type": "code", "execution_count": 108, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:57.010247Z", "iopub.status.busy": "2024-08-15T01:37:57.009630Z", "iopub.status.idle": "2024-08-15T01:37:57.129467Z", "shell.execute_reply": "2024-08-15T01:37:57.128822Z" }, "id": "6YKfCPa-nioA" }, "outputs": [], "source": [ "negative_ds = (\n", " creditcard_ds\n", " .unbatch()\n", " .filter(lambda features, label: label==0)\n", " .repeat())\n", "positive_ds = (\n", " creditcard_ds\n", " .unbatch()\n", " .filter(lambda features, label: label==1)\n", " .repeat())" ] }, { "cell_type": "code", "execution_count": 109, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:57.132573Z", "iopub.status.busy": "2024-08-15T01:37:57.132331Z", "iopub.status.idle": "2024-08-15T01:37:58.050254Z", "shell.execute_reply": "2024-08-15T01:37:58.049379Z" }, "id": "8FNd3sQjzl9-" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[1 1 1 1 1 1 1 1 1 1]\n" ] } ], "source": [ "for features, label in positive_ds.batch(10).take(1):\n", " print(label.numpy())" ] }, { "cell_type": "markdown", "metadata": { "id": "GxLAr-7p0ATX" }, "source": [ "To use `tf.data.Dataset.sample_from_datasets` pass the datasets, and the weight for each:" ] }, { "cell_type": "code", "execution_count": 110, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:58.054178Z", "iopub.status.busy": "2024-08-15T01:37:58.053878Z", "iopub.status.idle": "2024-08-15T01:37:58.158340Z", "shell.execute_reply": "2024-08-15T01:37:58.157647Z" }, "id": "vjdPVIFCngOb" }, "outputs": [], "source": [ "balanced_ds = tf.data.Dataset.sample_from_datasets(\n", " [negative_ds, positive_ds], [0.5, 0.5]).batch(10)" ] }, { "cell_type": "markdown", "metadata": { "id": "2K4ObOms082B" }, "source": [ "Now the dataset produces examples of each class with a 50/50 probability:" ] }, { "cell_type": "code", "execution_count": 111, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:37:58.162112Z", "iopub.status.busy": "2024-08-15T01:37:58.161857Z", "iopub.status.idle": "2024-08-15T01:38:00.069979Z", "shell.execute_reply": "2024-08-15T01:38:00.069143Z" }, "id": "Myvkw21Rz-fH" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[1 0 1 0 0 1 0 1 1 0]\n", "[1 0 0 0 0 0 0 0 1 1]\n", "[0 0 1 0 0 1 0 0 1 0]\n", "[0 1 1 0 1 0 0 1 1 0]\n", "[0 1 1 0 0 0 1 1 1 1]\n", "[1 1 1 1 1 1 0 0 0 0]\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "[0 1 1 0 1 0 0 1 1 1]\n", "[1 1 0 0 0 0 0 1 0 1]\n", "[1 1 0 1 1 1 1 0 0 1]\n", "[0 1 1 0 0 1 0 0 0 0]\n" ] } ], "source": [ "for features, labels in balanced_ds.take(10):\n", " print(labels.numpy())" ] }, { "cell_type": "markdown", "metadata": { "id": "OUTE3eb9nckY" }, "source": [ "#### Rejection resampling" ] }, { "cell_type": "markdown", "metadata": { "id": "kZ9ezkK6irMD" }, "source": [ "One problem with the above `Dataset.sample_from_datasets` approach is that\n", "it needs a separate `tf.data.Dataset` per class. You could use `Dataset.filter`\n", "to create those two datasets, but that results in all the data being loaded twice.\n", "\n", "The `tf.data.Dataset.rejection_resample` method can be applied to a dataset to rebalance it, while only loading it once. Elements will be dropped or repeated to achieve balance.\n", "\n", "The `rejection_resample` method takes a `class_func` argument. This `class_func` is applied to each dataset element, and is used to determine which class an example belongs to for the purposes of balancing.\n", "\n", "The goal here is to balance the label distribution, and the elements of `creditcard_ds` are already `(features, label)` pairs. So the `class_func` just needs to return those labels:" ] }, { "cell_type": "code", "execution_count": 112, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:38:00.074253Z", "iopub.status.busy": "2024-08-15T01:38:00.073703Z", "iopub.status.idle": "2024-08-15T01:38:00.077361Z", "shell.execute_reply": "2024-08-15T01:38:00.076669Z" }, "id": "zC_Cuzw8lhI5" }, "outputs": [], "source": [ "def class_func(features, label):\n", " return label" ] }, { "cell_type": "markdown", "metadata": { "id": "YxJrOZVToGuE" }, "source": [ "The resampling method deals with individual examples, so in this case you must `unbatch` the dataset before applying that method.\n", "\n", "The method needs a target distribution, and optionally an initial distribution estimate as inputs." ] }, { "cell_type": "code", "execution_count": 113, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:38:00.080687Z", "iopub.status.busy": "2024-08-15T01:38:00.080236Z", "iopub.status.idle": "2024-08-15T01:38:00.293525Z", "shell.execute_reply": "2024-08-15T01:38:00.292885Z" }, "id": "fY6VIhr3oGHG" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "WARNING:tensorflow:From /tmpfs/src/tf_docs_env/lib/python3.9/site-packages/tensorflow/python/data/ops/dataset_ops.py:4968: Print (from tensorflow.python.ops.logging_ops) is deprecated and will be removed after 2018-08-20.\n", "Instructions for updating:\n", "Use tf.print instead of tf.Print. Note that tf.print returns a no-output operator that directly prints the output. Outside of defuns or eager mode, this operator will not be executed unless it is directly specified in session.run or used as a control dependency for other operators. This is only a concern in graph mode. Below is an example of how to ensure tf.print executes in graph mode:\n", "\n" ] } ], "source": [ "resample_ds = (\n", " creditcard_ds\n", " .unbatch()\n", " .rejection_resample(class_func, target_dist=[0.5,0.5],\n", " initial_dist=fractions)\n", " .batch(10))" ] }, { "cell_type": "markdown", "metadata": { "id": "L-HnC1s8idqV" }, "source": [ "The `rejection_resample` method returns `(class, example)` pairs where the `class` is the output of the `class_func`. In this case, the `example` was already a `(feature, label)` pair, so use `map` to drop the extra copy of the labels:" ] }, { "cell_type": "code", "execution_count": 114, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:38:00.297203Z", "iopub.status.busy": "2024-08-15T01:38:00.296516Z", "iopub.status.idle": "2024-08-15T01:38:00.339850Z", "shell.execute_reply": "2024-08-15T01:38:00.339262Z" }, "id": "KpfCGU6BiaZq" }, "outputs": [], "source": [ "balanced_ds = resample_ds.map(lambda extra_label, features_and_label: features_and_label)" ] }, { "cell_type": "markdown", "metadata": { "id": "j3d2jyEhx9kD" }, "source": [ "Now the dataset produces examples of each class with a 50/50 probability:" ] }, { "cell_type": "code", "execution_count": 115, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:38:00.343124Z", "iopub.status.busy": "2024-08-15T01:38:00.342673Z", "iopub.status.idle": "2024-08-15T01:38:02.436984Z", "shell.execute_reply": "2024-08-15T01:38:02.436151Z" }, "id": "XGLYChBQwkDV" }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Proportion of examples rejected by sampler is high: [0.995996118][0.995996118 0.00400390616][0 1]\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Proportion of examples rejected by sampler is high: [0.995996118][0.995996118 0.00400390616][0 1]\n", "Proportion of examples rejected by sampler is high: [0.995996118][0.995996118 0.00400390616][0 1]\n", "Proportion of examples rejected by sampler is high: [0.995996118][0.995996118 0.00400390616][0 1]\n", "Proportion of examples rejected by sampler is high: [0.995996118][0.995996118 0.00400390616][0 1]\n", "Proportion of examples rejected by sampler is high: [0.995996118][0.995996118 0.00400390616][0 1]\n", "Proportion of examples rejected by sampler is high: [0.995996118][0.995996118 0.00400390616][0 1]\n", "Proportion of examples rejected by sampler is high: [0.995996118][0.995996118 0.00400390616][0 1]\n", "Proportion of examples rejected by sampler is high: [0.995996118][0.995996118 0.00400390616][0 1]\n", "Proportion of examples rejected by sampler is high: [0.995996118][0.995996118 0.00400390616][0 1]\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "[1 0 1 0 1 0 1 0 1 1]\n", "[1 0 1 1 1 1 0 0 1 0]\n", "[1 0 1 1 0 1 0 0 0 1]\n", "[0 1 0 0 0 0 1 1 1 1]\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "[1 0 0 0 1 1 1 0 1 0]\n", "[0 0 0 1 0 0 1 0 1 1]\n", "[0 1 0 0 0 0 1 0 1 0]\n", "[1 0 0 0 0 1 0 0 0 1]\n", "[0 0 0 0 1 1 1 1 1 0]\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "[1 1 0 1 1 1 1 1 1 0]\n" ] } ], "source": [ "for features, labels in balanced_ds.take(10):\n", " print(labels.numpy())" ] }, { "cell_type": "markdown", "metadata": { "id": "vYFKQx3bUBeU" }, "source": [ "## Iterator Checkpointing" ] }, { "cell_type": "markdown", "metadata": { "id": "SOGg1UFhUE4z" }, "source": [ "Tensorflow supports [taking checkpoints](./checkpoint.ipynb) so that when your training process restarts it can restore the latest checkpoint to recover most of its progress. In addition to checkpointing the model variables, you can also checkpoint the progress of the dataset iterator. This could be useful if you have a large dataset and don't want to start the dataset from the beginning on each restart. Note however that iterator checkpoints may be large, since transformations such as `Dataset.shuffle` and `Dataset.prefetch` require buffering elements within the iterator.\n", "\n", "To include your iterator in a checkpoint, pass the iterator to the `tf.train.Checkpoint` constructor." ] }, { "cell_type": "code", "execution_count": 116, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:38:02.441380Z", "iopub.status.busy": "2024-08-15T01:38:02.441029Z", "iopub.status.idle": "2024-08-15T01:38:02.520388Z", "shell.execute_reply": "2024-08-15T01:38:02.519631Z" }, "id": "3Fsm9wvKUsNC" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[0, 1, 2, 3, 4]\n", "[5, 6, 7, 8, 9]\n", "[5, 6, 7, 8, 9]\n" ] } ], "source": [ "range_ds = tf.data.Dataset.range(20)\n", "\n", "iterator = iter(range_ds)\n", "ckpt = tf.train.Checkpoint(step=tf.Variable(0), iterator=iterator)\n", "manager = tf.train.CheckpointManager(ckpt, '/tmp/my_ckpt', max_to_keep=3)\n", "\n", "print([next(iterator).numpy() for _ in range(5)])\n", "\n", "save_path = manager.save()\n", "\n", "print([next(iterator).numpy() for _ in range(5)])\n", "\n", "ckpt.restore(manager.latest_checkpoint)\n", "\n", "print([next(iterator).numpy() for _ in range(5)])" ] }, { "cell_type": "markdown", "metadata": { "id": "gxWglTwX9Fex" }, "source": [ "Note: It is not possible to checkpoint an iterator which relies on an external state, such as a `tf.py_function`. Attempting to do so will raise an exception complaining about the external state." ] }, { "cell_type": "markdown", "metadata": { "id": "uLRdedPpbDdD" }, "source": [ "## Using `tf.data` with `tf.keras`" ] }, { "cell_type": "markdown", "metadata": { "id": "JTQe8daMcgFz" }, "source": [ "The `tf.keras` API simplifies many aspects of creating and executing machine\n", "learning models. Its `Model.fit` and `Model.evaluate` and `Model.predict` APIs support datasets as inputs. Here is a quick dataset and model setup:" ] }, { "cell_type": "code", "execution_count": 117, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:38:02.524315Z", "iopub.status.busy": "2024-08-15T01:38:02.523758Z", "iopub.status.idle": "2024-08-15T01:38:03.057761Z", "shell.execute_reply": "2024-08-15T01:38:03.056921Z" }, "id": "-bfjqm0hOfES" }, "outputs": [], "source": [ "train, test = tf.keras.datasets.fashion_mnist.load_data()\n", "\n", "images, labels = train\n", "images = images/255.0\n", "labels = labels.astype(np.int32)" ] }, { "cell_type": "code", "execution_count": 118, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:38:03.061995Z", "iopub.status.busy": "2024-08-15T01:38:03.061499Z", "iopub.status.idle": "2024-08-15T01:38:03.959352Z", "shell.execute_reply": "2024-08-15T01:38:03.958608Z" }, "id": "wDhF3rGnbDdD" }, "outputs": [], "source": [ "fmnist_train_ds = tf.data.Dataset.from_tensor_slices((images, labels))\n", "fmnist_train_ds = fmnist_train_ds.shuffle(5000).batch(32)\n", "\n", "model = tf.keras.Sequential([\n", " tf.keras.layers.Flatten(),\n", " tf.keras.layers.Dense(10)\n", "])\n", "\n", "model.compile(optimizer='adam',\n", " loss=tf.keras.losses.SparseCategoricalCrossentropy(from_logits=True),\n", " metrics=['accuracy'])" ] }, { "cell_type": "markdown", "metadata": { "id": "Rdogg8CfHs-G" }, "source": [ " Passing a dataset of `(feature, label)` pairs is all that's needed for `Model.fit` and `Model.evaluate`:" ] }, { "cell_type": "code", "execution_count": 119, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:38:03.963467Z", "iopub.status.busy": "2024-08-15T01:38:03.962970Z", "iopub.status.idle": "2024-08-15T01:38:09.245104Z", "shell.execute_reply": "2024-08-15T01:38:09.244451Z" }, "id": "9cu4kPzOHnlt" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Epoch 1/2\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "WARNING: All log messages before absl::InitializeLog() is called are written to STDERR\n", "I0000 00:00:1723685884.693688 45100 service.cc:146] XLA service 0x7f35cc006690 initialized for platform CUDA (this does not guarantee that XLA will be used). Devices:\n", "I0000 00:00:1723685884.693721 45100 service.cc:154] StreamExecutor device (0): Tesla T4, Compute Capability 7.5\n", "I0000 00:00:1723685884.693725 45100 service.cc:154] StreamExecutor device (1): Tesla T4, Compute Capability 7.5\n", "I0000 00:00:1723685884.693728 45100 service.cc:154] StreamExecutor device (2): Tesla T4, Compute Capability 7.5\n", "I0000 00:00:1723685884.693731 45100 service.cc:154] StreamExecutor device (3): Tesla T4, Compute Capability 7.5\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 1/1875\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m39:54\u001b[0m 1s/step - accuracy: 0.0312 - loss: 2.3669" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m 43/1875\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m2s\u001b[0m 1ms/step - accuracy: 0.3640 - loss: 1.8401 " ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m 90/1875\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m2s\u001b[0m 1ms/step - accuracy: 0.4714 - loss: 1.5807" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m 136/1875\u001b[0m \u001b[32m━\u001b[0m\u001b[37m━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - accuracy: 0.5241 - loss: 1.4346" ] }, { "name": "stderr", "output_type": "stream", "text": [ "I0000 00:00:1723685885.241810 45100 device_compiler.h:188] Compiled cluster using XLA! 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accuracy: 0.7441 - loss: 0.7667" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m1875/1875\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 1ms/step - accuracy: 0.7449 - loss: 0.7643\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Epoch 2/2\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 1/1875\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m20s\u001b[0m 11ms/step - accuracy: 0.8750 - loss: 0.3957" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m 48/1875\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - 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accuracy: 0.8381 - loss: 0.4704\n" ] }, { "data": { "text/plain": [ "" ] }, "execution_count": 119, "metadata": {}, "output_type": "execute_result" } ], "source": [ "model.fit(fmnist_train_ds, epochs=2)" ] }, { "cell_type": "markdown", "metadata": { "id": "FzpAQfJMJF41" }, "source": [ "If you pass an infinite dataset, for example by calling `Dataset.repeat`, you just need to also pass the `steps_per_epoch` argument:" ] }, { "cell_type": "code", "execution_count": 120, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:38:09.248645Z", "iopub.status.busy": "2024-08-15T01:38:09.248127Z", "iopub.status.idle": "2024-08-15T01:38:09.610865Z", "shell.execute_reply": "2024-08-15T01:38:09.610087Z" }, "id": "Bp1BpzlyJinb" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Epoch 1/2\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 1/20\u001b[0m \u001b[32m━\u001b[0m\u001b[37m━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m5s\u001b[0m 297ms/step - accuracy: 0.8125 - loss: 0.4059" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m20/20\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step - accuracy: 0.8254 - loss: 0.4682 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Epoch 2/2\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 1/20\u001b[0m \u001b[32m━\u001b[0m\u001b[37m━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.8750 - loss: 0.3767" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m20/20\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step - accuracy: 0.8622 - loss: 0.4263\n" ] }, { "data": { "text/plain": [ "" ] }, "execution_count": 120, "metadata": {}, "output_type": "execute_result" } ], "source": [ "model.fit(fmnist_train_ds.repeat(), epochs=2, steps_per_epoch=20)" ] }, { "cell_type": "markdown", "metadata": { "id": "iTLsw_nqJpTw" }, "source": [ "For evaluation you can pass the number of evaluation steps:" ] }, { "cell_type": "code", "execution_count": 121, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:38:09.614608Z", "iopub.status.busy": "2024-08-15T01:38:09.613933Z", "iopub.status.idle": "2024-08-15T01:38:11.961962Z", "shell.execute_reply": "2024-08-15T01:38:11.961236Z" }, "id": "TnlRHlaL-XUI" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 1/1875\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m11:14\u001b[0m 360ms/step - accuracy: 0.9062 - loss: 0.2961" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m 47/1875\u001b[0m \u001b[37m━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m2s\u001b[0m 1ms/step - 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accuracy: 0.8504 - loss: 0.4343\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Loss : 0.4353208839893341\n", "Accuracy : 0.849216639995575\n" ] } ], "source": [ "loss, accuracy = model.evaluate(fmnist_train_ds)\n", "print(\"Loss :\", loss)\n", "print(\"Accuracy :\", accuracy)" ] }, { "cell_type": "markdown", "metadata": { "id": "C8UBU3CJKEA4" }, "source": [ "For long datasets, set the number of steps to evaluate:" ] }, { "cell_type": "code", "execution_count": 122, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:38:11.965872Z", "iopub.status.busy": "2024-08-15T01:38:11.965155Z", "iopub.status.idle": "2024-08-15T01:38:12.288097Z", "shell.execute_reply": "2024-08-15T01:38:12.287349Z" }, "id": "uVgamf9HKDon" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 1/10\u001b[0m \u001b[32m━━\u001b[0m\u001b[37m━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m2s\u001b[0m 297ms/step - accuracy: 0.8438 - loss: 0.6377" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m10/10\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.8411 - loss: 0.5209 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Loss : 0.46679750084877014\n", "Accuracy : 0.84375\n" ] } ], "source": [ "loss, accuracy = model.evaluate(fmnist_train_ds.repeat(), steps=10)\n", "print(\"Loss :\", loss)\n", "print(\"Accuracy :\", accuracy)" ] }, { "cell_type": "markdown", "metadata": { "id": "aZYhJ_YSIl6w" }, "source": [ "The labels are not required when calling `Model.predict`." ] }, { "cell_type": "code", "execution_count": 123, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:38:12.291965Z", "iopub.status.busy": "2024-08-15T01:38:12.291396Z", "iopub.status.idle": "2024-08-15T01:38:13.576693Z", "shell.execute_reply": "2024-08-15T01:38:13.576001Z" }, "id": "343lXJ-pIqWD" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 1/10\u001b[0m \u001b[32m━━\u001b[0m\u001b[37m━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m3s\u001b[0m 350ms/step" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m10/10\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "(320, 10)\n" ] } ], "source": [ "predict_ds = tf.data.Dataset.from_tensor_slices(images).batch(32)\n", "result = model.predict(predict_ds, steps = 10)\n", "print(result.shape)" ] }, { "cell_type": "markdown", "metadata": { "id": "YfzZORwLI202" }, "source": [ "But the labels are ignored if you do pass a dataset containing them:" ] }, { "cell_type": "code", "execution_count": 124, "metadata": { "execution": { "iopub.execute_input": "2024-08-15T01:38:13.580488Z", "iopub.status.busy": "2024-08-15T01:38:13.580007Z", "iopub.status.idle": "2024-08-15T01:38:13.664178Z", "shell.execute_reply": "2024-08-15T01:38:13.663478Z" }, "id": "mgQJTPrT-2WF" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\r", "\u001b[1m 1/10\u001b[0m \u001b[32m━━\u001b[0m\u001b[37m━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m0s\u001b[0m 58ms/step" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\b\r", "\u001b[1m10/10\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "(320, 10)\n" ] } ], "source": [ "result = model.predict(fmnist_train_ds, steps = 10)\n", "print(result.shape)" ] } ], "metadata": { "colab": { "name": "data.ipynb", "provenance": [], "toc_visible": true }, "kernelspec": { "display_name": "Python 3", "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": "3.9.19" } }, "nbformat": 4, "nbformat_minor": 0 }