# DeepLab-v3 using Qualcomm Neural Processing SDK for AI on Android

Source: [https://docs.qualcomm.com/doc/80-63442-4/topic/deeplab-v3-on-android.html](https://docs.qualcomm.com/doc/80-63442-4/topic/deeplab-v3-on-android.html)

Running a DeepLab model for image segmentation on the mobile device

This article describes an Android application based on the machine learning capabilities
            of the Qualcomm® Neural Processing SDK for AI, deep learning software for Snapdragon®
            mobile platforms. The SDK is used to convert trained models from ONNX and TensorFlow to
            the Deep Learning Container (.dlc) format supported on Snapdragon. The following
            exercises describe how to use trained models in an Android application to perform
            semantic segmentation using DeepLab-v3 support from the SDK.

## How does it work?

The DeepLab-enabled Android application opens a camera preview, takes a picture and
                converts it to a bitmap. The network is built with NeuralNetworkBuilder when the
                .dlc file is passed as input. The bitmap goes to the model for inference, which
                returns FloatTensor output. The output goes to post-processing for manipulation,
                which changes the background of the original image from color to black and
                white.

## Prerequisites

It is helpful to have experience in developing Android applications.

Follow the instructions for [setting up the Neural Processing SDK](https://docs.qualcomm.com/bundle/publicresource/topics/80-63442-2/setup.html).

## Runtime permissions

To capture live frames, the application requires [runtime permissions](https://developer.android.com/distribute/best-practices/develop/runtime-permissions) for camera access. The
                permissions are mandatory for Android version 6.0 and later (API &gt; 23) before
                performing any action which requires access to any resource from the user or the
                system.

In the Android project, declare the following code in AndroidManifest.xml:

    <uses-permission android:name="android.permission.CAMERA"/>Copy to clipboard

To use the [Camera2](https://developer.android.com/reference/android/hardware/camera2/package-summary.html) API from the Android SDK, add the
                following feature to AndroidManifest.xml:

    <uses-feature android:name="android.hardware.camera2" />Copy to clipboard

Set the camera permission as follows:

    if (ContextCompat.checkSelfPermission(AppContext,Manifest.permission.CAMERA) !=PackageManager.PERMISSION_GRANTED) { // Grant Camera Permission }Copy to clipboard

If camera permission is not set, then a pop-up window will request permission to
                access the camera.

## Loading the model

The following code connects the neural network and loads the model:

    @override
    protected NeuralNetwork doInBackgroung(File.. params){
    final SNPE.NeuralNetworkBuilder builder = new
    SNPE.NeuralNetworkBuilder(mApplicationContext)
    // Sets Runtime order for Neural Network
    .setRuntimeOrder(DSP, GPU, CPU)
    // Loads a model from DLC file
    .setModel(new File("<model-path>"))
    // Build the network
    network = builder.build();
    }Copy to clipboard

## Capturing preview using Camera2 API

[TextureView](https://developer.android.com/reference/android/view/TextureView) from the Android SDK is used
                to render the camera preview in the application. TextureView.SurfaceTextureListener
                is an interface used to notify when the surface texture is available.

    private final TextureView.SurfaceTextureListener mSurfaceTextureListener
    = new TextureView.SurfaceTextureListener() {
    @Override
    public void onSurfaceTextureAvailable(SurfaceTexture surfaceTexture, int width, int height) {
    //code to check runtime permission
    if (ContextCompat.checkSelfPermission(getActivity(), Manifest.permission.CAMERA)
    != PackageManager.PERMISSION_GRANTED) {
    requestCameraPermission();
    return;
    }
    CameraManager manager = (CameraManager) activity.getSystemService(Context.CAMERA_SERVICE);
    try {
    if (!mCameraOpenCloseLock.tryAcquire(2500, TimeUnit.MILLISECONDS)) {
    throw new RuntimeException("Time out waiting to lock camera opening.");
    }
    //mCameraId = 1(Front Camera), mCameraId = 0(Rear Camera)
    manager.openCamera(mCameraId, mStateCallback, mBackgroundHandler);
    } catch (CameraAccessException e) {
    e.printStackTrace();
    } catch (InterruptedException e) {
    e.printStackTrace();
    }
    }Copy to clipboard

## Camera callbacks

CameraDevice.StateCallback is used for receiving updates about the state of a camera
                device. In the following overridden method, surface texture is created to capture
                the preview and obtain the frames.

    @Override
    public void onOpened(@NonNull CameraDevice cameraDevice) {
    // Camera preview is started here
    mCameraOpenCloseLock.release();
    mCameraDevice = cameraDevice;
    Surface surface = mPreview.getSurface();
    mPreviewRequestBuilder=mCameraDevice.createCaptureRequest(CameraDevice.TEMPLATE_PREVIEW);
    mPreviewRequestBuilder.addTarget(surface);
    }Copy to clipboard

## Getting image data from ImageReader

The [ImageReader](https://developer.android.com/reference/android/media/ImageReader) class allows direct
                application access to image data rendered into a surface. The application uses this
                class to fetch the file path of the image created, as follows:

    private final ImageReader.OnImageAvailableListener mOnImageAvailableListener
    = new ImageReader.OnImageAvailableListener() {
    @Override
    public void onImageAvailable(ImageReader reader) {
    mBackgroundHandler.post(new ImageSaver(reader.acquireNextImage(), mFile));
    }
    };Copy to clipboard

## Running object inference

As shown below, the bitmap image is converted to an RGBA byte array of size
                513×513×3. Basic image processing depends on the input shape required by the model;
                then it is necessary to convert the processed image into the tensor. The prediction
                API requires a tensor format with type Float which returns the object prediction as
                a Map&lt;String, FloatTensor&gt; object.

    private Map<String, FloatTensor> inferenceOnBitmap(Bitmap scaledBitmap) {
    final Map<String, FloatTensor> outputs;
    try {
    if (mNeuralnetwork == null || mInputTensorReused == null || scaledBitmap.getWidth() != getInputTensorWidth() || scaledBitmap.getHeight() != getInputTensorHeight()) {
    Logger.d("SNPEHelper", "No NN loaded, or image size different than tensor size");
    return null;
    }
    //Bitmap to RGBA byte array (size: 513*513*3 (RGBA..))
    mBitmapToFloatHelper.bitmapToBuffer(scaledBitmap);
    //Pre-processing: Bitmap (513,513,4 ints) -> Float Input Tensor (513,513,3 floats)
    final float[] inputFloatsHW3 = mBitmapToFloatHelper.bufferToNormalFloatsBGR();
    if (mBitmapToFloatHelper.isFloatBufferBlack())
    return null;
    mInputTensorReused.write(inputFloatsHW3, 0, inputFloatsHW3.length, 0, 0);
    // execute the inference
    outputs = mNeuralnetwork.execute(mInputTensorsMap);
    } catch (Exception e) {
    e.printStackTrace();
    Logger.d("SNPEHelper", e.getCause() + "");
    return null;
    }
    return outputs;
    }Copy to clipboard

## Processing pixels from RGBA (0...255) to BGR(-1...1)

    public float[] bufferToNormalFloatsBGR() {
    final byte[] inputArrayHW4 = mByteBufferHW4.array();
    final int area = mFloatBufferHW3.length / 3;
    long sumG = 0;
    int srcIdx = 0, dstIdx = 0;
    final float inputScale = 0.00784313771874f;
    for (int i = 0; i < area; i++) {
    // NOTE: the 0xFF a "cast" to unsigned int (otherwise it will be negative numbers for bright colors)
    final int pixelR = inputArrayHW4[srcIdx] & 0xFF;
    final int pixelG = inputArrayHW4[srcIdx + 1] & 0xFF;
    final int pixelB = inputArrayHW4[srcIdx + 2] & 0xFF;
    mFloatBufferHW3[dstIdx] = inputScale * (float) pixelB - 1;
    mFloatBufferHW3[dstIdx + 1] = inputScale * (float) pixelG - 1;
    mFloatBufferHW3[dstIdx + 2] = inputScale * (float) pixelR - 1;
    srcIdx += 4;
    dstIdx += 3;
    sumG += pixelG;
    }
    // the buffer is black if on average on average Green < 13/255 (aka: 5%)
    mIsFloatBufferBlack = sumG < (area * 13);
    return mFloatBufferHW3;
    }Copy to clipboard

## Performing image segmentation

In the following code, the output FloatTensor is further processed to change the
                background in an image.

The index number for people is 15; therefore, the float matrix will be 0 for the
                background and 15 for the person detected. Based on that matrix, an output bitmap is
                created with background pixels of black or white; the pixels in the main object
                retain their color.

    MNETSSD_NUM_BOXES = mOutputs.get(MNETSSD_OUTPUT_LAYER).getSize();
    // convert tensors to boxes - Note: Optimized to read-all upfront
    mOutputs.get(MNETSSD_OUTPUT_LAYER).read(floatOutput, 0, MNETSSD_NUM_BOXES);
    //for black/white image
    int w = mScaledBitmap.getWidth();
    int h = mScaledBitmap.getHeight();
    int b = 0xFF;
    int out = 0xFF;
    for (int y = 0; y < h; y++) {
    for (int x = 0; x < w; x++) {
    b = b & mScaledBitmap.getPixel(x, y);
    for (int i = 1; i <= 3 && floatOutput[y * w + x] != 15; i++) {
    out = out << (8) | b;
    }
    mScaledBitmap.setPixel(x, y, floatOutput[y * w + x] != 15 ? out : mScaledBitmap.getPixel(x, y));
    out = 0xFF;
    b = 0xFF;
    }
    }
    mOutputBitmap = Bitmap.createScaledBitmap(mScaledBitmap, originalBitmapW,originalBitmapH, true);Copy to clipboard

Below are sample before- and after-images showing the changed background:  
![](data:image/png;base64,UklGRlzfAABXRUJQVlA4IFDfAABQOAidASpUB/sEPwF8tVSvP7+5pBO64/AgCWdu2DG9MN77LROXdTVqUbZzrAtF39wf2Lks89/xfax8QntF7AnAvICeFjzX/bTp6/9v0xf0rn0e+FL7G+olcP1H19pz6pzNV//vP1/+/Wq9N0xi3Ah/5fQ18b/zP/h5S/kf7j/s/0/pz65+9vWP+efxXLA1Zeuuhf5dgBv6lxOfuvqA8Zl9w9QP+U/7LmvP1SZx/u+NEwDmWdOSOP93xomAcyzpyRx/u+NEwDmWdOSOP93xomAcyzpyRx/u+NEwDmWdOSOP93xomAcyzpyRx/u+NEwDmWdOSOP93xomAcyzpyRx/u+NEwDmWdOSOP93xomAcyzpyRx/u+NEwDmWdOSOP93xomAcyzpyRx/u+NEwDmWdOSOP93xomAcyzpyRx/u+NEwDmWdOSOP93xomAcyzpyRx/u+NEwDmWdOSOP93xomAcyzpyRx/u+NEwDmWdOSOP93xomAcyzpyRx/u+NEwDmWdOSOP93xomAcyzpyRx/u+NEwDmWdOSOP93xomAcyzpyRx/u+NEwDmWdOSOP93xomAcyzpyRx/u+NEwDmWdOSOP93xomAcyzpyRx/u+NEwDmWdOSOP93xomAcyzpyRx/u+NEwDmWdOSOP93xomAcyzpyRx/u+NEwDmWdOSOP93xomAcyzpyRx/u+NEwDmWdOSOP93xomAcyzpyRx/u+NEwDmWdOSOP93xomAcyzpyRx/u+NEwDmWdOSOP93xomAcyzpyRx/u+NEwDmWdOSOP93xomAcyzpyRx/u+NEwDmWdOSOP93xomAcyzpyRx/u+NEwDmWdOSOP93xomAcyzpyRx/u+NEwDmWdOSOP93xomAcyzpyRx/u+NEwDmWdOSOP93xomAcyzpyRx/uHnMdFY/ttFYW2jTG3A816X0+gDEnj4MnNZ5SITXyIvVmTETNOlOG7TKiIeJ5A09ngQ+B0pn6cqE/k2BpnmqBbjAqJVnz3zMm03sazBsP8lAIsYqQLVO+dXYdj8KDFgEXLVI4DOIt/vGlAVvdPVF7vjRMArTdI7HLXSy/TQwolwVVCoKPN7K3ch4cIBq1fljHrwAebEuVa/NEKR1EtQ9JqHOIQ4ldzTlkTWNAkn/x3XgZXh+ZpwUcthGZrVui4cMlFekTwDNIK+v4JPeqqauVkoVqz/hi07hJ040TAOZZ05I4/3fGhz/p1xF7DdNJ7ik/4uTbLtRXhnstWGSRO8V2ZzCVOfr7zcALnZgSTkRWo6FS4WtpSNVnyussfgyOXyjJxbDoTjthpP2VtDVXS6k1boV1TpVd1NOPor+fSDsadt8bVyTkwgOGnEQpsWZbAOZZ04P2/sAdDnZdWV0Dlaj9HPTmz/qZl4a0gDXSUd8FG/fI6a72JGTEwPdKNJkMqHxqD2qozr72yBo+6Lul+miXEFmltZWJG/txlnAcMOWZJfejpzCn4fMXCoRUORBV/c7WDQPazxhEYGSZb+PzLOnJHH+740OgaZCRjOHf2ZZwsC2oFF9pgmFdlaS8xR1Na8S/LXWnQmyGOQCE2GOSgepUwR/xpqMCJVIEvSTYev8WFQAG6BYTgdaB7GIaFz28+On77ZukR01y5NEF3DKvS93V4kzbXdF5eky8Nc8gnFHpcrOK+5kuhRaBQHMD0yx+nGiYBWrbsydcBD3fJqiM+YnTQzkwM5jbIK7XWd6rY0qOQYbKVXbClSotG3AGqLEEt2ank89/S4DUA6UVPglnTUfWrp1We/33S4BqYOn/jnWkFI7GU1WYfENbjiQxYOxFoN0DGoWJem39XsXRj6jAbBtO1v/+8Nm/+PzLOnJHH+740S/a7PKFyTG+MDJV+fWlBPs/90aIq26jq0YIvoUm88ASwfysCHB+r62qg4oLpTyNaCQGxUo5ozKo+NT3ZE6eCXU+AM1adhHJtdyXvX9+Ks0YNGOcAAkFanXNua7XXlMTmlmZ5e7Ks4N1sni350wZecy+ueRyN4KIccTPedhBcI/I7sWq2UYQvaxJ2ZnOT9sTTwl81yCvgv37Wjes/p6j26WtYJgjTzwSFCVexmLr/u+NDnmjT8cvs979A/eLAOwkpHdqgJ4zqjapVeIrDZIhF4jdPjLhNfIikdQos/LLES/EU55NvWr78dpC9KulrH/7dzNX2ZrcU1cYKTFwownuiM8e5nSIXdEH1xRoEhW/NOBlsKCMf0B7pY/MUhCaND/6JgWkn4lGRdaTKG7IxbM6RrWsY/m0pkcre3ivuW7+b0qjZ/buPyJ37DwpcUYcPu82GOFtod8udQkm9LlmRAQdwf1s9shAOmLdInfOaAxb4OZZ05I4/3fGiYBzHkcqE1M4oVBZz3dwaejmbHmk9NDv+CfU6NGFYbkvyuloYWFaBBsxpqITJGT4q1JjpBiOkDPf+YO18R1Z5Il1NwWGgqekRnThoBdZeRnTNxy3SEYRRB14AfQcjCbRT2oYJxf/Phn+pWGdlCP2/KoKcw99ysJwrhBoiuf2MDo31s+i0A1Z9JTHE6f8rlZSgIpH9zjEy20K0yOP9zD+vIXXmGUAuec5vQ4sBFTWi61A+9eDRP4nB4v8U3E3Ni/n1YQCxhQFAEVRXjDjD2ogvN177lqr+BQFYBRqO3xiTdXfVqM946gya3x1XglhWdc82Tq1oUnLAZkvnLTB98J7LLAAfsOq/ctJ5oPnkHYQJXS6jwgGapRZAjG8aP2VcXUoBW5SOiKg/Ki4+09Uk5gbc+rB0F09SJr/vclRIM3H26HSuS17sA3uIR/USOaMqcaJgHMs6ckcf7vjQ5hu+Cutwfw20589CSZ/5147HfTQiR71zkhP3U7qauzUdW8FJcIcGYFTWX3xQ1T4ZAP5kal+k2Voqocfd2+P2LNYbxNCeTxcyuWKdKSE0YHliEsavdIGeGoPtRzxYhx93bvgcFjE6DxDj9Sa4CFe6Iu6hA79WByCbkeCJORbgt2pMGuv3ORPH9x0jU3VRQcUrb2mPRLZ8hQ61+pfGiX7fCXD0Mb5qxabswAgWt/RGDQqrpRbXC8NzdWIrg4R0heqear/tNA/dTV5hN/YTjahHdPlyf8yZe4VnQcQBmaPBzPsIx3X4dHhZn0gOZHUUYQe3/kN3j/hKXwIUWxpyHFiZrJpMJe1StF0B+nv0WK2L84CKYH8+/fMApFYT5Z3lJ7MidGtt8TZSuoprK/pmN7bGFs1E6CpIk7gY64EvbvNJWSOjRqoNnNmG50G9pbMXOpE3qSCUCLNA5H5lnTkjj/d8aJgHMe2mspoZxxmhd7iuJ0/r3xyfrmOWCdMoVwQYmB+Beh84GWbveTaV39bhMEWYviTPO5uj0MxgUVtl5U3oqbl+xyw9dHyh5d4hLOncN1+uHqFgVaNT7pEg69R6g+XXr/HvRkRYqNIAqK3jJZT/tfmFEZ03/xwvFQqDKFjfWHwoluo79HH9/LiD3K6dXu6MawwvZHx/nCj7qfPrbN1Qh8PgnAEaNhzLvGHto3S6GqlD0Wn3LEk4pfTf2WyeN/w0FK4SFtu0ik5PQAqcxtosrUsQ8wln/qArSECc16xub2JOtt2RSkbQngPGGbZlPMPKbX65KLXkvyuyiz8Gd76YPOdroBXUPfJjK0ateoPHfo4/3fGiYBzLOnJF8OfZfPoRn+vVlmkCVGqRFGv6PNFAXQv5C+oQVXCaE/Hk5LF/U41jFOCPBc2cdlWDEAw9yqnN0fwCTTZBWp+7JFW/mnv1dWMHF3a0ESYYnJPUtFko1PQLZu9hI2mx2xu+x5uuDr/u+NDm1XRhtV1wmBdXvBmLejXMXLMtTgSCoXJErK5Tp+ZAAognyW0/1G8IyfSiYeMMmVEiNPELotnZD22BvedMnUlDRBX0N636UTO8ypvQIuCOcVWF1ub/dMCwp7VgHMs6ckcf7vjRMA5j1bwVDcHZtgNctgqdU16rj0CfIUWQBgWMYeurffWbX7EjvpuqHgWrgatnA+P6F69UfSnUR09Z2En8gRSOITWbDmz0YtNb9+I7hd9VcMNlNDqIca7OhsASZAk1z7Fv4/Ms36sbw9kZjblUKCpP2ZxrF4fz5+CEmweM/yCwk6C9b4r3rrnAouwg2uyzqBt+z1Y+2V3cCY8qUHNWaCII8/NjJO9hfIgUnJgunyu6h+wRvO3mfWjaPT0LpBpxexwVfNIA1BG5OoyAhZp/o4/3fGiYBzLOnJHHxwXyZbIPQKKfFoUKSJjSvD6zdIGYh9xyzC8cmHwCw4GR04JWdwcFYHwIuoRvxaDi1e1qRmzhngkaBB5RJgDh11yQM7TaNygg5FJrwhjfDRMmBP9VYbZxoUYPwVlqt48kkiIec1Q114H9jEmpueR6l8aJfjqMYCSlWWGmdGNrE0IWzE5ma8hylYL88JObjCYR8iRKi51YKLHuENROHDxPMr1SoLI0neDGcP7ifIkMPYvCaKv12WTjgxQHLYDmiYiedPaLI+OMMczSDdIBO29PWaYA+byc+dferbzRMA5lnTkjj/d8aJUcI+eHzmEf+2KKCY8shqWmSJz8m425SCwgBVmwo4BpIUxUXK4/HNmNGAd16UgVfn5wg0Kedvc0x9IG2SyZFNyNgv4r+wzpVhNASddwd9dV92IpaQdqJyCn2ZA8+1i+GyzK9dWab9tnunsGaAwuoaGGFMjj/cvuEifoS2nbjVNfKZAn17rxguUl010a5HFEFgZmZlA/0KI19XcDyHqUefQQcAvP9ZdA4TyotzEZNCuFvqTzGY802MzprDe7Ji8xBMsnGfcF/5ODicBnI2UFflCI6sA7m98HkpgtiOjsBzLOnJHH+740TAOZX15DYmh6s8AWGJf/+kLRW7BiyOqp8LisupWZgN6I/d7XEfw+SYRBk2jmQo6QVh9kUSfNF3ZPTyMjBnu40gLhrTfHWF23Zhr8m17PSLq+roz0kqpbmBpa8vrqMLHKVYAbCJ8t6pjBjzC4GL18x0VocJPQnjZiqeRg9lv4/Mr4vtjGr8IlwM9WVprjg3qaHRDGln5qa6nXRLnRcM6jG0hCGcx6wsOJz/GTf+MdHzx+JTUbTNJ2P0pMQu8lYtTLopoGTTCdZwgf+QXmuZBoYDUryfRhNGO3UDyFcQjyD/eCCuXRlALNlSxQ8gzvOHPFnBZy+mpGiocfTswDmWdOSOP93xomAcbIdu4KogWUjasoXCOyupzQjqprEH5X9K1UTBtkMpfgBEYDYuzNPqZKCcmXxjZcz4BtNffOCcDJ7t++1gHFRYIdJIEqR34Sa2jm6QK/wlAA18oZqxK5qm8WW13O6ULC1V7CrmvED3F8tcZ7mTxnq+rZXUSzpyRx7diPUYG+Bjfmx0eMIsTUmpvqGZJvGhULjEq3f7TAv1d3DpNvEpw92shEcmouaXfSVM+bwQAxTm4Som00in8idC6K11Kr5LkztwdYjrh4wddXxGV99BRPVcszpYxjRE7O9xn6aZnckGiYBzLOnJHH+740S/Jt1Qg6GjmCQd1QJS+6tDvp1WaddbSWhifbnFd9QUCl+KW+wWnNogYV53cHvzgj81ks3E4gfsaRJVe3K5hoskKUabTf5crcmBvbsmYlEko0ZOGVYCPe7PllRQNFlC+WcK2wc96Ymw0pzP6oXgqlq5Msw9OSOP8cW5jJkxQm8XW5RbWJ6WppkLns/l0ADkjHL3kGmlP9pKQ3s5cV1aCeR2wMPFz8NIpe87SzIgHbNxnNMZiw7XN8NV2eV41QXaP2aeKe6YnGW/oFlF5Pgd5scT6fWBM5Rnlg4VUMmQzf/H5lnTkjj/d8aJgFdBugHKThOMtpx+9bcZgosiLnEHPoJX31P7MkP7bxvIvimNo+BATXW7YTTjzc167jv7ky+T/dTUyUgOMCRccF6o88/jRCbZjV5GycVXiLoXc6etffUGUyTrkPkcLVRWMa8aZ/RgNSczEazUY0lzmXatkPj/d8aGWvOT1x+uGVbZWjFWaECNO+4wMfVRwlH9mC0Y8EQEGKgNMSMCIKevms3FqGjkWQI+bwWzPgjXLKbZbJiZzWWwRB6s7h8tthBuieGkLgBE/pWBQTegFjGRuNELIY69TGpaGuSMi8JaoTZ2advh7dGCEeZEMwDmWdOSOP93xomAXs+XSl/rx7vxu2JOnl+OSDcz/pnZ/ynfd9paNwUWRGro2SplgY0HqvHbYIzPQsvtQALLRXcaEngqLRKs9fc2GwANyNwENuWxe00muOmC/RCPhNB9gJejv0x1BtLo0fXcxgO65Z5DCoUlMWUY1tJFL40SsfGlKSJ+3mAdjkwOCA6VhHPZoKQiCtSFK/CukZUV2eSjrNAPR9iwwOLMIVabMAms4y7pQiu1aEqazcLTmRUJMmop4Q+Qsixd62st4xj4HQ2Z9ScjLTrz7QlFwr0ydrxn8kO0e4Qpl3Va/BzLOnJHH+740TAOYtGsUsmMS0Vx62qHojctigJhPn14dgZQkqkW35VJFYSonrxIoLDlhFOijIVFxOBWZSa/LDDQZS3gfo5V6D7ae54dAGz6NGX3aY4Lay+Kuq51N8WUgzgLzrLa8zhjJsuHUEbm4EXnwT56HH5UFvPlY7VX2rVQfmWdORQSj3pcepU/KpudKPxsdSzFCkKAQ5Giy9pW9zDmq0MbzEpwxnB7pYZpBEbzxgmjCGcNKdt75JKsAKA1h/Y80o/M47sCA051tvhVgjU5jLJcgzPV59AOEiYxewH4FYkz480GQ/Udxdbowj1puHujsVwS3l7v0cf7vjRMA5lnTkjhV4PGVgIwV925cAbw3QAC2IVsfsWaVThxVK1lQ3A3ElPcXPj/ndQTUtrnESlYWGywKdCjHIA6jzXUc9EX/u9pzbtdUINvqVyz2ptQh1MMh8hyIacycp9dHQVt706vI0t0PIJHMd+K1hAT2k81qM/aHD3NUcpmpO2GKdblxUFR94lHY9nZNoAvJVTxCUDt0g/bf1mEUvjRLDbXrzsajielKUFj2oVf1kBMkyFJzHEPK4s5KDK9hDjfvHnSOqxEx+M2Umq1THoPlqDazQ7If+IafqxWmWl7PzlYrT+EZ8cHhOgP3RLckZeWadMzl9SjoRLxq5Eba6MOrI69mDXqMNoy8W2+5xxZQsSHWzgOwZ8EemYZZM6dnGJDZK7aZvy7LeXu/Rx/u+NEwDmWdOSOFYWJnGYMM8n1pkezXkyeGuK64b3ubCmjx6KeWQ/Xj6VWYUYDvP/Ewk6YgRS6PbDOnitUnOlGZNGzgzGpbYjeMhGjS+RIO7E1AHfEKvMfXNekJrAVtGiihpWOFOcAx13lucINq7DETTgmIPF3+4iFJOn/WmoAp2BlkiMwAlsT/jv0cf7i6wqfy9XMLNy1pBpuDdAqd5AlwlJD7ueNpo9TATVH7iBoZ6FZ+ZwNRBzt4IuYqyhM+SLFDUqiB9UNZ2+QSPR2bUfJTiw+NeCZ49GOoJnYsCOEiIZWQxIEGnz5qG5Sgutl9YvZHz9H01ykRSKdgGmNQumV4FxlFxsrt6RaFRbnQMbiEKMtS6Zv8FuOSzQOZZ05I4/3fGiYBzGWzuoaNjNKtpW44eF0p87y781gSASATgEgqw8jUTsizQ5rWOSnCNBjPOmfSm+1EApcL7/EbxgLfaFB1AJkP3qCCwhdJfyfzKoKeoEzLsZRtwVZATIgdeI7KlglE3lIwjSaEPutoU5C61VUO1DLbbo1Uz26/fcXU5VqSYtDzf9zX50gn1K/iNqLCmfr+CBOKTQfmWdORVQSvz4EhDBH97Ccm0i5igk1EnVjr0yW/ZZ70N+rkRdL70EDqz+2FZ89mu1ELVDuG9X/G/hNeRjfXfHFSp3M6axlUjX97iawPOiFpuhceQCevUa3ky+X+U3+9IqCU1zDMtnWTxdebHLjY9jh6uDH84CXYvyMkjPfHNBZ4Q8y6cx67dsP8YPaw76xi2eANfqQ58wpVg0l2wpkcf7vjRMA5lnTfyxQkpx1AgJQJ+zDVhKpBZdKJO5GuVIl/bgAxGuk8pF3oh733FjjqoSjK+mBXT0r/NrAFuhcJwf9dwPB7DQrd8OiOsoiZFqvX/qjx9DnJyxc9rbySN/HmNVXA7DnoewAwjdASHYm4HMSTga2lbcb/2sm/1iNqvrgoUrTrpdugXVpaBKDcDYK9nLSwLsHqsL+L2Rx/u+Mo2reWRtv6/slMuB3uCZtZ/UNcFaYtOnApIE9Hu6/RBOem+Di7PZ+mwzP94tzhZpAMIxAvZNXq9Ba/8Xg6qqMn4TkqoSsqrPcxNt1pLTDUnn3YObHPYQYSLc8Er0IGnHvrhOY8OkR8Vrqocd4/MGX1Z6d+dBMI2McbKSSc2dBXx1ENg3dSZBEon1zLZ3M6ckcf7vjRMA5lnTkUm1oA/DvmLbEWntjy5hD2eldqVvEe8qksWcPcyxmFgRKbl7XTt4E3SzUqVHaJlUE0IU5Xks/LTOANicXVguuUK+sIFHxGQ4wpYzC7pINlEqpFFIhWSKftY65CXUNZKjWlLfYhtEKyQo0CK2DD4sQiA51V7LKZz+qrNOBciK/hZAj1aKu33DhGebj+UXulVJh67xjsbPaIPzb/Ac6ndcU5D/sUvjQ0ozjhcnMW5LuZLqXuMP1JTtJ4nOMls6Vr7ifRIhl0jOPFoAzl4Oq3njLC5ctr/6ZdMKS3hUoimbXEnzPTHm27X3AAdc7pNKfx30riT1hsoYiH8aak7z8/brr0D0bCA8N3wXTDT3Mj53EVPZGzGiI9sg/FrSSB0R5ghSOVafeOXZfZ0Rge9f72rJY6r8FSioTeuTL4kG3eJ5c8p1Qn0n2KXxomAcyzpyRx/glfHJgdH3lbAbuQ05wowCBd88Y50/wj2zlw34+rJFPkek5f0420q4Vsu+QPdmHkc76VpZljO3MgR7HLTkk9M97/SStOtXDMZtSwL/4lizT0phSk1/2Av2+FbJiLb631UVUcJ+VwcUNbQpDMgVeWR4NFcY8y6inaGdM1SKSvzLOnIq7OTzKwRtPDlJ8ZMhr6Zi/+wm99j2I0RtmVYSBlG+Gvvarr8RtOjqZ7ZoQCI88lCAgGMcKl4eVBpUJub7DZ66iSTuHPGg+RhusBXtDaOBB5lN1GCCbJgHwoTHe3l9UkSd+ZTTC49O9LzKBiq/vF5eqlky+ApWSN4qDlVWBodtYBHVoDpokDVc+oT6T7FL40TAOZZ05I4/wTVIgQ8Rt0x8Tleogm6LktdfAetlLf6UnZpXsIoYHCCw/R/qfX6aEbaraD3pSowsFT//IloP6bIOuMHMHIO60Aj675cmU0Y8YUnlJZMUKcSXORXB1wk2cRbl23uK3BqGDY5dPUGQiyAq2F2C5uzbfnD1R4yig128TbJD2s9SuztMvBw+6Ms24pfGiVs6i+jW1aXWIYiQWMvNuMIRvfEJ9qdMN8x69wqqq84Zu7rURGmChNgVH/9uzg7c42+zTkgUr4wiJXehTqq1ghXr66FANVlgIhhLkUJB7v1ugJ7YxQOYG0f+J1NXWgWARjv/YGxucK8JC3XtSNwLq0PTUXw8Fabo4X34yYcn2KXxomAcyzpyRx/uMXFCdFWJief5jTBLomX0jzBrz0alx+6dRXfgFfG81jl2+Xl7Igwy32zckdye8RisPNiGzRswyR/ibZ5K9+XYKqRauoitp+dUGHRTXtAubccs3YGIz/zDVbB5uhhbAYmr9qaZ3J06sUUnlHDEopM3rkBgVoV7UFIdD8yzpyKn7xgad2K24INB9GfjTPyDi09xKJr03+qUeyWgyjdK0cnGReYTmE//jrRe7sl4Y0G0llOINVKiCDllWCNq0eUTuD4wEhlO0LlUqOUHoPviRP6we0GN++BlA3/9SlGFqqyDDkHCcbvr7KToOkM5j48yJ1Tj/d8aJgHMs6ckcf7mTauHj9yu1j3Vc0UEHdyLc7RL4miR0FARSGQVMnidn+6U5nDI6o0hOPcJiaTyNXQozsUozZqbUhsKO/GLqha//MNHBHarXQA+fKNW2sE3+3dJHk/fhS4P/LBJdnWmutFVZmCd8S9yLA60jv+NeccEJ0E/g/bIgcjvCsT9pzRMA5lhS1kkmk1lUdgebuCQ5OQXgyHsoYKmm9CmKSANgjAole2JOlfyNI5Snxy9Bpj7w9tbCBtNiM5tD0giEWkdbc0/9/NcCwCZEl6L4vywk2oHTbPAsMmMxbGmNYZ/Ve2cJIF/PbBpoQPfQONfmQBa6lnTkjj/d8aJgHMs6b5MfArCXzjBAlGYLFa5sBzC6aMhjY/QJ7NY+p+E3L1NzZjMDkhxxgIWcDfl7dX4HkGAXZ8+AzJ7pHdwYD+yhI56ko5fd0SevzIbWpUgtDWB2NJjCxGl/sF1oRPbyIvDr2toQxZVLgR/HcOKyEOuFWDmWdIo0CV1aZM7+/vAPapHaxt4RhhZsJogikCNtGdB0LAkNPznA9eKyEOXO1bVLFrKGYfCuNO6PlaA2Rb/C5FahWP8KU7yWcAuoer9R3MDoAIMQ6zF3Z1i0j5YQPH/i9qEuOF08W4xKyNWkNruV1gKt0PAbf78/ndqjRTI4/3fGiYBzLOnJHCkCHMTMUrIATR6IZ1ZhIUqr/b6uTfpiIeak4QQYBE3/Xoj2MlLBNIpAYtjqe8SFHintHGIYXnED3sFvHx/8ko+rJpMJEuXOc9KMv/7hMLmmFUbgO4tWBXvEWjrIvJrLWQ2GskL3tL9SB5ib1LD/4JFdGqInfL27T4tTP/PFLuzXHOF/7j+740Ss+S8avjLfpjGq5maXKVBSaB6p11wSLZAoksd+3OFGJfwH9vdAwXUTOSDwhQxVlK0OhAyZ59aw+j00qHcfan9f0Z1LZsXG/qJOW30tz/82o6jEQJOkaJNen1TOWMrwmDZ5PqV/ju+A5NpQP/Wk/WXN6Vuez+cLq3ZDqWFcuOd6ty1L9WtINLMv02JCsXvHwOZZ05I4/3fGiYBzK9YIEAjm+Rq7Z5j3ABxsw7k4IBpkt3ZghhB/gjYOgDCwubnPs+YmzRz7rrBDep+u9t2SG0PifmzqGSgtHiJLYPVjn32ULpIYayjJ+WeiutR8ykCZyf6qxL3NZoCHhI3U16SbbTocMRPl+/Mx2Qb6lSByjiGMM8B4dKiQJNBFU1AruZh3lIIeMA+YX75lnTkiyLXbWtZzKhydg4zg+mzkFONH/PHujrKsu/mDzhYNBHgLZBsZ9GaTOfv2o/P0E2wMJdM5yzLtIf4n50oEzknC2kkGMUadN8i437bTxBpY1bzXsQnnERHQ4NIEQIMwr652/UuwJVAeII42wbZrXa3HLBjtans6tCFafxQGMPv9+pLk1lv4/Ms6ckcf7vjRL8md8mGX5das2d93BeoAYKlb0aToDQLijR0vgUmokDDQ57F0EcYu2QpcAcpFGGHZEWilsQ8EFj2X2AaER43zK946CU7Lh4UWoMkT5Ss/CLEQ2ZJJjY5G5KX4W9BwGK8zXAaHIQWMnd1LMP2Ruu2s/ayyQq68pKuf2eFwHNXsYkJhyMvx+ZZ0okw10n3FlyG53utmx2ss/SkRJLNBdeWymOjMUeGhZacSMY2U78IYpMRaHNOXJnjKQjlSyh3pb9yIwVp382noKyFmOKb3p07TpTDyu0eU4if15+m3raHiLwj1DmPfA3pEX9bkfmDtyJ93GJG+MoECGjC5xZqHGgZgHMs6ckcf7vjRMA42Zt+Qvxqx6sfgDjAwAiIPpYqR0A2c9w7oxZGpPpFD5hTSJ4ZVFTtpIKF4X4GodXC/vkFFC94CsK3n6Pz4X3E1Z4TItIKZzM0yPKjtvHPeL9Mf49v9ewQzDAuww6hhe+Vzxc+nInzRJzB7RrFHUCFj7VDzhjjdslGUKl9il8ZPAG8Jpqa+gINuJLRNK/xk0U1W0K7liixiE4AIz2wCjJxa8jjnodwYkAd5zziSOOJKs8EHPpyK9jFgPB0c8+ym9pzARSWZtn/gG2ZtU53WGJtRhbWgjG9Zw+nWnmA+RTQTQ6BLpoUOKGSlnJvAr6wxuaKjsquhqEQZS6Y9rb5bzPA7Z0V3Pd8aJgHMs6ckcf7vjJ1IzCc2az/E9YlPdWu8MI65mhBOtCODhL7odMjYZru3YzWLSRfX2vfz6NYG6AuSbbk5AH51kbQmGLfk398epCNRz7RxeTuyS5xrDOQkkJXyln2Ruoe7biZm7M8xC9hMJkpJtnbNupVrjn8+g0XCcSLk+t5e4lyLHKeb3BJdB5zhWmRx/uQkfVnYO8kGnNKO8t6wyeFnP6C2sbOBVNsYzA4OCdxYtPMiaCQsl2wXmNXwv8ZvIl8z+hebC9QiVI6KIZ6mH43Po3Q3Xgg/2i2a7zaU+aXbNuZvEqvijX1SD4GnQR5F2bOjp7TieaysQECrxqRn9f3LKJGD0fFYR3k/NdcrakrkssInbw5UyWC1ZefhPIzk4iHWs+ZZ05I4/3fGiYBzK+gDDb+sp8G58IxCOTfTZJS8U+xIsBt/2VZ2RZp6abH53CFp2Mhobf0hpNQlI6z5yTfFoX4wfOmibMBV4Ok7DaM5Xi3F7VyZQAsVtdE/mu6U3pGEls0J8Zzlcc7BnHpSE/Pr6zTiMxV8xFOWbJX/OiGUaVLixOPfHTFIInN1ab2AcyzdMkX+V/qEYnWzSTWHQ6aMlTU9MbsmwX6BtWzHcKqSzq587CZQQHqhUzAARQc+hD64ssoSJSfl+J3c/NjkDmT6wAGApHjJK5GBKcMRMzlorNIgH/jK1Zwbn0Zcq/cu8PPKkIwabhFDvTuTmSvyLLUxIvyeRzWt5gPxomAcyzpyRx/u+NEsSjCn7n3IYtqjp/nZpQ4h9ovz6q7h5e7lx2DTgN3kgqB/ooDEMRs8MOqrGA0dMWOKcxA2aLTfqrdhE9JxNAfL59lYc4+tBpe6WYELgOfPhnADroX7qfv2yjS/U81X42hEK9CI0lkxpGnkO/7CmRx/jyzDr16l8CWgf4mCdcgTnVeZulbW4jCZp1CUx5kuqIAsiMrr8eYQPyPkODMXqPHb0oVkeYgK2tCZDnlHXyDJJU41pYXFvzPz4ABKUvhuBySchBpXOQtz4kBA8QEapoVHFlIvQdT4ch0oZPKJWrajA5vv1qUaXxomAcyzpyRx/u+NDmJjyXhfn8dcVzDaZIrGpQ4g0AgBIHi/wAvEu4QgzBAArfiDQnyiTK5uNcz33Ld4NHZhnw5h5N7t+m2VLDFf++AE7UUblvD3d8be7YQrOopzgmA2W4WnTyf+1vW2JVJ2IUZYgxAyD6ZsCwkGXxCZ3K9a58f7vjLuFMTDU2ErHfRB5MJUFWHCaainafDvURHOjGWyTlDexGwH6q/hsvGGigFCGtyded0EJQCkHkoMptuZMS+viXfNlqoOtReD71QfAn/3PeQKlKM6ojwnnlv57+2k/Y1ZkLoE1IEKBICCwXoDbraPBOxU/3in++wIXEyTLOnJHH+740TAOZZv5QhT7DXFRpEWNyNwhlQ+2yYI4PrHWXuuAVOoq+z46BgFHB0KcxvNWp4nJ3ZClZp7cnMSSY92pvRUoUu7w88a5zG+7az15XZiMGoRk4QRZGrQxKPS98lmMF/IV2eELAZ6z4QgG/Pz7pk6R4M+yQRu8dbWpw/SKbZt/L7oOyv+740SruegC/hyB02+LPwK8QwdrNdQGSb+VGTqRA1MMnavmIyCRp2pc4i2uQlQnyb8O5Lsm8wg8oaWt6ckwvAEcWoHuzEEdkt1AMwL+KCp08YY1Vtktno5w0qXL73MQrFNk/LafOcBasEQwjreP3tUplYxO0RZSi5VrOlJ9z+4n83Uu2+EhThQBv4/Ms6ckcf7vjRMA4vIuH/VBXTZFR5XgXqy7BuYvF4swW+qC/FAumYAI0XBQ1dojwS/k8wRyhJSa5XIe2YeYfd0nhl52RvpRwC3yCaj9Z+crf4UNswAndfQZnZkZF0lVWd7g+WVJWvN2WNq+s5tk075EBMrLUOhUcSLr4ljubpBke8FWywb2/Xj7WTFOIB+ZZ05GAr/CEDo9q5F+YcGqXm1o4abiM2Hk6e/Ya5vvrQAiJ7LIBKpSRBig6ZqdpjdXoV8qf08Lz7C2lAPky2OnZClRoWtN8LUBJ0Zj2Exd5eGUNUX7i/9dRn4dIlawdCw5Kq3k7Bw5rCDs4pvKTymA43ccMezl/QtNGZzEuXwgnrKtZsifkkUpDMA5lnTkjj/d8aJgF75Dk6ix1ys0d1RnukzgnohkgoI5wsGgUYIBVsl4g1KfqV7CUCfTlSYbPXazdbHN/VoGmX7i+4YiLOhwpfTsM6R8sLyoxa1vDT0pYM7O+jqkfcZ1dPkLJaK/5AhMNmpIXRqjV6nGFsMfzZKqh8bhzkIlF5KVkXi/GYJMe4hg1D2bMs6ckXvbB/mglXEkP3V9NBEZUlgUZG5JYOvynego8VmmB6DZqRAmmeXv/cwpiw68X5ytWdi6I1FAJZSGDfXQTXLxJ+oC6kemrgWxOEg7ASyuZt8ugX+UNA+SErFwet0ZXYXAEezs5viPrlEgbWwgRsSmwhHbtoCq30kMkWpwAO1I3x+ZZ05I4/3fGiYByFi7ACmglnZyf0DPbo93boDQDW2qGa5Eoq24WR6OERUGyfpLqThhA2knSnNxv6GCnO4Y3XbPO/DA1wGNY3U+OFe7EA0QewLTth5VM0MHnvw0ALphZOEmN+F3J0RydpOhLKmqkoM9MGhpfsv0n+h4rrBrjk9QmJ1oEg0PiS6JGxdf93xoc69vQtIoJCZQ4721srLnKpahmnANILf+5d0loUSLPQZx/95Y/Zuk9bbPaeZQQhxDRqlYZxEZfhvH/AXs2q8B2hg5Wf1fqQq2VvOziDICLv6TuwRex4umCiqpkEDgJgg0/SUHHorQF1ujVuT7xN8yG/0cf7vjRMA5lnTkjh/Y8Zk4yo3O9KQ/i+ktQ7C8tGbVSwWgIDJIgg+cTrdzIulKB8WAX+ga72v6uEJ5d5wT2mBpETlLil5oCOz18jp29ziqV7AfozHhnl48SfB68RZxdv/WJlXxAU+o5r/WWteY/8uc0IxrxAJyd9pJMKyCBomAcywoJoW+s+JJBGU5R3UhJYBAmsh6FjQM8TI6eRYWqfb59n3zEkyEDOcGInE3YdH9U2NFBpGCOZaPJw4EAjjc/5TS1yqQspzfbf9nkHCsS5gSTDqOES4JdtD8Cda3BRZ7ZMFqofBKCWgI/LZ0bx+/ziV5sfH6Rx/u+NEwDmWdOSOPjJrrKuLHuzaMzGsw0C4wA39jkzauYJ+zXWhjzFQHRTEVV0gIkk3oEau5kQ4rUdtcbEYNIh9iLzOiX7U93Z/PDsyQGUFkp5mDBBJUmMj4XhJQvQaoxKEZFo4MA/k1sypHulyTLfx+QvwrlBGi88mqqCpXMDcD5C3gEqyIWE3NLkZQbIqlmF2U9jQ6y0FwRIqRTQ+9dK3Gxon17pn+L2g51GCIJK4Atnxr4r0SQhW6WnwjcIs1wqaFQUsMYxWvR3qRujPovAX6EmlKn4/V/Evh4Jf4/Ms6ckcf7vjRMA5D3X3N7UTY6CXQjT3eAM4tbqrjtBlv7CXy2SPWZQoWf02tEEddh7MttaxgUVqUcpTpervvOaY38r6VeMgB9+ttUov88dNi4+cbXfWgjGMDqjeDLDhhFDX0va3VjCX/H5lnSiCDOm3pDCBZi0yUF/VHob8Hfkkfu4BRyEe6CRdVd5+eQFL+elsNCi5M/IfdYr4EQOIxCgg6hQSmve4bBAIYG6LXUFFMx7PTUrQt3WeAsL/Qjeu9Al3tYpVBJlnTkjj/d8aJgHMs386lbLuLG7mBSUHpqJMebnvlZ+tBB+RwBboZpTsheIs3bgyvaJNlw2k5eTvQIkUg/GQD7Adr0XkPgtNBD6kOyltKyNEp+LeLfbeCuP1uQZC5BUtYK/eJIM5/8MenzjX7DkAWzGqwDmWdOERluSGyD2irsNkdhmoGVffyeImAwYAZlWJ0DOY/jqtrp+YcPothUGMl6n/LB4xbCZRwI0ayr2CdKSe/bGa8sf6/U2Cog0owvPg7ypuZIknWdWrEsq7CQMWuyJK19gfRSmoWp3+jj/d8aJgHMs6ckcP6ETw95litxRhqXY6FEnKrjz5JMPC9CAxpBbtJTqPkG7lsWW6/1rEQLmBY6DpdMhCN0qj2vYcOrLWyGR9uMzQbG2rSvWDPWFhZLOm0dwpL8oo8EM8dAy3QicnVtAs2py5fonUnVtpW2jEoCR+jTji1u5Fz7XwzE9iraBzLOnIv+Y+vaujc0gfpOBF4MpntjfHTECj0VkHKr3Os0o9NSj+s01IRkBi7/I0M2p9tElEfFpn+Xu352K/o63NxqDxVZfGMJyC5tVXj+WDehdiE6PoqW3hWGX5Yxpu1YuIjOTeRhRQ6/1P0iynYwsz0tfXj7fOuLuQ8zxI3x+ZZ05I4/3fGiYByF9VDVV+ZrAuqLL1zKljGA12SKJYkZIZydAIwVOztFmKZ+GO+dgqI+WHUUKNwQ4JGRNxAkibM7HS7ep3Bs4na209SwXeFSAsrbceptOuRHPaee60pUVR/KuKwicDU3dfSBwnYmPOcfsss3/x+ZZv3iTsIaMk9KERK+z1GWojDONdt5ZeZpkRRqxClnr2Ev8YfKuCIxBUmkHFvRrqmnkKuF3mNklxrksu8ZWp456wqa0tb9EOUxESpf7KssbsD9iOFkhGVqEi9eEQLzpB0TT4+eJk9pfMEdrT7FL40TAOZZ05I4/3MNmdbd7ox4CduuLaWG2hj64BCCMJFn1LcEYrQlBqqUng3TpPut8hxbNl1cF7GMCXqcpQFsqNaS72phBitIp1RMXO+5zZPx1al9+Yk8daHMOEk2wSXI6B8tbeGDgOT/AspyRx/u8NJkKBdyTs7bqsa6EtjivqgbLIYZIPn7UTqo0t1CAFgef3SPblDV375Q18ImuQWFr++7G7s8JY7I/HCWTeSfoPTWaMbpDP5D2LPPbWjolZs2AZSpHH+740TAOZZ05I4/uymH/uajgKiRyMu0N7w2EaXE+gW2y0m2TvVdEoAqCTl7hG5lRikK3+cgUVs4s7BAFHvVcPAWJJ1AcPBWwVcUSgGJoHq5KpCTvDL52JbPm/4/Ms382w+B+jq/FrRKvcetGJ9yJ6J0EmvY3SdsRfxS7L50vwXPTsQVhtpY9vaL5h69iL3jO9lAoGcsEFIW5DB41C7wMxVkd+jKUr1bPB93xomAcyzpyRx/u+Mu/hs8Pa8UqOVDozw4piE2yraYvNQqINp7SMQoZlDmyQATN3Qb/a750pH1l5mmRwqFHdJZSJurKsvhiRXgr1noLzfHH+zEgsQ6t1Tp5hvCD5OCjb/JRMA5lhLVAXfOz+VIQ8XJjl2hy9F+5f7CUeV40BiBnlg+r9BBuKKwIpgvhxwobwIkSTgVHlg25HbkXI7Qetpfpw0WQ6QJf5CYh8vVQlL6BIialwmUD/Y/u+NEwDmWdOSOP93wYbLVeOM5gY/Zp7gQxz3ulqemABXU37tlQb88/KIHFzPxRfOa2eVZJmBucxfpbFW8hiWVjtv8c0sa2EqXKxjHVB6OJvGll8ArDZ2mSluy/U+PKGkcf7vg94BJya6Utb0MzG0/zPEEiQBTH/Hsxgga7I8zIY+fhPoGGL5SWoDaqPK9oBf0VreZMh3tlJaWYTa7aYdTUn5tdVDel01K7GJ39lpWXGr0OHpyRx/u+NEwDmWdORPTlWAUhXWqChjAuTR0x+FqG51OiTReGBD2RZgrMKkC/q8ojZPIRgwvuz/m2I17POm4vXKGdve3srlzAMM4Jh4pqs1jYNGgkeepbnUMA4PzLOnCJiig30YlY5OoO6XuxpeKMcOArBL5B5uMU8otUP8GXMAi7MSU0vm4IJvg/ENJ5AapX1L3XyiDZw2ldEve8ciGCIraiw86ci5fYpfGiYBzLOnJHH+42o870S88Q1zJ3ifh1gz7+FgBVTDY+TWF/v5dPVUzKa7A1y0DOB8DjgpzNMhQDKl93H6IeMMomeLBESqFBS7r4RaRX8jkFc/+je/GUu4PzLOm/uUim5l5cV1MEUrU6GZmFPaXQoW11cIJGHDljZIw1NkN8JkV9JL1ITxBmqijvzjwcXWB+rK8Ob+9vCVYAm2GlOUgozymSUFL40TAOZZ05I4/3fGTqchtzDdhYbq/2MZ9fi3ABx7tdblyuhtxZn1mnieyLXpDhsqUii4vjC1/bxms/0cCNkgrPrpn/uNJBmnDdasJ+CN8e3FLku7ruTQLxl3BhISnJHH+EFhe98saScsP2T/GoPkZNGBoiXY28F5eCdkMe4oqXj6B3jMIGcVTchOfMnFveYOuYNJbOzD5CvNvXFhXfDG0X2oOw4Bxu/a1j+uRn+SlNOhje0DmWdOSOP93xomAcxkNArNG0mAcn8HLhnfCksKWOCyKnoHy9SW3AQAY+/QHKtGvUFqJcqz45E0ipg8tM3O3OzulZsTsttYWX41GWF1v7+1K+QDkbrXOyTLfx7Dsq4FOv6KcsIqbHV5Sxm6A5Ddl3D2HiEL2xrxHHHf7bBCNjzXewRtFn3PNzesdR93z+XjXDKi9zNwEyHSfQ3adstFSACZ2lV7vjRMA5lnTkjj/d8ZOJMjVquUfXOjmNkwjaFmq3wjhxEY3VLtk1U99vaY0XOTSOnnw/7emKOaq0OTlzkiKXatCe9gXIEZ4JLhxSbqHhDG9W/nZmeLi+EP7yPzl4+lZgmaljm8NhO7BzTjVw2W/j8xn+232C+nF2ZRiZgU/57NJwSPlAXHoMWcA3T5YU8YlxgrtIO91CB0yANY6M08HIuSthAudO8nGJ/aRaMhYA/pxtbJGwCuaOqIzmt9KmIwiMIrwJqPxyd/o4/3fGiYBzLOnJHCdXP1zlcSFVaOUEUZkx5j4KKcJ7V1mKxtVy95ij47CSOyYLPc0WxqXnifDOoD/W+G514r+vRtchVSdoeIEd9/OMWqrjmXVstdCtZT2TKJCIr0EA9g0WVtRq712Pg6mWdOSLMroQzEgxtpq3QbMcmyctp3W3gcsRi5kJasI3YMtCQb11G1y9+4xa3weTADmEgzr4ja3YDtGsuNNQ+9tH/SuRReLicX2zimKfOi9/8N3p53466w9wq/b/2Ve4U9pMvLeWdOSOP93xomAcyzpv9sP3W9WOWxFxVeVvBZSrOul0i8FXj1CQG48vVPC9l3w70G1tNAPnt0aKyuFWth1u2N3pZv7sRvxxgmaPBpwAs/Id01v/q6Y8m6WtIisTfFX5JbsYO9XmoRvpu488kf4/Ms6UKUGAIMJ4Cd64AqvG51WXUAu0gklFiE46FQxZ6hqWRh+AehB0j9CSZTJlTtR8cc8Ew1iLerLwzjt30qR2VpxOXIFAc0JPCBoigJoLaxkRiyjFt43om4i5HZ2o+NV1L7FL40TAOZZ05I4/3GxNLUxX/m/HL3MIIUorS/U0Q2FHMGs/20cFV29cyZ8Hl83/TeUAla8mFsum+twmpUCiKXLNHsB0qEEnJ6Je+UvwBxn2SrkGXxIo7I4exhFDcv5DRp7bZvfrDJI4o97SbKulZprfPBSjxblZbMGoxN5aKife90FEN4czCKXxoaMT4OOe9qAqlQ4gtgdwMTHTmbFTnafvN8OuIS0WQkEZzY8PPq4jYWMUVeQolcAzrtbUtehZvhbvidH7iWBWwd7e+MRbimMRpAtdCitiqhn7MHGPNEDDX6+HIlVCC/ieimvJ59hd9zsR3VaWkStre/hoe+kDuG0QQret5kjj/d8aJgHMs6ckcJWwnJ2Zvhi5hH7eh+AcClhW7iNZrnIQTQT88C2COyU4ecxEo9Ml49Gsxq1SMzYQbTCSh6iiDuMXJ1kSX67J/7raq/BdapC4Lt5Ecb1Owk2BzMLH8CZJPDCDLlM8n6giSOP93d0yao8rZcuUMYeW13hmYLM9hgtc7L+c45uz0deNzpoPJUuSko3RV1E+yHZPCnZB8RJVA/V5URGDuVEYtntLZ7XgQ9fAGxwjFRYMT26z2JJHZC9CaH8M94nYH8vEkaLj+cY0TzjeSqsnRx/u+NEwDmWdOSOP8Be9GNKJJ5QmDwnNh0hbRQRY6y+oCvbBri44OR1xp6h/b7DNaDLK6TUDrLeaYfOEHC98KCcXy2MC5QxVwKvO0y/tRpmLVysjdeET+09eMrf/NjTDXL09NNGMEnkK4MlJqxVY/fYV7NZyOLxMac1Uy38fmNV/tZCjg8OgFUiu0xcuji0xthNI5GbWwPHMpcNuPTfPPCic84Qh2umLCc1VmBN3pAykSi8av7iSKZLu3BAodluhh3pObM/38urhtsKK6HC2VVJyMdaf56VLrQId2E3ahqWb4/Ms6ckcf7vjRMA42SSXbIcPFppqCaDU2iJmWwQlDMGrCOF7IM8qt1XCmJWGvuBsFs9xctu9RUuUr6P6ELkDdocz/+moXJJEKc7ae1/FfnYBQiwxXWBKFMA7+D+lOxQx20fbTXm6Y1saZAOSZb+PYDbRp84KVotSVTvjkx42+c8zGuuRiUtNIXefPeomqssCEksesBEe5A3E2VkgFDOOb/353Rr4srK+DMJMsb3z1g2upIZQ6rB136ol1abQVqy0OfFsDr9bP1R3fw86eYiCnILVmtp8AunoPu+NEwDmWdOSOP93wkEc2mzO8WfC48naQWE5H4kWgmoObKvnEn9CPgDTnnprlEHvr9XC7AnisdGHnZ6ISfsvuL7+oxt/5GJOzDlQqLeBmdGbWlhTzCsAolRVKjg/a7j/H0hdfo98x1UUNRzb1kTnvV8v0cf7jyPfDQj6KyLmDl+sW9+PVBiZX/+KKj5/eeADF/8NZExOodwaTfhAnhD1PIKHG1ONySSvl0oe8oJoZbrRJ7vjeIDA07sSCBhJLXDSlzTm57YfoGUimODhhd9DW43gcb9krG/Mm+XxiNjx+kcf7vjRMA5lnTkjj26FjSunu+djxzmd0L3LJTvr6r5wftw9r6UFxVCKMnlC7mu/0blmVEezG//FBkMziraPfjd7lndqhl11Cl3Gi3W5juHrT63ubElhLBcbIc299QiPX6cAgWNZiWev9oZ+7dB4qOCw2SvteusuXGXcc06S1HDwYGrHDvhIKTSOP93wRtfLSZaBzzFhGzBcZn00looF0ebQUI5OvR83O25R1vmrbgn7PrFQj3JLXPnnBbKkLnhKHEi0cUAu/vZ+PgCP2tZpnUTyv/h2I0ECfQDsIopwbCx6ZpulOehp1PJ3mLqeifg8rOn9Xfv32oM6BmAcyzpyRx/u+NEwDjVWSaAtQDeyFBRb3HiZNbiHjt0GWT194YGRi8QoinBJYylsIzMBdHKNofi8dgsDHIbfNANdRVvKaplwfVZ8e74n8QW974QvWzqyvIIO4bxSRn+tDMEX/d8aGdeJ1qlL8JIPXdGCmgPDqQlWyDNfTm35rWCcGMDyUsA1uAbSVvBvCzCgA47D6h6ijnmW9Ymvz7QUpO62TBGjjMibTh8Ay9gWPpwxR7Js7ekzROj44Od7iccFN409OSOP93xomAcyzpyRY9aBQpfe/GLZDd3fhhK5Ktb0ifSNjKuZ8j9bjM8Mi8Xlyzpw6Yu5RiYgqfWnsadNz95D76EORDuWvWrcU3jB93fCr+JegcZYWN/Bfhk24/h/5A5+XIVZ3cXtKY58Xonfxe3Pq26e8FEGevMzGRwpX/x+ZZurw0iq4cGo4+heL5MURYHubS27T1clgns6aTsTO8aBtPjxNr/dsXczULrtUVsm9/GL506YnRssUnhnlWWKprU3dt12fH7WjeDvvZnbvexiYB1qi3KQjP/tZeo5SG6e8FEME9mCLpZRV7CmRx/u+NEwDmWdOSOP93xpaAOZcsqGnGibmNE3MaJxTBDVKZIfJxomAdUsLrby8oBetSbjw5iVzlJEGCEcyr5Upkcf7vjRMA5lnTkjj/d8aJgHMs6ckcgBMq5lnTkjj/d8yr040TAOqVymRx/u+NEwDmWdOSOP93zKvTjRMA5lnTkjj/d8aJgHMs6ckcf7vjRMA5lnTkjj/d8aN2P+ApTI4/3fGiYBzLOnJHH+740TAOZZ05I4/3fGiYBzLOnJHH+740TAOZZ05I4/3fGiYBzLOnJHH+740TAOZZ05I4/3fGiYBzLOnJHH+740TAOZZ05I4/3fGiYBzLOnJHH+740TAOZZ05I4/3fGiYBzLOnJHH+740TAOZZ05I4/3fGiYBzLOnJHH+740TAOZZ05I4/3fGiYBzLOnJHH+740TAOZZ05I4/3fGiYBzLOnJHH+740TAOZZ05I4/3fGiYBzLOnJHH+740TAOZZ05I4/3fGiYBzLOnJHH+740TAOZZ05I4/3fGiYBzLOnJHH+740TAOZZ05I4/3fGiYBzLOnJHH+740TAOZZ05I4/3fGiYBzLOnJHH+740TAOZZ05I4/3fGiYBzLOnJHH+740TAOZZ05I4/3fGiYBzLOnJHH+740TAOZZ05I4/3fGiYBzLOnJHH+740TAOZZ05I4/3fGiYBzLOnJHH9oAAP7+/oAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFZZUZF5uyfRKVoNasnAQx21PwdMI4JJ/9Y4X70B0NZofUvS5DVnWfFAsaGmQRF/cHc3SH8tfhn4XBjmBRuEVIcLUD86mQb6NEfCTAHAtYd40obT88fpb3Y/hSqttVfY+Qz5lBv7RN/7wPrat5sWitw89O7ceKF8ER3Wvng12oHgfbLu+w3PdKF9lHBV1Xe6IQEz4Mu5uz1CkNPVt5A4uPj52/JcOCIVUrYmiVKfJD36u3s21w+TemYvxcwMHPagWUVWMydt3zfj+jVCOL2yI3EqYd5k1vcotkDWZL3uAKz+6ApgGdVdbjU9dN8wwJWnhFm1vvn52JiZohaRgzwUiCPs43SZanHMu8SopngxeITZd68riX315/XsUsHzIQpDc/Y3X2y7ABANXJNh8/GbWOHwmtwRqO1gSXU15A9bnqNb/yipkXmGzrSYnt2NPFinmi81h2uHaFOyvFhGo2NOCxvoBlttNqSPmgJsAleu6zv0zGSyyGOaMSQxu0d8ctl1vi4es55ohgqr1EuhoilAoup/OsUDz+u8kUqpRlqWzfWa5xUKivzXmnwjySBkdxFdUNjPggsjp/cUdpjhqT5u7oNRZdT+JxFnH3PK6JQjytgWWj3ktoxDtUhiYWdczTTHlvKEb+Qi/ImCF8Xi5h+UFjMh+ZV/6pxYwx+2DGKbd4DAvnZkt5eMoBU7scftoMRPHdpzxg1J2a2XC5KO5yQxgC/AAAAC4fv54agt6N3Im4Xb+Yv+4tW82JjXcih93YPbOUBF531cT4PpU+UoYNd1k4LpA5A+z2dNNu2ZulyaB0wX/gy1fOHiplfh99Ttzo73pOynYZ2Jy7LpnhF32pi8qeXyocU0FsxMXDGnv6jVkInTKrZDW5z4VurP1/1mfQW6U7ArJsW5trJ9Hg7TSQYQClGh0OXOQU2TsxfmXWkZsgl4XvIyJUgPHPyomcjDpMUPNszGjZO3j9xEhihF2TAB+eVB+/saLjtSZqale/iN8+fzSoQv2hEwKf6EINmV9Rlqzxn4i6j/fmpSBiq6bueyQY9faK7MjDQF/VGuSj8ptsI3FOrQ3hvQI4w5S5HCaVmEnIDRf3zf0/MFz7cBzO3IBNPz3mjZK22G/LS+WwumnF+c1jGGz7JIi09I95rgtjvUqLCmuIGtX0FrJ13WHxcWSiMS8kID0WW12Dj5wqKnmTaDfUXikfbUEmtfDLoS9Zq2OHkfHOEeh2Jm90GiFHFOqYTeJrUlkWdAlWVLVvnDb9rUp3wMtKxdm6UZid0Phn9PYpzfc0RNw6nuFUoOb8O4a0bhnOQAADzHLcx1/GFMvjUC/rxPZWIV5S9FxPQ0qwNdxUyhKzcU15tVqvO20ZdC3dfvH7Wabp/a8RrrzAgIP26ukuHMCdSejLjOlIyeMZH2qE5VVW0bhT7pxCbJ1tvvBVnsmMmBknEvGTIwf2SgLvSWZkMkRYiStTjrSRDbwKaVugkCQvlOHPsIL6uBS7KLJH68Gn1QI1I6FiXDRSAMF0lo5OL+0B/avw/00SCXJBcP7W3I3KGR7MMTyoLhO3MXoPc6Sx+nlj1J1cJubQVsuw32QwU0K4nSe0VJjgfIskCEkjXxDNFo2U5B1i65fykzfbV43eTW7q8HpMKA4MXChXAoNcK927gKzV1BxMPduXjSvO8vY3/EzhtDvMGag9JbWy+gcKku+bOmQ7d3KjJ0RhrEW8wQ8KL4iDnQkAGqgJZYxd9Gr8rHWULrTsI0qEIren5lQoJEPQPNKFWV0j3L9iiHOZlj9xi5T2AGHTt4JBSP1B2LeiAuF5Vn3WZ43vjNf5Uzy4GzevdQzDTsi7Uqcu7e+gpdmUjNPoy/ukCtQzhlJYcMCU8wb3wSh6yCervzTgd+x/BhTYkpo/ELvbT4868yHeE/52s25x+sgzMDAxLaZCvUUsq1OxBATYhAKqfGsVMcMh0SNtPflzknzIoAByBc4zOO4iAtAAAAJ5fSlZDZ1dBlg7xc2XRj5Mf/+XE74Ehd2KcnJfL+PEFn65SBexpybpQLYQuwRy0BB3pXFWkn7lo4re0PUKDb985ZbO95rNkcXhzjRxXFn/DbBwLdF3d585J5zWj5m4okoSmHXKPZrSsFRF9gvNaC+IgLVf6y8lQn4MIiQwYKMvbKDTr0NLzcXsaWRGMtTk6tGWffqLevnjZmRwTfFLTXwXMGIl5y4Vn5WvPmNki/ddzex899L6ShZtU+FL5Xw21KSF/gD1zNG637yyEtl7nfV/uIJQHyIQ9el1ewCVxEvm5oxYkcMi1bbohcD8r23FCPVVUGcxUr0bM0Nv3+vr8kSrV1krV2poV8U2GSVX3PRNVS++9xIEVbGp9gRXXPd/qTzL4uK9bQkiB3ysam0txsgEZEXi4iLOsTFoMAONeBcgeWARUckexy3d6+7ULzG2KrxPFRo8dups+/O9AHsZbASWS1hgAdN9A6OhncPOQ1Ur9x92JMYGYVr34KOx4HlDibXdiryxiYpue8aWb2yjZTn5JAE2HvH/DpF7V9jRdzZaiBpB//rika0812IAk8vGLC0Q6Df5PDL6qtzK32z5tRlW6Alr6zZiRbYC0ntk+7n4Mi6yCl4jEzNpMRUyRqPp3fIPRM6VYhMd7KBur0kaVrd+B7fFQG3dcOfhqF2c9jOne4HW6T88X72xRHDPJmt5maHAwVJsQJfcPpriXnEr0cXhTjFfP9bkLYLt8NyytW6AhPAUkZWw+S7IAszO0u1zGfvIvLGJim58yBelv+IX9/lgU1DbxTf9q/MP9xyh3Stg17Cl6H5saFZrIRlx1OKrJ/vTOO9gIHa4+25MGyL7n0TzzZ5qe2z9ADO8H5nf1yPTRggMtGOx/JxAjtSHojD/KC/lEgfD9xfC56MYeI3Mtynmuz+OdHPUeaGAYISPNk8D0HXAZRF0yMyvcP1zm0yaUHtvL5QVc5iTnyWWJCe0jL3iPfJKTFLEmEDeBRRXB9nXej/oS645R8J2LG0Newb2bnMfrHnrG6/apMhpCtoFX4OGWGF6kKYrIxQ0c3g+ZgghsZfCWUTkXysUzj7lwGpIkIrv5QHhYwI7AbK3iGavA+yBjKOnfs9rVF4N1PhBjh4Yj+7zqh7KHdvv/nO9vNNnVP2uOs+pt46Oey459fXeR8QDgyA4/HMzkVoO0rBi7ho0pqW6HE6H49bThaaDVU2m7gs5P4FaE4+chU2KQC977XbtxffbOQeXUAYZvpUFJFHhP7quA/ZOY9jx5qgoJ9LQu2lqrXMaOV0N/hxKb5wNgMqtSDzW/jhz+CET8uJ8Zs+XEVr7pFED8XDnXpdXsAlcRL5uaMWIvwiCd+RPPWyhkiI+XcWPy2f2+5Gz/RjrJUutvPJgRbC0naxXDn93WgsMc3EArBZIhcZ4VXpN1aBJXm6baflR4dwEXM4goF6jz4Zz98lJtA/3QFwA4Vo9wYjHldGOKHa3Ysjc4RZibkFoO3HLHkPabSbjA6nWLrAJaFy8yWwHNWMUGSWEBfRJUrcN9pguM8CZdVeQbS7BX1XE/IJHCFWXvh/ID4wdzWcZk5dy+4NhXN4XBg8Yixf2agrT9kT6rIjfbjgV/YNNUgHY2n88FRReNSo9N34zJ+HKzO5P91OYwEhyhhPHFpfm1A+H9syAafAIE7+LwaJErgffrrtHbdgqL0Uc/L5yVJoYnTUwojnpmugKdW9crip+SiBWAEA0fR+deKF5BBfeR6o+uddgJ+q2B+ghQPtn8nFnPaRG91E2TOTOdifzZcGJSZHyx3CdfGZCHQwXmIdSf+1xubsu2A5me8MzV+uocbl5XrAhKLO2r6wcJjm9U6UOf5QOwYrZ5/MiLxwwQpGZUBIleHCwCneMrlo5KNSdFFF9S8Mv7xNOFjc9rdcht99CI8alNbv38w5YshQXrUAd8sq6W/ZqxRV4IrbfG6ZapMGCdp92T4XQf5oVIfDD/SD2YSVL7jfkDHArE2iLb3FXKiHbOJ8jDsu1v32nQ8OR+Chq1Bju2S1EM5zRCWZ27izi4zTNHiGfHwCishL3JUDq8FbEdlEleg1tLU7u4qXcfsAyrGpbSYrGiMmVMlc+elk5Uf5OH8hPDfCVnjw43cfco4ZoH4TkHCSIa9AYf8q9cqpnBU/inD2/jEE2eB/BLb1WrAbjK9aeLlTmQ6/RjS5tjohompzVMRsQ3NOr5OihMpXkHnpqG8hvUhe1AHjnLfW4HmRqUM5MeQOUXcbxgboTwdAVfL9drh0CWN9oGU+5C/K68AiFzlKsQh0VzwiqLs2Ww1aeKKiAAAvyD2qbH24HR3t25e1Aipdp1gv4RrvzGPl9K1Rm8Jr4i7J2zeWzZ+zRDiv7sgzaFPXSXA1bia1TiLtEyadIfT7UWX3IZ9uLj/Jx9w6EpORpcDOCM2MkWusj5xOiFAoPVRifeFofgEOa18K9BiCERjDr4Op+9FqjL73x1TPQfjDmB+hW2+txPT9w0Axk+vBtH0kBTB9wiqnTQ49kZ3w/TCsJoudlsr1jIgdqEuAu4ZcKOS5SP6gzSHM7i3bDz8iEHnJ/c3Q++tZDT76GoXbwOka7rD25tITs2COZMdS3s9znk4oW+chcS1TKVZn1Cq5jEZCm72z793Jrn3Pexi6IG3wVZZ2ne+OjBKhNrT+o+a6D3AOveABpPXKDodxRBRRMUoPiCp+lc1MC+voGWJgS3OaKP48fgWVAEPUW3DNo82PUVUWfOXFpDouC+7fp2yP19tuprvZ8BkmmDK7RqVe0+LimFtzJj08EsuZoUGJVz3Ope25gvCTXXouFnr6IcBjvxvClX0OKZtWaiZTe6ZigKzKbgByKKM+odBgV7442YUtIMfHrywR39c7vbPv3cmuhdQKQpn5VgXGvaPgOrqIGmbyJe3LzbqeP8U4rn8KvwUg6tkuFZDZ3If6gOnrUGmJzAk5i9oUXLECOM3GZQDBOC0h68hTvWa3fiD5DcPV0HD5USyin3G0LcomDtK3V8fQyUfP2Br+fLmoI7PlDInI0p5tVZ2xxuzIwoY1cXIdUYPE9v0+fqLXL7lN5Au+56FNZnCvR8Zhh3QTwI/RG3PlGAs3kBFEP4t0RudAcHV5xQjGNAqw7jKAFpc0H3Wi7+kexBkTuI2t1JRTIM1Gw4ojR5eLMPflt5fuCm7+ZjKF/M+4YPJoFbu1r63qU5OlgHThtdWd1mczDsWW8S+oyoDQATky+8l6BlBZaC/dnm55lea1/FZFXuFSiuEVAJGYTBwp39z+hM7ePL3A8X2Lot1Itx00YjjK031J8XDPNLYzrPekWdc8OsRzVbvNcntbW4UmwjqwUbnPskcR9L5389G8v6uS4cmLN4sk9sRImt/3mWA1XvXvLdmBbNjcJi+CtxzMhbPKWOdXRlp5FvHbO3Pzk/TvGO1v1uqDq6ZiCVD3sh+YJmCoUKxBN7ghExkNyvuNwawxxR7ejsIFcpy1ZkQx5987T73bbPq0pYXpLJhUDR+MiJePO+SWh+P7lfQzmERLrk2iRZu3O9FMwzxDcIyOJEXeaC5RKAWl/YiL2ksY2X1OX0DjIpSXIjdzpckusIav7qKWcTkRMqgK/e7tXBF7fzSGu+gSGtzpNagV+2beM73WG963SZzicAJG85qKZvquAYQ6li6MUAAYEY4CrED5A203nsw/2WRIK4Facd3Gkz903a9gSPySIdfYgtXxDmaV5YRLA53Nq7f/KV6MOPICM+buSccFwDDLKj9pJ97zbaH2aiEz2rjqUV6+VpGvWeoyVvNz8avht0uKksFCmh+sX98tY/X+Mrztk3DhD03NY/KUw2GT8KG1lSC+onDPO7P+BrQQRkNDflVNQua4WTR/IRZiWYDy2IknOxSOByEvGoEbLY4Ijd5KSgvGNun4/ylUhcnO91/1kf9VrUsk3kJLZDjYTk5enLIgo8ytURtzqegkL1YtIJ9M/8ghWmFuGWcV2IMQPAoCwCsTyQqBEdk5W3Htfof5gwvEQNM8pl3SLzFVw9f47Iur8mmcR5IYfxtv2zjhS1b+U/Tc2fU5koeH6aExATqNh8io0Jm2piaSJw96cTbcWtD4RiN0sLapCTWqcU/JBp/coc8nFC3zkLiWpEvVauYuzI+vZGZtIhVkfXPZ1vgEf8RmzU7sc9SSJDW5UMgaPr9ZEluzBw4r4BvnP9Mvq/GnZzEAZkQO0stxL1U4eqN/hD1D1cKDhD1P4U+hu3+JfTehOLMzR6JR7VLoRvZrdql7KMw7ZXAB5EajqS5UavQprC3cBpSs5rmh+57SqrMgWdlRzPc5dZq5Qwq1T3CHHJRvn+PM9uYKW4K9rYM2ro3d0ajGL4dMZ40Jh2zifmfiO+shAMMFwXBFEP4vtBZstAVZTTd6OC5XfA2wiPmELWm4A9btQJibhp3TPJIne353c2t3xVhgAXbMAAAAIgWNuWlTl+ybvk/usws6X/nCFGn1pv2yCKV8YGtQjBWzPcfl2P/v9YU7f6X3XCIswGiMXoSZSvjVMW2J/O0Bg3x8g1ZGDD4vPLB1W5MQRwqLKNPGbHbn6iu1ILHgaCDMW96V+WGPSX50hnCdepNUMBJD7O+ApvC2fFxJ26tlLHbNwPnHsNW/SCtFyoj1y+SXkScy/ntxynTHWOLuulqnC6kYe1/QFga+3m0R2IwC5sWgPuXMdBWA/Vcy/eS56mzE9cyguD8lD/pgD1uNaMNqZJC4/JpD27OwgDMcSvuD3neZ/npJel1m57+SpVI7TIHljqetkCcJCo+hxPXka+QABZQS0oBGO8WVFyQYk1tIQBRXS3HvK5kQ/XXvwK/VItG5YNshY9oBzv6YgpGFYP8cGXTIRfoQCp7B6GCO02yi4ip1065Y6nrZAoGZyiYgeFS7CL+M9Ywg5+5lNKevSzwgfhM8vKjjHvkskndv4n8KA7Eblsxzw8o8aLVUHGG5W9jpcEDCu0sQq1E7EvDL6SlDwriEzB0vWEJa/cjgnsBa/A3Ex3oi1gMVxwjj9CBDvDFbe3RhvLAkmG/z3xxhysVM7/oOxv6hygSe6fhA/3Bs5n0J8atz8p3/5bhUcNJ0tmZf2qLqhoIOEhHsFOHyOiakz14GqqrqYiFtne8hV+X09ZK496YT5hr4DGfn2XyMX7p2/lkm9uXcWteB7HEezhnOQC0lrMZ3G8GQRtj2TwOhCbru3Sw3MPSwoHW6hbzAgUT00PGaE727bCIkPEMBxNr5e12kJNCXjS94Y/2mH8EvT4vz8QsDJzKhKHwKOngGUQyzjAJ5Ijbm4AQLgh2hfDGno+zHgywHkbnCjpfSHidlQGwLsNaGWEgIlXqzHobkFiqFuum1sT2+6OiFpCzx/BGzZTzjYOXZJo7jTg3KqDVbHJi4kTs97+pH/jhhImkcN0jG2HZx2hjmmTlEpNcS3baqhA9jHqkVAnfIwtc42nMPDv/++1cfPL45wDwkOgA8nmAIH+FDNcmMEPjzQxgsuXFn2nhOGQSZthgzZJjwfucgvAAeKtr10P/y1oK0eq2Zr+5PngVyhTpmShLqgzU2dSN520eLfVViWaQRuUFPqpnrApHphWLrU4u0C+JE1vNACSCZTd2k/Fgt5UZAbZXa6OiFMXRywwFDWXWx8DxLQE1gEn9pM12QTMM+p3iiTd1mfQ96Nz9g4fPkgH1SSMcnmfNzJmisEzdYT+rtih9Fc/IE6jGCtTm14HCwyL70Pwu/21+j12KZS+nZeQM+d17y5dY/7lUK2C03Ci9JMpcVUjVxkwVAWqF8pIRfKcgYl66Ze+fs3WwYac6gAFrVPZC1xN97kSMVKyZwm95+ji9Fnl4w/L3ER5GiOUamSGfnd645cOTlpmDI4hdG5FhuKLw1R+qEw7yYDa+ekl6XWbnv5wi8+q4hXdorucIa1Vfttb1ofS9ItdIC5YyUol8MZTr7W30Xbk4dUIt/x/niDETwh6FLYo6WOW+Z29/Ohg+44vuVMK3zc7jRpqttt0uCBhkp8KaICdWD9X+MXr3i2xVs8HfIY9B2IsJ/XLT8n0xSDEOihHHUbDCaCt9QfvX4qmunbqdZxe04klJMZLxaRG0qlxLnzh3FuLOh0C3N84yafA1cOAPVfWNVRtDlYIc9P/Wu+xIYEn3XI3acGdMM+a6c8ZTrvODjcrIFgAAA2qnoUdvZZPak7WjFNCTz4CD+ea5C3WMtmsaBd5TvpLzaSoJTXvxnkqLr29B5Vu/qKBGijC7wBnjJZKm8Qj/ClCAHJzaeQgC/6ZJZ9XlfC/GQ6fZtrd02iRVqhj1Xwjj3t+aH+l0JMPdN/c3h+3S7Ug3LBh8TX/hRQmGoAfV1dh6naDJRLSibEdYKUcvtCHGyV9xIMMX4Tf2bxlUuC/slne8Tq+JLDKOxogW9wJWAB6QInOdZuRyo6ZKDL18a4e1ciXjb3pa2N+tD1asQOvjhLAUWPsnCy5wBalGjSd0LM1/tDrOy+V+kHY3ERUEtQk79jhW+3SIXUy7Svm0cd2SHCINP7n92ljt4i/2OiYjNpNkeVLdjMVffU0o0wMY1zzFpRE+YW+82paoDOYLMQjE3eErRo5EHXyHCYR9SDOaUIvRjiwotDdo6tqBO8NQN29JrYW1DYvKzidIsTSTEkm60FVM9LsUvI/BG4JGyY251zRZ4Q+MVQ/beBfaaGk0qmmPyV7XqQMpnbjKD3za+Si4p2XyExbZuoYRBHFD0329iQr5C70gj/J5FzPM+RG2rTlajYLWZwAHGSD+82+i77S21+EI5R3ZDy0tOHtFa7QxA3SZvvJIkJpOQtZhveQejBUThjQS+PL0iASq4b4WvadwJOwLnrFIc2H0SRWJzs4ffxIVi/J0Tg1lDiRFGkXF+37/P24ZUGlytJM6j59YiHOGp4sSd2nMeWhEaN/PmEftHudlxlDIL15MQKEdYvlnhNdBmijQU1JEznDRGP0dzKTTrXSkwDLxpVfxh9PzhbJMCxNDykSYSU2hXH7ueOlk9JWJlNWuG7Mn1EFmDqsAa9cH2iPw+gbS7/rl83zSu3bQC/EljRAXKwcHcwYB/u8WgPMxD4ox8TRRHcGqbQlXUIWgwqSEC3pUKowgH4Nc2cZDo5D2pZ4+Vw8MbbXEP26DR46WSRC7u0eDcGwRBCig5MGl1rsIWb1MY3BmoD2cJFWQz11Kb+6rT6av9+hdANPjv0LBzD5EaYRRK3Wj+DK7oCbol6PS5kq+hOwW6MI56Ksipf8OCDLcU82/H9klhuD4mI0KbE+k4d9MrVxAqe848v85OJaEurfb8fTT63IMIUrTvuDJLjHXRmc/6ka8hch3AClfmEQ/lHomQ4AAAEWi00okQpwFXA/yMm5HrWO20J6znVgNRw8iejfyUOEsdZ3TXQqh8fmKBJzLaS7oPQt5yLMcfbdjH0PTunU+XmfPA6H2tARRb4x1PKPSpbwSbcddckCVF96JQA0gAZkRu07Bo+ZigQOYx3beFqGOS+yuuexghpZaC3ebP9e//e7k76gpVRCf7mzPX/tefnDIObX54UZJrEj3JSCQt0rCYS35Bmn/mxPNdmszF4buEZQypuXoUSJggP6nPyrqjm0hi22JzbpaGlstaJbbKM9GCuDGXB2XOO27E9NgCjqKG2HdzROAVTqMdI5zq6oObquyLh5vAvXW/Ps1DQzdao2cP1164FoaniyAMy6pqvI1IfL1WcY+bt9VZnsCuEkgEshPPV9YH4CNeC8UUUVHSbE7sVbEBGvQXQTW5mhWHQi5+q9484SnDyaGbYPVaaJETaaHI43lKYIzIs5UsgrwxtwJAAAJi7LNRkRnGe0RPSh+yYUYvi1ioNCd/E3D7zhY6TXovPhiptGvnK2KgQoWlkq06oWD/KyIOqa6ks2L9/qAfmsV7CEDg+cFW4KyCAnRvEsgvSZlB+GReqQHy6w+wPXAxenBJ6roL4/PCI8NHYbpJnIvBmRZPYKxFm5DP2ncQwFvpcV72uWDJDKIfPGzA5BhFl5aprTqggTr91VRTF/7zuEm1EDVVQdYVaRFSA91np1GGQyNX5ohggR3D8wAWJaTuLiBGCnjBDdIpMhLtyg/dwx9fZnUCQpTtA6o5V8XnWJtEFVbWXw4xu3AEDcs157lvvsVKp+5TIzSXkcBfxGKWDLaqbTn0DlWv2LyyGdajW6Y8/zdlNVfqyZSw18gcThWtUQe8P5qINtvKDIg+/2TbJY8eZCl/5zKbb9bm/ImEAFwC/1R0dEjodsDlCgTE+ihX6o3DRnwvtgAAEUKIAJ0P1qFIrlpF17gUkHzWLFZDeUblZjqYrvANshkSdKxMMZjR9Q8rZWbCQ47bEPOk52D49IPzXys29QGiWUh6jnb5YBRr0ryuepWvC48S9B9QZVu+UNKgeHfwoxYv/jV7wrHBI3x49gv8rm8I65dKxJ6qrfu+oON6xFUfuhcjIJhoMSFjm7ooiCnIPAX4RLwmcVkvG2bCg219LhoDAHHN2dac3juzQTqQIv/tyFEQY+KLXHm+No/vjmgkgiLoNBJZTKDH9K3l0OTOCaY7nqSoiQnoN9hE4YBCa1K0p7NuadQ6ABrgIUlEaYO+4uFKKy0IEy3mEeO9F7L/NRYonGVUkx2UpKpY/0+R754lJLuaNgo+nVcnuKQlHBASeLUPvLpWJOtnm2LVjp+OHPv2oLY9OSr6AxQXDyDaM0e7AKvg8F/WndMpdXNw1yAsNNFSNX15YanIMII0XPUuPfAseLuZ2s2ROruTe2bTRnjv3Rjpv/OKtaV2uPrMSRgLvIWZ8lR+NEXNMN7EwkAAAAIF4h5gMVZzerJFFKjfJlQWGEF32qVCigM5vG7Eqc36eGrVKXJqKEBeSxFuopb0m6pNoBr1z8VbXB435wAD2ZZ67TrHoeffCHSbVLfaQGaWoAi2WX2k2SJmtnMPKR1Z19i0Bht5c2mKKGe0pE6UjE1qDJyN7XnqUjeUb9/GNEsXpqQIBd6mPN4H0sEq3HCB1+1bSY1D2dBabwomuYKtod7rMyVuay4t5X5e6f9fzKpzyuuKPphY6QDL+NG8nQETOnco5h6qiZkOGRU+lnpxJ53iUeTClM3fnp2qzC7aR6zrDPVmsNhxexyPoiiBlSmCjgf1rV/Zvfd22jPs5IsKv9I07xFZiv3plclpD4NyQrUlobLEnORXU068sYgBJqlk8diexPkOAsEz957b1Zxxs/SF9h3RQ/ejmuAUYvAaezAVAcHSwBVVp+EVy5WkkCwh6SSyrCQuVozvnBIkUgyuD4c5JvSb1BhvbamODHAMkNkqeeMSyeOvAxqgqkAcG7O7qQNe4ZoWwrxFGbN6qIDyrZkjojc4ZFk9MqrvfDdhLwyGWRDJgMebt6pvY8nHrEcf7COgFjOZ8TC8EaUJyiuB2DBl1J5mkHbvf5ZKbcaYAxOY/M0VBlBsIFQvcq0nMLDdpdetWKugf+RsABIW6R41LRccB1dwAAAIHEvBKUZQLxua56oTPcm8izk6RSwWY0U3tcxD0mOw2vdG2u50an/2C33am00+cM8OyywiBqetJRuozwAmAlQDunC7KjFIlxCCut5q/j2gOIQDd7sUZ2ytDb68HGH19PXr4J2lM5+T3n6l3Yf1juvTMPf3ta9qJMWU8YPpZfr0RBYyvpT4FcVGpWv0EFJTHuAnVxx2H9E0QGx0t4LA4ySTGZcQmPcO84ZaTJByxG0heutmSWmr2mShDEaKmRbn9yzyaaaDUDQ/7w+UL1/nAW+tHaGyGgchb5FZ2zoyP+i3eSbBcy+py5JIdWt5Ebh9zJuS1BTgTAGfXh+yWyNkCZ33AP5miyUB0p1RdDmnFNTWOoFzcKkDFyjjL2S1LmgtFqCpdm/9A5PyNGFn9douKPjbqRhk8maYXhl9E1l1H3jUDwOKpToHQZIDZrW16UATlwW9wqIEq9S+G2fdJzhMJxgxuyJQoLbgbgIG21bSo+RcU7hXuYuZ4V5M6wesUluJvM1Nr1mQH6pkgSq+MrMpecAiPhV89+4cJaJkSO1n8PkmcxHMhDEodhkD13QxnZo+j2VM2vpVEgydZ7mGWl3z54fYQ4ZvLnHhG+wVELy0lXvz2vq6ftjflypsiSryySONkdjqPVPZ+bNqJZ1E/32rjMaRBI/K8Swpk5llxx/5vvw7dQrdRjjFDUbEsIeiaFd6VxsBXY02RrD6oDLVV+sv+ELObWYAAADQOEtHF2BWmVrrbZ8jZL366b6ingSF+rzlV+xiif9jYY2E8hHR4OYurk3jZyJbzvlrLVjvP4ygx0e8OMJU/IxusZb1NqK9xC18Vy6cfAFxwpikBHqir6978dFJEJAs2Lc5GWTnJ918CRonAnVPcLSL0BS91qNqV8zeFCRoCSMwQY17Sr4DtrpPCSSlZ7XrtNF4HKC2m23mXdp4Y8hd7y7Hxuidjw4EqrPS2wuo+vDEzpOVVuAkN6sB/9hj++v8bF8MuNjMkFv8LTIlti41JRf3exn7b4Aikbz0KZDBh7/SLwX7K6xOsRR46OhHjRaxYVwKqPWofaOzmFcle5TyJdunnr/xcHn6O6+nsv83eDmscE8tdovlIftcbpEkjADmR6f8Aq/i+v2eCDx7ichuc0MRUhbZ7j9KMXlUX9QA6a4Z1NeKPMhjXrmOQA9j8Yr7aP/CRxKAxxhblbr+d3wopjD8sjgSLWse+/GObnybm9Qz/Y92PnIoca1suXGi9G/j6T7Z95pO6/pV91ve8PB7Twk2PyvVbaGgcqHUkYiUqKGp2spssyuOKQ4JxKBkvNol8VIljw5uYJ16oTVgQQbcFYBw2Xtos5q+ET2G1KV9cVcFGpyvjrQsaUW0YCZXABiNPZ3LKfbp29VHy97H0ODLF9p+Ezys+fEMEOplIAAApdyElhqhoJdOeXNzA84s6vKPCIIldDXdTnxZJ0uMCsKV8iC15rWpvqhGo17YBMmNwWyX42UGszZ2y/wj5LEeW0b2uOJ7fclrcxGl1NgH+5I2HDK3VJqHlXD77hsGqtLsHKapRlJsFcVHaKbYPWYHeku4GC2vohdaNym+DwIseP94ImzZPoUhsyB6dGYuPF4KGUFC1CB9Pxm6fPzqXHJMzemIY7vG0GYum+8IuoHn50BQh3W/X1FX/lpptCQbVrNYh6K9BsDALo6tHOTUoGMPlB9a1G52tdRJp99JM5duUFC0Q5NwSiTtE6IwXTtVJUNnWu63rhPjSBDRgrFc7vDaIilLDspLxorBoVG3JMLPMSGf3K0gWEc9ZZIVEOQ9HOU5HR+JAO/f8qnco43bK/biTUpXze4lYnHHqYpAHYZmBOLZhiVaHt68+uCXoGCwiKMMfb5vCIDBJtJmLR0tePtSIjuTfSWjsQgTJl0Y+lI6BylzEDaQd5qYbMlNSvrgLimf9JP4Vng65lj6uvwxsNXOtJqyMNm+wJ3RLLq1V7u7LaDfoVsXw0ovqdkbMaBDJQo098UKu9ws+aFy5JoaFRjBaOkfuX3qG/Dt1pPt8tF3iop/o7F/XnOnTsPFQl8OEbEroOfYEGfwkXHM2b0xW2ASZ3Rsx3CmyDji1tQNyCDoo0oRP4OeACWYQu8QAAB9vC93FKYI1hSi7hya2esUaTC2wxQuPOWiRfD19FM6MugjL9o+PSDNsLGvCxy8H2yxUKmkjq++lH5BvrmKCcK7+T1FgOXjJB26dxWjbg94Ha4Goi3HAMEAwXapBCFIEM88+jte/yHrUMaTQ/jG6IS1qDa43G+1LhOXKpqCmlwgMgDgVBy3DgNxBaM6M/hhUKzur9d4EL/iyk4hwJNc6sloTHHiwWBwE/CgofQh/IV0JPUArOgBAVQKqINx2w0D6rqoc9Wy82JLKjVaLAflX1RB3qMmk3jUVF+slIig+ZoXmq3weZt4Q5I/TWIpDdtOulJdDJ3KLYTxmGx2kR1XNr8TDeb+ZjM10GyqbQBWTTBWswP6zNOMqalCwDpD00CQ5jGDS3PjnPcg30kSbt1DLFqT7lFGOvD5BaBt2QrUsHNvjByQgPVvuoSq5bRcf6ilvYYd6e6iKVdfEKPMwhsnxkjrK6F74GPRclP0EPK+KV/+G2gJ2XlwTjUM5yLReE+X94Wkbg0tlNWwFtgeAyZJnMDz0AZs8XGq25qkkpJYa8+Bu1XdbLbzOotJRdSfM2s2h4kcJh3J2scyHwBArkDicmAH98kwv94YBlnXgAAArjVXq4khfFO8uh9WmJAKB7BUQFBUm9nvxfw5y7BU0jX+yIFu4i9h0MwQwU8lap5WpwKgoWya+fCcqDGyZqHxrc3GrOCJWHBx+0WMOpBHhtpQa126xPxZQcKrqCfRPFRfK83rbbxeHjuTikuhVEvmG1HjA3wMbSOUiUmCAwmdJhybxpWmU94U2MPx3VXQ6maLZQ3/b8BuzF/u7gT/GDrXYrHDf4eK2Papx+ooJ7UZvY3tW+VMItt88763Qflqt9x+goYBrLYWiMSYYQ0JHn8LPBywPr9pB0kRHUryqzooq0FdDmD9C8UobwKjEEKhYwXICai8HL7AG4pRIqMwAVoSaK+NGfgps62SnFwmGP/fXb8KOSJNzSx4KQsC+HDTh4AaS6TSY4yN3NbOjGpY92UStAFwwtoJtguThUMBs9NwavWWoo//xy1hMaWVS3fWbXraAm41QezJhCJk1yC1oUhv3UbpzejzEegGE8av1OX4YBIq4MdYy2j1cj1jXlzGhd2OhtLAB+ULN7n3LGcBM6eFuh7HoV1J+VFbrT0S7qs9KVKKFvPP8kd37CPcpmf9s5Nznyw0kXURY383Gi7IYhRndrEoixenx9Ct+N6gGzjkS4WXXpHug44Ep+OFzHwCcLwhqUPGK4i8bnVkQetagLqXWQI6f6vG11j48MdAAAIDOPqbAKczzWw7c8+glWRmMbZumwcXQjbJ+bPdkixy+zkAWI/64bbNZvDEAnDJGY6tvlUHB20rUNh5QNJJXLhF8CNcOUJjZMNSOj3JSuAiebFBBlRKEhQbJrThmetGcVTEAY2cEQW3h5E6W8uDokG7LNJoF1Tj8Oir3bBgV6drcftNvkwRVdPvfP2sSNZXR07qbXkMVJvCHbM4q9gnJTwSs6WTTEX9oFB4TOMNFfsClUG4gVtNe+QicfIBq91zft84trWWp0Kuu+wO28LFG81ffi/NiOszwFZUwceD/NsTPoMIatPq+g8Ch80gmsPEG6rAAJNfbFeKunXVqUsnepBsjjM86ndFVkxg9x42ynTFG3fycRazVsv7Q9FgUsA1kAlkW9jIozT33px1ZvGGVnqCeHYnvwe1YwBwbBMicdKjLpXryU6C5QcPcQuhp0QHAXBxzV0nJQ1O+26JufBkR2s4xvw8kDSo5mp/UBJefygWcZWSbsAaP62snkUruVAH33AuR+kelyxaKnCavwWobiu7Rn6aUrbp3kTV/O7IKpLTy2apWu5+BiV5215pf6vxQnwTjazzucgQxRBWubDL3rrf37TDJczElZ1/ByX6F13rVQxsbF39ic21N8DmsCJS2t0v2BUuwdLTpi5xXIWy6FgbKVfTzHQvOigSPmZh+HQAAAIXZAlSVtrkZhxrw1LFj12VXJsmDr7zmsZtAYlpSzwM/P4ZMwZYj9Iyq0xH79paeNePYJOpFF/aUofrSIacoy6X5Eu3bIaz5fZIZnGlx24klZQQuPZLo1mfO8ffE/HIQmd28bjLbh5inuXLjjJ42YBe01sRs3zKvAr791LM8gpdq2Y6LUWzyrlk/ZkNl0aeyDd71Q+nOyaHkrIHy/g4TXrM+h4AnWAl7quiJMz0ZEKtTU70IwIOrOcfPuMNPHBBzk66G7RJJvhLMNxqB7r5pPteNoVsgZMp5J4OAERXBLaObJqElTDXHX680fJX+0wFdn0FLNPisxCGO1upaR/u2Pt+rP/fhEwXWMaRW8i2mrTGzD/MQ0n2fNJaY32mRoSqF/JTU8nh4/mYbhe3EvtHqe9aKvio6AFrf3nUlbLYhhiLoYxP/gz3XxtC+ZBWpJFfG5m9IXpat4SrdRrU/73Nv8dOZet6GlK0ftZkFzqQjkK6vhjhxqrj9I6eysJkuDh04TOMMPfsKb900T1u+kbPSfubrFf3Yx+ZsVZay/5Rqolv/QvuK3vUcLpAbJEjtIpvQ8K/NUpwCGRhXfwiVpcbo8lqHqHhYFTDvcJxGn5s4WOW1dLD4vo2jhVqxjumlMH4fvTkq+eND//ifB5T05GVPNfFWw4K+E0HU9WhtGlVxsh+x+4PXH3uGsIX+DrU3gkq+MDYVHILGI0sRyp/q9Td5DAKROSxMSwxFAgAACzSvABG/qZxkXkQ2SEpwT1Cx5iUeCiidf8w8xHDwg4IVCDOUguO5yxTC2d40IsRvDG5GoDtF7vMdxOnp5HUhSyzCJugblsLz1g6TdRa4VFjjFpsXStIECeMf429fYvVJa7Oc4CdUVbYbNiZ6b27eugc2KMTGLuT7a60A4EETLDwZ6ByECUlDkWCF07auxCbTE2swd8j0vU5/xZ/UabAiQLy3chjS+nIY9YmxHotmTNTmExguVyRiPI+R3zG0APmxu0SpiBGb2w4LWDgwBMIPVcDS0cEKBtS6lt4pPMPkk1ippwW7Pbm2sosqTQA5ou0qcUGFgzZ8pQvIfmv2tVaQ5wAPMcrcNSIbXgCy3y4AwdAntBy5UsYZqcXowI5a7CPA7vtwBVXK5JFh0GXT/BF5mC+SUtEDpgnpahOCcJrB3eC2ShoR5MtesCXNyszG9KpEmbzyMGcU+eCBnDVIP3erDxP9VsBVE6J4GjGRAkF4xR5vhqQ1grJVauTL+AldupGdjRl1i8ZSjPMKTUgMFFQLrjoGrdfYYTXaI8UQQHK7YdVDOcpFt2TuYr2iO+NlHwSBB1HokOHxvGaZubaKunZq+2C0aRAAAHqRmH5hjcWnbM+Z9pGkH+gzIpMLYlXcBGtPHIdr04ugpLdcIhhr/mTjyExYF5lXFzfIAM3QdzvrogCtOETemi1OH8cZw2kcAx+XrxJ/4uePLu5PBvIqP+pQzAaJoRrnbqxdoh5NNFMbHzE7E63CaiCCF4qZW7DSDsqtcnoUfblevkCgWRThVreTyzIpS1YwwcFFRjlhvUJPcILhJAHN65weHdaz1ok6elVfUOe65fX8mti9r9c10rbzAGoyGazr7jP9PqW8WwUjZLGMR3Pw5TugblLKaXshvaLRl/E38Xpq8jhEoCujGyqh0Fd1RAFvPuHWNz4kWg3MufEiRXA6uaFAlCMTtXCL3Kjcnng+9ZOGjVj+qErhgMYaoabh5IbDIxbfAVu7KUEzIcToZUKGUY+UnGBPRGzamre/xPoF77v7BxR2ZDx/uySRjBRlV3tkA6jJeNxVoQ1u7JsQq8pYAw+jAIYgIawO/t69vn0xzVJiNgTyxeDzEYaoF6oHPGFWwOVS1lIVFDjFTHCDwcDTeAVeUjf7Q6k/Qzt2RVrwl73qmXYEtTrwdnfYqD/USJUkuDeUuTcoRVNJYftOw2NzLcjzFhiEtcK8xHMJgKvCRhhlA6nplDTZ99WGOUab0AAAAAm723RgBdjaby1L+q286RdxS2D0FmxJngcOHDwMnSz9Dn+MeQoUPTPe9hasMfLpKv8kc3xT4QymjXZ466zrxp9EILzx5KrZlpxlHXFsEc8UsmAE4GSmjY2HTMsuY8L044kpxSBj09cK9kT85oiSjbotVIjANhP0jXk5pajoFtf9rFN2Hc/XYMh/9Br81PZ+TJu1SnOgTRX48Xzp7lzrY1eipLmXVXeoslnGzBcLBXcbzdsNZt3eATDnAIsB2efaXB7bjuT2bdx0SCyxcsrTcwcgvEneBqJcQ+jZCOxuHKcv9XktVGd+z+vEc9/hTl0W2QjKXr4QUMMGIrzmxYUpofUsD9Tgxlb5FIRlcTuaad1xl8R2j5PIci1EB0oNS4orH50FfcoTj/Ls095wVBl3r35gIBZUU3bvGljRa0yNNKII2EQGLNozH4I6JntJmQ3qijS+5+HaWSmr/kKEpfDHhj5Xs80UYzjLRvZE3WPGNyxs74k+dFM3wNvFpK6XnSzxrqrZu88v1P249KsZluEydun0JJO9bzTsnHdSr2068qv6vXB1xhhS96VPaO+CN5elDJhrEjjl6BLGIVSCuH1gEYzGiAaM21Qjb/WMh1Fv7ZCZvR4Dui7wtr/w0g2a+kMH/ksZusXpeXIwfMTato0AlZ8W+O6YmgTvObkuXFnhE3UY97upynHgAACXk/6gBH1cRcqxwKgINFZ0HfPF6vc992U8S3qmhF6XCPA7RdSRDxwEo/SBIWaVfghqBI2tCfWMm52muXfurRtQhfYTXxEdoERcgN+Jo/uLroQshlUIuUF2oVwZGqbXHo5M4M1ZyR+txt9wUZuOdXDOuGC5OHms91CoAc9jN50SlyfmSIX3ySlgzDla6kpIYKePEEbuuNUqpHV1x8wVrm+lYa7ZavwnkQWZd17rC4SDHBXghK4SKCnPG2fx60xfIStam/ERVdo5/O1VBkrEPvHoyBpN0/KkublfGZcVMVVSjGYvp82Bi9CWeonIkducIrZTikpeiIS9Kp8RjFSBnybZexbFvOCo7LInkdXMzL1YX11XwvV98qT0MUEoSUh8R1rqChZNhuKI4HJXDeKvYR3Cqch1n1LQZ20WuAEQV8RwjODbea8V0TROWvdMWGqeoLCbcoyfFnBiU+D8xorhO4YaCF7jkvPwI5yUPU3TWR1cqhEMgmMaKwVLVKEXKF3Idg4xL99vlG47J8B0+GNht1vOKcQ9Q57ifEhkvBwAoXEbpQcpZddN5TOrX6RfpCwkrZ9/q8+5oxNC9kxunonWOBnF7gMqPDkWpCNH5oGukB3gLuBtLKdAdhtoeqKSIL5jPuAUQEDqheEzTo7uZ5B3n1G8yqsGcGHgZC9OLHnDnThpTELSOXNFpNSUc2j4E92ocyDrO6p4jnQbNlCQAABLryMGaXJRO/3NxmXA+EiAP8RyGR3DnR5HLSkdkR2viYwjMVMzmaYNHZXOyK/v4pZ8tdBEdJj7HjPn+nZNMtKIZAxOvLS5IJWLOxML1dinHXmK0DBmIc4kndBvnFULCeON+YXje4pUvGFS2/2ZiEm3smd0d6xo9xEezQo+9rRj2yuFW2+puyF01+XksYhEx4DlbiHXbcKNDl5GF6zm+Trnvuta8uQ0QcSB3hu7O1sV12WkM42VqtS/AU9XxpHya8LXmZHjPDGpObwIf5gFDH+xShjxcipdM3Ip+JJIlKAIa0d58o3PNwX/1tj7nidGBV0WmhN9Qf8dKf9o0TNR2q3xZgmeqqtqCXLJuIn5Eyd9vPEo9+gxHFf7UC7OC3LQaO6BQjfElzfzO9JI3IlacAbuzpZVrTm+GWBdhavNczGb88Ij+d8AzvKL+Bfhg1hFAwgnUhWqe7Gmbu8In/WKq7SkY+RAgEq65Qp9Ia7i9APDQSSQzYsLppDeen8o40AImvQ444fWiF2C6VL1f8zINvDDnzKa1Whr0rsU8LMjUW1KLJJctUPcxyqfdPBvUkEVcP1cvK+49B+NFsWANCJpaJL+p7jKIor5WmHSLU2qaeh7Bdf8ELuOnJFu60qxhCAioYsWqmg1c11m0vaQr8SwwfdGxy01q9mrHGkh3ahLP4bbjM7NNPHRbNlyGjis0SDpNm1siDLNFRiBbfxRCk+rTp5ZtQm5K22cM4BA0uhkcCoWAxJdrnLzuiWtHme+6tM7RvJQrueEHX69FRY0EluV6yO62lS6maWpxVN0GxiJu2+5bC9NmVglz9yJxcXZ/IgG4iPwKPudg+0MVETA8Xo4pQJ+eQlW+ha+reRKS75fPkz3HhS/N3cJqqdkHHKOREdMQAAD7Spqg37KM0x4axGpCCBNreXKmvg8xSQEaU4m/pZHjkU8GX/WsvqEC5Hj8NOGpUuFZ/YDjRZHuNuABEmXjsmRH0TnJq5/tybVTY9qY5HBSGsmtj1UNIh0BWHGUc1ejWm/C2u9pd0Qq9YcWyrsV8vEx/oyUWvH7AYXgOdzkYT1dnKvdm+PN1fB/YgV82z/7lsLSc4d0eqly9SHizwPqBzvgHzgFev2qs386QiHD8rmdvBgdhao5YrRCet6O14ryP6Bl7mk7eDAJtMSfaGnq49fnxOznSBNiHda38gk/MZ5cPA6ve9Hp8qPuApzlD3ufvb6QJiThiesQngRRwTQQ6osi1rN20ODCtErW453zWPmYWfg8Dz2O9qlIvl0fFY+yVoZsYjwsnmUDLuRHwcQQAUCIOhmL4Kv70BFalG8h8JiN9JaCun7xgAwHwqYyDmy4x9URUyHXS4xq/MwP+kKXF7pLTZuSMQt+vgFnQLlAV5J24i2dVWfVzSN+xZqRIIu5IdSHru7QIfJBSDfmAFkM6XsC2uHqSFQq58WMZ8c5n7FoSLa8AGPyEVeLkS8mZ50xVSFTIiYyArHa6zv9fJ9HV1VQ29+wvAt1PPzg4XSgOIooT7dnkrthlAerAo8pcR4ppIszRhrn5OyyW0DH24FwV/jz51J+/SiimtvM3cYWn63/xw44OawQmyoZ+h1N1T0OYiaT7HPKvT2RZgWQOnNtZiEabD38aZYziE6KW6dfNb4YFSwyLFtXkSD937CFgvE4hzzIvY0IxeKcArV/X/WEiir23OwasJbGer4wfCbWX1pJg30RAAAAvzaZmitzSgjKf0e9xNcHiJG6CMFx9VhP+MWn/w/ew0olmBMaNUviLGZQRSSUBxfBg7TQpMKmnSgx27c2n7WkOHt/TvYjOGruVtcxl1cKnZc81JhQyFQG29hasGMmZFyr6htdMMAIXn98idKOkQoWuZLIdiEckjtysGngCk6ETS92713JQ6sELN4NgF0wjtS4JYb/OyQidY6yYaWFQ4785Ii9JPR5ml4mKDe+DKnLzNf7cUICXlM5rd//b1RpQMmJcdjg91t7D5N6Gx8fHVNBcKKsT8o8C+nc2SPVfqaJKxbnXXojC/wO5Q7jC3j0U4ubT37pbeve5nFpv32YjLMC40n1naWEXVEl9eeP1B5tWoPWUnvbHAWVx3cqCY8wFQb4r39TkImxdWE880MhTLScxkgVz5BpNuT5ugnIL/PRGXlBFdDXmrq21kBUB53+NeNwqsDzj/EYw4QuPYOuYF/tq+DwCms81sItikCLM0iqcx3qSZ0YI9o4SKA+HY8F7ocabwVgr3ZP6LVMutTIAAxfdd4YFPa+altXfK5aM6IdJkz5odfDgSf/JTRaJDztHCeXt9Vt3A9IwC6QQAve/8OOQi8ADhA33EK1nwG5WOduR1SA0xVb99AFKIGBCz5NuibWph0zKi38EEwndNxQYl6RJJ1WzzKkG5HsxwYVw9+F9hNLBewdxYySaQPPdz9oXVp6A4nCEp9sLLSYwlinNDWPwF6Fs5BYvIwVX8nEpFiTuimnqmYXgKSEjJlTYB2Sinf5McRFyJTR9MgOB9+uXBojI6tCtUkq9gM/dU7af7JJnzePHldnBBXR+KZhXRnsQIiDim74Ej5Hf0Lozgk/IvgASHB1gOtntTHtMt+uOQ/fAAADLKdaaQzpw8le5skEURvXkcwSQThevv2n/SGiS0zTbmAqkJzZCxkj3Txu38ZuM1ZJGdh3aDvje+w1N/KGx16akIyauswgeoVAMmh/TWEikjxYr6w2Hd+EewKY3peLi+FqzmrVOIqvwc+u4MQv4S30vEL/hzrN3Bp8f1hxIij7eniYQeqNYQMtZ3/MPV/3B41VsY6DCRMzuHDK5ZTNUdZxh0HYjtWzfSuVkPaJddWxAV3cWCXWlMCgyk1J7pLFvudP3F+5o5rKvTxjXE5SpD+XCWcGoJ8c1UoZuiv2WkCUEEtnD3U5bDHihP95n/WBmdIlYqg8e18GFFI4oD2SfTNWwRgAjgOxHY75U9enTz9+7GdP4X+hSKbVV2v+z3jsnRhW/CbiqvAJJHguHFdwDAnGJecL4RcL6+2lVPq4+JhhJCM8juFDacChlATmAqVxQftT0pgKmXKTmchY7YXIBmA0u7RFTVi/HyHb3DZzEVYsxrgd3QoS0UaguZUysYytWdnm6UgTd25Y6sS2VPQghlJpoyK3Pm0w/JfO7Gl2AEjn8QNJgaDdAB8BTDz795G3sxjSxwViZWnrUj0q0m5BHKOnr4J/jv/1/ErDXhZI6vIvs8EDQxrLD5EM9m9pRCi2aR0lp1nfrXnXJK8sx+PcEMBDBAWExskNbI/PYSYXcOMAuz740qzJLmXoKsXpo59yifjYuK5OC6qvc2YVbwWjQ7fKVQLDMiu6U6ZxIfFvmOfXgtrZ7UKqFcLYnpvQH6nrUJ1pfTwUlpp6ACpvqvx0hVPuSK0HNen3tkWk+2dgE2KfTdipSvL+qUF3GnTQv7AAABUTWpYdGJTJf0p5CiBu795M6a9t97b35SDlZ+N5xjebF8YA6rEL1Q6mLFTro5WjSAixWATgQWB7zyI2lnoHDF4qOh93D1JSrfPqnArmeMXLrKQd3zr8gpg6u/r7XaIwnH2LEaILEJra+0xz0CKdPC7iCBc+iezSTonmXMXndn7bsvxVd5nfHQm12y0shpCD3mkOHsBg0ECU5jlp8NpuZdhd+B/BFvnaWE8Xj4OYuP4LJMLb5txKhv/TRKA1R70G8jRQ3taeGVx7uKx2yoJns2+rm7Ye9/IJi9SvMjcdwHkNItXj/WkTRky6XoGsrBMTDTD2RWmuAnKDe91DkXDJMgHz1lZL2pe+VDAiLZQeU5/gkOrz1QaYmnDpJMx3YVIkhpN5Z/lW91r15DtAA1MRzHDKzKUDoeIWjACT3yU4IGiXt+gZJCmeE9LutIxM8JnduNPDe60CyaxET9X6vuwWCvDIW0tthjLMHfVGuoKVcRJmlcaMZu9xzKD5ffANV8IboMgtQIA8/nizojNWmC4YvwrBeZmrFFkiNk1wAZvDLuGlq6SYDbwoAztbBczgW8ftHMxWLxYqJ0vsDkbCjAoRNQl4RkO+HjnxxTYIzLOcajPAuKw+R7SsClrzoBIBt12J2Z1Y7fJHphJsb01AGATJEeVmmomPQl2O4Q7IzY6xQm9NC2HTdlpnrGQxUHjdC5mD5OIapI2lgiuAYAIbM9pKBSl1etzrpzF85gGMfNoMedDQcGu7ggZTBEGUcclQGgNVmf6zuzMlklESB0K2csYPYL3GwSy4V+GgAAG2sDwbn1Mccjkh9MdLt23IoFwmYeEYrGcL5TKtv9wo8RhwFCCBnoN6dSPOVdgojqmI1RsX57rZxvstFgGHLwOUVdg6n5I1tfII1Ja2QFMqFhDfn6d2k0MMMOAm3bcbH/0fSL97gY4+YwUgPxtbvIkirv0Bioyq9pqTCo9XY2pupjaJI/30XyMYFemt/0xUIc800jqSxuqBNlnO9/K1zNmnF1n06eXpJm0add3sAkMbsLLRARTSeAspXcq8SS0Hpl1ObPsdH1mhxIYT03dxq8Yj4CIcKZ4atSpTxPeCPn19hmLu5Gqn4m91i17cnxJiEKPYkeJcE5H7q4XHk17eCidJK6XpIHuSuxJyl94MQ990HYH23P7kOb5B+lVzzU0bKp6dquocQZSnw7kFWgEsa2d9XWBKtdvKQHDy2g9oRl3phIfQVcve4R5Itr9CV1Lu1Z6AcrmNCLl5ypxUuivpQBl0c+1DOJ7USsjo87zkAKvepuSQVcJyjJgKQhFOB9PtbQs2n8UT+dkqZrodkEJEsChuzPaYVm8YueEqMUcBvn1IvbBGhFZG76tq7ur+rbPNdz9mTZSRCbYYzPA5kw46EGRB4zRMn37syBoTXluVVM9ZtJRtkYwRi309LTujZQ2KPGxu9rlcmFJrVG4sA2RpyAAP2FG9L3NSBEM4OFiXMiwpalsuIwWTAN5eTUd3NgCV9hqpDOl41bEVIvRyWS/gRFHjdKfA1QreRVG+HgL8AcJ8v8SDYGi5cnFqVoCFRxGqlD3VsDZkYFpq7vbOwBZ5TtvNMAXD22j9BoH3UZTU11teS/Vy5ORupEsau2SHeGefeVXmLLnIwxCVFPHXfLsMjGMuRuGNrsTfm+oAR+a6PwoRqF6ud60BVttqNB4GbzGJKwm8bK+f1eIHy2I29SnTEduosCFqy2XF1bhjfrnInQAAAR29LDg+YJAl04KjgI4hA4XlMvKx9cl9IKCaBfILYa/t3Xkyb4xSYUb0f4WsTzYLWHz24Hnd3VYAnZ8lMJi4K3MLqDUULHr28vLoDJYFlxWH5pkN5p+/V5Gq2scSts8hGwexFkIkIkis+gInx5RLmoVOiSuEaliLTHC+i+aIF0gRypEWjnbf9fQpyYA0JpEG3KXRXzh3rN3fB2+jPxLnFiGvO+vftddu9n2j1IBUPCpocl2y9SmA7Fqnc0GXI/AldlRc3nythuYiXvqSEzRgLV9AXH0fsOBYUJBu7KhYJZQnsSEdJ98sFf/+4hh1ddKOOVzFghO7335XkkH6/skhitZWIupFeybqNiUVBIOCGys0zvUkgbyqU031x3fZtkg5TqRPhV8gd9oqe68i0CnuUiySuk7ns5PcWKN3MG+cN8ADteI66peKMNRgS2YZ9atntIr6DdBXhpni4XXSTu8P0fFhLOCgfYmTeZVyFvWgke8z8MlOWFqiWbN04j5Kr62D/yzET4dIcmc1zITGitHhA59Jb0uz/9dnXm0d0SR13+hNuomF9Z9T+ALAQrOjAecURxFy4/W7H7KQlkkY8jiRGpkbn8FXryq6m1h2iFL3i26YreN0jaNRIuslb7gLjxLf3TXnwyRzX0zO4xPMLe5CIIIgOGdvZN8pNE1rEGxVIMUpUTc4m+Gik95u75yOTLEKaqUNSkaNwUO46HnWir0INzrnpzIT29jYGVjHyfl/WyNoTU7JuS6z11E7Eg6Z2jhB43cRCxgImUCa+19BNmm0C939J9GPRZYB6Py8irDCfUHdbd9Q39sllYAExEeO8HxOh05xTzvueU3Am1Obame27m9GcMsgyT57RPL4AAA3lRTlu7X5VtPmk06WrWKwW5vHKyxxYS4rL1QOxPeYmh5ra2Ia0y7ALY7lzJZBMe/83xydaQjwHFKs+4H5HyrlVih4AILWNU7cQgqYs7PgRkf0PDsqKWbBHzvaqL9TOhI5pWq55OMS7nkgIRbvf7MEUxQsWXFWQfG4q2C+3pGLoo+W8hERnQGZyHjyow24U/S6FSpGM6WzoWcsy+cNYkSn77pWcktvGprc9FabRZOtZQTx90QR5Iiq5hTvw00IJ1EmSDINZgJAgp/jC/fEPBPBfMtx6i5X5yICd5uB5LU23e869x/sH2WweYfu+R8RGP3KYK/1I9Zd0qSaK4OHLoOqr0MNsUI95uxKFimk1q6Tc9ZU+kHqNsIlr8+tTyzYO/QynFWZ7E8Y+wbFBO4vWtRXwwIreaLm7rGvH5dFuFAbtw2yRyt5NINOcfgzLrhLnT2ujD0Py0sp4CI3/CuEbOhaBVYLE4SI8Zci9IYbW+C6DLGWw68CeMMGzb0Db6eInLINpb/7wDTOhYrKVZ9NatBSoCRZCoLq5Sr6GJm1b95dSZjRaU/h/GOjDtoHFOjinyJOQINdtD1kSdmjJyyY/RWMEC6fhsJot7sIT4RbJbns6hkZ3tlr7xof9/zjKWVhlBZNgArJkLANZOoKIoCMM7djCuK93mIoBYL7ub49vMwgroc9QO995ASHxCjEIgA+ESi1qG6YUsnBoTzGJHZo6ryqhdVG2toLPKfaoR1lK5wwd8IK1+adHU7QvWvokg/0zvJ/QlHXNR0X6H2akn2TuE1IdOjQwUURf5F387Cc4D/HdtXXmyixZg3wFRX2SQ2qlxx80pg82TQkOz0IaRQcgCQyirkXE4mJ8HX5lWx2t6XJ3AJ87gEBr05P0ZcbrY3l0vinWJwIr3Gm50spkgAACX+cpmUhqoxJtnE519X/rk2PU+iNH8z4xicOu1tiAOlXxNwiJKNuAFgRgQlLH5RV/4phQL5RRbDHIlVU66Dmd/SPbJfK2kmkEsH+55k5PtHCFqaqjF0IhtNvyRKJb/wGyVWXRV2DdrDW4VuVwQ8JK1WXa3dOlxm760fne6EJ+i/ZwipeWbbSsujREAkLqk6cl6ckRROMNDbqI4FXq6YfadfVlgG0BBTGQhx++3Yg94vKrW0YxdCtsta1g1IWg+D2b4lAnOhKpOcmo8LPlpgA0IQqAJst061nihFNHIMvMY6rf5qM0y7cmPiBGVkb/WUSoHOYITwe0mXkJ6MCXPm5dJpovfnpNB+8VNZXmhxsJC0vwqBcJPHHOygjp+zoNRtJFFZXgAhnt86uCEDbnl3C9xCUdnvCeGREpxbv/+HNSO2cxsgowLDZ9DnG9de8AuSI/GkePFR6Oo2yP9tYZy30FDEWTzsoP74E3UXWi74DvyC1CtYacoR6RdOl7MRaVNibCPacUe6cDWspelQPXILvdSQGBGc6Z3j6/BK9x3yVvXQPlVPuxkcIzzslv/S0illvH9Ibm9gGuwbSQmeEgNKMnedPCgsxrIP5ywNEqSOgpmSgqblpCWCxeU/lv7ftwcWLCotPfzOvRMLOS/DUl8jvHswbN0/GdTGDsoCMDu+tOUxUlUuBUwwyoTEijuwIp6KYuX2xZb5hS7jNQBL2EJozdg4PgB3ZDVUvVMRQza6etnMPsrQfh/0IFbvD2oXNK7KBGS7O2b/MHbgIc6idMuyrTRHUxn1THxGYeHK0r/Y7jw1cCk/D0iEyERW9wKkvdpegqlA1q3rfCmzzOqr/ZelGymAmYqBvC1iUImj5nOffhHU5RkMpGtFAm+rgDvnlSy2dsQXmqVDrpudWV9IWsHk9BAGZPiYyuaxoPhmC6ksZHcsA5OdBbX1dzRzHwpjW5bPlGet+XXDVXSXw6xPfJRhgd9zQonYgXiZM2w5s3eMlPIHbYejWXZJyed0A+KgObMgHAVXmPQ68agTBWqRkP5+ncxgvKWEJ78Ds3Xd9kxg+cn0ak/LZCUTNGhTTYwIJ4AABS8o6zLqk/4pLSiFJR/ASwxpOFnpi8kA+DjR3fP3urW3lhdqbqcmrbOVqtcPXworiacRiVFnWsGQkSx5EfrJJtPNg36LmujK+uhbZeHFlgu+8G3JtBJIADdH1tqZll1bEovRgrtUdpjDjYEBqvfxfPge4tOvU22bsB3AdcWeQFMdrvgVmQ3wqFRZiV99EoWSMQaAzNB61HIqE6h4KZIgIFWw4iIH91BCYh61CkAd2stWo8z6nNcmmi71t1fCyB0YeqRNOvJdrdSmKgD4CiZJ2XkwKCiDogJ17/KrbbgRdGoXzp047UKc8pt3XmIlA5HoFyoLHz2Kzzm+usG73wiez6ejMJdg29GpYpMqXhtTzwdFZkZMKvvUedweQCit8dg8whEx51pq/JQflQ6fnwwF8tOYjkoyKVr+k0EP9T75sNuaJxWzxqON7RbIMTbmNV1kftxzDo+QxIbqb9xWDmimS5VfW4Q7mVWtG7ag8T4L4CNgWsXZ08xx+GFHpmkwzIBUCw7QpRT/axPSL6Sdkbky0PlTjJrA0fgC4NABkZXlFV65sU0kdkVKEQT0m/Zfv2JbsryW9ZpncBpECYl1TUYoVai7QF2HdD8hQSAVFhq15MY6cEW7NEHCTgF2lhV7Ya3WP3q0zabDSrQ3bvvD8Wq01hhGHbTZ4f1KhbFa0zsYEuSz1I06imGHFpbQMWRgGjg8aYCKlEpaly9zRo46/qfMInbsXIZpPRkUFbn5PQuYegonrDCL+U5Gf+PfjLo6w05W3nF1pPp9pAMaEEqir1LTfxtX7OjYo68GxuDMF06ubNXQyiywiiPabCsQ5oKRSWpwF958/GTWaB9Qsg5irZRHq1XcKqpfVn3ktXwzIDow0YjDxZT+Dgv2aG65n0s5fshsIsi8asxlgHjT4Fu9Ezh/13nd5OnIZZuv7nNBl10cY2HRhcI5ta2wkaivwvfGVR9U09rz56uOw/h9ceQaOGUnAVI+xdeJq+XwWOnQriM/u/LvXmyKKJLmFsn+1rQRUIHCSgJa2e+AkMq7xnRGUxz0zl+AAAwBW4T53tg9i9rajh44SRXBSubFR3YI85w99TyL4LzFZtmoogqq9t7tLKBAfTwq7qYzY2xnWG8huy+1JIx7GirirF+Jdv1v6BTbFk0Yyy8wL56HQzHrQuLb9zHMSYd5L+OxqFFN3uJizJz+eG4OdQzzIOP/EVn6DQAZ6mlRdAhwtIRpP99olQ+40XVCS82JVGak8X53oBR7divPn2roNTNVF0UaZjJg9hy6BbQiD/Y84pBU3vSTbGmtY5PSRm6RnYtUxKdx36g201bGDDAa+ARA2YC99qpWjg2nbA5cLXWQo872C0+3RO8abnQlULvmx0FaI+j7IH4aNU8eG3SAxyifWNyyxC0w0mA0LPsVW0LtCHUuSc09CzQiRHr2yclZXQ5+Oo4LWnLYB5J4pKcbSLXN+gkdszwWBrtq3l51kPNd/JgoUPVOexKHGr/BGSHm7esr0j7uLqVb8gECEYQdS+6AR+szL/NslsVqLLo3vkLTsExvK3J9tNqX7hxZvdNdGTT0RnFvNC/zkJjO2p3EeQWCjDlJsLpjF9u60uv8Q0deNp7CcWGQ7XwfOwcB4enX3V8Fw1Gd3PKsceHX+Jyl7fc/Au+uNHDzxYeAUX8ryBSMbFwMEiVCviT+f6wjXaNkzBnz9pzyl9xNl87omAeZgWuJ0Qc1R+q5pfAEX8gCQHl5v5xTMcXlB49mfQMfudS3WFawBNqo8DTY3KmbVvjr2yVFqzHJnvWzMINe31LTEOr9G17L0JcwMGYn4w7Aq/9N9hrc8KC1kqto1nlg+mJoUX2O6QC9Flu4LVGN+ltUe5GbXpKmmaZqxc0+CHivF6nybvZMWbOKO1RWFNlAoPo4xJaiI9wv62toZLQPmmLHg2Z2GlsgKE8AlUzQXEo3NFPCbaoGnhcV3HwryCux6OeVvgAW8qq6FTuAsfEw03EAbsJ5sRgeAUIUzVVk3GPTZ/tp+NlRv9HqazH/YeBhbJFru8tYToti+0YarNpPw92JyxwHTVsQbLDD2cIkIAAAyILAIgwh4rCQkrosxBkwR4Hoe13f94bEHz3mC74sROQcIe7umbZcBBbLv7iAN/dA9VCsSMnaWllXWWmUZ8CQgLkE72zI8NVQgdQnv/fBRUSyYp6JHttxWksalq9RS4NRCJ+SEgPQKMftz7j0BQH939YnzXy0KPPm6W8psO10m8lPNqXRa7Irw6/XsIvoOSH1Vzwsj5GBeF4UXY7RsrLgP+H35OUzqdLiiTi4z+JovDt/GN5dmpRPnKXZ36+Mt2oexVfIg8YUalYUSP9gP3EYWSteRo0YCvjM+eAbuk1Q5my+rNydQWQOcpW7rNfJhLws1I2sf/8k8Bhjsgx1fzx0ba2GnBYJjHjRbxFa5JpCHLrswg3Cpffm6XbMANFMXbnMPCk6Qr2x26MnzDS60DDigwoZUM1j+7MU8fZcQmys7c4HCGfcc2K4QIIFRO+GktJkB1gZ7TRsmBnwj4B/AJFnAJUhZw0O5ekGik2Q3+aVPAs+PimpYdtHYmRfOvoidyPkeZlleJlPfG0b5zzvMRF2uWRtQtJUGalwwHOsnj27wIan8ZqPY+L8vFuq/VfOTHgxPiHgM4o6HKUD+tZult2F46Swdgji0L71JFQAZjBRGNmaYiCr5JSEbsoYs0M3GaF7DZah3Biwwgpr2f6EvTVgE7KAGfj1o+tiL6P4DLVsVe5xjRXgc2iuTs8Ue0WbZV5kKcv06n8O9t3LEtxH2JuPv+UKXCp1cAMMa7GWIHMLxhrVht0EdfmsRoZQjM8i1FZkQ4TpH0BS5dmwpr3Vrj5Clhn59kxc8pB+c31CBrPITFPGOsfKHo8aOTZrqM/3JrJPTzvtTD+RBWfV8wEPNT+DzDRJOl4iNe9ojCYRsxiWMyNcfOwttJ4EAAAAC/N4U2QX/MJxCWeLJxa1kpfhybziKYojZ9yTqKG97cqa6enO9/XdKpr+pYXZZjJoNhJmUonxvv+iG0pkYRB8WrCaHcxM6/tvrn7UgDtB8RKytvBwbCuN+4gv97QrmU7uRCL2ix301+gMT3+mw127TVmOccBS4AES2rLeN3SbTPBlRR+tDhMS1eXI4wLIwdIHKMAGYugieSo3dZWWzqRieN6SDyoE010V+mIRYW2fCjShsUe3DZi8ieZuP+Y5+QoqnIIn0Raa8AtpJrrjBZIUC4bA+mKRhbirbwdq5Hv/lkAHQYTURy/yL/xlwmQa2o4v6/oiWIzIZ7Ze4ifED1db5DzY7guVHddUvjGvMzi/KJMKqOx62PA+v6S73qPg7WTM57p+i0lgmuuOOWD1R1+fdi9uyhEycrZbyihNYWiRJjQ3Cq2sI/nO9taPdBdCTml7o33Pgp+uUYPy/jXU0bbRQqp9dSsBX2BZxcWAChnAIY3s2RrfGEpXrhW2GdLhvqvyRqgMsNLcJoDtH27CzVnQk59ozWcxN7v6BwP13X94s6SWF64AHcYbNU5eZ/1sV7OaaR9iiXCnHKs4vxJNtXLx+dqbUHHew888HG7twP24QtUw75to0hofCMFsfr05R/F9VCQ1r9xDAS0vPdINmV5TV2eSEcaGo4URZBIQmJ8k1kuGnChWT7+IpiU9tTD+Gf+HW5MoAFPiH1/MdBJGaUd/Yi5IgNaEyXDGLp4In+fe1qEGWKyuaxSesaDv3eGiMBzNcI3baa85swbqFdi3WOnmh9SIjI5HXAdiEKQp2xTgyN4MgipZXhuQzkVKn2flw1UtKkObV4e8i79xpDvF6BvqiRlT83HuaJAA5G4qravmJkZTSsqjdazQeoEmAS80HjtJhnZjzpiJbVUuUDf/Q6Js097kZH7XDDxi6e84lvbpzlNfW4A+97D5gAAFY/z5a7MGd/hCOOgvuO6pZ8fChIPD4p1W1dGDZ0OXkCoKusT3YW6UMVu81N0u9P65wgR4m1dCua1YkdVN6w2S40ABsAoQrJHpEbU7k96evPUjTW1Q9Olr/mqA4ALhz89DjITBUfIzRtIikwkSWqsT/mNuBUu5MCC3UhzLOaJBT1ZB9kSzXG7AvoFejwKHQI/Dt8LVgN0XEGhc3MVOfe2bCw6c8ltrWy+E5DOhrWU/nQ5cwwSeAyOcgZzWY2WktMTU3svT49uhz+pnVj+lI5u1Ln5wpkrzYSSfPoem4dsv1IYmUlg2nJJjdOzG7WRjkmt1lHF0W76A5CFT9moOQfI/PjTUE5BcZv0d4yooP7nxnNA07HF+g688TDNtvyKQTTsI1zlwax/zZYA68yxL115iPAWSz39XhdFkhWS3xq8AqVzSr4h77Pt8dTr3K02MTHugdVT+mgFufjKmQZ+rhHCyeb41uEJB7koaVgbbMLHDGlSZDhHxgp2oee23rHFTg2oVvs3dHaGKn0f+yNCE1aJBXJwFuJrIaTKgn7XmLVv5DM6O0eA9co+hPb8ObUg1C1zeeorJN83qsm6DhgDtlAlkzRdLBWJ8zGq1GhVMqrnfG7HVl1/lf6v6HuhCCjqzweWmwM0LbwQY9CFTVnt0QFPi5CvKvfhOsOLq3fn6+AhlmCF7zcz5Ydp01VNfDSDmKv8Y/L2VSMQZ34XvL0auMm3WyRSohzNrbtgK3rQAJY9w6u4wiS/QzDXvCBmY30UdD+vf/Ys8Ld2zur/knW7mLxCc6tpjUkkNBJEuPJnS73HaqxuPWSSpGK/J2D3hg4svYPPFJw3lX4/RoCsc5gWq6YgjnA9+yXLqH4mDOMg1QqK3R0mKuD5FNl+kRdNh8hKU83nxj9ud4tCypa5a9GQ7jymOnQP0AejuqPYxqDY9N/woNwpqpa4DT4qy1jJ47KFvdjpKiSC61Mw2eYxYFhjrecMvqgTr8QAzet2tvFhYaaf4D+37YZ178sOJSfE7kX5RiTTRZW1eSOqPwIZ2C+14zbqABgIit4+lA5jRumcUD6dm0mZngzmm7WlV/swPWkoKth/WxcUV1jJvoMbrnAe0soTGny1SH339GLbUCJQs+DAI3WXFmNjBh4SV9R6QCfEQDpsFGjigbAczewFMds5+QAAAFuosZmsDUbIMDpOSVOcaVBdqHwyNayQ1cgsW02ybfwoPGHFaVYTdFSSTMlms5MWPLtnzd6RgGjHnwdRAYiQGsSrz3a72XYPMHndDOr9UFZNwpiNR5XSB0sQbn/qXbPCS4xFjnduyUQFzVJyPmxjnMxZWPKs6eKrGhlZJehUZUzgZVdE/U/ZIQxla8rt87a3eslYs1ryAK40ZSws14gRd+T5W9grFWjLAfBrHKXlc52ox2GhhcdBmdk82BDgNR6mhof4v+3siiUT5uce3eVhBXkfObsEpbeXBxIM6G1fIaKwFD6ZoL9UPosBmWhXTvY+Pv7XaJ8KLm4cpbinQTbWjIBvqhKv8JKaw/VFCg3w1BFiJ20LAn5QlQpCxiog/WOon21Eeg8fYvnJCUqof+UscITPAIKT0jNw1YY8GOAezX2/pH1tC2pU7ppvBU+7rBUBiSbBJ+Q6v1L4iyhVT+/BP8fL+9FzbrS0v3mYC5cNIVw/xNwWrVG4H9gYqQ5J+UFs2MyJaHhM7lRxBu9ZyoPdR+txnTSsptXeY7hw+KK2Is+NaiFJmykAZtjo68Z4GL4YOIS3nqKWr4ZR6OCL4MjQ+hPryMi5cj5RoxxoaQBOGfWxW2sflJQ964zjVnvv9DBM92pjIuAX3VQA141NTTrxdS7J/q3Q7fCjScg0ALE3drOxjsvPAtfLOPORgSYQ32fBtzH7BbhKQHnO3hZD/uRKQW7/0Oqzez7N166+ypP3GT8gWdJM5EDceNAw4XNCyMdgQQt4INPz0Uas3CM/NhfQ+O6W5YoordNUVIC0OIEvwzGi+Ex7nfyxiw00ONXIxTvcHvSmy3irFvoz+zEPXKJ+DUWABUYIh0+SIxBePa6q4ksRWSSgmRv0/7UVBuOuuxK/hox5LVmumBgsjk9VxR/y6qtBNIkjsi4I1IiWxtDfCDZMYKHUN/XMU9IStkABuc2JjTyNtMFjUUrmDDDcqRlskQdUF956a59hh/sulmdOUb9079b85SCycRJxyTm0SiQKMO3cdCxg/eyUIejnNQT/15L2dZFIr7x043sB+CExZfCmrjfcFecxAIU8c9qLkha0jURW08nW4d8Q6c1UMn9hFOo0MAAADP9H+maCAty9bzmaMfJfOAjRGB7hS8LFJ+myGaMrltjzC0o7aX6/b/RxeUuUCy1uj3TDB0Ttg00/oaIs3nDITwQzlKRFfkRx6qlpLi0fCAVgUZYAI9VCIFDM/mq0029W33Cpte8yNhsL1YixZ+app4sD1GoNAuDvADTUuHIyKgWPfdxJWLZoIaHH9UPbr4hgxdbQu3MdId9vyizLoVorsEjKf172yK9l70g4MA89U00RyaBgruD1e8ob97aIwbf9317kWCayglEJimm8eYNZffE+G4yQPz5xHOtst2GxejkFmK2B1ssVjBXRPfGP0WPF5RKT2ctM129goA+lfAu/3mln3YHgivFC4UK4FtaX/bmEe9duT/IUrIs8hLMywEt3krjNSsR01dqVM6j2dSMe5Mg+6ncPUdd/JL36rs5iDgX9AkH+45AvXx1KyU4460ZDqFEAK7JjXhAUg/7JK5uvTR+BcftsVnqhVTRb/Uu3jc9W3uSZXa6Ks4//dK6fDTpIHTkboHyOtTNa0VNZATNdk5ruVCQWoPVjLJ5IdSZAhzTtA8a0cg52vx8B1hafFNxdnQ6knqTxQ22F2ZSz/4/WLfuEzBb5hctyeK6ET90baB8K32svaCl97ux5WHqiw97Xcmi9vI7ViTFA+QnlEpFtArYEAwUgD4E76JzAjEYS/+FGYC6BqirLZityMhhnsttkL6Fqipqhgxv3iPxHbljf/CFOw6TbxpuJ07YDQtMHu2oDiKhrQ7ZWTjinD9hmwDFlKILMRgMOxrH1fojOP90M6sd6DOLq/lr9bi0aVBzgMZZgMKjjuV3z3cSY+Jwo96JkiZ+8ypmGtJTgUwkcdkXEe3pXz8mVgRj5EfMAo5VX9I+GLUyY0TpsIVSO91pa4NHWVxnUVsuYUBLNydSdmqYqdFpCyP0+PtF/4se09DGkeXS0FgulThOgtQ/YzB/1Mh4EFN36J1dJ9hGZmYnB1J8/prezpSVfytHknB3brI2QCsTrx7s9zDvlZh+DGVKul2RiZER5XBUgIY+BKpgcd7sV+nNBT9kcAAACyNT2L7iZy9s549LBpNZsF/aa9V6imnSX2kfEz2Xy9WVgTqDsC4IBUm4Am21j7/P3O7vHYVhUMJTn8ZqdsVo/lpcJTBjJ5jD8n524P3fehumAahtkVXg1SPhYjHX8P5xVoCGSc1wJcCOy+qk99vpcdzsTzIturQlwBt33ErN48KvgfVwkT8zhWqftsRFI51Lk2WWwnJ+5T410jkRovmea4psD0uwBWY9r0/n/h/1G3gSCYx9k7SNPjn9nP9ODX7oE7+FI5a8mcNeXDLRto090AGXUeWUsQ+nCuUelyeZ11LBZx2cjVUZJZlG9/y2KihNVKtiwjAfCW6aY9wuI0Ct3kPOJA+R8gIeq9JSQVyunwj+XiOjYNbxL+2Kf99xcn5xQAYE7xFvZEq/IcipjpOKMWQh0eL1fuGxxsnG3fNPwfW1ZupFa8egSAzXGVO28ScfkUxmj92F+q7mnPkknl51Q8cnBG/UZwrik8/wfKd6LfKKgPtTVxnArmMTiMFIHHa5xv2LkQ1ziVjRcId2C/Iqjd7TyhHmYhWUsJsy4yCAAHBBLGV1t79IqepIJ3qVq3YvBOndxEyZyVYetW3cfDle9dSUa4On37vqeOaPo6BA36+3e+14ScoPsylZscNpjYJsrdKWGCJzhkw5fc59L5FTxjAeKfbAN7JpQ+UVjG5rj3Y1GRKdX7jqYskuzZqg1tl32ZXV+6CvD22hkFk79q/psUsvBlWy9dbBCQKtK/bNWr+koUy+IrjEhzwwGTxi3CRcKoqkN0xfmvl7GVdbAjOarD7joI+Eag49ZrAo/lE4SJ4wtA4FX53Hj8sJhXOroGlWuCMrJnd+8gnjri+1aAz5NYiHKa1zRZu57uhQABMeqj7UhPViOVAWoBxufKvYCBid1eFH8Rverco7H5tsG8W38x1w3kH2m6J67XDywtjFGRaV3yJRUZ1RKW65Ty8J1J7XWl6AzCCU6YVJLEF3caMGVBv6eCA9tGCQwmNijKWrhjj/sxI1kBS/xPHrnTe3BR4C9/OAeoOHHaHklyMsjN8/+/XnSeUnkd/OH5gdTurq5FFtxw5vLKkKyMxEQoRzSYqiNkAAABDStm8r9gSCMJfzYjdR3q4670twRmnVN6dhYLdkHb3l7sijfS/fRxaIBx1BawN1c4bOFIA8t9I8URKxyfbNB3IC6LQe5OHoEvjDMI9LemRMmYyam4vTrhP6vsxvAfBnwA4VSwf7FBS5SD/BM6qYu49RuHA+E3oZGLwZYhezj+6P+oFDrHGTwII8qayKvgGriZ/sAUcexaYtDifr27vAmFPhCwb2KFqva6gpvIq03pkD0vBTJm6Sk06VzJLBoEs0ovp61IHcxGCJK3cl/bbdH9eEz5vSgKBzjKy8mQl+Nh16J80RO9xORjZfHe6EOJrap4kKqev8NIT5F5OSQHK1GivkMAG9Xkdcj3Zk+xtbNLXuOThUJAmHr67KI/15LwaLA+4lqnEHb22QqZv2J3bUL4713+lJmOevWUYtAqV4VzGIT5mbjTRezc6vyi6eMgjMbFJr4nKClL8+KkrVh/8MdyZ1LPrxuyjQUwh7Xo0lYUqbhsNoyNwELeNEfUb4wG3zEwyEeDzixGlMrH4zz3XFDyN5Vjyp1H4JGm5sLgYHEQ8LMEbeMwfSCGed8darXee0jPwAJJbPewDWGQrxmtBxO5tTlPiM/II7OLSNtC1tZw+rfJ8QGr2sq6Qpr+xhgk6mpOk3SyAgfNrs69MedDiFhjyO0X7VXKaYlqLx951LOJw301VYZb5jHcW1he5GtY74D4zAidyjMU3GxefZnXJ6fVj8AYqTgrMrQeluyUso87qZWkwCynTL41AlrGFx+NTB5Z/FzX3nBEnT5g8dnhgwSZBxHC0z4QJxeotvsrkxDGnmCeBNsl6INmLt/7GNIJkObGJZD4C6xtzywkHtDYLxZr9kj73l/XpZZirl8QHqd410llmQBAsfJtYewXfGP6mxjA6qHvtlgRIHLBMxp34pMUsB550u2cTkuqDfMwIV8rUp+QEzni/Hhdr+98Mxw4TyF7eKM3eynidle2YFXeWVCwbgFKDqwK+64SUYI0d8IVDrqFj7wtGgicSenuFzrE3L/w+NgQbYAAALzae9ZEuPu/GYwoBMmlNXuDD5I4qttQsMBnmE3IKi4rLbhV3acrHSNgP4/SaC7HwigoiBtYS+QvA9xvE522ZBHcacIzUYt3xXzljg9IoFoH0NY9muQmq2Kw0AyYDLAHUia+kzn2ifauuA8a8rwoUBrOerKPoB3oIkL9W8uaJer7LSVhBY/cob9gKNOphJF4lpxts7B4rAzr/wdmq455mlNHd6ec6qMlTKimy7SG/yaMHekvl78AD385AlO8jlorodU4oMkfiBWRIBkzx3xvGE+QbmvoLs3iUCPxqX+D7iZqOxhXdGJlFmKZxaNHKtscAj8imCdXJzMXhZAacyeg8U69NbxKFV3336wPf432hHIbJ9AY9c8wxCxbubW5102w4P498S8RiWtmlZZjomONJW3Pl/l9r2erCpqhvgBYOj8ji/xiot6zwDLKACD/pj0d6cr1iGU+QpImVdgmwe52r90ktT0D6c02vceu09d6GAjE7eIv++iTt9lrQC5zJuB0nGVfKydlLUNBLusWk8Ny/sbf+qXmTsUyrue7uxtH3Pig7M0GExvgTplG6AE8aQAgmA79s2bXHa7wCmVZmtC28puKsqGVQW7FvWgq8663uXRHvgPjrHWwoSu0zQ6mCj1WcZrUhef4thrWVG52JOX4sR1wR1w5RVy0rTQLYagIZCuW4Z9piAzIxyBaZsYrAzsbZ8knc4ds8HL9PQcCzbArclkYTp45ozyY/WX5Z/kkJkfUC2fiuGUcQhaakieKogdIXln6TVFwp2LEY397JZUaGUBZzuxt3ZUKtNqqv9EmHqxXIOA41X2TSSFbGeyr9DXAiwDDsYgd0SbqCSfdWQ7CPrD5npe6LDqINAAAWu3sD3nmAAAC3ctFTFwHiuN8M1zbA1HnBlye/p+mn1hhVVXFDolrCeay2VKZTSysYCqBP1iLYr8DJFKoZI5MW7CaZ6mUVMV1CPM2Sf1H84VyiGFoX4MXJh5GjikoJYrPAxfn1FN0FM6CNRGV2ZFiPOOpn7+f9xcLAuqgHQUqFT7hb751QFXoeORFNioZOHRAuwHmWPFldV24tLIR0UBsEMhWJoyQcm+zhny1ErLtYpri2iuwTLu6yJ8YgzUDF7zHjd7/ZW2CM39TuEHPCgYrZ2gimt/DUoSjDNhbq+oogNsYGCgitQIzwj89PxgG9pAGEKsOvu1bGZPFpO0Mft6i/yTykue00Zh7N7nMKobgW4HkRxoymErnxjp2UGWhkcJlNqs8yTU7YAlDxG42Puyi7U4ATJMHZMkgYt0agXi2ix6ANxpOmVlBpHJoCofVgCMv2o8Vap2+DlD4ApcdtCPurAoTji4by2UTONiL4yvWpcy/AmL5L9AC2stBzSWBWaGws55z+EFHaoWED7hiyxQEqjiq/D0gz/Hs1p/Jv6QlrkhyDo/4qKaq0trq9oQrG2kOjwbB+ou7qPx3y+kqgxaYdYet0Zx8NljfYc+xZ267F6Xx+rlxdw7mPWyysLTOc5TuMcsYosMXfz+Jwx/HZt2c5SbuJKtWZvYHpbrlYSP9iymcDQK6eTQLZyNs1ohVJAr78BZjGceKvVvtOyop7dTF6q74CAG9/v5xLJadwypBdlW4vM8LsiGJG1lzr8m2nfAaDQEl8secyQ5GnTTukrf6oCxgi4pWQLEcD6nUNIPz/bmE32GLgVwn8U5IZBVv9WrRqPKtoDBx5GQoNcpxC7CIjDl3SgrEehFdHXTeT2MHm19qpgAT0AAAA5TYNA6NeCb0TLe4zioEbFBozS/5siPC62+NiXCsbm4aJo4mUlaAknqtEHP0nKDhyyv5vJpUjKWX+Isro/xHYAbrw0ZmAJr65qy6iwfBfn9w7Xwfdr8sScMTT7X6WEXDgNtrDTomAjQOMDkKCRZcxzaMqVuC6lY/Pp9pItAZgfqNI8FrrLR8H9ns0NSKg3wAucfDCYYMmEbArlAFuChVeuTLS9rOz6BNyvn8ZwbDLyNITzi+ld60hQ3z1/hWzwALxSjxf00kO8NUS67EGQpVLjX1Gm8XD0mXWIrKq6eAh2Gw23JRrZxYGjoSDoHFzX3T1bAEma503br3VdDOO6HBlkTGtTLKCN/uO0vz7mwL5zNjYUOP8Hx1nmaNVBZJFZbx+9v8JqYguvLSmXFaVs7dKpbMvm1FXRirb+apKC4RuEFjPMlioTDGQ4V3JrwbHnZW+sjdn/hVhy2fSPv63VlfjACFwkSv55r+y8fUtYnsnCB8lcKhMApvvOKvPmn/8xOnzklOC7mUWCWNs0PmHGdpu7SVgYy8ahC1jFKQtc0qv9deCGd9qUhzSsk+6aFKEQwlEWY9I8SQ1R5ei730LIkekYvISCYDiR18v4TtUafTOfU6/em47vbj8UxZ7gp85c7rdLVkxyjhECFkO0ykTyKh16mLGf1Oi2i6EqELbSIsMLpTvRelgbYcsvy07qfZDzGlNNVhPaND8eOId9+tKwJV8GbuGkc2/LcqJv+zXLzNoyi3qhL2QU2Dc0e0GbiFqHRgXTa4XZ9fzjdpcZt0GqqNQnAqvAgknzPdG0Vg1I681qi43bj1lEmahQpXAG6jgv3rcJIaR5vnIuR27RkivLE58XwhjVsp+qvaVNNjCqvcHYNhAUBHpwVTajRpt6JmOrf/jyswnA76PX1OnY3DKZO1dScf1GUaivvoskC7BCOPUwjtVHwcgo7iegGELRN9I9inp5DAAABJ85PABop+pOu6deQnZ/FXnRGHRsisG3cTkHb7FHWKKBANFdQDjQO8d7HBDT73xy29hiAv/3w7elT7uiJ2eVKzIDK73jc77kScmtsaf7gfSP+KJJRbUpiJ/jivo0+Zq/mohRp3IPAqmcBumXPXGFlvpN85iX7H7dUb6+C7HumdF/yf6Ta+b9fcsQ52wZhK0Im5NASxHNCPWFaTamT9jObdIN/ujnW88BaB9dR8JbGCeyMmFwb+5rH8fkrHoyBs50zOzxpKFFZaM6axDFVMZiqEhKhDFy5MxwJY1qoBK8PmuWq+vQU+5oRrRAWIgzhN4NPJ+rqKiVFEjciMvnx5+vUWnS2Qe/N0NT14D8s20GBFB4S3G9VCZwSyoYZQHBTuW4urOyyCSDLB1WFIFCFUUjqwizT44qzCo/y3hWnkoVM+RvRLc4My9LCModevRovi6jFGDEiHcZPvybZRBU0xwAhiDQX+JCwx8fhdpoxCxeBwh6qyxSuiZCkbiqvmoeKySg4L8vB/ACF/QlpyRGgi8sFJJfNIxzywNgdetJ/Tfhrzq/H403U5v6uBF1g2tM8BoTYgpL9V/9FVKfWkdmQ52GNjR02jeDMWFu2sTXbwgo45qdT7u4F0ngDNwY9G7hkFMqKXV9webh5vZCu4LbkTbQVMCBEhEXJ7d/iFMsx9D7ZfRKiGo8dLLb622YVjukFrldb4zVc/hGVWluTfHhLN+4RR9vUUOYS0cor8haW/W1n+CCkYGG0RSCYTTPEV4Ku87tnx06Eg14hzqYT/3bKKnxYhuKZ8l2xIEkZA677nCtiJNYiPC0vZ5nelXUi9upqNp2ZdqULeYde26H9zIY3uD38bgt1UyeJzsL0tpFTdNI3//rbYa51IYyzLgYdaYWxgShJMKE3f44dqUSULhbzSJkX2dfxJFIzgAAA+mCgwmCKpdb3uJ384Rnaljl0LqXe0WEnqNhwDwOF4KgXGJDNAG1oQKZcnSTVx3dDp5N9/Fdi/d6p4axqnj2u7X9LW2wO/rn/aj45GnAKuGASehRAB2pzNgRSvCHkeR91fL0Ih+7xehuPQm9a+mRmq62BtrSqT7GuOkC/3+q2hITKnBh1Az1OGyfpoOA59eE75jhjL3WpWfFfNhWLZPkedf3SAZaoD3tDlnywj6rtvl9UBe/aUCoAfSYXR/Ut3d9dOHKjKYqoradxDvYmbEsp0La+Jl7tMBw+zRlI7KTnhSpRscPOAoe1zeqF6jGE/OlK/IGXyUtFhqy41B5yHTPEwu5HiUOoHsUQ26D9ZXSjKuze7q9fcHguWL/B4pFTdHSn0Vh75htJpNiIIkzgD6ke4Hd27/5O46clfhJMaTWEg38zNXkkvvMezLZm7wv599+8V4h2TG+yC0HmuQveT2Yk+OMJM7un97grhfz00amqEfE5SeJxKzlKCrpgkLwtQFg+qSOHeZcZCcrZqR8FzElhu/wjBDONehhkhPhonLbemia+x7wMkMZxmGWRwSDRkWvzy2N1PanbSarLgQ+fbXuF208jRbpUnQgyeN1jXng/H5AJiF0a71U0DZ1eIpDV6wbr2ug0ESt33fjl6vI5pLjTmObiw4A6bmajLnlVSQfwD6kvebvP20l5GsO9KVDL2PQic4ZvzvFTm4OTweiGmiNV7u9d8vXoPKf927cCKripQWWdNJ4HOSo7DnJH6Hov2mZeZY6w1BefpoTBR/IUTn/uCpD1XEMdcQTMHy3sMrQJAAAALTPPgExdPhC0iuzVrWYvkzwiwwas357bSPvOBH9GgyGmfH5myA0gaCWE1umtyhfBbAjPpAh009gAfYWFNc35FP4ekR5jeNe8Fkd5IOE23usi3YEgnyyoyUa3SImENcNwrrAqWgybJ0XsubDNunDKkLCNpzvhqvBWgfIpdAZsdhK27SC76Vz3DIBH6KlcOvsbHyw9kBFMPduML9zKLRXFIOeBaA3WaoUpWfTQfH2fw+KAn0cE1F9CTjQmmG1lEQJTsihrofFnLYgklI/OM4OOxlK68xDPa6MwyTMg6xcPabwrfxdIUCOigCPwsfkRC1xIXEzAgqpKBIBj9NPVwQBhF0jeehr5PTLx95P2wOgTe7bBYkKzP9a8ypzQKTRjWEBwja3jbccxk18PH0qvJ05PG/iqYw4icQX/JyMrZZwj7BccFsypnHwMolonKl/yoRuJqNP76djblcbHeO6P3YRTkUwepCLt7jfpm22KJckCiKkc/ytYgAVBZ9P/udysj/7o/TsLeGgFqBOzM1B2W6k7EY/jOdde8DfJ/0obbvLHOaQwqJmvyvxVEFOMvo1gA+X2Hc+oC8uOuDKHzbGlYn6C/0JbZbfgba4dGMcjBDQ6dnx3Ms9AHpVMIR0Qxh39Lq16jRQj5LHfMvJTy1+wCZ1p1ZyeRXPRJmIiwCvQVVpbh7RNjtTZaroAAAAP8Yl/KPm6kICmPj7RC9jdWAIV6y1aLkP8tWmRNL5qwmiKbHAwyY9jR/ZYeljQyeswT1wiKCqLsX737LdFQwSBAJVbucdLob2fiBqPUW4viNhtEmJCJjvW1JHqEK7/gyePrM5g/vanicc3mcd6TDWNsACRVMOZGjL4aF14uUsywlv+/ASng73ckRPI2Zd+OZNCHH3uz22XlVcGxaYpVy3B3u2pdUC/5PmJbs7YDGARYzie7AHBnO6afoeGLMpkrdNhAQ5xh4wJ37pqltfXq1sAmOkgcJ//XsyBZnBwsZpYRshOC1dxADQAAfBKhMjEUAV6lq/9gPvLibdShbEWxQ4tbmQ3udZsukATE/JCoSlhYFULmTm9j7dnIyDyoMkEnmpPxk63n6ZYuDG2nRMMWRwW8oS9BR9KJkeYj4dOOsimUGfy6k+LC9S8xAMt3s7R4YJ5fcCRhJNPJ5SJrMzKbEYf5O9YW/4F/OZfQ3mO+P5Tm75F2JtyefSIn1kr2jxut0eSrc8PpidRc+7+IA1kGyjI9fqPAPcvVgjI/vfJkhQDpfxSwWsXTJV8+inpu1xXsrV0Mz+kvp0crEiTXi4yJ76suximM7blsfrlg9nhKhkLZml3o25BVL5MM1EwyyjSaAAACsqzGhlcRrPCPYq3G9EZluUok3phHrY//vKYvahaz2eS7Lln/IK+LWV4XoeX9mSAwqp/gZPHOTc1vG0IyaS2mjzvEMi51wJW+wqDUinlSb/C/jGfBABtqmcvxi2sIhdTlkUUvFeRRhlnXuEaNAacKNrLzyyA0cwGs/aaQIT2q6w7mOx8ghjy+pcLynKDJc1hKF1V2QWNGELT9Ytd34dt3raSdSJoJ/qbHvKI1uhj7tPagGQiY9SlKMWkzN0yULwcwYbcE/fqloXy2eTJDGzXzd0gFZ29Z+0vaIJTSKrrC5hKirPSQIoOp3wVIQESTeRcEXnRku1NdrCJZJhA5wl/bHbUb/IXmdbwfFt3AAl472bZy1mwLrecPZqcIpO0hIHV+MWxAeSIplhaOFl2OzinZsVp+Znj3AKR/J5ieKISxqUSvJbZ9806ZbaRpIoOKG4TVrOQDnMWBl0I4AS0jQk7sS+2x8+L2UBALQUFKA2eA3t+zQz4kRMzyLKXqx8SdQURhtsicVxQoIxynobOmwfmW4WVOITm7pJbZ94Yddkk5UOw8UFuffxoPEPbv8JJ/JZ39PYCTAAATD8aeetFXyFAAAATe2EJPFy3L70t0MWd6DVLP+Fsu+nYTQPdvkgZu/UJFg8v6z8o7s9wuGll0iCdldt144KfuEDpETQIB4cYeYZCnrfEXHW4qpmBtRZywmvQXl351Cg6FiMJ5aQX0HmLfnmSk8nj2ud8XGRuusGefpKMXjLFiW6RdjyJMKaayKK20PKwWudBq2kCJVOlwbTxBu2cvssKsA1ynIOKajnVWnvR4HSIqdiA/hGtcIcxcGtBUTLlvFGGLHOURqUNOvRWbaLDI3194RDF+0lzuh+TkifadK8UUeqkcfIHnCvWQywQXrEaefx9XKznllWaRN+QEM/70J7a3a5lUakxnGTDDEgjm358+PpN9uhYwj0piDV7rlexFOUsTnMNqQgyQMDKqjKVvpw5oFgT589tMRCYCILIHce+NH4nVrmFoUzKdlCnIw+BKc+rH5w9LlI1rTg5fDG96bFATy4ERxm/OJf91DCFUBod0pHnoHMu0fPJJeJqe/vhsmffMA7+CZzd7Hn7l3CLhukLXi6w0F17JWrn3++33QcPx2ZxorShkNYudlu4J5gVgliYUTKeRjXMGAIsJwy0gxVXau5ex6txvrQKR6N6rlbfB/FuUFVQouU98ia4BWP+OWgAAAwMrRu3igadhQHQk7LGLSAT8fwYqUN3Zy33EpePEITQOSS1S5UUijxM6BuQRqQ/G/k1/IhgahYkx5DiwQfjo5gqiH1RVMXJYXly8PdQ/1LTkjKXEpG5QPgsddPgHZba3YRxLmQfABXU9pkkXQDmJfY7qK9Gh+kpRQNi7U/gbhfEHTBMFP6n9GDyOP6MdOYaWx6Xqf0YiFEPIuZjxkEYZZmvLFVTsc0EjG70qZ9XMpuoi1f4TnRGXKAbVpnpdfsmVK6DSXnAJnLoZCFXz2MFQcLqEPya9DY2EktvKAnFW9VEntRxROEZUqtURfDPjfrZN1GuuiQ/szqsn2xAYqYBmdO4wnU/jbz/OoNudruUZeqwTWXgypgFBloDCy2/sRlFj8472as0ipwWDt9lS//fah6sEka7+oEm7+74Xz5YZdx0xppiBEJ3XFj3OBEAIqVzA1FByY2GJRGILnFxofW5lSJUtmXvHsUm5J7mhqXqOor1UDUqSbizScsmaa8zUB/kMenN5hyAPpDL0iAAPuySShi5wPr828domAAAC65042i0xOZoP9wH2iIgtsmypAt0T0GXCoOxX+3+4V9I+yOGUc7xICy/LXi/3yVOmr7YdImNUboxxVpoxGgIutDbSd+QAbAq0VL39y4YdwIAh49NwLtrYEBgozjZhAqU/D2b16ODzKLloxYj4oj99Rn8s14aOLGRO5VTH+a4j4vQgT5aAfDNiANCPYZARFaVuPKJNhBVQOpLsRhpJJ6LC5IkMFzkXRMU/H4L24S+/vfcWP1JHgaXZWrq8BxWQaHFfuF70E6UqQjOxemWYAROqZ3GXXgtUR5ZXYw8QbLR2Vh5y/kC/sgmggcGOKqlosowhKNrZCIHYUPr1ssQ2yIPZ/pZaCbVmL04Uiht750x2rHWspeDygGXBIiXJQp63AsRivcS/fQsaf3sKlcK6gRPDMPeaMHfIWo4Ao6AefHULm/Vg79dKVdRMKiEe3QHqovt1d0mjgEUHJ5X0FnTuuBELl+dyEYQKcqMmGbNXzkcooKCklqxN6FADplKUADG5bTZq22ez9Iy9MLZ3rdoqS0eGxxLigqCrIojLbZUZhS4MAABgEpXdmG9NZkEO4bkh6k+ib1GXECJjap72ywz/7d4dHo92NZ9ELqYpmYva0fifv9D9WuMTXEAa7hytXQkHtuBUf+RNIesf3inOcXFAaRRfcqIcAg93qQr6G3Laxe/aaG2DGsyB6e0qS57MAQVuz+DBq+ENNFiaYe3R/0WJ68hQBT1gAoiKx9gYC4CrhXEHUrXYQjv9JeVq2ssO2R8OFuTBYBePLr2BB7wq0oDJpB6fFJWdiGRRaH18IabEnCLPmDCk3kOPrbIIh/jfDG00oIjJsr2ar1r19TyAOeYLTc5lrBBMWTaXjUACYORZifaOwG3A4cP2Ek9vMitUYrQj702tVVQfDoeyfCOxwIVcOL+IF/1mIvOGaWCaKYvjhh6CDU4kuXZPRGmUCimrx0PaaNu2o1hrwdNCr1yiomcp3RgmfY0APAyWGhyWotw/TMzFx2LzwscYROCIqmQfihSqLhtPKlXfFWoBTs43DpiQ3WnlqOhYZpc36SxpNEZaFyelDJYLDbaY6IOssr0/vNBVBDKhXUEjwv7vfOJzEeoBJrE31tTY2yra4qmToiZRygAABwoPCYLqTFI6VTG2Q38maNgRtFIOZgTjw7XXW8vJWnBg84tiDrqH5/r8D36LkoF1ozX8/uOxa/PVz4+fnFoWqUVK0FCSUyBI6S1cQmLWpUbBtxqQQUgurRxgbEIkQEBc6gzt0/4kypZpcYtqeQyd8B8xL13hAm6v5VD+nLjXQLPPO6KgwlX+BbbSOoIE3mW2y91zqBuKSXMcHiM8OxSKmH4U43kjHg4mpAmAuCRvduNx4YaAyZmiQJSUCl3w6tsKfcJ/Y5nW9yNN+PbH3Eg2FKAXemQ6sHwdqdHaAJKe/SEpN5JxbN9qxp2bcccqDuI0ftUxXSNoDmwahMd2GrBKm5BPWYeKmEIVR1rYDDfodiuGU8omWjDYIvpyjFgdC0/wHH5ZtH9s1Xbie3yEwfk9bv+uMOLWkXZQtIhOFjA9or9VIZ1C/xnImekprmfOHVeKOJ+qXteTl/GBceO5/FG3Ndqe7eLw1qcU8SVyei8EIbhmKMGmJZ9B/I8gAAAHEkFGHTHFVdTGJ9Nhp+XkQwxtDXUQPX8s4MeiIE3sWSP97WQgRQmBHZyLndYUHONRpeMZZuxk8yd4A8ts+QcE1o4CPzD+vPF8oLCb30m/QNcQrvQbNNOVS8mIVLvJy7JWxuIXBQxZx0l5DeL0NNwwLQA9opEKBOqNDmlsAH5w09f04Jutizh4Y9nD4iyvgdcvgxW88wKfV0aou6gT+64ABmeVqD88Ff2mFi8Y97qKgbCLbv/ULepBcLrXEMYTBeThGsXYlu2CjDmtYSLnyE8SSuO6PlMAmilPZR2rkl+UMom6BXGG+L0n7spm6f0wzki0XadCtSO91xvJ3MczD3PeEOxZYgOz5gx1DpLvhaR6ejbthjvZZyw+Njx/ULJTgNNOe/k6mI7v3qgzgTfaOqHdEtgLZmFkKtBMawLaXOoya4cJleBP41L4h6FPTAb1yUdSATlF5R5jd+Qh8NEGhU/CYiMxBPT2A6ytynn+CK7Y0/Vw4vRS+88xvRMp3vBNgdkUN1LgxTozyp5vhR7kQt2KEUbzP7tIUR0QK9imSbmdfqj5gAACdVA1xRZse5+WI8vjYMD81yFKN0AxPzZstT0T4w1U6dAKsUiij9vypsCnMlDITxU1VMW+oClUhbQDJwuZtGeZvDhjmYhnAMAu+yXnYttpzQ6wt6ugwwcjfa4JxstvozHEAtJGFxBHz+lkET0lMNrrZTZ3suY9JNnLnqixa/6oH03oCAe4JnXDHgMm7XhiLlhXX2N0/OjZ5HCk31KKDH1xfovYmd2jp7LvLoeXCu4rCRZlaB7Q9KBGTUuySJqCLnfjRB3yyeiEYSqNuxl25sk1bZF6wb8JwOkmfZZHq6c/QK0VIx10WlkGc5xAwuPd7Hc7/0yBLqhl6hZyrgmms+rrTER4y76IgxhizCnqmMPCAXeyAaNE2xAoBa657cDsEiCyDNgQC3+CNnT70iCmcEvgHsilZisgj5mM3psknQ0wpiQmDi5p5DSoFSz6l9Y1IUhpfPPpBPbwHWJP+P5cVRFeNNxDCeuDMJB2HS08zpJqE65q+LmToZemtc2wxrWaeqpHauSZ9M+jeI9ES3vTaF8wsAi+EX2vwmT12uxPa+jBK0qAYNxl9ZSbUi9jMEOFPPlsqV2DjsFE9/b5YJbmDt45nSpdX++gpktw79CHEu9CdByF1euBTEPX5AAAA1I1IAFBmKAkzL8SvS7v1NAAW6JPKuiJrUb4wIvZlNiWAkjhFv+XHa3gX2PQuRSI4CvoyVDlMS4p+Gd3JpK110gqtFwzMqPWp+R2BtvJqFj16PWEeJYek2VkNU/iwmTxs3TeWrxFKIh+7CrOYX+GBmdMYJq80rJ7hfk7STTUFVcc3TUPSEriwqMylVlghnYK8l3u5jSadtWaF/CJ3/pKp69DlvLHOm44MWqzUj8qZ31iTW5g95CmB1Bfw6HoY1jFqBFhSNq7jrseeZ+tad5CMiLeIjoTEHNTlSOgvF7HCeKnKJbvbITJw0Nj8+BnbUxb0OeWTFPQKUd4cTiPgdzs91kF9o8PwBPVByeE6nqArLe7gCHD6H8FiPW7MeE8P/ziLFiw4LeIIcDnpE/S9lW5wRcw6mLI9lo8SBddEKhd5Oq5ssptPlEw2MsWm7DBGOLnd1GH8q8nKzoTkCLNX8FtlGOlZ2xuI3AnNQ1jl6zNzSSaySUqdVzKDhykSVyRRwD0PFDt07ffb3FC4x9Ld/xBuZ0001d7gujiX7aGZPk/pykhWc5x5sVfZE/GbP+dc1sk9Xu9yyH7mJ8rZEXnRh1/bKOMavIIiFBKZQCJj+5SN1kmegv2gAAIZgzUo+6rcvQzm1AOjY1vr7rBNw32JK9/WTsEhMlPNhQLU1P1fWoTdCnqGEaSuEkB19wdQe9OFLeo+bjeFK5OCceNqqmmM1Q44urRcxr7BbJTpeQOVlnjW1LfwOiCRMO6kQG9/9oy2/QQV1duDSWqh1ECzKFRON5MmdCSNyopa5rHk+0KUlWvVOC/m8LJSPGBVCklehOr3R4PBr1cwOrNJNqSVsO9ZzGRqA1jxmgyUaCxlm0QuMs+V5kcWpNliTdiKH2htySrdDxRFB/dkGBgeob8X7ak1i/CiI0sCP+UNWd6nfiLYZkMtQ+iBbGedw0aN11Kvh7DNSGM02FbYok4MGR+hytfrevWCfMrr8jLkwFWGCmfG9Qiqn3/Ib56aXEhLUO5WpBr7zuXLoPOkQLPkEvTBhMzJw9FmKBSwmJNUBoQpvyPGYfpMCHbWFfopkui2rizbOAIFZ5QRLUXP/imkCaofWR/gyI9WKajSZMX6akV3Znk0satiiEHlxGiq0xhe4RsmWA+WBX679dQV2BqyR5NVxuDoiH5YvvkI2bvlCvVrzcxUs9/YQPHhyvOK0a147nitdXexQkoNokaEJ6vkJW1wbOzUI41QeBZL+LA1BK3HQuUlDp8e/SR/yXTXAdSgijPMfAAjqiVxQd+0c7dPLBjn8GsGoFXeL4xMU9kyhd3LZeDDsW7oTDFAcsGatUKWMhB6U3yeo6fSK4FAiAkoPXY1IEMX0mesgB5YiEmvglqy2o5ZLy8hW+H650c1Zpf9Dgk/AAAEZb6Od6pOfTCrEACcKEY2+mLwWCiCbxZ6jHqI12O0XNUdmCmTQVRB09b6zIAtSwW1S09/KvVrG8Pnb7uVJB6l+HoUcLtklWeTDRxbyDqoW3ylofOMfrd2BYYG08iOYCqhSBG5y/nmkz7keTW0GpuGtsvnE+mdDbN3eAbhIGltvLGQabJIMJw45+BwfCf8UjJ6QcWKk+l7R5P74w/4gyMEBiTeLBTcIKiK1FF4PRwgXbnXH86fUHp63DbSGPSrw5Osb+p8fKXSQ72lQScEp66fuIE3BLTPDOst4Zt68xEnyIt1cTl5jhzWL1XluJ2y+aP7NUzRLHwOtmV8lYoBR8hm2lLMRBflnjeWKgw0rO0NGuqL4zQQMBiv07e/Ug2wypdUL85QMywAaZizCHQTKj8N4nxlgC7rhqUx9LJP3I1xt2mAmvTjlqNxorHz6bkd+c8IJzpyinO4rH4HiFnLOxDDbGYnLnGyjL09c+XZIaGhUn4qU1nKKIL+uVneed3N9Kpr9zmiTJfJVaiUbWqgUcMjjN8TtVQ6ky7t0wWYQoX02QGPoj6TuuvQ6dJPeUaMIh0M4AceDghMA3e+7y29zkKTlw4ylgxKs3qIzcOUTP14B7p8ylLee3LTzsbwpul1594a9hwD2wAdCzNa3YnO5aAVsDXua/RgjxrTq5/a+rAxgSWbNPfr7Qz+D3GoOC+Ah1iG4UaM8V9C/qH0e58bAABCyMqFflYIm/mkkynnHZ02HVJ65kG9dsEebEd/OELr963vldoamdtb4eQUD0kA5mEsuSW+AV31QAAApWE22794XkikkmtbUawrp9nsjYTgZrQwoUqr61D9iLRV8w6ROqM+hs0FyQckmkgJHU394kD8FKpPoLIdyPnctnGPCowkaR4bAtoYO8BpwvvvL2+r6pmTh+Th4A94EcdTQDjeV+osfFZ19xhngj1aWIJNZ3ZNM8j0keYOa88EGPX8ymJ8/l8kqp0sSGJka7dhcZVpRxLkp6ZB1zj6p8aCKYxwakc4rIRscPpkNmCt7FXd5NgIqOHNEo5Nb5lACxkcNkn0g+4n9b3uFHYCPKABXzKmMPC0mRMaaDC+zRDwegK70k15AXPP4Na7Vt7qo7qB1G/o4AKvpCUl/kNntDSeUJx42M/WddZhTqSwgTOxMveHSTQMMKpR9aVDgm2drvLhCbsQ3cj08OhMN1wsNogq4GwyZqnuJFaIKiVZLS+Vv4zI1ISL2nJH+1tNFGB5tHIe4CvQS/1+pWVfLq9Gw2cQdIEndF4Mve6yROnC1qi2w/FL71vsgneXpAMmgU3wNdzOE8KnLCFmzI20G/NIpDrdcG9jGU5T9NbmWamElA/WR/YBmu3ifGCQzyQ43mcZvQ/WdJdftIwJmiNelu1hMqqIz6+itnY4WOXvO4TE2itmKRlu7Q95ah2KvMWpfgVX6XCyyU/594G7wEorl1wCGxMYfpUmuwIM0yqr+qehyiGUYRJ8dJFtLFb44unYMRAAAAEtPasZ7VlNS0G0s1ct31+avUE+d9umLVLJVx7ADsLC66p++dEmQRjgJBaxMU/0ycnMXozLyk2rDDPA8gDIaIRgBgNv2+HqNnyMsP1pXQyrrX70gERjBrwX6vMJMDERxa6/OQ3Y42HQlAqTxJhttxJbnST0dR2yA89Fv8Vibfd8FX8w72CbAWvfnlhXp//lyCkvzM0Bjkhi659MWNh2F9i9njORElrVt7JYoSu5rXxIl19PDNnLZSkXeB5eSwsXvGkHWQCCczUEQKKbJnr1vgUnzKi/tguBozA6qecHp7gXh7mw493ZDSGOzzw6mtMapnPCISr8V2fPQw/5oW7PaXGKpUgSfxRR7SJx6yOyLlULjtE+Q3OX73cR8n1LSzIxJ4Czy76fQr6ELEJXZaSuhOkMT8e/2MRBeYiZpKAfVTStMYw1QJT+rZzPG3NEqJ94UED4pVXZRU5U1vR5boTFEfZJ9EoipFfn5I6/d7OebBEhWra/3lHmrf6L7yXNvF1/4rAuSiJi8/2FLwRdfL5EXRjyIFTxCeUhMDgotHErIocd/AO1gnvo/nI2CfLVZ4dpDXmnrdqi5oZIPMfUXUomzMC+eBNWuAlV4j7UuhWZuI8mt4j4eYIRR6oUInuZkF8/LRQtvTR+54leTu4uAnPZ9LWi7q3QW6tGaMIKpS9AsI7mfhYtiuHOy9QMIRLh7ocsZfX4TiUMLXwm/vvjxM2xYNoaq2HEoMsVYm3e8ycaSP8njq/ulfjKBBwhFRSO8/BGAAAAML9U3VLRSI3HM9b+LQzY8ZZOjftFn4L9C4ZIj/iKKCpc9CpygiLNhUB+A8P408bnGf2O0Jqu3+ZQcSLPGgKC8fObtuJ8ck07brV09XcTt+4Rb58uQxRa/2g2/y2Yaz85GLpBNcCzHUj5ESZ5h1Xl4Mpv5lSV5oSE2sVh2T/qboGsKSX93ObaUgc9rJzld2VCIiKE7TJqwqlZXd77ptofzS3cMlRU798bHi3jZwqBLqHIP6/oEGqjKMc9APINg/DwHEt4iST48Y+PIm2dZml+vPDjt9JdFwiCsNmb/mZ60QFFxLohZTb+lGR+cGScMHhsd21O7HKQZiYlg+v1PETuCKG2PG0pUlLcvn3isTnBs1uSrAf6Z9nC7XJ/re6rbbT3fBkANmnITD1sdFveBgQyIj9BLu9RB0TK0eA6xaNwp7eks5wWSTB29aRjRxXWEWvAIOI1ziVmx5gjPDyK71eWOTlt9lKwXIaaTLL4AeuTuaXt8/YvdeJAYEri22oPGYs+NaGOwlFiY4cAq7HIeaDxotCmgNqz2HfLzUEgtgADjUR8P5Q29m1Gfv8n1GrRWK+9qM07n4omLEZMHlq0U2pcOzLY2CGN3rb059S8SiIaa0L2jgePQK4lCg1GqFlfFHzQJ+sVwxfUHAVEJ9BQ0ORt0qaJ3u2qlDBthDL1VGmzC2LxSE6pwumdvMZb5kp8ksprq0v5D2twuDbca6XSDU7sXH+jMOOBbB95SAyQCpOlwoPTSI2KUCWkwOxHb78VPfVzZqeiiZmxjkCnjq4CFxPme0c4qPohFk7XXx1N1bLpLCpUIvKszSe2MOCa4uk5jH9NikFwbqix4Whazkfushe3TgE/NuNUvCCzNa5BN26xuUAn6IH1eNrde9rw7rNA97NeTm2EX5gT3TmYu7p94S9ViXGhm6AAAACvCRth2r0VSC4LVQA/Pc7XVryVQB2WViTJLLzEO7nGj835hfmzUctpV6tBuIX2sxM/W+ZiTg3fcuzvRalR4cMLBkgee5+YMI8EKq+R4P1TVMElmAZGgWNx93XM6iPXaUYp/kt/Rlc6kp5/Jl9DIQs0wahsOJWcs8KmKnUwNNhB7e3vyVl4tQb0nKKT6MylbMRtAteEKWOPaDBFxu8Oj9CyRT7gvak0VBDVenq1xclqrVEPgcE9LkpY17VTyWCRvh5Q7cfO5w4MTha6sbFx2ZUvdwF05AA16fKpXaMwI3yyDcv2DMpLm0csyy61+7Zyy53vSWChFxrhrESACl2HssR79YFfLXugVT9zs4iOXR4CWHbi9Gfvam/QBmS1yn8tu1L+5FJmBAOtYJTJvAssu3VPYY2szYSRb8alrnLj2XLzLVmWjiieugemyL2Ay2z/ExFXTpg7IbBHj++qJ9zQUxxkyhL7O3tWcIkEBDkOLvUnyC9T39TucpAzxfqqCR/TJ29offokiksCvlbj2VNzltvZkym8WWOfShTRivF3s5SRbsLiRpX9hlW34ITaMYToa+seYDnVnxnsVWRh3O21hhJ5I157l48IBZg6UVYqO31vQhWaW+xC9lhOPmT8qdsGY8uO2blY8qpdxlrd/K/c3cJevuOJnwr7TG7xXf/ghlKzEImh510i3sT/tMvrHC9FKu81yj8vibD0Qu2tZ0u2rpf3EH8KDSYT4n+CdL4kO/3jy/3PWsZFvr2Kw8YCl+N9JkUrKhgbZlZcH71F52U4Dlfe1ncMENLDCNnrRm597edlMwjyvqoW8tKqfvwAAAD0ZwE3W2CMn3mRVRCaZc3Rmu5bZ5q69VBrDwJJsZUEnTZRwOMPs+n6xSk4WywcnPfuVG3JQPs5nJz2Bajw8TFcdjO2NgNVEe3biTJWaz69gh02HGFnhq4WGUBcd76i53aur7rRv9EKOEAurnvouHRVCcE8sViXU2TDB+b3Im1TOtaJ9dn0DhjClkoEFOUXkt+YIMB4r8D09j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**Parent Topic:** [Image Segmentation using DeepLab-v3 and Qualcomm Neural Processing SDK for AI](https://docs.qualcomm.com/doc/80-63442-4/topic/image-segmentation-deeplabv3.html)

Last Published: Jun 24, 2024

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CNN Architectures](https://docs.qualcomm.com/bundle/publicresource/80-63442-4/topics/cnn-architectures.md)