
CCD calibration
===============

This tutorial presents how to calibrate the distortion from a CCD camera
coupled with a taper of optic fibers. If your camera is already
calibrated using Fit2D and you have access to the corresponding *spline*
file, this tutorial is not for you: simply create your detector object
like this ``pyFAI.detectors.Detector(splineFile="example.spline")`` and
you are done. This tutorial uses the image of a regular grid on the
detector.

It uses a procedure described in: "Calibration and correction of spatial
distortions in 2D detector systems" from Hammersley, A. P.; Svensson, S.
O.; Thompson, A. published in Nuclear Instruments and Methods in Physics
Research Section A, Volume 346, Issue 1-2, p. 312-321.
DOI:10.1016/0168-9002(94)90720-X

The procedure is performed in 4 steps: 1. peak picking 2. grid
assignment 3. distortion fitting 4. interpolation of the fitted data 5.
saving into a detector definition file

The picture used is the one of a regular metallic grid of holes (spaced
by 5mm), just in front of the detector. We will assume holes are
circular what looks correct in first approximation. Parallax error will
be ignored in a first time.

The images used for this test can be downloaded from:
http://www.silx.org/pub/pyFAI/detector\_calibration/frelonID22\_grid.edf

Peak picking
------------

Lets start with peak picking, for this, we will use the *FabIO* library
able to read the image and *matplotlib* to display the image. The
distortion is assumed to be minimal in the middle of the detector, so we
first focus on one spot in the middle:

First we initialize the matplotlib library to be used in the *Jupyter
notebook* interface.

.. code:: python

    %pylab nbagg
    import time
    start_time = time.time()


.. parsed-literal::

    Populating the interactive namespace from numpy and matplotlib


.. code:: python

    import os
    os.environ["http_proxy"] = "http://proxy.esrf.fr:3128"
    from silx.resources import ExternalResources
    downloader = ExternalResources("pyFAI", "http://www.silx.org/pub/pyFAI/detector_calibration", "PYFAI_DATA")
    fname = downloader.getfile("frelonID22_grid.edf")
    print(fname)
    
    #To test the corrections are good:
    #fname = "corrected.edf"
    import fabio
    img = fabio.open(fname).data


.. parsed-literal::

    /tmp/pyFAI_testdata_kieffer/frelonID22_grid.edf


.. code:: python

    #Display the image, and zoom on one spot
    fig,ax = subplots(1, 2, figsize=(10,5))
    ax[0].imshow(img, interpolation="nearest", origin="lower")
    #Zoom into a spot in the middle of the image, where the distortion is expected to be minimal
    ax[1].imshow(img[1060:1100,1040:1080], interpolation="nearest", origin="lower")
    ax[1].set_title("Zoom one point in the center")



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" width="1000">




.. parsed-literal::

    <matplotlib.text.Text at 0x7ff407100550>



.. code:: python

    #Look at the profile of the peak to measure the width (it is expected to be a crenel)
    fig,ax = subplots()
    ax.plot(img[1060+25,1040:1060])



.. parsed-literal::

    <IPython.core.display.Javascript object>



.. raw:: html

    <img 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" width="640">




.. parsed-literal::

    [<matplotlib.lines.Line2D at 0x7ff3df3fbf98>]



Let's look at one spot, in the center of the image: it is circular and
is slightly larger than 10 pixels. We will define a convolution kernel
of size 11x11 of circular shape with sharp borders as this is what a
perfect spot is expected to look like. The kernel is normalized in such
a way it does not modify the average intensity of the image

Now convolve the image with this circular kernel using scipy.signal (in
direct space: the kernel is small and performance does not really matter
here).

It is important to have an odd size for the kernel for convolution as an
even shape would induce an offset of 1/2 pixel in the located
peak-position.

.. code:: python

    size = 11 #Odd of course
    center = (size-1)//2
    y, x = numpy.ogrid[-center:center+1,-center:center+1]
    r2 = x*x + y*y
    kernel = (r2<=(center+0.5)**2).astype(float)
    kernel /= kernel.sum()
    
    fig,ax = subplots()
    ax.imshow(kernel, interpolation="nearest", origin="lower")



.. parsed-literal::

    <IPython.core.display.Javascript object>



.. raw:: html

    <img src="data:image/png;base64,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width="640">




.. parsed-literal::

    <matplotlib.image.AxesImage at 0x7ff40707dd68>



.. code:: python

    from scipy import ndimage, signal

.. code:: python

    cnv = signal.convolve2d(img, kernel, mode="same")

.. code:: python

    #Check that size is unchanged.
    print(img.shape) 
    print(cnv.shape) 


.. parsed-literal::

    (2048, 2048)
    (2048, 2048)


.. code:: python

    #Check the image still looks the same. it is just supposed to be smoother.
    
    fig,ax = subplots(1,2, figsize=(10,5))
    ax[0].imshow(cnv, interpolation="nearest", origin="lower")
    #Zoom into a spot in the middle of the image, where the distortion is expected to be minimal
    ax[1].imshow(cnv[1060:1100,1040:1080], interpolation="nearest", origin="lower")
    ax[1].set_title("Zoom one point in the center")




.. parsed-literal::

    <IPython.core.display.Javascript object>



.. raw:: html

    <img 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mW4b/URCLoZCLouyi3TEPT5GRD0hROaYwhBB6D85AR90W43QZfdBOsyWrY37sUIRLGNABLJiVPSXeXNqWzbzLGN4KpEWLacTtBtZF4VqnraSLZJ2k2CbtonLo0BEaXdJNs2cm6UdJn4ulx34WvNRtJdpN4mwx4evE32mxPIxOfVwXY0d9nytq9gCw6u6T2qgC7uVkDQdVFumYagz8+AoC+c0BxDCDoA5Sdf0CsOyJ8/1wm6LpOly4iVKtutyrhFEHErySlS0FXLxyr/Jmm2FXKdNNsIs80ygWXntt91+WIy5LYNBXEclwjniul80Z231uJuup6iCnrcYTNAnOk3Sha6kdxNA8qZ3qm++gj3LzkIQTcDQddFuWUagj4/A4K+cEJzDCHoAJQftaDb3KSqxNu1C3w4uxa3oFuGToJ004sRcaM4FtMV20WuXcU7jvl0g7m5Rnh94RHcJfNLj4mpoUG3n12OTYzSbnPems5p62tLJeKyazBK1rzYx2dspD2KoNuG7NWUodex9VccgKCbgaDrotwyDUGfnwFBXzihOYYQdADKz5yg912wh/uXHFS//1z1PmDb7HgUYY9Bul0y6XFlxYsKg1Q6lSHJShvnKzZbbRvB0dpLvS5FmdIMvUquddJu23igO162jQQKQVdJeZTGKasGMJdrtdRZdNfMepSwzI4X9D4Kvxd95WMig45n0E1A0HVRbpmGoM/PgKAvnNAcQwg6AOVHLeimbu0uA8aZsmq2N/PFCrqjrJhEqKSSHpZ1kxSaZNEklKWQYN16fEG3lfSg2MdVD518F7MvbZeJ4VyxyYyH/40s5zaNXqprNTw9Ljk3ZdDD39n+prl0aQ+/81z1PnQIugsQdF2UW6Yh6PMzIOgLJzTHEIIOQPnJCfqFd3P/0kP2gq67SbaVcV1W+yRLuUzIw9NV8xUt4lGkvVwRZx1Ugq4T97gE3VW+bbPdtg0BMQl6FKGPPVQNbTIRly0XVcxtni8Py3lcgq543xIvhKMAACAASURBVLl2NHdP0vuXHoKgm4Gg66LcMg1Bn58BQV84oTmGEHQAyo9e0G0y5qZMuknQT0E518m4zbJO0u0q6WFJthXFOGTaRaTjmDc8v6kOpZR33X62lXAbQVcto5Htsku7jXzbyHuUzLnuuXLZcnFm0FWPAqkkPSDofRfsgaDrOf0E/STKbPKsradVQPIReVFuOUVojw8EHYDykxP0i+61F3RdBl0n5LbibZivFJnAoKzEKT9G2bbJ1EaRxmIFPErXc1XopNtFzl3qFLULfZxCr/scZfqpKui661h3fbuEbrmwSJsaE227yoffie46artC0iHoVkDQIegQ9Pka5ZZThPb4QNABKD9yQXcdtd1Fxr1pWkGwEPRiJcNGWpwEOy5Bl5VnK6NRxbxmkHtrh0SYxFY3XVeGrtyw0NvUQ1cfUxlRGwmi7ltdObpzqdhzLNzQY3G+OzeARentYiveUSRdlkkPT7fpDu/6LLrt6O6+oF94NwRdDwQdgg5Bn69RbjlFaI8PBB2A8pMv6MsezQm6Ts6DGWfTzbNMjkNSaZ2B89ddPZAvg46y3lsl1p9sGOZkXapAYqxE3ls+0TaWX4ZKiGRyVjvEiZZR3pSc5GR9qvDVYCY5rxnkZF2KO/qnuP26aVGPCF3Jk/Upbrl5lltums3VQ5fFlkxP1qe4dcsMt9wcKkMl4ZLpyboUd/ZMckf/FCcbht1EPbBPu7omcvvUL8NW0D25TzaOcE/zcbF8RDFP1qfytyNKOcHzPIqkB/expmHL2EhVXbiMMUsuue4KvovazT28rKrxUNfjRyfxJkkP/6vKnMsEfdmj3HfRvRB0PRB0CDoEfb5GueUUoT0+EHQAyo8Q9LNu5b6L94obR1n39tCNcW/NICcbR4QQBiXdRs6rBjhZl+KurglOtI3NiYOtpPdWCQlruWmW63dmhIS5Cnb1AHd3jPPqwSw37EgLAXLJoleLbah6OMsVb5zhjbfNmgVKImA9zcd55WiGlz03xh2bpyN1K0+0jvLid07w6g8Mc1f3RL7UWpaxKTnJGz55lGs+/iR3JiblYqzrul47xN3tY7z6A8Pc8KknRBmmru5hQa8d4kTrKFe8bYpXvO84t26ZyW9wUJUX3h8to1zxlmle/YFh7uifKpRj077xGl5WpbK85DXp3DnqeFyS9SmuuT/Dax/Pcnd7hDKqBzhZn+K2G2a4cVs6/zwP/muS9ppB7u4cz9XBQdCDgj/X2FHt+Do2v+xAXZXZdNveObJlTb17wo0Csqy4SxZel103CfrywxB0MxB0CDoEfb5GueUUoT0+EHQAyk+hoMsy6MGb7eoBbrt+hpdm01z9QGZObm1vrHurB7jlplle/I5JXj6Z4WTjiP1Nvy/4jSNc8dQMb/jkUW6/dtpd0GsGueHONN/x1Xt42Yxc8rWS7snT0nSGb/6z+3j9g1l5ptUg6Im2MV78ujS3/slj3HbDjFriVJl0T9Ar3j7Fy/94lLs7xyMJelfXBC//41Fe9tyYKEMnxbIIyPXS58a4u0NRhkr0/TLaxnjxOyd4zQdTIptflypsLNBl4muHuLtjnNd/dIBv/PL9Yp+Gj4tF9/ZEyyhf/aEU3/XCbm67fsY9A+6VUf2xY3zgm7dx3Z6MORMfPsY1g9yZmORlz43x9q/tEfUICrbuPAs1RK1433GuePuU6BFQLX+FYDDDHS6vo3+Kl2bTXPVINtcoZyHmwWu+u3OcG3akxfWuk/RwGYHfnZ6mEdEjoXogfz7Lx2/8/SVd1mbMjaDcqyTf9By6L+gX74Wg64GgQ9Ah6PM1yi2nCO3xgaADUH5ygv7K+8SNY1jQQzfcvdUD3LgtzUvePc5rj4Ru2FVd3UM36+3XTPPSTJqvfiIr5LjK/tlXP4O+YXeGKw9muadpRJ6Z00l6tche196b4fZrppXdf7VZdE9sW26enWtkUEqTQrCTdSnubh/jTX1TuUYC10xtXYoTraMiQ2rqEq4Q22RdihNtYyJbLBNinVj7XcLrRT0SraPqzLesnMA0vx7dneP53dMtl/frsSk5ye3XKLr8G7Lnfjnt101z09Z0YVd73b4MHdsNuzNc9UjWLgsvEfRk4wivfSzLy2Yz+WU49NJItI1xxdumePEfzeZdK7rzPe+crxnkDbsyvOuFXVzx5uk8wba5Xvsqj3GyLsWrB7J861f2isaKaosselDOqwa4u100Zq1Kid8M6XIase6tHhDH9A7RY0aagTfIuX9c8xokVVl42UBy/nerHue+V97HXWfdipsgNRB0CDoEfb5GueUUoT0+EHQAyo+9oAdE25cgPyNnm1EL3vT3NI3kZa5ts+dzUTuUEzBF5ly2/Fw5nhD6y2sz7qoMpSdzUnGSfQ7LmL981GeUdWXoBD0smN6+LBBrncRKJF06SFyEbLyykcBC0JXboipLtW3++WWzPYp9lFcPFzkPNZ5In2M3Sbr/tzfOQaJlNJfFd2mMqh7gZMMwN25Pzz2GEZzP6rqtGeSNt83yivEMb+qbym/Qs+iW3lslMvCL3zHJS9MZTjYMq5dXyHWyLsVLs2le95FB8ehD1YCToPdWD3D9XRleOZoRPTP85W0Hj6s8xj1NI2Ld1QPcd9kDEHQ9EHQIOgR9vka55RShPT4QdADKT07QL9knBF31irXAzWxYBJy6u8pEQlWG6tnTQHdVm2y3jXxby3m15LNJtnTz62RYNq9Jmk3L68TYVkSjiLftcrp6qPZZlDJ0+95lWZv9YjquuvNDddx151n4nA3Ww3SOm8qwlPKCa75G0iDm8Px5b80gd3eMc6J1VAiuqseOrKu793vRcGeaKw9lOdk4Ys6gh8rorRnkdY9mecm7x3nDrozYBls5X3uUe6sHxJgVb5vipq1p7r98P3edcxtugtRA0CHoEPT5GuWWU4T2+EDQASg/eYLet/Ix9SvWdAM26aZbdjuPdNPvKOFRoqDMsOTYiLUuS2q7rJ+xNwmlTj6jSnPU+YPLRBV707bF1VBg2kcmiVdNK1XYCLpM/qNeC6Flna/VwPq1jXmacSz8MozZc43kKwe2NGXQvSx+09Y0J1pGRR0cBb1uT4aXzWa49caZ013Q9xHRXxPRf3rxVSLaHPj+CyS2KxhvdFzHyRP0U02sz95WfJy73Ri95+04aWFTH+M2nWqNBeWWXET5JXeeRie9+nT9vwmAeUNO0C97ICfoJjm3uJnWirtEtF0FPSzOpRL0AkmPIujFyHlweVvpNslisaLsItM264tT3k1l2Qi6bF/r1qFbb3iZKA0zrvPHIeQW10Sx16pW1GW/M6bfHtNgceF12LxSLSTpc40MsuU1gu5n4f3sff+rHjydu7hfT0TXENFKIlpFRONE9FsiWud9/wUiehMRXRYI122EoEPQIegICDoEHYAFiRD0c26LLuiyDFgRmfUoN/6mzHrsghKXUNmGSybXlM0tlSDXDKqfhS9W0OPqfm8SbFPDhu2xUi1nOn7FCLvsO1UWPAZxj6MXjHXYdIPXdE+3FnrTQHE2GXedpPux+sh8fAb934jobu/vLxDRa4osD4IOQYegIyDoEHQAFiRzgt7/qgf1gq66WY56wx2joLtm0ovKtocFKC4Bt5FKndSVQrjjimIHjotD8qPIvY1820q86VgWew6Z5F02j6RXSLGNXLGJuG123STlJsm27eZuG7rXrfl/r3r8dM+gB3kREW0lot8Q0Vpv2heI6KdE9C9E9DdENElEL3EsF4IOQYegIyDoEHQAFiT5gu6P4K56D3occh5jyCSiGHFXZhx103TCFFXQo0hdXOJaCpmOMrp7XPVQbb+LSNsIfVTpjkvQdeecLIOuE/YIWfTYs+S286l+n2wy4TYZdFd5V71uzRd0/13or3rwdH4GnYioioj+i4h+R0Q/I9Hl3WcvEfV582wnop8Q0QcN5Z1DYj/4cQVB0CHoEHQEBB2CDsACJCfol+8Xgh4cxd2mm6gsu3USM+nFZPucJV0lMnEKukngomSGXZcrhaC7ynyps+62+78YQXeR9CjfuYi7rPeHo6DLGsVUku4k7a6/LS5d2HWZdBsRt5FzXXd2VQb99B4kjojobCJaQUQbSGTIf0q5DHqYbhLbuVxT3jAVDiwHQYegQ9AREHQIOgALDrWgm6Q8DkkPzFtsJq7ozLhqPpWgq8THRcqjiPupItilEulguaWUdJ14m/azyzEyNbiUKkzZdJO0R4hYe8hEEXLXZ85tsugmQVeJ+fwX9DCfJaKnFd+dT2I7+zTLI4MOQYegIyDop0BA0AEoP4uIiLvPDQi6LnuuynzFkBmXZeVUf8tkoKSCHpZxmwy6q3hHWVYnm1GkO6qgB2U6/G+cgm4r7baSXazg25ShO3bFNNpEWTZ87lYr/o0g5laiXuxvha5ru63Iuwz4ZtO9XSXnsmfQ/Vj1OPdf+fB8E/TPE9Eziu9aSWzneofy8Aw6BB2CjoCgQ9ABWJDkBP3Kh6MJuu5G2iDkOjk3CbpqGZuuuFLp1k2Lkql0FfSTLZumTHVwmkqKZcvHIdimOhcj1i5yXepyTOKtkvGoYdNQFUMmXSnpst+FKL1uTFJuGjtDN38cA8WpBoubP4I+SUQdRLSExHPmk0T0eyJKkujGPkii6/sSIrqBiH5IRF90XAcEHYIOQUdA0CHoACxIcoJ+1SNqQfc/W2bCbTLluht63fem7J1pulHAXQQ9qkAVK4a24qpblywDrsqK25ShKjMs+SahjzKYnEsjQdwNAqU4nqoy4xB0U0ZdJfNxCLpMyF172+gerYmSPT+Zgu51b+9b9Tj3X/UId5972gr6W4noBImR2/+ZRPf2pPfdVSRk/F+J6NdE9AMimqFyvgf9ZIm1TdiI8/l3mWPRbm30XXSvOS7ZZ47LHjCHTTmvvM8cF96tjd6X7jRGLA0BZ2+DwJ8ucQrI7HwMCDoA5UcI+ku2CkEPDhAnu5nVCLLtDbZMBEwSL82A+8ISRSBUWWydsIQFp2aQk3UpTtal3OUpIIBzZUQRSX/5+kAZtuUEBHaujHA5MunVlSMrw6UxILw/itknuv1qU65XTrGCn1eGbQNN6BwpeL98XMJuapCSXQsRBd1J3HVZdZfu7GHhtpmnmO7uNrLuC3rFgdNZ0E8GEHQIOgQdAUGHoAOwIFELuqwraeUx7q0e4GTDMCfrPTE13XiHb9JrBrmnaYS7O8aFvChu+pUZ8JpBTtanuO36GU60jtoLeVCwa4d4U98Ub9iV4Z6mkXzZN4mJL+cNw7x+f5arHslyomVUn+1UyFeiZZTXPpblykNZTjYM67uSK6YnWkd51UiW1z+UFcfEJXPsCWSidZRXDWd57ZGs2B+OGfBkXYp7mkZ43aPetjSOGGVe2kjQMMw192V4/UPePo2QBU/Wp7h+Z4bXPxjYFlsZDtRzU98Ub7xtVn9cdPWoS3F3+xh39kzmylA1EKnqVDvEyYZh7mkayTUEqebXNAblNSSFlzEJuv+3fxwsJd2msc0o6DbZdVtRj9q93VboZa9XUw0Wt/qIEPSXbMVNkBoIOgQdgo6AoEPQAYiVDiL6GBH9I4mTfEvo+4LXyXjxWGCeE5LvnwiVs56IvkSiK+GPiehxx3rmBL3igFzQQ4Ld03ycV4xleM2TWU60jXFvtYOce3K/YizDy54b45abZ/Mk3ypqh7hpa5q7P3+QV45mzNIgEY5kwzAvfl2a931jOzfcmc4vQyUuIbnqTExy9+cPct8XHubmW2bzJU4l5yEJbNqa5ju+eg9v/uJD3NU9ESk7u/G2WX7d/+rimo8/mZNaleRLZDdZl+KmrWl+03fbePvX9vCm5KRdN/RQ5rxj8zTv+fpOvv0r93Jnz6Ryfco61Q5xV9cE3/qVvXz0r27k+rsy+ky6Yrpfxru/38CN29Nucu1vT+MIL31ujIf++gZuvnVWX4ZC8Huaj/PiZye45/MHcvVQnROy6V491j6e5cXvnOD2a6fl9TD00kjWp7jqYdH4kmwcKVxGJ+heJOtT3HzLLLddP6NtVFM2sPkNBX7DTWgem6x6+Fp0FvRwFt82g24r+LaDxXmS3r/kIARdDwQdgg5BR0DQIegAxMpmIhojohtJLuiXhWI3iUF2lgXmOUFisJ3gfOcHvl9ERP9ERO8ionVEtJWIfklEex3qKQT9/Dvkgi6R7O7Oca546xQvzaa5u3M8T9BN2XRfjleOZnjpe8a5dcuMu6DXDHL7tdNc8cYZXv9gVgiDbfbcF/S6FNfuzfDy6UxOjE0ZxLC0NAxzzf0Zrrk/kIW3lfOAxFU/kOHavRmRZXUUdL+MykNZIbThDLqqi3koS9vTfJzXPZrl6n2ZXLbXRdC9DHrlgSxXPRzIoMvWqxH0ZMMwr30sy6sHstzdPqbvoq7KxDeO8KpUlpf8gXd+RhH0hmFeeTzLS941nmtsUAm54jj3NI1wxZumueFTT3DTVouGAkk5iZZRrnjjDI9+61qu35mxF/RgGW1j3PjpI3zfN3bkJN+mm3vgemu7YYZv/rP7uOFTT3BX14RTV3e/jNYtM7z4HZNc/UCm4Jo3Zcj9Mhq3pcW1Up9yFvTeKnHdd3VNzP1mWIm6opEgb1nbUd4D8/cvPcTd59+BmyA1EHQIOgQdAUGHoANQMmSCHubDRPS50LQTRHRAs8w+Ivo3Ijo7MG2KiL7rULecoC85aJVB760d4s6eyZz8WAp68Ga9p/k4d7eP5Xf7tQ2vu+1ct1+ZLJgEomZwrku1VFhsomZQ/5yzhaQHn/1WiqhBKPOeQZfJq0qwg0Lq7Yu8ethkrSVd1KWNBKqQbU+9V44qe66bFsjoSxsaHEQ92TjCPc3HixofINE6yt2d426NL6H929U9wU13pOVlyMQ89G+yPsV1e8RjA3NlyERcdf1UD3B3+xgvfv0sL5vNcE/zcf2yiuutYUeaX/2lfbwqlZ277q3Hrage4GTjCFe8bYo7Pvsot18zbZdF9yXZK6N+Z4ZXf2CY6+4WjQRKQZd9rjzGibYxrjyQ5Y23zYrfPcdn2P3t6K0d4v7lh7n7ZdtxE6QGgg5Bh6AjIOgQdABKhknQLyWi/0tE20LTT5DIkP8rEf0Fie7vLw58/ywJsQ/S5a3vQsu6FQq6JHMUvlmeE59Qd1OVoMtu2H1RkM2jXC7UZXZONnQZQJvlVdlzTQa9QKhkQm6RRZdKr0rQVVJbZynWGnkvaGxQibCm7IIB5hzl3Gm+qMubjolqv5oifE7I9qmtoIeOT0EZpnMyOC3cYBHlnPcaG+bGWnAVdE9MN+zKcGdiMu+6t348pnaI1z+U5VWprGgkkAm+5vny3uoB3rA7w+s/OsA190kE3fDMeW/VADduS/OGTx7l5dOiN0NBF3edoFce486eSV49mOXavRnuW30Egq4Hgg5Bh6AjIOgQdABKhknQHyeRCT83NP0QEXWSeM78fiL6dyLKBr7/EyJ6OrTMWm99VyvWdQ6JC86PK8gk6Iqu7jIZV8l5+Ltwlk57Y66SdpUkqCRdNy1iBl0qRLYi5iJpMgG1mW7bOOAi1Cr5DU6TLWuSZ51Un27hug2u543pHLQ9V6Oc74rrS9ugFuj50lszaPW7IX1+3G+sUP1mGJ5BT9aleFPfFCfrUvru7TLR9zPoh7JiTAE/g256Bj0g6K1bZrjizdO8ejDLfWuPcmLRDtwEqYGgQ9Ah6AgIOgQdgJJhEvTvEtEfWpSzh0Sm/RzvcxRBHybJ4HTdL9tunUF3DWOXd8MNvjYTr5NznYwXK+cyodJJlquA2WSI45RbW5m2EXdZubZ1tW18ONkRPOZxNcIUWx9VHXVCHWfYZs8lDWQ2j8TkSbds/uCI7zJJlwl78PfIl2tZF3WZtPvr9/apdDnVu8/9LH6NGFwy0TLKfaseh6DrgaBD0CHoCAg6BB2AkqET9Hbv+2qLctZ58672Pkfp4i7PoL9sO/cvPVScoAdveF26rpY64hJymeDLBC4OQTbNp1rWVm6jZMCLLdNFxG3rUUrhlXUpj3N9Osm2FXHX9ZVT0DW9YZx+YzTybRxtXTafSshVWfXgb51uUDhfzMODxHnL9y8/DEHXYyfoJ0u+LaSu97wd5jCIde+i3VYy219xQBt9qx43h83/0TH9vtgM5Ni//LA+rnzYGDYNEzYNIDbH23TOQOIh6KdrQNDBQkEn6M8Q0Tcsy9lORP9NOfn2B4k7KzDPBEUZJC4o6MFumjLZVgm4fzPqmHWPeoPvnLkLi4UuMx5HZl2VcXXNKEcRdNcMuE3Xdt3yqu2wLVcVpvnjEnX/2LmUZSPIqnl008PfmTLiNvXRLW8r4rppMQi6k6jLpN0k5zavTDMN+GY7n24kd+8zBN0IBB2CDkFHQNAh6ADEykuJqMYLJqKD3t8VgXkWEdEvSDxfHqaZxAju1SRevbadiP6ZiN4RmOcCEoPIPUsiu367V57za9YSi3bYZdB1WfXQd6433LFnzU0iUYx8u4iOrZzbZIh12WhbMXYNG0F3XUY2j42ol0rQSxWycyDK8rpzTzefSfpdsuOyeWyWk4i5jaBrfz9sRDsOQXcVcYesev/yw5x4+Z24CVIDQYegQ9AREHQIOgCx0kmSZ71JZMx99pJ4b/kFkuXriOhrRPQzIvoVEX2HiI5S7vlzn/VE9CUi+jUR/YSIjjjWMyfoyx5VDxIn606qyayrMmWmLq2RMuUu4q363mZ5W/kqRshM8hkWYpXgxiXlUURcty1RZdpF0G33vyoDXaxU686HqOXqzr9izlOXrLntNePY+yVS1lzXmycOQXfNrJsGipM8lw5BNwJBh6BD0BEQdAg6AAsSIegvv1Mt6LbPo3vfy268bbupBzNnRWfLbSOKnMcdNplnW/H254tL1k3rsRFvl14C4fqfrFDJ+smuh+4GWFdn1bw24u56zViIuGoeXSNeJBGPI8NuI+jh72wy5brB41Y+xokLd+ImSA0EHYIOQUdA0CHoACxI8gU9/Py5KWvuGFG7rGuXVQl6MV3ZVZIeZ3bcRl5d5TyKWMe1vKtgu2TVi83An6oRNdtvI+imzH1c14XFdWl7/RedPdfJe5Tu7aYMuknUIejFAEGHoEPQERB0CDoACxJzBj1mOS9W1o3ZO9n3xUp5XBl1F+l1Wb7YzLdOtG0aEHTrCi6j2h7baXFJuovwngqhqpdrfYvJmPvXVbGZdYdGuciSHkXQdT2HVPLuODBcgaBftAs3QWog6BB0CDoCgg5BB2BBIgT9wp05QQ++EshC0FU31Kppphtyq+7sMhmIIhW6mwvVzUcxomWbxS6VnBebKY9SH514q7ZTt+0285uiSnEsT1VBN90Yu85re/5HEXTVtRmnmNuIe/i3yzTNlE13kXNfyHVd4CHoJiDoEHQIOgKCDkEHYEGSE/Tlh42CbupybiXkipt4q6x6XFm+sNSYJFw2PUo2VyGxyboUJ+tSkaRZupxqfa510G2rZB7tdrjsI92+K7YcndjKjnG5Jdzm5thm2yLcVBcVpgY1S0G3EnfXbHmUrHrcgr7qcU68YjdugtRA0CHoEHQEBB2CDsCCZE7Q+1Y+lt8tU5I5760SN/7JulTuP2bFzbNSsGuHONk4wsn6lFNmLZj1TNanONEymhMoF3Hw6t/dOc7dHePyMizkL9kwzJuSk7l62GaHg1LcMMwd/VPc3T4m9odjljtZl5qrR0/zcXOmW1KHuW3pk9RDVYZEmpN1KU60jnKiZTQn6a6i658bjSO5c0yyLmMZ9WK/5J2nLtnxYGNDMfIcbEAxibWpHrb70OU8Ds/n2phl03NF0yhnmzmPlFlXiXnwXxtBt5F2GzmHoLsSm6CfLPnuu/BuY1hJpmzMglAkG4a10dU1YYyOzdPGaL8untjUN2WM7vYxbdj8n2iU/OWHue+SfcbofelOYxQr8Ata4k8BCUVA0AE4lRGCftEuIej+M+iSru29VUKuG7elefVglru6JsQNu0tX9ppBbr9umiuemuG1j2WFeLhIevUAJxtHeM2TWV763Bi3XzdtL+iBBoKu7gle++EhXvKucU60jprFJjQtWZfijbfN8o1fvp+XZtP5jQUyKZfJeX2Ka+7L8F0v7OaKp2e4p2nEXdDrU9xwZ5r3fWM7L82kc1Kqy3ZLJL/+rgzv+8Z2XvzOCbPoKxoduromeM0HU1zxtimxLbpGAkUZiZZRrnjzNFe8eZo7eybdMth+40vjCK8Yz/DiP5rNnaO2GfNAfep3ZnjNsazYHyaxlUSyLsUtN89y9b6MOMdUjUkGOe/uHOeNt81ysmHYuO3S+nmNHolWScOJjaT7ZXiNHsbrTdfjRbasZRY9/LviJOm2Aq97Jt22O7xO0IOSvvoIJy6+GzdBaiDoEHQIOgQdAUEHYEFSKOiKDHpv1QAn61O8cjTDHZ99lJu2pucEXXbTLH22vHaIN+zK8OYvPsRLXiOE0lXQe5pGePmUqEPLzbNuWT1P0Ls7x3npc2Nc8abpnIDJJEIhQcm6FDffMsudnzvEy6czekGXCaonPBt2Z3jjZx7npemM2BemG5BQWcn6FDduT/OtX9nLy6cz+YJuypwHJLBxe1o0FDwTyMSrGhoU27apb4o3f/EhXvPBlHl/qCS/e4Jf/aV9fP3zD3LLTbNuZXjR3THO1z6/n9/03TZuuiOtLiMspUG5bhzh5e89zp/44Tqu35kxS61M0BtHeMX7jvNzP9jAlQezhYJusS2JllGueGqGM9/p4Q27JPXQNTT4DRYNw7w0k+bqjx3j9mum88uQNRRIpvU0H+cVExlems7IG7RUsh34LtkwzHV3Z7j1xhlRB0NGveC3o1r8/nR3jM/97lgJeqiMuXX7y9s8fy551CdvHTbvSA/H6iOcuOQe3ASpgaBD0CHoEHQEBB2ABYkQ9FfsFoK+6nGtoPfWDvGm5CQ37EhzsnFEeoOtzX55N+otN81yd+d47kbf9Mx5+TX8zQAAIABJREFUqIt8onWUO/qnct3kZZKg6a6brEtxom1ML5IaQe+tEd3suzvHuadppDAzGZxXI8bJhmHu7hjXZ8+DZYQF3Sujq3sivx7h+cN1CX1O1qe4q3tCnWW1kOtkXYo39U1xV9eEexn+Pq1Lcdv1M9x2/Yw4to7L+2VsvD3NdXsy+qyzYZvqd2Z49WCWE21j6vNDlRn26lF5IMtLXpsWPT0iCHqyYZjXPJnlNR9McdsNM9H2R+MIV7xlmu96YTe33Dyb321flc0PZc87eyb5+ucf5Ie+uZVbt8yoBV1zzbXcNMv3fWMHL352IvfbYZD08G/P1UezXPeJJ3njbbPcW23xXHpIqhNtY7zmWJYbt4mGG21GXSLovdUD3NkzKXp31Ay6CbpXl7nGgTVPQND1QNAh6BB0CDoCgg7AgiRf0P0MuuTZzbxnyP2bfIdBnoLd3PNkxfTMeVi6w6Kpy+QpZEEqqxEkLk+ILSQ2HMm6lOg6bBpYTXND4j+jbDXInKbcgjJ026LYNufnpRX7tKgywsdGJdWmDHh9Sv4svKosSU+NZMMw9zQfj9zY0Fsruqd3dU/I62GzHXUpbr9mOteoJtuvmoaG3hrRULB+f5bXHc7mHl+wEfPAddjdMc4Vb5zhNU8GHm0xXf/BR1vqUrwqleXrn3+QG+5M6wVdlvWuHuCNt83y9c8/yMtmM2I7wplww8ByiZZRXvz6WV78hllOtI3lC7pu8Djvu2Rdihu3pbn+rgz3VR7jnkvvxU2QGgg6BB2CDkFHQNABWJAIQb/4bpE9l3XtVMi2SsCNz6HLxNuhi3tsEZQTlYBZCJStaJlEW/q9ahmVuJvWYVu2aX22nyMIqbQMy4yzMmzPBVlddPWwKTPYkFTMPjHtD8O2WDV6aDLpBYPmuV5vterBIXW/JcGGuUTLqOhdUZdSNgiq5Lq3Sjwes+7RLG+8PZRBt3nOvPIY9zQf5yWvTfPi16U50Toqz6CruslXHuOurgkh+O8Qg0v2XLYXN0FqIOgQdAg6BB0BQQdgQZIv6OFXrFkMxGQr6EZpL6Wky4RCJjwOGVYnwdQJsEq2HTPgWqmzFXhTuaWOKOuzOU7FHFNTGabzTfa3TqpNdVRthyELrqyvqS6q+YppFLO81gt+S/wyJL8rBc+dq3oB+dvgkj0PdE/vaRoR4zRUhV4dZerevu5J7q0d4uZbZrlxe1o0GEDQdUDQIegQdAg6AoIOwIJECPol9+Qy6JZyrsxglULQq0N/V0u+dxUlG+mJIoNRstEucu6aWbepq0qST5agx9kgYCuaqmNrathxFWFdPUwCHNd26+Rad37b7AddqK7PIhvpZGNc2D6Lrn3m3EbS/TrYjOYuewbdX37tUQi6Hgg6BB2CDkFHQNABWJDkBN1/xZriHeguGXPVtFiy5S7ZdFtBL5Vw6kTa9LdOnFXlmhoFwmW5CrzN/FH3l04UXeXUJjtsW6aLoJvONV05unWG90mURibXxgSbfWAr6OFrVdfY5iDnVmEr6HGE7WBx3uvWei6/DzdBaiDoEHQIOgQdAUEHYEGiFnSFpIdl2zZjbvVcuougu4hCVPErNnRZbhcxdinftM5iJDpKRv5khCkb7Jo51gmtTtBt12Vaxma6rL6u+0i3nbptiSLpEWQ8NknXiXsxMu4i6MF3o3vvQYegaxGCfuZNdhJThKDHJt9XPWIMm2umu3PcGK1bZrTRcGfaGLV7M8ZY/2DWGNUPZIxRe485GreltWHTEJBoHTWGTQNI32UPGKNogT97W9Hn9ikp8aeAYCIg6ACc7hQKumQE5KjPosdxM+4s5zYCcTLl0bYruqm7u03ZqmkmgXaR6lILeBzHJ6oERxFam3PPVK7qHHbd3jjmtW3ocmkk0zXCRZBzo6hLuqbHIujBDHj4b5eAoNsAQYegQ9Ah6AgIOgALkkVExD2X3psv6OEBlyLIuUrQi+rq7pI9jyIvxYRKfHVdxG2k3TYzrlqnjQRHyfKXI4qRVpX46kQ8/L2pQShcvksDkWsDkk3ZNg0BtuXKpNt2XtW1G9fvgymrbvFsufFZ9PB0l+7ssoCgm4CgQ9Ah6BB0BAQdgAVJTtCD7z/XPbtpIemm6UULuo0clEL6bIXYVnhdZNuUiS+3PJcidOIcFkqVaKqm2ZQtW8Z0fpmk2FRfl8YlF0EOL1dlqEeU9aiuTd11G0cvG5Ogl7pLu2sm3c+gX3E/boLUQNAh6BB0CDoCgg7AgkQI+mV7C1+xZiHnOiGPLOOy7rCuEhJF1KOGrtt4XJlw3XJRnnMvVuhLnWl3OX5RGmRMghw+l4o9r3Tnp815bLufbLbB/ywTdF1ZxQq6aTmDsMvGwbDq7q4bLM5WxE2Dwtlm1f3fWAi6DRB0CDoEHYKOgKADsCCRC7qie7tKvGPNmNtk3Uxio5OVuMNGpKNIuqrbu+47l8y9quxTIUp5zGyEV3ce6c43mTSb5rGRd11ddZKtm+7SGOG6X2zFPDyfRYbcWshto9isuiqzHhwULijofkDQTUDQIegQdAg6AoIOwIIkJ+iyZ9ANz5qXJFxu8F0lKo6wlXFbebZZPjyvTdnlEO9TTfRVYqv7TnZe2cqx7brDy7s0OMnmj2t/qOoQRdJtrmdTw1xc3dttBd1V2F2fS/fEfE7Qr9yHmyA1EHQIOgQdgo6AoAOwIBGCfvl9RkGP40a6t3ogJ3CqMlQ37gE5SNalOFmXypdBnbhLRFJahk42QxKcrEtxsj5QRoQM91wZ4XJkywXLU21HeFtshDlYF93+MIVXRlGC7tpNP3gu2cqoTrpdxbYYObaRdVsZLnY7VNtlupYsZEMq7iqRN/0WlFLQbTLrqmfOXQQ9mEGHoOuAoEPQIegQdAQEHYAFSU7Q/UHiVHJePcDJ+hTX78xw640zQo4CN8g2cp6sS3HjtjRXPZzl7vaxwpt83Y26JweJllFe92iWa+7PcLI+ZRavkGgk61Lc2TPJK8Yz3HRHWkilSQBD8pisT3HrlhleOZrh9mumRT1sM+MBIW69cYZXD2a57YYZe0EP1bGra4IrD2R5U3JS3UBgkNxEyyjX3JfJ1SOCcCbrU7zx9rTYH1HLqEvxpr4p7kxMRi7D355E25i8jLB0Ks6fZH2Kk40jbnIbElm/AabgGOgak8Lf+Q0fqvrbSLup/jrxVp1HuoYF1fap5iuy103sgh6lS3uEV631VDyAmyA1VoJuku/kWVs5ee52bfQu2m2M/isfNoaNfHf2TBqj6Y60Mdbvz2pjzZPmWDGRMcayGYuYNsfK41ljrD2iD5sGheZbZo3R3TFujL7VR8xxyT5t9J5/lzFszl8IOgKCDsDCw17Qawa57YYZ7vzcIV78R7NCXgw31+HMe0/TCFc8M8m3f+VertuTETf9qmya7HPNIDfcmeZdL+ziyo8McqJ1VH7Tr5IPT66rHs7yR39YyUtem85Jvo2EBQR92XSG//zEVbx6IMvJhmE3wa4d4mTDMC/+w1n+mx9dzkuzaU42DBulXib5qwez/Bc/upKXT2XkDQUGmU3WpbjyYJa/emIxr3z/CPc0jcgz8YZyWm6a5alv9/H6jw5wT/PxSGK9KTnJN375fq75+JPcsXnaPRtfO8SJtjFe/t7j3P6nh7n9Gk0Zmuxzsj7FK8YzvPy9x7mzZ1K/vEKGk3UpXvdolhe/YZbbrp+xXzYk+M23zPLVT2Tzz3WVoCvO2U19U6IxKnyuq+oRbqyoS3FX1wRvSgYaTlQyrmtoaBwRvxuq694mc+6vIyTntsIunc+1i3t4ORcxDyzTs/jB0/UmaB8R/TUR/acXXyWizYHvzyWiNxDRvxLRfxHRB4joUsd1QNAh6BB0CDoCgg7AgqRQ0BWDw/XWDHJ35zgvm8lw5YGsuFG3yH6FM/BVD2d5xVhGZHyDN/Sqbu2hG/2urgleNZLldY9m5Rl0lfQEhLRj8zQvzYpufsZMrUzQ61LccGeaK56e4eZbZvPFWPdceKihoHZvhhc/O8G192QKu8rrygnUY8PuDK/7yCDX7s1E6+peO8QNO9Lc/qeHedl0JtdQIFteJe61Q9zRP8Wtf/IYV7xp2px5Voh/Z88kX/v8fq78yCB39E9FEvSu7gm+8cv38+y3e7n51ll9GSq5bhzhqz+U4ud+sIGb7kirpVYn6I0jvPL9I/yJH67jdY9m8+thmeVONo5wxVMz/KG/Xc+1ezP2DQVByW8Y5oqnZ/iuF3Zzy02z8nroBN3rkVDxlmle80HRwyHv0QKbqBnknqYRXjGe4TXHRIOWcXmJtHe3j/GGXRnRAFTtJuj+b1iiZTSvcdHpufPKY7n9ElzWtqt7qCHgNBb064noGiJaSUSriGiciH5LROu8758ior8nom4i2kBC4P/McR0QdAg6BB2CjoCgA7AgEYJ+xf2Fo7gHblyDz48nG0eUcm7s6l4T6varuiHX3Oj7cmvM5AUFLCTZybqUPOttktpQN/dk44hazsNiK8uA25ShkVH/ufGeJkkZDoKerE9xonU0l910EOJgXRJtY/IMvGX4jx90dU3Iu4ZblOs/OtC01aJ3hGqbaoe4+ZZZrt6XycmkStDD51kg+71hV4ZXD2a5MyHJwkuWCX+XrEvx+oeyXPH2KdEbILysKoLZ74ZhXjab4YZPPcHt107Lt0Ul/d7+6G4f4+qPHeO7Xtide7xFt08k1+Kmvim+46v38IZPHuVEW+jxlqrQv8HfA/9z7RCvHsryyLeu4/UPZfMluVI/uvuc4HeO8+JnJ3hpNi3qIMui6+S8ZpBr78nwusNZ0UhQNWA/WJz3O9rTNCIaOaoGuGfJ/vl0E/RvRHQ3EV1AQtZvCXy3hsR2bnQoD4IOQYegQ9AREHQAFiRC0K/cJ38HevDmNHTzLJNx42jvthkz0w1/OAvoKAsFwmoSdE0Xc6MURwlHmbRa1lC/vAHeIgp2UdviLa8drM62vNohc88I13roMs1h2Q41JuU1RpnO09C6/MakvHPdsUGqp2lECKls/8kaCsLb4DWctF+nGF/AtG3edjTcmeaNt6fzG9dU13z496BmkBu3pXnx69LcdsOMtIFQJujB36ruDiHoS16bFmNgBLPgJlGvPCZ6NDwzyd2fPyh6I9gKujc9WZfiq49mxSMY101zz9KH5sNN0IuIaCsR/YaI1pLImjMRvTw034+I6KCmnHNI7Ac/riAIOgQdgg5BR0DQAViA6AVdkY1SibhR0FUZsvB0G8nWZf+iiplJrm3EW1aGqlzdOosRZVW5Mcu01XrjWq6UITtngvUwZZoVGXDreVXlq+bTib1s/Tb71HQtqfaHy3b5ZahEXJdBrx7INXjUDFrJecFvV/UAJ1pHpV3kbQaQ660e4OZbZrluj3icRCrnGkHvrRnkuj0ZXj6V4e7OcU4se/h0vgmqIvF8+e+I6GckurwTEW0jIethvk5E05ryhknsi7yAoEPQIegQdAQEHYCFhlzQTTe6hptj6wx66Bn1SGEjGlHDRrJNYq2TY5W4qsoplYyeyhFnfVUSqfpsmq6qn0lgo57LKimXrcsk/aoyTNtd7HWqm8e2100EObfpCq8U9KCk+8ubRnqXSbr/DHvtEPdVHjvdM+hnE9EKEs+YTxLRT0lk0KMKOjLoEHQIOgQdcQoEBB2A8uMk6DY3xC7Zc/8mODZBtxET2zBlsm27qusy7OHvdXU4FYU3rrDZxjjqHeV8Mc3jIug257KLfEe5RsJ1thFp0/qLuX5tRd0w1oWtgCu/Uz3eE+U1bKZB4vxR3E9vQQ/zWSJ6mqJ3cQ+DZ9Ah6BB0CDoCgg7AgiSyoDt1a5dlw2yfOdcJh42AuIqirlu26RlvW2lXze8irydb7F1kOoosxz1/XOXqzjmZxIb/tZFx0zyqdUWV9biWkV3T4evbRcplnyMKuktW3SjethGWccX7z+fegz6/BP3zRPQM5QaJuznw3WrCIHEQdAg6BB1xWgQEHYDyIwS94gH5q4BcsuO2EZech4XJRrRs5NPluXGZuLp0hzdJdjFSfLKf43YRYtOxcG18iCrvuuVM55qp4Ui3nE1ZUYTZtp6lWG8x5dp0Zw99tvl9ikXQZc+Y6+TcJqO+5gnuW33kdBb0SSLqIKIlJJ5FnySi3xNR0vv+KRIZ8y4SXeC/4oULdoJ+9jZjmCTJJFp9l+wTx8wQ3Z3jxrCR78oDWWOYxLrijTPGWPKucWOseN9xYyx/rzkWv2PSHK9La2PVcNYY1Q9kjNFy86wxepqPG6N/6SFt9F14tzFMjUfJc7effhJ/CggmAoIOwOlOvqDrunVG7dJu+k52M+5PlwmHSXyKETdV93TddzYy6Sr9pcyAxxk2dYzSOyBqecUc+/AyunPNNN1WnGXrL0aeiy3jZIROxB0EXZZJD3ZhD2fVY82gBzPkOkHXZdFPb0F/KxGdIPGs+T+T6N6eDHx/LhG9gcSr135BRB8kossc1wFBh6BD0CHoCAg6ALHSQUQfI6J/JHGSbwl9/wwVjlj76dA8FxHRu4noP0mMkvtWInppaJ71RPQlIvo1Ef2YiB53rGehoPs3qo6DLjln0WVSbpNVd5GduGXURs5Vz5q7iqatvMa9naXYX8WUEXW/6PaXaZ/p5jE1EgWXlf2tW7dq+ThkOEp5cdQhbqHX/K44ZcotBoQzSrvqOXPTs+hrj57ugn4ygKBD0CHoEHQEBB2AWNlMRGNEdCOpBf1TJLIKflwYmudTRPSXRNRERG1E9AMiek/g+0VE9E9E9C4iWkfiXbS/JKK9DvXUCrqpO6lqYKaSP4tuKzyllk/bAeFKIbCnkpgXk9F23Q/heUsxiJ5KslXzyrbRppFJtZypLqd6uNRVd93bNugpsuolf/68GEGff8+gxw0EHYIOQYegIyDoAJQMlaB/WLPM1d5y9YFp/SSe87vc+7yPRBfCswPzTBHRdx3qJgR98YNOGXTV4EyRBD2qAJRKLG26nNsIukke4xTLUmSa466Pbt5TtTu/7bmmE29bkVUtF9f1orqGSiHncZZr88hMdaGcO2XWix0cTift/qBwkumn+XvQSw0EHYIOQYegIyDoAJQMlaD/jMTze98jMajOKwLf7yGifw8t82Ii+h2JrDwR0bNUKPld3vrC2XgVhYIecST3SN3b45L0KOKuynTrppvmsxX3OAW1VHLr2rhQ7KB25dpOl3A992TCqvs7+DmqeJ9qgh1H2Za/LZEHitO9Xi2OrHpo9HY/IOhaIOgQdAg6BB0BQQegZMgEfSsR3UBiBNwtRPQdIvo6Eb3I+/5JEuIe5p9JZM6JiP6ExHtng6z11ne1oi7nkLjg/LiC/C7ua54ovNmUybnDDXPB/HEJua086WTPZmA32TTdc+i2IVtfMeJabnm1GTAv6rbI9vnJEmxdGa7np64cU9mljjgbzkzXcJT6WIq5qndPrIPFRXkuXSbrEHQTEHQIOgQdgo6AoANQMmSCHmaZN1/C+1wqQR+mwsHpCru4h7NK/o1v7RAnWkeFJLmIun+jXTvEiZZRTjYMm2/W/eX8+TyJSdanuLtjnJONI9FkrXaIkw3DnGgb42R9KrKIJxuGuaf5OCfrU5ysS+nroiqjPsXJxhHz8ppI1qUKt8NFgP0ybOqg+t7fHttyTPtIdzyilBO1Li5y7Srnss+6MosR3rgaAlTbcLIaEaokny3kXTVWhlVG3TWr7vCqNQi6Fgg6BB2CDkFHQNABKBk2gk5E9FMius/7u1Rd3OUZdJmghweLqxnk+p0ZXvyHs9x2/Yy4MXfpzl4zyF3dE7zktWmuPJgVgm17cx8Qp5r7Mrz4HZNcd3fGXkwDyycbhnn9/ixXvHWK26+bFkJpEkKJWFceyPLi189yV/eEvaAH61Gf4vUPZXnZbIY7eyblmWOL7Wm9cYZXDWe5MyEpw1KCN/VN8bpHs9yxedq8HYoyk40jXL8zw5v6pqJJurdPOjZPiwYYm30qK6NONOB0t48VlclPNgxzT5OmEchCzqUNFrLldCIsayyIItbhOhQr57YNBartdpVzlbBHEHSjpLuO5q6TdE0mHYKuBYIOQYegQ9AREHQASoaNoF9JYgC4G7zP/iBxGwLz9JJ8kLizAvNMUByDxEm6tSfrUrzmWJavfX4/1+/M2Al6KHu+8bZZvv0r9/LiN8xyom3M7UbdE54VExme+nYfrxrOiky8S+bYy+Avfv0sv/V7LVxzX6ZQ0E1iWzvEPU0jvOJ9x/kTP1zH9TslDQWmzG/tEPc0H+e6TzzJf/2jK7jq4WwkmUzWpXjx69L8dz++jK9+Ipu/LbrtCEnx0kyaf/Tjy3jx62f1jR7BXgUhKa7bk+FP/HAdL3m3pHeDbDlJ2a1bZvjBP7+Dl7/3OHd1Tdgdj9D0TclJbv/Tw7zhk0f1Zejk3NsnK9533K7hQyLuyfoUrx7I8tJMmru6J9zENHB8N942y2sfz3KiZTSa3NYOcfMts1x7b8au54qijI7+KW6/xmvAcRH0QANBomU01+hhEvJwtjzwGzC3PgsxV/4eqSTd9Lq1YFd51y7uofkSyx/BTZCaRUTEXS++WS8nFoLTd8EebfRXHDBGsmHYGK1bZoyx/sGsMVaMZ4xR8bYpbVR/7Jgxrn1+vzHu+Oo9sUT35w8aY/UHhrVR8dSMMVYPZY1Rd3fGGB39U8YwNg5e9oAxTI1HveffBUFHQNABiJGXElGNF0xEB72/K7zvZoloIxEtIdGt/c+J6PskMtw+nyKibxJRIxG1et8HX7N2AYnXrD1L4jVrtxPRLyjKa9aW7Jd3cQ8+d14zyIm2MW6+xZO4ascb4uoBTtanuGlrOpcxjpAF7O4c54YdadFF3SSkEqlL1qd4U98Ub9idEV3UZWWYMuh1KW65eZbX78/myjAIeVhQk3Uprr8rw1cfzUbP9nrytWJCZK6jSn7DnWmueOMMb9idUe8PnSDXDnH7NdO87LkxXvNkVpwftsck8HdH/xRv/MzjXPH0TLR94vUGuPb5/dz5uUPRBL1mkHuaRnjNB1N8+C9v4bYbZuzKCMl1onWUOz93iDPf6eG6PRl1Blsl3TWDojHpnRP8uf+9imvv0ZSha9RqHOHKjwzya76T4JabZ3NlOFx3Xd0T3Pm5Q3zjl+8Xku64vF/Gqv9vhBe/YVZIuq4MxZgVrVtmePlkhtuv8+qgGBhOGbVD3HRHmltunhXnuY2kB6K3aoB7mkbmfr+cJd0ro7dmkPsqj3FixQHcBKmBoEPQIegQdAQEHYBY6STJs94kRm8/j4g+Q+J58t8S0QkiehMRXRoq4yISQv5zIvoPInobCbkPsp6IvkREvyainxDREcd6Fgp6KIOUd7MclAPFQE3aLHpQylyzeAEJi9qFOtxNPa8cUwZcIunS589VXdUl5c11gXYV80B5Vs+gG75L1qfETWZYrE2NDqH90dM0oq5L8Biq6lGX4kTbmCgn4rPsyboUdyYm7R490NSls2eSW2+ccTs+QTGuS/HG29Nce08mJ6Sq+VVyXS96JqyYyHB3x7h8X5oy2LVDvPaxLC9NZ3JZeMfrLtE6yhVvmeYl7x4XjR4RytjUN8Udn32UFz87wT3Nx81lSHrgrDmW5ae+28Frj2TnBN06qge4MzHJHZ99lK/+UErcYFdrurrLBL12iJdPZrj6Y8d44+1pcyZdIvitN87wijEhAImVB3ETpAaCDkGHoEPQERB0ABYkOUH3XwMk6eLpeiOc96/s+dFqzXSZcLgIkq2khiVcIeLGKEKuiyojXFYcZZh6AKiWCQi2VX005VmXUcw+sWws0Mq5rAxJY5I2cx6eX3YdyBqkZNeGqkGrZjB/W1wbxjw5TjaOFD6T71hGZ8+kaGhw7T3jbU9X1wRXPZzl7s7x/N8Xy0g2DPOaY1le+1hWbIuLoFce496aQV7zZJYXPzvBLTfNiptwh2fTe6sHeP2DWW789BGu25PhxOpDuAlSA0GHoEPQIegICDoAC5L8DPrao9rBkyKJuk7ELW/MrcNl/rCQ62Q1TjnXSWopwiL7bRRbVeOGqjxZOTb7zWU/m9ZV7HlSrOSrlrFdLiz6snLCZdlcN66NZbp1qOZzKUPW00b1u1EzWNjQYNODJ1DeXE+R6txytgPFWXdx17yirbtjnGvvzXCidRQZdD0QdAg6BB2CjoCgA7AgEYK+9CHlIHFFSXocgh5FhKKIVyDTFyl7Hoe0u4pbMdtvkl/dZ5tyTY0eun0XbhwxHUfXfR/3OWW7jrDE2pThzyf7WybGsu9dZLzY6zTKcraCblpedpMsGfDSKOcWv4HG5881kt5bLZaHoGuBoEPQIegQdAQEHYAFSSRBdxb2UglAXHKqy/a6CvrJyowXEzaZadv5beYzZeujZu5tjrOrRJcqXBufVOe96m/b6yzq9ajbhrhC1ftG91ti8fvj9Io10+vXVJl2lZirRnJfexSDxOmBoEPQIegQdAQEHYAFiXoUd42EFy3ntpIQlpW4xNSma7epC7et2J4sAbTdfp2k2jQ+FLNNNo0iuvpGXX+pGk5czkndee0qyuFlgxJ6MiT6ZJVt87sSoUdPZDnXvX7NRs7D70GHoOuAoEPQIegQdAQEHYAFSWEGXfHspS4jZZRy10z6yRRUm+eYTzXRjrrtpu0IZ7RVn8PTbPePrOu66zGJsj6bHhDlOs6u0i5b9lSS7LiFXfbb4iDhToJu6kGke75c8p5zbax5AoKuB4IOQYegQ9AREHQAFiRWgh680bXq3l7sjXncYmoSMNuu76Wo08mKOMTWNI9rHXT73CTupm76Uba5lPtfdV7rphdz/ZRbrktZB4du7KZ5I2XQXQU9/HnNExB0M1aC3nveDmP0XbxXH6seN0Z357gxGnakjXH10awxbER0/UcHtHHXC7uN8ZrvJIzxvh/UGePZ7zcZY+Rb1xnj1V/ap40V7ztujKXZtDEqD2WN0XzLrDF6mka00b9XH76uAAAgAElEQVTkoDF6F+02RvLsbcaAoCMg6ADML6wFXdvtXXbTHJ6mutE2CbpK2qtiFnlXGYyrq3ep6m5aV5Ru3zYZadvsdNRu867HI+q+LnevibhluRTlxiHaMci5y6M3kZ5Ht5Fz3cBwsow6BN0EBB2CDkGHoCMg6AAsSOSCbivmLl3cY5YMfzTkkotSqZ5fLoXQxbFtpi7gpl4GrhJvytCr1u3SbT3K8dNl8ovZ/67zBc9/1TVRTmFWLRulN41tT5zw95bd3U0DXsYi6w7d3iHoWiDoEHQIOgT9/7F35+GNXNeB6I8ziWPH+exnzzij2AnZO3shmwQaIJtrkwCK7Lak1i611FpasqRWS2qppZbUrW4SILiDRMGWx7IseZEtW/E2XmTH8W7LdmxHji17vMZrpNhJ5nOWyby8yfjlTXLeHwUQhcJdzr1VIMHmOd93PjWBqlsLqqD63XOrwMlA5+BYl/FSAMD0pruk956rgK5Euy3CZSCxgQ4Vfzqk2cDOFmkr3RlgOqRfN40O6KawpixP95lGtU9NO0HCdCAZdFZFAnOTzrVG3NaiWw/VNAZAt0K5LdIFT27nCjo5GOgMdAY6A52Tgc7BsS5DCXRd5Xz5dd2Fexiwh4GnrOKrgzsVhbJlNhJuUaVq/4jWl7LfTJanqq6H3S7V57maoyGox7bsPFB1aKleC4Ni1esqvIcBOmVdZbfWENMI4zKgmwx/Fw1x599BVwUDnYHOQGegczLQOTjWZdQDXfVTa34AqCCuuuiXYYOC8zK2nHiODi0J2IRtmFRhoxj6Tu0QaETqKtiU6SnD2FVAthm2brK/VnL/UpYjO7ZF54XqPd15Y4NjG0zbvmYK9IhQbgz0ILaDrzHQGxkMdAY6A52BzslA5+BYlyGuoPuQvnxRG8viwIWLOHh+wYOI6gJYdLHdNYGZnjzuvXIJM71TXhuGQHfiORxOz+PAhYvoJCfFeNMgyonnMDU8i8PpeXQSOTEYZQDzrUemdwozvVNmnQWB5VR+nscakOXtWV4H/z6lYjXYRgig16yHDY511XXKZxQW5WEq+aJ5gq9RwC1qm4pc2bSNhHsUQ9xNhtgHpxeN6oli2LvJ/eamQOd70HXBQGegM9AZ6JwMdA6OdRke0Dffra2cj4zM4e6PjuOm98xgun9afxEcvKCOZXHHgyW879uXY/uJkodjFSYEqEn3T+PWD+TxyDNHsOdQ0QOhCGgKuO0bW8DN75vC7k+ewuH0vL7iK3gv3T+Nre+cx5bHF7x9YQH0TO8Utv6XJWx5dBFTgzNWIHTiOdx1soQbHipW26COAPDhPHldEbfMuThw4aJ220VYduI5TA3OYPs9Je/3Yan7MthOdx4T17s4kpqrx75qXv/2JHI4dKDgdcCI2iB2EqT7pzE9oNmnus8nkTPrgJF0rNQc5zZA92+DLbZtOgtkbYiWJbslJrg+lfkVQKcg3T+NUSVd9Z7oSe7Bn1vzvcYVdGUw0BnoDHQGOicDnYNjXQYZ6JmePG6ZdbFtvOSho1N9ASxCQvwmFze8exZ7rvbhWgWAAFYyvVPY+vAS7vhwTo1JBdCH0/PY+q453PmRLI6MzNGrrj4kjqTmcOzpuzD1+XuqbVDg5/v3Pmce7/jm1ej+IIP9Fy/SIeibJtOTx86PncVP/7wNuw8XaesfxF9yElufmMO//MV5uGXGrcUgAcQViO44XcK//eXvY+sbirXVeFH1W5BOPIedx1z89M/bsOXRxeooC9m6SDoK+i5bwvu+fTnu/dQDtZ0WBkBP903j5vdO4+6PjmNqaNYK6U53Hjc8VMSWNy/icGa+dn4RxEVtJCdx5wO+DhgboMey2HXUxZ33l89bXRuSc7f7cBG7rykfYzZV9FgWB19TwNTwrBbZQriXj7PU8Kx3fMmAr/lOWj42fUin3odec5tPZT4VxEUPivO1yUBXBgOdgc5AZ6BzMtA5ONZlKIFec7FcqQgGK9+yC2pBFcxJ5DDTk6+vCFLRE89hus+rbNYNT1cAsgaCiRymB2YwNTRLa0O0HokcDr6mgIOvKdRX8YlAdxI57L6miMnritV9qlt+AKhOIod7ryri7uMlzPTk9dVzAbadRA67DxdxW75U3R4ZyCXIduI57L94EVveUsA9N7pyoCuQXsH19g/lcOcDJfU+kVTgR2NZHLyggJnPn8CN75nBdN+0fD00QG9/agKHPnuythOHCvRYFlNDs3jhl+7Am//8Otx7VbH2eJeNFAlkZdTKkz9OVtswrFqn+6dx+HP34tL3R3Hg4KJVG4OvKeCJZ6/EI88cwX3OvHnnXNcEDr6mgBd9+RhueHIWne68uoouai+WxV33lTD1+XswcYMr/g7SZKYnj1vmXNx+1jtfTJ/ePto1gT2Hit56DM6Ih8HLhrSXv1+dhHeuOPEcptvu5YsgeUQH9N87pk7CZz+0f0GbsVtcbW6d1mfru+a0eeCLx5Xp/iCjza8/16LNv/3l72vz+V+cp81P/7xNm6e+faky937qAW22PLqoze1nStpMXlfUZmpoVpljW+/X58tfq03nRYe1yUDnZKBzcJxbUb0HPVj5EQ0TFVXNZO+JLsD9UJJV/SjQtRl27Idt8L5tQ6BXYGv0oDnBdE48V+0koFbPg7AtD6OW3kMuw7nvNSeRQ6c7X7susv0seb1yX76wDR3QK/sjOYkjI3PVzgbVvpQA3UnkcPD8Ag5n5tWdJyq4x7I4cHAR+y5donfABNJJ5DB2s4tdt7keSP3vB497yfHvJHLYddTFbbmSN6JAhHxNOvEctk2UcGOp6HVYVOZXnc+BczM1NIsb3j1bvaXDBOjl6vc+Z967gH5roRbosu+MYFuxLG7Ll3Duewdw9x0lK6APZ+Zx7Om7cMeHc7hvbKG+Cq6poDvxHLa+cQlv+voNGH+tWz+/Cum7zuBoxzjuOeLilvdPYeJ6F9PbT/JFkDwY6Ax0BjoDnZOBzsGxLqMe6JIquva+TsOqnKjKZpwU2KqAp6s4a4Bt3UkQVRsK7Cq3RYR02T3fqv0erMZbVN/rgB3sPNF1EFD2h+3x4QexxbGpfPheEOaS86CuDdH0mvNquQ3/tCbnbJd3O8VyRwMFxcHlxLxbStL90+p1VlTh033TuPeqIu0WG0E68RzGbnG9USvxnNHw9rH2szjaOY6xW1zcvOB6IwlUQBc8MG60Yxy7ryliy+ML2HN1kSvo6mCgM9AZ6Ax0TgY6B8e6jNqnuMuGdlIvglcK6aqqcKNShz7R+tt2PJiuExWgJuAWtS8ANaniHmxLUQEX4luCeRLEbTpAVuKYsjneZeeL7pyiQN40bb4P/Otr+13i3w7COtTdqlP5fDsVOBdV1Cujiiqfh656LkH7aOe4Nxqic5zvQVcHA52BzkBnoHMy0Dk41mXQHhKnuuhVVc1WqpJuCh0bnFHh1gzbYTofBeiq/+qALtt3KrRTPiddp4DNPomizUakCc4rrwfft+lIk00fPO87JK9Tka+bVzZ8XvL9pHyehmI65ZB3EdplP62me1AcPyROFwx0BjoDnYHOyUDn4FiXYVVBJ1XVowK6DXgp1WBTfK020GRoi6Idyr4RVbxFbagq7rLlmlbCdbCnthXmeGjk56Q6D0SV5KhThOYg1qMaOaP77pB1BBCQrqusG2dYoAd/B52BrgoGOgOdgc5A52Sgc3Csy9ACnTy8PaoLdhlMogCnqCK8UghuxHJM5glOKxv6ToU3BcUUROuGt4vm11W3Kctr1Gdoc7zq5pedI40CugmmVVV0Ffwpr+m+Xwy/l6wQLgO5Cuiqp7n7gb7lBF8EyYOBzkBnoDPQORnoHBzrMqpD3AVDMK2q52ER0EgEi9BHHbbeyPVqlpRBWVUZV7VDXQ4V6xRkU4baN8toCNNOKt35pWpThGWb90xgLJpW1o5qGRYYp1TWlUBX3IeuxbloaHvl39tPLycDXRkMdAY6A52BzslA5+BYlyEHeqCKTq6qm17sq3DSSBibIC2qzoOwbVDQG6ZtGcwp1W9VW9R5ZZ0CJpiX7SvK+prsSxmkoz4eqOdM1JVyk2l13wM2o25CVMtVt+YEX9dW04NpAnQR2P1A5yHuqmCgM9AZ6Ax0TgY6B8e6DA/oW05If2aNel86efiqKThMcBkW0I3KRnY0qFBKxaloOtHfJti1Bbquih8F0Buxj6P+jHUdWDavUUBuc85GMRRdB/RgO4ZojxTohJ9Uowx7X8NAfxAA/hwA/hkAfgUAHwGAtsA0T4O3bf58s8EyaEB/yfXaHDvvdmVSjvHB8wva7DzmanNzgZDvndbmVV+9RZlP/jipTQq+/+1vt2jzX/9mkza/9/yrtKnrUMh8/oQ2Wx5f0Oa2XEmbe4642hxJzSlzrO2UPl9xizabCuhNgEdOBjoHx3qIKtBlTy6WXNRGBnQdRihQpwBtpZElg1WUaYNNm+q3qsqtal+2TMo66eanbkeYfUiZX/f5RvXZm3ZymQJb9x6lMm6BZiXObSrxBkCndkYaD28P3m8erKCvfaB/EgCOAMAuAOgEgI8DwPMA8BLfNE8DwGMAcJ4vTbaTgc5AZ6Az0DkZ6Bwc6zJqh7ibVsspQNdd/OhAa4pcEww2GlOU6WyXEaYabAJh2bJU+1a1LBX2bToOKNtiut9M9isF6LL3TT5/086tKPFOxbkpoinTy9YjAqSrvu+M4L7+gB6MV4K3HUO+154GgNeHaJOBzkBnoDPQORnoHBzrMkhD3K0vjnVIlwFEhRzKUGXV+1ENdQ4L7LBpU6m2ndfkPZP5ZfNSPyPdMoOfU5SffRSpO9Zl7+nOnahxHjyPbTrsRN8dKuyHhb0P5CKgR5qWT3M/h4C+BbztaPe99jQA/B0A/D0AfA8A5gHgdxRt/DZ4+6GSrwYGOgOdgc5A52Sgc3CswyANca9cFDvxnIeb4MW7qtLmz1jWa0MEERXQfehy4rnqeliidnn+sFXo1QaeCKu26yermMvQTK1+q+anpqgt3X6gdNCE2V8mn4lsfVTg1rUtw7io7TBA171uOqpG1REQRcXdoIpuVTEPO9z93AP6bwDAHwPAnwZevxUAxgCgAwAOA8AvAeBDinYmof6edQY6A52BzkDnZKBzcKy7qAW6rHLeNYFD+xdwy5yLvVcsVQGgunAOXOA48Rx23ebi9jMlzPTkaxER/LcEO5mePHYe8/7n6CRy5mCOZTHTO4XJa4s4eH7BGvpOIocDBxcxNTRrDTsnnsPU0Cym+6bDdTYkcugkJ/XDuSXvO/Gc10ZC02lBgHRNx4cpwn1t1HWgmFTXTTsKZMcQZVmi/SxbFwq2qSnCOaVdW6gH5w+e3zZQVs0rquCHXZ6muk6qkJtUznVQP3ee4v4IADwHAH+gmS4F3rZulrzPFXQGOgOdgc7ZBMlA5+BY/fCAvvWeugvQmovZWBY7j7l477euwLZsyQOH6kJZcIGf7pvG7R/K4Ylnr8T+SxaraJFhQADankNFfMMPR/CyrxzF4fS8GKQqOJW3Y+n7o7j1A3mvo8Ci0txzdRHHv3MRtrx9AZ3uvBWuBy5cxMznT+DWD+Qx3T9t1UamJ4+tb1zClrcWvDYokAwCPzmJ2/IlbH3TEu4bWzCvZJdR3XfpEm6ddnGfM18PdSLWU8OzuPNUCYf2L6iRroCw053H5HVF3OfMy5evgbYTz+HQ/gUcGZmz78SJ5zA9MIPpvml5G4Rjv6YDRjW/YpuWOz3CIL2y72wq6CagF00n6igwqJRTqvCRD20nYD3ddu9avwh6IwD8AgA2EqZ9CXjbOkZsm+9BZ6Az0BnonAx0Do51GUKgiy6aR0bmcPuZEg4cXNRfJAvg4SRy2H6ihFunXbuqcSyL+5x53PDuWWx9eEnfhgRk3dcUMf7xM7jhoaIcPpr12HvlEt709Ruw5ZHFUG24P8jggS8ex9SwQSXeV50eGZnDm75+A05/93wcOlCorVwTgZ4anMGLvnwMP/6zXdh5u2tVpXa687jhoSL+5S/Owx2nS/XVeGLlfPuZEv7wr34fN8+79fs1uE6SNrpuc3Hh+2Ne54m/DQOgD2fmMfmJ09jyeLkDRtUpIGkrNTiDLY8v4Ea3iOmBGStgZ3qnsC1bwi0zbrUjKDiPbP7Aedd5u2uNdCeRw9itLnZfU6R1zglec+I5HLhw0etIoiBd8H3iJCdxOF3uALJBenlbRNtAAflox3j1s+8cpw9x91Xgl5e368xaBvoLwMP5XwPAVuI8/eBt627i9Ax0BjoDnYHOyUDn4FiXUQv0wEWk6CJ7+eJWchEtBLoPC1ag9VUCM71T1cq3BdCdhFfZzPRO2VVHY96w8qH9C7VVaxXARG0kJ7HnUBEHDi7Wrgdlm3zrEX+ti11HXfkw9wDqg205iRzuvrOEbeOl6pD9IGoVwK+0EbvZxdZ3zWHv5Uvie/xlQPbhes+NLsY/fga7bvNhUoJxGdDjN7l47BuHvc6T7rx4Ws3+HXxNAa9/5kbc/iHveNPOJ1jPoQMFvPdbV+DeTz2AQ/sXqvMHjwdF9bv/4kW8+ms3433fvtwb3aDCteS42+fM4x3fvBov/NId3udrUT3fe1URH/7hPhx7+i5MDc7QOuf8f3dNYM/VRbzjm1fjhtcVvc/WZDh6uYK/LVfCA188jj1XF9UVeQG+Rzu8TsaWRxe9TqTkZC3OFT8xuQz0rgncfbyEmwrexbnRA+J2ncHRjnHc58zj7uMlb3TF9pNr9SLoTQDwTwCwD2p/Ru3F5fc3A8AEAOwBgA0AcBAAfgYAXzRYxrkJ9Hl9bnrPjDYv+8pRZT7+o73a/MtfnKfNX//NRm3+81+3aPNbz/+BNhe+P6bM4c/dq82Wty1os22ipM3EDa42tUDf9oA+IwK66hypZCSIbwI8cjLQOTjCxBAAfAwA/ga8g/xi33u/BQAFAPguAPyv8jRPAMCrAm08B/UPzTkdmGY3AHwZAH4N3lDDBwzXU/qQOFJlXPU6BREy6EhQq4SeCrMC6C8DMERnARlukpQO41ZtkwC22o4GCYr9wHYSinu/ZZ9LAMdOd54+vF00f8IDsbACL/pcBdvlJHI4kpqr7YBRdTpIPpeaIe4Gx4V/e3qvWPKedZBQfD6K88BJTuKeIy7Gbgk8c8FfPQ+iXFD93nVfCdtPlKqVZ1HKztnOcUwPzOBGt4ht4yVa9TrYZtcEDl5QwO0f8kZJjMayZjgvA71tooRDnz2Je69ckuNc0U7/xYt4xVdvxZZHF70ROB2BKrimeu4kctjyWAEP/9lNmLy2WD+/poo+2jmO7feW0PnC3Ri72cX0jvvW6kVQ3cPcynmk/P4fgofxfwDv/00/AYBF4N9BZ6Az0BnonE2fDHSOczkOAMAMAFwC9UB/GQB8BgCuBIA2ANgLAM8AwDcCbTwHXhXCX6F4ie/9lwLAfweAdwPALgA4BAD/At7Tc6lRBbri59VqwK7DueZiX1TlI6PFBrEmeFetU7MlFfW6+VSV7uC+rOwbBbJ1lXJV9Vv5gDiT40AFcmIl3PqXAvzLsP2MfFnTmeQ/RoPnlOzvYBsWFfSaNkxh7EN6pidvNDw9mE5ysno7iOn8nePLz0oYSc3haNcE/SFxle/DznEcOlDA5LVFdBI58ye5t5/F4fQ8dt7uYrp/ei1X0FciGOgMdAY6A52Tgc7B0bAIAl0UyfJ0Lb7XngOAE4p5jgHAPwLAC32vLQDAXxisW3WIuwLo5CoXBQ8iAEtgocWXCdpUSQBK06Xt9srwLQKmbD4d8qnz2bZL3XZZ9d12n8mOHZvjzbYtXYeXDOyy41x3/srm6QjMT6mki3AvmlfWCeDfNsEQdlHWdS5W9oVkWtJ96J3j9Tj332suA7rvFqKxXWfOlae4NyoY6Ax0BjoDnZOBzsHRsKAAPQMA/w61J8Nz4FXI/wEAvgUA9wPAb/refwIAPhJoZ6S8vJcT1036FHcjpMsu3mVAV6GBCiZTSFHAo4JQGKhT10k2dNsUjiIEi5ZhAlZVZd0U0iZI162HqnNhJYCuOq5sjxdZOybnUVSpwrXpd4Jp1Z0KdwXO677HfG2Ivt8a8hR3P9B9rzHQlcFAZ6Az0BnonAx0Do6GhQ7oLwKAbwLAk4HX7wWAYfDuM78NAP4HAJR8738aAB4NzLOzvLwdkmUJf2tWBnSrC2sq0P3vmcA5LKRkEJctP0pshUlTtFM7MVTTBaeXgd+kCk5BuOyzNGlfNo/p8WOL+qhSBvHg36o0mVaFc1ukRwV0Q5jLKumi7zkyyFVAF1XRAw+Kq/mZNQa6KhjoDHQGOgOdk4HOwdGwUAH9twDgowDwLOhPhJsA4P8DD9kAdkCfBMHDfYyBrrpYt63UhQGMKWIpbYnWy2ZdbTsZTFEYtjpMwS8VtSbtmixX9b7t6436PKJK1XG4GhkG0SHQHTaNKuNRVdD9OA/m9tMMdHUw0BnoDHQGOicDnYOjYSED+m8BwIcB4L8BwH8ktLOr3FZb+W+bIe6Nq6CHuehfafSoMCR7baXXVzZ0W1e9Fr2nW4YNlE1QS2nXdh6b+U06IPxtq7Yz6uPO9lhtJMptqugNQrrp95NxtTwqnMugzkDXBQOdgc5AZ6BzMtA5OBoWIqBXcP49AHglsZ3DAPBvUMV35SFxv+WbZg5sHhJX+Zm1Rj0ozgbpVLSY4KjZOgRst0OFUt17FJjatGuLZJv5qEA2WX4Un0fUqauey6aPAuSqqvkqVsJ1SJd9Z4mGvEeKdB3aGeimwUBnoDPQGeicDHQOjkjjdwGgq5wIAPeU/90CHqifAu93yzuh9mfUKk9k7wXvCe6dALAJPJz/CgDe6VvGy8B7iNwT4FXXrwLvd9XtfmZN8TvADQO6DicrAR7T5TUb8HV4pU6vmkYFacp6yObVtWuzHpRtkbUnmifsZ2N6HPlf1yFc9Z5tZdwU7BK8h36GRcSVdd0D4YzhHgS4qrIuGebOQFcGDegvvlabY688qk7Cg/72OfPajL/W1ea2yZI2Wx5f0ObQZ08qc/w7F2nz4z/bpc3vPP9qbX7zuT/U5nt+skebx75xWJldf3xGm60PL2lz56mSNnuuLmozPTCjzP2bTmpz7OWv1WZTAZ2STQBMTgY6B4cshkFwrzcAvAMANkjew/J8AABxAPgzAPgnAPjfAPADAHgQqvefV2I3AHwZAH4NAL8EgFOG6xnNU9xtgL7WgbxS60GBogriOqzq2tS1IWvXpPptMw21qk7tqJBV1W2gXpneZsQGpeNqpdOkei57P8qqu0VbsgfH6eBOHtpuWkFnoOuCgc5AZ6Az0DkZ6Bwc6zLqgB76wjkM0FcS380CfRnwdJCmojGKCrjqbx12bdO0Xep+M9nvpvu6kcd02Mq5ybS6CroK4dQKepRgtwC5rBOShHNKtZyBHjYY6Ax0BjoDnZOBzsGxLkNYQa+7wDWpqNkA3QQyFCxFMTzZv26NnF637joQmwBSVy1WTRdFlbtRSdk+E7hTOy+iTsqxY4JtyjS21XQNuqMGehRD5nVAJw1rp1TUVU9v9//MWtu9fBEkDwY6A52BzkDnZKBzcKzLUA5xX7647ZpAJ5HDTO9U9aI/CHQdFGJZdLrz6CRyYnTocBLLohPPoZOc9NqwrXCW25HOQ+1AMJlfh8Aw1d4wQFetS7MkZf1MOxdUADeBu2rfU9qjdlSZVM2D7TQC6BSs60BObCPKe9mthrTLque6Ie+6p7hzBV0XDHQGOgOdgc7JQOfgWJchBbr/AtZJ5HD3HSXcWCriyMicGOUqpHdNYLp/GjcvuNh+T0mOdAVmnHgOhzPzuP1sCbuvKVbbMMFtLIvD6XmM3ep620GdLwAnJzmJ/RcvotOdN96Oyno4iRyOjMx5bdhUZ8vTO/FctcPBpB3ftNI2DLLShrIdDaCF81PQbQp0E8iL9ptsf8rWQ3dciaBOOaZUoG8U0kXnfRioN0E2HOiSyjoDXRkMdAY6A52BzslA5+BYl1EFeuViUlBhyvROYesbinj9Mzfi3quK3kW/qAomu6iPZbHvsiU89e1Lccv7pzDTk9fjI/CeE8/hjgdL+LXnWnHDu2erODaArZPI4YbXFfELf7kFN8+7HgapIPatx85TJXzkL4Zw+9mSdRsdd5XwyDNHvPVI5Iy2ozJtanAGWx9ewu1nSugkJ/VgFbye6clj23gJd95f8kZIUOYXwLr/kkXsvN3FTE++FtkGGB4ZmcM9RwRtUNqpdHx053HwgkJ1W3TYFnUUBDtPDD/f5c6GyogRHdJlr5XXpeYY80+vGu3hf92//VSEB89n1bxUmNuiXvTdoqiyKx90KZnfaFi7LdAD7/MQd2Uw0BnoDHQGOicDnYNjXYb0HvSa7JrAfWMLmLy26EFQdpGtqKA73XmM3epi7+VL9ajVoaOMjKEDBdy84GL8Jh+uVRXNAMyceA5jt7rY8o553HPEtcZX5zEXnS/cjbvvVABd0fHgxHO462QJs985iBuLrh5xgveceA57DhXxgz/twvjHz+hxLXlv8IICvv4Habz5z6/DvkuXxBgPIi/QbmpoFnd8OIdff64F9xxxrarxTiKHLY8V8FvP/4G3XxOaSryko6BtvIQP/3AfbloidHwI2nXiOey+xuuM2rToikd7qI678nuDryngtv/qdX4sd57o5hMc761vWsK2rGLUieKcG+2awHTfNG6ddjF2c/l41wFbUCnP9E5hx10l7L18SbxcAq7T/dMYv8nFdP+0deV9ZGQOBy5crK4DoSpe83r5c8n05Gvml96HHhxV1DmO6b5pTA/MeNNSntruf639rHeMJSdxtGOcga4OBjoDnYHOQOdkoHNwrMsgDXH3V/S0F8cyLMR8Q5hVgFVV1GNZ7x50i6q1H4JOd752PXTD0oPbkZzE9MCMHG+yocuB7Rg6UMaCbZW2O49dR13svULQ6SHDdXB/dOdx18kS7r6zVF0XDYTrYNydx8evKVgAACAASURBVJ2nStjy1gKOpObEFXRNO07CG5mw+6Pj2HeZYHsoyC93fBx55ghuy5fkQJehvzzaI3G9i9nvHMQNDxXrP2PKZxXL4p4jLr7/J3Fsecc8pvumrT7f2K0uvuGHI7jnTx6sff4DFeixLCavLeKnf96G2/5ruZpPHbrua6fzdhc/8bMduOX9U/VtUCrfsSzueLCET/44idvPlMyB3undZtPyjnm8+ms34+AFBSmwVVBP3ODiVV+9Bdsmyh1rAsjLKuWjHV5HRcvbFnDz+6ZwJDVXnZ6K81gWO+4qYcuji7jPmcf09pN8ESQPBjoDnYHOQOdkoHNwrMvQAr3m4ld1QU9Bugi8K5kifPqH78rWLziNqiobbEsFbNXD6igoLMPWCvh+pCdy9ahW7TcJsJc7PkT7mQL9RE48RF61DsH9kZzE1PCseF101XRfG0MHCuJRCcR0kpPYfU3Rg5xlG5mePO650a2ObAgei7rsmsBM7xTuPFXC7sNF+nyBHM7M48aii523u7VtUIemd03g3iuXsOXRRdx75ZJwXunoHV/1u4KX1PCs2TqU16P38iVs++AkdtxV8rZDAXIh0Hvy2PLoIm54ctZ7hoUI6Iph7ZURHruemsCBg4sMdHVEB/RX3KLM/Zvv06YOY+mBGew5VNTmzvtL2tzw+qI2t34gr8wDXzyuzXu/dYU2F74/ps3p756vzaPfuFabg5+5T5mt75rT5uZ5V5u77yhpc+DgojadRE6Z+//wbm2OvvRGbTovvEabJHwz0DkZ6BwcayY8oLfdK7wgVV40W1zoayvLzZKqTgXbdRfNG0SXJbCtp1GBWfe+pIItrcD7/6to2+iBdzKkBx82J5pWtY7B9aB+FrL1sD0OVW3ozivfv5c7cUKcq8sjV0yq54Eq+vIoAFGlW/D8i5rvn85xdLrz3vBySRvaKnw8h/uceW9/CJajRXrnOA6n53Hf2AKOdk3o70MPZvtZTA3NercKxLIMdHUw0BnoDHQGOicDnYNjXYYS6JQhpEKsUwCxEqlbngjhYcCsW/ZqjhqQ/R18zbDqbZSydTNtgwp3Csgbve+jPJZlEA+ed7LXRUntcAu2YYhj1XwV5Gqr6jbLDq5H14R0OZSHxdXNo0O5YKj7WPtZfoq7PhjoDHQGOgOdk4HOwbEugwR0JdLDVs1Xq5quWi+TzgRVtb1R20qpLuvmk6GcgmlZWybIruyLqMFP3T+UfSeahvIZmn7OuvODAmbViA/bVJ3ftkiWpLYTsEO/XFIbinmNn+ROrZxL7lFnoCuDgc5AZ6Az0DkZ6Bwc6zKEQLe6+NVd1OvgoUJLoxCvQxFlHirmo9wG6hBw1XwqyKqq6KLlm1a+RR0Couq2bpmi7Yvy+LDtCInqszYFtGxeSltUnEdRySbA2Bb0uvlVHZBGGRLnDHRtMNAZ6Ax0BjonA52DY11GFeiqn1mzATm1utco5NhUwSnVfhl8bLfDZDtVoJYhUgVf0yq1bn7btlVoF2E9uF2q/RXmGLLBedhj0bRNSlXdpDK+QhVzU1iHqZbrOgGMcU4d2i77LfQK0Pln1lTBQGegM9AZ6JwMdA6OdRlCoJPuQbepvskAYQuUKOBLqTTq1tt0O2y3W1U5plTBRfOYAp2C1jBtU5ZlMn+UKLY5RsMeK6o2TZHdZCgPi3TTtkNVzGVA9//bj3IR0AOvcwVdGQx0BjoDnYHOyUDn4FiXIb0HXVRhElbPdVg3qayHQYvt9Cp0N3Ldo66omgBWh3dZG/7XVdVsVTU8TBVdtTxRpd0W6br5GlERNzlu/EA3PWajQvoKAb7yvdMIuIcGuslwdwHcGejKYKAz0BnoDHROBjoHx7qMOqBbVbPCwFxWrV4N8ISZZ6XBbTKvTTuUYeuiNlX/lk1LHSavast03+kq+pRjIIppTOdVHa+Nqq6LOuZCAl02Uif4HRSEdCNwXof1YHU87L3ooqr69tMMdHUw0BnoDHQGOicDnYNjXYYS6OQLXhOEy1DRDBXJsEiKssIexf3T1NepgKWAVoZuyvrapqgdyr6x2T7dsUE5rlTtUQBuO+JDh27RuSyaJnjuh6iM69BuMj31O6sO4UGkmzy13fR+dAY6NUhAd150WJs6AJEgRfgeGjy/oM3YLa4227Ilbba+cUmZm987rc09f/KgNoc+e1KbOlgPfuY+3P3RcW22PjGnzI1uUZs7HyhpM3ltUZsjI3PaHNt+Wp2/d0yboy+5XpuRAT0KfDPQ10Uy0Dk4Vj/IP7OmxLlJRZ2CHRl+TYDqX14QW9QKuKyirwK6LahXInXwNIW6bDrRfLL9pmpHVrEXLc9kG1WdC9R2KUC3/ZxU8+rQTa2gq0AuOq8pQNdgXfVsC8r3D+nZGJrq+PLfFSjLqujUe9BVv3mugToDXRkMdAY6A52BzslA5+BYl0F6SJzwAl5VWaPCvJGw9bcpAroKPqLXV2Kdo0wdoEUgNQG6CK2itlWvq9ZT9jdl3Wyq6qb7M4rj0nb+qFJ2rgbPbVUFPYJUQdi0Ck/tAKhg2j+d8f3nJsPbGeimwUBnoDPQGeicDHQOjnUZeqB3juNoLIupoVlMDc5UkSCrpklw7sRzmO6bRieRswZS5d4u0vBjFYREYAtWHm3aXa2UwZoyH7UqTk3VvlZNHyWuqW3btNWINOnIElXIg39HnYTqeBiY6143HdVjMkzeuHJOuf9c9iR3HuJuEgx0BjoDnYHOyUDn4FiX4QF96z1KoA8dKOCGJ2ex5fEFTPdNq6tvosp5LIt7jri4+6Pj2HnMrYKHCt4yzncfL+GG1xVx4OCiGk2Sdp14DnuuLmLHXSXM9E7J29BsT2p4FnuvWKrtbDCEu9Odx+HMPDrJSTMsBrbH6c7TOi0U+JR2fFCq7pXPJ55DJ05oQwP0mjaoHQe691TTNgLlweVR4W0LdFOkU89d0XyGVWxbuFMwb3q/ujXOVQ+KUyGdn+IeJhjoDHQGOgOdk4HOwbEuow7odRe1neO4z5nHlrcUsOWRRQ+2qmGwooxlseOuEp769qW4/UzJQ5gfIyKc+P+OZdHpzmPru+bw8R/txV33ldswhFO6bxqTnziNn/jZDozd6tYjTLROgXVzEjlseayA7g8ymLyuaAYsH6w3L7h4/NlD1W2hVrx9bfQcKuLOj3j7lrw/AheVqeFZbH1DETvuLqHTnTcHcCyLmZ48xm51sfOY63U4iHCsmL8C88HzC5i8tljbBqVK72s3NTTrPWG30oYJpCvHWiKHIyNzoUd7pPum5Z+t7JgPHvfJSfFnSwF6pY3KOoSpovs7G4gVdf/Q8brvC8r0slE6lsAXzW9aNa+ZjzLEXfFgOQa6MhjoDHQGOgOdk4HOwbEuo26Ie/CidbTDuzhP9017OPdfpIsuniVVZ6c7j/2XLFbbEME4COQAavsvWcTO211MD8zQK5z+dUjkcNd9XhV+OD1Pw5IA6G0TJdz+oRwOXlAgL7tmWxI53DLn4pFnjuCuk3adDU48h7tOlvBrz7XixlJRXUWXANmJ53DPERe//lwL7vhwDlPDs/SOAl/uvXIJjz97CLPfOYhD+xfkVXBFZTvTO4V7/uRBfOLHPdh7xRKpY6AOxd153PDuWVz4/hjuPl6iAV0A6133lfDIM0dw952ENiSfTeftLqY+fw923eaafb4+WMducXHrB/LYcZdvPWSdQZLzru/SJWx9eAn3XiXoTFJ1rnVU29h7VRE3Lbq498olrw3TqnjnOPZdtoQ7T5VqRuAYDUXvmsCeq4vYfU3R2xea6roo0/3TmLjexUxP3grqo10TuPfKJey/eBFHO8eNYT7aOY7D6XkcOlDw1qftXr4IkgcDnYHOQGegczLQOTjWZUjvQa+7Dz0IASrORZU8Gcw1FWgnTrwHXQEyJznpXaAHhx8TqueVzPTkvQorBV6ibYplMT0wg72XL4mH2lMq8eVq8c5TJRw8v6CuMCsq2KnBGdxcCFS/DfbnaCyLIyNz2PLmRWx5rOABjHAxG2zD6c5jy1sLmPn8CRx8TaEW8SKgC7bL6c5jy9sX8MSzV3rbo/p8ZMhPTuKWWa/TYvtZg9ENgeN067SL33v+VbgtVxJX4mUjLsqvO/Ecbip4bbQ+vFTdFkrl3Ff1bpso4XeefzVumXHV04rO63Ibm5Zc/PTP23Bzwa3DMSWd7jy2PryEr/9BGhM3uDVAF43aET2kMj0wg8lPnMbuT57ynoWhQb3oO2znAyW8/pkbseuou9zRoHyQXOC7cGj/AiY/cRo3vHsWM71T4iq6/57zQNU83T+NG92id6vQwAwDXR0MdAY6A52BzslA5+BYl6EEuuhCmVoxUwFXWQmkoNAG5yKYyYCkQ5RqqLXpeti0E6iCG1fgA8hdHkZtuT5OPIeZnjxmevK17eiAHngt0zuFqcEZcQVe9xmU90VqcAaHDhTknQ0i3AfaSA/M4J4jbm1ng+E+SQ3NYtdtitEeumM/lsWh/Qu48/5yB4zoeNV1inVN4OD5Bdw871ZHe1CGswfa2XtVETcXXOy93LKCHsti11EXNzzkXfjKEK367nGSk7jh9UXc8FDRuxVD810kAnrXURfbPjjpVeHL20EF+lj7WUwNz2LLWwq4acnrzFIC3Y/08r8zvVO4ddrF1jcuYbpvmoGuDgY6A52BzkDnZKBzcKzLqAW6qoquwji1kk4AhRAfIsDogGODf9VybdtrRAYr0Cq4yuZXVNWFgFYty9dZYFI1F80vbYO4L+raoOwzQZs2lXNpGzKg64674HqIRpyoKun+NkTvm5ybsSy9g070fVBpQ1H11r23PIKGsB7C76+Y97yE0a4J6fSqh8JVRgM4ycnqPNSfWSv/5nrlwY5j7WfXMtAfBIA/B4B/BoBfAcBHAKAtMM2LAOBhAPgHAPh/AOCDAPCfDZZBAzoBLzoAjb3yqD633q/NdP+0NvsuXdJm122uNtvGS8rctORqs+XNi/p8a0Gfb9GnrkOh9Y1LuHneVebO+0va3HPE1ebgawrarPx/RJW6Tp2xl92kTUoHk/L4L2dTAZ0Rv+aTgc7BsfpRD/TAw+KkF9GyobG2CDAFsAzRwX+rsK2qoAffV3UihMG2zfxUOGoqtEJsi17TwFyIelmbujYooDfZBpv9FlXqlqc7hmXHrOoYlZ1TuvOuQ/Jv0TkeYao6AoW32nTWT0MFPmU9dE9tr5ve9DfQfe+t4YfEfRIAjgDALgDoBICPA8DzAPAS3zSPAMBfAUAKAPYAwNcA4CsGy2CgM9AZ6Ax0TgY6B8e6DOEQd9IFtOiCPSzMbbBCQaoMKjK4iNZBBXRV+9T1M8G1CrwyuOrm0bVHqbgH3zOFbFig61DcSKDbdtZQOoJ0r1MRrkI5ZdqIQC6DsWgaU2ibLF/0UExl+uFOrZwrfmptDQM9GK8EbzuGyn+/DAD+FQAu902zvTzNXmKbDHQGOgOdgc7JQOfgWJehBbpR6gBOBbGsQqjCUBBf1GVS3jOBFrXzQbaeOpDJtleH7eA0lGqzbKg75TXZe7ptkqFbVsmPCthRpA3SdeeAzfFrA3VRhVr3dwRAjgLguqHyqiq4EdCDWGegV2ILeNvRXv47Vf77/wpM9zwA3CNp47fB2w+VfDUw0BnoDHQGOicDnYNjHYb0HnSjC2jRRbyuukwBevBv3bymwKEChoIvU5irtm0lMBkEb3DZtsPJTardsvXSrW/UMG/GqnvUCDcBuug92fkeAdBVD4ujYJz6PaV7KF1DcX7uAv03AOCPAeBPfa9dAwD/r2DarwNAQdLOJHj7oiYZ6Ax0BjoDnZOBzsGx3kL7FHfSxS8F6FQA69BNgS8FQjbrpcM2ZR10nRM2bUeJUpMh6ibVbtW8zVYJN0nK5647JqjLse1gokCcivOQQNdVuXVAt6miUyvroYEeALjyvXMH6I8AwHMA8Ae+12yAzhV0BjoDnYHO2QTJQOfgWP2IHugyBKhwIEKICijUaVXTUWBORRAFZpQOhuB+Wi10mlTAVUinLkfUDmU4exSwX639rOuoMT0HqOC2AX0DUK4Dsx/dRt9FUeFc9X0o+I1z/8+pqVB+jgH9jQDwCwDYGHjdZoh7MPgedAY6A52BzslA5+BYl1EPdMrvoQcrVhQE6IBugnMTyFAhJIM5pU0Ruk3gR2lvpVI2RF01fSOWZ3K/vM0yV3q/Uj/z4Hu6eaJM0bkcMc5194urQB1FBV03pN6ogm4y3P3cAvoLwMP5XwPAVsH7lYfEXeZ7rQ34IXEMdAY6A52B3vTJQOc4l2MIAD4GAH8D3kF+ceD9FwDAFAD8LQD8bwD4LNRf6LwCAJ4EgP8bAP4JAN4GAL8bmGY3AHwZAH4NXiXjAcP1JFXQSRfEOoSbVu8oIBZBuhGQiaJNFdRk27FaaQJiGzzrHiyn6yBYK2DXtUvp7In6WJR1qMlwrkqDaXXPtbAdom47v3FFXYRzCtDPzSHubwLv/0n7AOA8X77YN80j4FXMR8D7mbWvlpMaDHQGOgOdgc7JQOfgiDQOAMAMAFwCYqCfAu8C5yLwkP0UAPwcAF7km+YTAPBtAOgBgAEA+AkA/JHv/ZcCwH8HgHeD93u0hwDgXwDgVoP1tAY6+eJdB/ewaKaiJwxugvPJcE1Zhg5rotcpyDOZJypoUp4cL3otzBPdZe+tVFXcZN9S14l6bETZYUQ5X3Ugp0JeUw036ghUVMHDQD10BV30UDgV1LefXstAr3uYWzmP+KZ5EQA8DAD/CAD/CwA+BB7iqUEDOiU1ABp96Y3a3P/7d2hTd0vD2M4HMTU4o83+Sxa1uedGV5kdd5e0ueO0Ptsm9Ln9rD53PqDPzttdZXYfLmpz6EBBm053Xpv7N53U5tgrblGmrmNo9CXXkzqYGOicDHQOjsZEEOgvAK9yfp/vtZeBVwU/VP57R3m+hG+a/QDw7wDwqvLfx8C7+Hmhb5oFAPgLg3XzgL71nvp7Kv0XwEGU2iDdDxYdXHWglc0bxIuuvbBAl7VPac9kexuZpg90E71m8sR21U+mmaBb95Nvtttqsg/CJrXjxuR4NT22dYCXvafDvAWMKa/rkC963QT8RkCXVcgpP7W2toG+EsFAZ6Az0BnonAx0Do6GRRDom8qvdQWm+yIAPFT+900A8D8C7/8mAPwf8KryAABPAMBHAtOMlNt+OXHdaoEuuAd9tGMcU4MzuPt4CfsuW/KgokN58OI+lsXhzDx2Hy6ik5wUA0IHl1gW033TmO6b9tbBBh1dE+gkJ6vrYAOZronlIW51bci2QQQw3c+cqUBnClMNPJ14zuyhbqL7w1Vg1wGdOrTdZN2oP8umGwEQZaeJqkPJBvW2HUxRpO2oGosKtmllnfq6Fc5Vw9qDSFehfW0PcV+JYKAz0BnoDHROBjoHR8MiCPS+8mu/H5ju/QDwvvK/zwDAjwRt/Qq8yjkAwKcB4NHA+zvLbe+QrIvwp2xqgB68OO4cx913lPDYNw5j68NL6CRytAt0P2gTOWx9eAkf/G+XYPfhohywMtDGspjun8bWd85j67vmcGj/ghVa0v3T2PLIIm54qIiZ3in5vIrXnXgO2+/1LijqOhtk6yTAX//Fi7j3qmJ9Z4EKbAGcZ3qnvAuO5KQ10p1EDtP9097nalop9wHfSU5WoW9xD7sTz6GTyNV2FphA278uNushaEf4WVAxrVq2DOqUdkzxrTpHZBVy3Tlhi3PN/FSkm95+UzNdJ215snvOa+aj/Aa6AukMdGUw0BnoDHQGOicDnYOjYdFMQJ8Ewb2DqnvQRzvHcTg9jzseLFVxbXJBXkZtx90lbHl0Efc583RU+5CSGpzBXU9N4O6PjuPAhYvy6rOircHzC3j82UN49dduxuGMZj0kGEoNz+JVX70Fjz97CPeNLcjBJcN514R3Ifb5e/DEs1di8tpi/dB/Agid7jxuWnIx+52DGH+tW1vRN4Do7jtKOPTZk9h1lNCGAJxOPId9ly5hy5sXsf2ekroaL+sAiGUx05PH9ntL1W2hDIEXoDpxg4uJ691qp4UJ0Mtt7HPmsefqQOeJCcrLx2vlYUNCoOuOlXIHzHB63us8UcFecQ458RxmevLV6fxIFYG9I/B3uQ2nO9CGIc6dhNeJU5lfdh+5rAJeWY/K948QzLpqe6XjRbAOFKAvr0OnBumybD9bXX8Gui4Y6Ax0BjoDnZOBzsHRsGimIe7iCroK6B1lZFcqrB2aBzIFL/Qr8ElOYrp/uh5MRKQ78Rz2X7KIfZcuyYeoq9osb8PuO0vYecytRw+xw8BJTuK2XAm3zLi1aFGgPoiyTO8UtrxjHnd8OIcDBxfVQJcg3enO48ZSER/5iyGM3epaV4q3zLj40786D7dNlqqfsUFbTjyH28+W8PlfnIc7PlyGnCGKR2NZ7L9kER/5iyEc/ty91dsYVCloayQ1h1d99Ra88Et3YP/Fi+b7pDxSo+UtBTz2jcPYe/kSbb5AZ5KTyOGGh4qY+vw99Z1JsvkFx+qWWRd3f3Qc9165VH9bh+I4X/53LIvtJ0rY8uZFHEnN1b4nG3IeBHssiztPeU+FHk7P12OegPNMTx53PFjCtmz5GJNgXIXs9MAMbsvXdxJShsNXvsMS17u462R55AsV6L4cTs/jjtMl7L1iyZvfEOeZnjx2HXWx51DR2yYGuioY6Ax0BjoDnZOBzsHRsJA9JO6k77WXgvghcXt804yC+CFxv+WbZg5sHhIXBHql2qMYhqocRhoEOqV6qAF6DehkwJGhRzY/tXIebEeERA3Kg+9nevJViOq2RYT0Mib7L1k0r/T6tiE1PIu77yhhanDGGvlDBwq4ueBi7BZBFZ748LbU0Cy2vH0BNxcC1W+D+9vT/dPY+sQctrx9wcOkarmSYyvTO4Wtb1zCi758TI580by+dJKT2PL2BTzx7JXV5zYY7lcnOYkb/2gWH//RXuy6za0Huur49CG/9Yk5fOLHPZi8LnBriQjkgnS689j+1ASOf+cijN/kWlXQBy8o4NBnT+JlXznqdRRIvjOkyO4cxz03uviGH45g6xvrn4NBqcJX9ucd37za+1w7zYA+2jGOHXeV8MSzV+LGooujXRPGQN97VRG7P3kKWx5ZRCeew3TbvXwRJA8GOgOdgc5A52Sgc3BEGr8LXoW8C7yD/J7yv1vK758Cr0J+EAA6wKuEi35m7VkA6AaAfgD4MdT+zNrLwPuZtSfA+5m1q8D7ORvzn1kLPsU9cM8lJaVAN8CAFM4ivKoq1jroUzoGKOumWg9dR4QM5TKgU9N0Xv9D4nQPU5MMURfePy6aR/PwOCc5WR3ZYAJ833pkesoXWXHJsHBKO915TA3N0h+eF9z35c6Tof0L8iHuomMgsB7D6Xnce+VS/T4xOGaHDhRwz42CESMG52TfpUuYuMGlP39CUL3uubpYvZ1DAWthNbxzHDO9U9h+ouSNSOgUz69EetcEJq8rYvuJ+io+FegjI3PVdaBW0H33n1cq6Huv4go6IRjoDHQGOgOdk4HOwRFpDIP4d2LfUX7/BQAwBR6wfw0AnwWAbYE2XgEeyP8ZAP4nALwdPPj7YzcAfLncxi/Bg79JVIEe/DmgwMWpCdbrEEDFgAi7QcBQME5p17SNKOEvA1sYmNsC3Y9g0X3fsn8bwJv8OqWTwGY7TPaD7t9RpOqYos5repyZzCdL1flu+50QALZyyLqvDdH965RKfHB+4T3nCqTXzE+Buf8Bcf5t5HvQdfFSAMDh37hUiQ4S0DUAGn3xtdoce9lN2tz/qju1Obb9tDYzvVPa3De2oMy+y5a0mby2qM3EDa4+r9dnz6GiNgcOLipzZGROm9pbo2JZGr7/063aZHwz0M/VZKBzcKx+aCvoysqW6kLcf0FuCgpTMIcBSFR4oWKcgjXVfrBBYDMkZV2owI4azJSMYpnU4031GYY5fjsC/xXhWwRpCsAtU9QRKLs/XTaPbDrZciJLm59b499BpwYDnYHOQGegczLQOTjWZYiBvho4N4W7DKSrnRRYB7fJZFvCgDgs2MPMT13/MBXwsPBuxD6jQlt1DInasYG6bjSLCu4SAKtArKtoyyBOQbasit4QoIu+EylD24P/ZaCbBAOdgc5AZ6BzMtA5ONZl1APd8L5MUjYCviaojWodolxfCoRl7di2GRbYKkBTUB0FdoPLjBLzK9mBQYU1Bd6UaSgpOl9DVMVViBd9j+i+X1Sgl83bkCo5Beiq4e78O+iUYKAz0BnoDHROBjoHx7qM+nvQNSA3xrktjmXo6AhMIwJ68DXdOkTZkUAFumo7o0Ykte3VGDpOhXgYoIftnGhEUo4L0ecXFuC6c0B3HhsgnVrFlr1nA3TdMuteo3RKmmCcgR5VMNAZ6Ax0BjonA52DY12G+h50wdPcyUPdo66gyxAsQ2hYsJjgW9QpEHzN9H1b9K0VoK4GhE33wWruM9kxExboqs4zi2p5mMo6pQKuq8zL5qF2NJJHDpkgXPT69tM8xN0sGOgMdAY6A52Tgc7BsS6DDPTgxS2pYt4R+G8YGIvQZYLxKIFORbsKWSKMqabRgVHWbnAbbWDbTBmmE0L2mcg+C1EbtsP7qesqWn5Ux6jq+A+eq5ZVcl31XAVvCrhtq+1afOuq6tRKueR+8zqgcwVdFwx0BjoDnYHOyUDn4FiXYfyQOPIQd1FVrlHQkOF9JWCjQh9lnXXT6MCogeDyZxUVhJs1KejVzSf77FZqfWXLkx0XYY5X2TQRVddVwDaZl/JdZNIhQK6Uq3CuAzvh97DHtp/G9JYTfBEkDwY6A52BzkDnZKBzcKzLMHpInPGw1s7Av03RYIJzU7B0BNpoJOhF+LLdniigHQU6V/pp67ptOxc6FFSdM2GOU9H5qDr/VO+bfgcoKtqqKrxpFdykik9OEcZNqukKnPMQd20w0BnoDHQGOicDnYNjXYYH9LZ7lUC3vSiPFOIivKrgY4r01UgRvmTgzaV2TQAAIABJREFUjBKgpm2tNsTP5bQ55k2OK9Fxr3pN1cFmUDGXVdEpf+uGuZumaH5ye7rh7qr7zlW/hc4VdF1EB3RdvuiwNnUYG33J9STEj513uzb3b75Pm7r/92Z68tpMDc1qcyQ1p08CnNMDM9p0EjllUjo39v/h3doce8Ut2qR83trjJip8n4tAZ8Q3dTLQOThWP7QV9NGOcRyNZdHpzntQ65RfkAuBXkl/xdUWs8H5KdgJvu6f1hbpVFzp5letsy32opjGdv4oquorUZkPu5+j3L+UY0u03qYwV6VtB1yIVCGcgmkqsFXTadsIfieK7jcP/puHuEcVDHQGOgOdgc7JQOfgWJdRX0EPIH20awJ3Hy9hy1sKuPfKJQ8BJhX0Ms73HHFxz40uOomcOSS6JtBJ5LD/4kVMDc7UQl0FniCaYllM902jk5y0x0zXBDrxXLWzwgbzQYjaYjHqNip/NwrWYd8PA2HTbTEFts10QVjrti8sxHVIXyGsq4a7UyrglEq9bWVdCXTd8HZZtZx/Zs0mGOgMdAY6A52Tgc7BsS5DD/RYFjeWinjq25di+4mShwPCBbgfE6nBGUx+4jTu/dQDmBqeNQNGGSf9lyzi0GdP4qZFFzO9UzS0BN4fvKCALW8t4I7TJQ/ZFjjP9OSx4+4S9l6xpEe6BGpOPIcDFy56+6LSBhV+PuBneqcw3TetBqUKj7Gsd/GTnAwFcyfuXUCRAC6DfLmdmvc0+9F4GdR2TOentNEhmE7VkeNvxxTkHYp2TeYNji5Rne+UjjoJslXVbRvwU6r0dVV0GcR1eDepmgemZ6Arg4HOQGegM9A5GegcHOsyxEPc/b9/3jmOQwcK2HXUxfTATM2FuvICOoDazQUXNxVcb6g8BQwB7PRdtoTnf+lO3PC6oodSU3jEsth5u4vv/0kcN79vylsPEUI065S8tohP/jiJG/9o1oMtZRsC29N36RIef/YQbnj3rLdPKdXRAABHRuaw5W0L2PbByWqnhwqPgn3qJHLYNlHClnfM43B63grpTjyHiRtc3FgqYv8li+o2RNX6cqb7p7Hj7hLuG1vQ38ogW5fkJHZfU8Th9LyHfcNtGe3yRmrsG1uoPnBI1Rmg2M7UUPmzlQGbAPTKA6HII0YEy6hc3Bojv3JudE2g05332lAgXZnl46TSUWEC9OVpO8ernWqS+XSdBMsdQKJlyh4EF7zVJ56rRb1q2HsA56Od495+7BhnoOuDgc5AZ6Az0DkZ6Bwc6zJqgS4bBqqpoAlhHoBHDRRMsOCD4HBmvrZibNhGpiePsZtdHLhwseZ+epN2UoMzuLngYucxt4oOakdDOYf2L2D7UxO4segbDWDSYVFuY/dHx/GiLx/Dfc68HIsKXDrdedzy/il84sc92H24aA70MvJb3r6A//jXr8bNC4F9Qpi/gp72e0v40786D1sfXqqvpBPXZc+NLn7wp13Y8tZC7SgLgzZ6ri7iRV8+hts/lNO3IdnG1PAsdv3xGdzy/il5Z5LstcpxNjSLWz+Qx83vm/Ju66AgP5CZnjy2vHkRW9+0hJkeX8eY7Jjv8P23/O+RkTlsecc8bpsseR1SxIq2v43BCwq4sVTEzttdHO2aML63fLRzHJPXFbH14SUcPL+ghL0M+Om+ady05OL2MyUcjWX1Q9oDYB/tmsD2e0q4sVTEoQPeOigfFhfEecc4xl/rYssji9hzqIhju87wPejqYKAz0BnoDHROBjoHx7oMGtA1w0hJYDeBMBG6RvPJ/jZdr66JWkDarHt5eHrdvfCU7fN1WIyk5nBo/4Iasyoox7I4dKCAievd2s4Tg3TiOey9fAnbsiUPLjZD5WNZHLhwEVseK2D8tW51/1LaqmxfLIsDBxdxx4dzuP1MyWp7nHgO+y9ZxF1PTWDLWwrV0R7U/VnOkZE53PupB3DHh3P1HUrB/0o+331jC3jFV2/Fi758DIcz8/RjzZcjI3M49vRdOPTZkx7yVce85Nztv2QR7/jm1dj6Lu8iW3bOS6vYnePYcVcJp797PrY8uijHseK+cCeewy0zLi59fxS7bnNxtJP+ELnKOgztX8ADXzxeHfkiq6JLquqjsSxueKiIvZ96ALsPF733ZcPYJdXznQ+UMPmJ09h11MWx9rNcQVcHA52BzkBnoHMy0Dk41mXUD3GX3ItOGkZqWl03wbkI1zJ0617XJXVdbdomAE9abaVilfqe7H5tk2WW27GqegfboNzHrmujOy8e3i7al8G/y9uR7puu/mqByfJ9nQWp4dn6BxpSjh3fugwdKNR2wFgcY4PnF6odJ36Iy4774Pkay2LfpUs4kprz2lRUzWXfD5neKdxzxPVuXwhMqwL68n87xzE1NIuJG1whrlUV9eX16JrAvsuWvP3Zqa6+C4HeMY6p4VkcvMDbl2O7zuDY1vtxrO2Uunpeeb39LDrJyeXPc2zXGQa6OhjoDHQGOgOdk4HOwbEuwwjooXBuA3QVWikYtwU0ZV11lVDKNukAHhb01Pl1EKW2YQNaStsmHQZhHu5m+oA53XqKHnhn23kT5nj2zyc7HynnrOLcFuG6rh0FpFXD05fnL3cQqL6XhBV0SWeCCdDrOgJ2ncGxbQ+oYS56QFxlXr4HXRcMdAY6A52BzslA5+BYlyEHOrF6Toa7qmJnCm8ZVmwBs5IpW29blOpAboL8sBlmOSoYh91HK7F9lI4Wk+MjzPEtOu9k52SIDjdRFZzy/UAGsgLgdQ9wE+DcKGXffaLXw/z+efk30Me2n2agq4MEdEpqofTCa/RJQfyLr9XnS2/U5th/ulWb+191pzo33KPNsa3367PtlD63PaDN/ZtO6lMH6987pk9CJwnlcyIdE4xvxvc5mgx0Do7VDzHQDS+YrSrm1Kq6Cuii95od6TpIi7YhDCBt2mkmuIu2pdm3w2ZIuslxQz2vVEBXwZ2IczKmCVVuXSU9NOhtkK76zXObn1kLAp0fEqcKBjoDnYHOQOdkoHNwrMuoAt13ryT1IlhbPY8CJRRo6jDfrKlaX9XrK4nk1UbxauM7+HmY7Ncw+JadQzbnle2oFyLOZfiWTRsFwk2+o6yR3gicM9CpwUBnoDPQGeicDHQOjnUZ4t9BN6xSKS/6w+JCNS8V7mGXvdI4N5nPFJkrBXTqujV7qrZf1XkiOkZNPm/TTi7VORdxqjrqQlexCd85DYV9VED3v779tBDpDHRlMNAZ6Ax0BjonA52DY12GHOi+ByOFArp/uG2UVcGw6G0GsKvWVbQtMhxSsEiFtGoZYYDeDGmzLVScqz6HRh5Dqk4x0/cMkW5bcTfFuKgi3rBKvArhNjhnoNsGA52BzkBnoHMy0Dk41mXIh7hrqumhLvBlyFhJoDcT2kVVVgosTdo2xacpdIP7P0o423YSULdNtW9V2xjFMRdVUqrnotcFr+nOb1X1PEqgm2LeeFmi77hGDm1noJsEA52BzkBnoHMy0Dk41mWo70GP6vfQdQhW4b0RCFYhJyySol7n4HpT4UndHyaIFS1D1WkQBaZF+yHqZZm2K3u/UceuyfEnGrGiej04r0VVXPQ3FfRRod0a6GFS9DNqDPSogoHOQGegM9A5GegcHOsyrB4SF7pi3gjMRgWc1ZhXlUFAUlEqQyelMi17TbXMsO+bdDzo2qPuI9MODdFn0Sw4rxyDuvOQAG8bpKvmE1WtbSvrsras2zOBuOp16sPh+CFx1GCgM9AZ6Ax0TgY6B8e6DBLQqRf3RkC3ga4IX1EDJwyMbJer2g7qNtriVDSdbF7T1xuVuu0O7jtbpFNek3VCiNZhJY5T2aiVBqVoiLnsb1E1PBKoE0f9kKan3oMecng7A10bDHQGOgOdgc7JQOfgWJehBHrlQt9J5DDTk/eQQay01cC+c9z7behY1h66XRP1vy+tg5kMsWGxRJ2f0tmga0uGUhM4UmFKxXxwvUzwTwW/ap1k78k+Z9NtN933tp+ZbepGpojeswS3DdBFFXWT4eqUoevGsNfdb06tqIeB+bkD9CEA+BgA/A14639x4P13lF/35ycNlxEZ0EMDfqUR/5Lr9alD/stfq89X3KJPQmcBKQnro+28IOwXymcQBb4jA/hqQ5mBzslA5+BoytBW0J14DtuyJWx52wIOnl9YvtgnX8h3jqPTncfdx0vYfU1Rj3QJeJzuPA4cXESnOy+Hl66NRA6d7jw68Zw9zGNZb/4w4BJ1NpjOH2yDUtmlIFwGcR12K+tiin6bTgPT7QmzTNW+1H0+wTajBroK4pZAN4E5BeOq1ykwN0G/FOSyqropzqOE+vbTmN56z1q9CDoAADMAcAnIgf4JADjPly83XAYDnYHOQD9XswkQyslA5+Bo5tD+DrqTyGHrG5dw+HP3Ys+hojnQuyaw/5JFPPqNa3HjH816wFbBQ/R6LIu7TpbwxLNX4q6TJXQSAWCL8BMAkhPPYeftLm78o1mM3eyqOwoU6zF4QQG3TZZw6EBBXyWVoCzTk8fkdUVM90/TECjAo5PI4XB6HtN903L8+dvrGK9fTiyLTnISneRkKGA78Zz3mfjbUKFVAnwnnqvvuAjuH1V7wTZMtkXV8aHrJBBtq6oDRlUBVxzD2nZE7QY/f1OMS4AvG67uf0/UhknV26SDgIp+a6DLKu/Eanndg+TWdgXdHzKgfyRkuwx0BjoD/VzNJkAoJwOdg6OZox7ogQvS0c5xTA3O4OD5BQ8/phf3XROY6cnjjtOlehiLECCBcewWF+MfP4OxW111BVvyuhPP4eaCiw//cB9uy5fMK/llFG/Ll/BzP9+GbeMlNUhlGcvizlMlfP9P4rgtp+lskFWMY1ncc8TFC790B7Y8uui1YboeneOY7p/GlrcUcMNDxerIBFXlV9RRkJzEtvESbnhdEVODM1bAH41lse+yJdx5qlTtcPADWYVXX6b7p7H7mqJ3O4bosyF0HjjJSRw6UKje0iEDs68DKjidE8/h0P6F2tEeIlirkB7LYmpoVt5G8PyRnHvpvunqeaubR9LBlumd8vYnpXItwLUTz3ltdE0YId2/rk4iVz1XFG1Iq/uV7eiaMK+Y+74HneRkdRk6oPtx3n4WU4MzODIy58177gP9nwDgVwDwIwB4BAD+o6ad3wZvP1Ty1cBAZ6Az0M/NbAKEcjLQOTiaOfRAl1SvyK/7UFlXVaRAxYfjdP90baVWhS4JeLqvCVSuTTKWxaEDBWybKOHQ/gXrNroPF3Hze6cxfpNbhY8KoYI2Eje4mPn8CWx90xIN6ILK6r6xBTzyzBHs//T91X0iQ6kkU8OzePXXbsZP/7wNk9cWzduIZdFJ5LDlHfP49edasOuoK+/4UFS9Kx0wH/7pbmy/p1TbiaOqgAfWpW3cG6nRNlGqvxUieOxKPq/YLS4ef/YQbstZdASV29lzo4vnf+lO3FRwa9dDBGzJ+dR7xRImP3Ead5wuLeOYkv7OudjNLu7+6DjuOeLWLINc+Y5lcdtkCds+OIm9ly9pq+CitlJDs9j6X5a8Y707bw70znFMXO/i9g/lMP5at3YaItD3OfO48T0zXqdacpIGdN9T3jO9U9jy6CK2vnMeU0OzOLbzwXMZ6IcA4CAAdJTf+wEAfB0A/oOinUmov2+dgc5AZ6Cfi9kECOVkoHNwNHOIgU648JZdECuHydpmcOixqkIrmzfYBgXCorbKoLRqw4fJ1OCMuB3i/nCSkzhwcBFTw7NCsCor0L71iN3ierAWDQsnVMOdRA53PlDCLXNubfVbV7n2txHP4a6TJdzw5CwOvqagh7RoHWNZ3H6mhEeeOYKxW3yjLGQpOTa2TZZw+rvnexAzeVaBr43dd5Tw9T9I45ZZza0Uirba7ynhB3/ahS1vX6iuR/Cc0lS+Y7e6+PiP9uLGUtEI6P5ltI2X8MkfJ3HnA2LkU6rnLW9fwIXvj2HsFpc0f7CtwQsKuOdPHsS9n3oAU4MzRsPkK0DvuLuEx589hLtOlnC0UwJ0Gdjbz+LQgQLu/EgWt8y6dkDvyWPrG4rY8uZFTPdNn+tAD8am8nRpxTRcQWegM9DXSzYBQjkZ6BwczRy1D4kj/hZ6sGKuxHlYpMtwJ0M4ZX5VEqr51tsiQqHJ9Kp2ZCAOvi4AZV3Hhwz7MqTHc3IQq/ZfsA3RvfAyTAtecxI5HBmZE1fPRdsjWN9Mj/cwQuEQd+Ln6yQnse/SpeqwbovjxOnOY/LaIo6k5qptEFG9PCw8OYmJ611MDc3S5w+0le6fxj03ut7+UFTbVd8T+8YWMHltEZ14jjYcPfidEsti36VL2H/JYi2uqUDv8PZnzyHvVo66aXRA33UGRzvHcTgzX50/iHMd1tvPYqYnj5mevDftuT3EXRR/BwBHDdrle9AZ6Az0czWbAKGcDHQODlE8B4LhfADwcPn9pwXvvTnQRgsAfBwA/gW8e/2WAOA3DdfDA/qWE7UXmga/Iyy7aI8U6lTkqCCpaiuKKn8UqYK4Cu6q/aN7z6QDRLV8aqVat80mHRgm60DZNpNjxuazFKVJh5AO5apzzRTnhPZtvxtMce1fB9P5ZfA3BXrN+/wza/6gAP0PAODfwRv2Tg0GOgOdgX6uZhMglJOBzsEhildC7U/QZMA7GYbL7z8NAI8FpvGfKP8BAL4LAJ8BgC7wfvbm7wBgznA9aoGuenKxLdB1sAiD2UbOIwJOmPVtRFIRKNsPuup7cBoTfFOBLlqGzT6QrZvNMaHaB1F+frbnQYegjQakCrfB93XfC7aw1uLaNKkYt/l5tcoD4VR/+3INA/13wfv/Thd4639P+d8t5feWAGAvAGwAb1j7NwHgx+ANY6cGA52BzkA/V7MJEMrJQOfgoMTrAeCnAPCC8t9Pl1+TxQEA+DcA+M++124DgP8JAC80WG5DgG5cmVMBJCoIUcHW6HWJIqOq7oatVKvWSTWNaP2pyLdZN9X+o7wfdn/7j6Ugrk3mo3R6haiI6zrbbHEdFtU1bRiM7lEC3TYtKuWyTG++e61eBA2DeATYOwDgxQDwKfBGdf0reKPFHoPa/1dRwgP6Cy5WX+g3GO9GiF9B6K9YRwAlKcsi5ErBmvHN+OZkoHNwUOKFAPD3AHDG99rT4FXE/x4AvgcA8wDwO773pwDg24F2NoJ3QsUMlq0GuuhiWPC6tHpuioZmRvFaSApmbdu1HTauW75qWLlqfVXD0nXzmeyHKIa7+5MykkR2/IuAHWxTtgxBRdy2or5q1e8ogB5Eugrtou/EMED3v9Z2ai0DfSWCgc5AZ6CvxWwCYHIy0Dk4oogrAeD/AMCrfK/dCgBj4P1MzWEA+CUAfMj3/mPgVSn88TvgnVAHFMsSPik3TAXdurIugoUONqsNYFOEmc4TdrmUCnJYpIv+pgwTV70Wdjuo7aqWJ3s/ymHt/rZEnVK680EFesPquO4cDeJahnxbmEeKdlOcyzojbSrmwWHsFKC3nWKg64OBzkBnoK/FbAJgcjLQOTiiiE8BwMc006TAO1k2l/+2BfokCIYmRg10crVcV0UMThsVlHRpg2vqPGHgHnbotg04KUPQqcim3tstW6ZqemplXNeZYFLFj+ozpsyjGm1CGZGiAboK4ZRqevA128p5aLjrvrdsh7SHqaCfe/egr0Qw0BnoDPS1mE0ATE4GOgdH2GgF717yizTTvQS8k2Ws/LftEHd1BT2I9ChRblpBV4Gl0VgXAUcHJ2q7JqMGolimCKZhqujBv3VAl00vGqKua8NmhIAJ3G1BTv18TI91VYeWTScYoapOOZdNvg8iqXibTBv87gp7z3mw4h5mWDsD3SQY6Ax0BvpazCYAJicDnYMjbEwCwN+C/ufR+sE7WXaX/648JO73fNPcCt5D4oyflEu6Bz3wt6hiZgV1U8ysRgY7FajAMgVc1PPYZphqNKWNqCCsaptyP7ppu6rXKJ+NrONHdmzJOrMalKLzV1Vp9/8d/E5QAt0U3WGmo95fLuqglL1u+VA4//3nDHRtMNAZ6Az0tZhNAExOBjoHR5j4DQB4HgAWAq9vBoAJANgD3s/UHASAnwHAF33TVH5m7VMA0AleZf1XEPXPrBlU0kMDXQSRqJG62vObYC7K+SigNYEpFbOm7YbBNPUBdo3YR2GOA9ln2gQ4F4FbCe9mTdPKuOo1CtBVWC/ffz7WdoqBrg4GOgOdgb4WswmAyclA5+AIE6PgnQDbAq//IXgY/wcA+DUA/AQAFqH+RGkFgD8BgH8B74nvRdBX4oNBqqD70aACuhLeQXgE36PMHxWQw4DKBlom0zdLmj4AzrRdUXtRPcDOdpqVPI4on7/q2AmBb9HfKojL/h1FUtuyWqask1H1lHb/6zq021bQ+SnulGCgM9AZ6GsxmwCYnAx0Do61Hh7QN98tfUjcaOc4DqfncZ8z7wGHgPSav8s4cpKTOBrL2uO8a8Kb3waAKgRGBWUToK9kriRKZQ9aW8l1MXl6u+wYWYl9Jeu48v+b0sklek2DbNn5KkJ6Q+DcAMCTgR7Fk9ttq+dBoG+6iy+C5NFUQF9RxEcF/bWWzQJrBjgDfZ0nA52DY/VDXUFvP4vpgRlsfdcc7vhwzkO6wQVzBRADBxex5ZFF3HPEFQNDBhEfnAYvKGDXURed7rw50Mq4T/dNY2pothb6KkAHOwi6JtCJ59CJ5+iQ65C0FcuGx2BYUEYF0ijaiWKo/UqsR1RJ7aBSnSshUgdy2d8q0Ks67eret7h1xgjmlAp6VECngDw4LVfQdcFAZ6Az0NdiNgEwORnoHBxrPWor6IKnuDvdedy06GLrG5cwNThDrqotZ9cExm518dg3DmNbtrRchddWCX3pJHLY+qYlnP7u+Zi43q2vpOuq1F0TmOnJY8tjBWx/agL7LluiISyAaic5ibuPl3Bj0cXU8KwZ5Hz7Y+DCRey6rdzZYHmPd7pvGvsvXvRGJtgiMZbFTO+UWYeD4B5vJ5FDJyFpgwreWFY+QoKK80obYYAdRRu6Ifui4zX4WnB+Irqp1XVqxTzYtmn1O9ixYNqOaFuMKuflrNk+k6e3V74TK+tdeZ0Ccv/f/k4DBjolGOgMdAb6WswmACYnA52DY61HbQU9iPR2b4h7un/aw3nXhNlFdfnCOt0/jbvvLOHQ/gU1NiTgceI53HVfCVvfOY+D5xdoQ9396OmawEzvFG55/xRe9OVj2H24KB/urliP1OAMtj4xh+4PMtU2dPAKvOckctjy6CJmv3MQu68RtEHAnxPP4dapEl72laO4+3ipCkrDnx8bvKCALY8VMHaLK0epps1M7xRuP1vC3XeUPOhbonjvlUuYvLYYqo19Yws4cOEi/fgQbE9qcAb3jS3Yt9E5jk5yElPDs7XbojveO+rbSPdNV9eDUEGvA20sWx1xYllVd+I5rxNIUSWXVbqXj/nufE0bxtCPZTHdP728P8lA961HpncK0wMzVWRTHxxX/rfTncf+i71jS4h0Fdp3PoiZnjwmryviyMicNy0DXRcMdAY6A30tZhMAk5OBzsGx1qMK9MpFpmBIKPWiWglvPyB1WBChNJHDTE/errpZrq7uc+Zx4OCivNqrwnUZK8nrirjjdAkzvVN2eIvncPvZEm56zwwOHShYt7F5wcXjzx7C9ntL1vuk464SfuEvt+CGh4q0fSKo8iavK+IHf9qFB7543AOQJYqdL9yNx75x2MOxRfU63TeN7U9N4NVfu9nrCPLfD09sz+nO48b3zODhP7sJe69You8Hf8ayuHnBxQNfPO61QT3mO2rb2DLrYvtTE15HkH+ZlHbKx+r2MyVs++AkDl5QkFfZFch34jnctORiy+MLmO6fln4HqF5PDc9i67vmsPXhJa+zwBTnneO4+84Sdn7sLHbcXVreB1Sgj3Z4nR0tjyxi6zvnMd0/XTsN4antox3juON0CYc+e9LrVPNX0inD3dvPYtdtLvZ/+n7cfqbkLZ/vQdcFA52BzkBfi9kEwORkoHNwrPWoDnEPAp14j6gM6EII+IAjGwIrnUcGLZOh2VE8LVw3BDq4PYI2lquSojY0VXw/Jvc582JYE+avDPvvOuricGZej/zKZxZoI903jdvPlrDzdkUVXrc/kpO4ddrFTYuu1wlj8dk4yUlsfUMRN7x71nvOgA7ognVxkpPY8pYCDn7mPhw4uKjfFlEbZdRe8dVba4GuaiPQnhP3bum4+ms3Y+xmwXMbgssXAT05iRteV8Rj3ziMe68qKiEuRX53Hjc8OYuDn7kPR1JzdfNSvg+GDhSw/9P34+b3TnudWgbIr2zfrvtK6Hzhbtx10gN6DcRlQPf97SQnccPri9jy5kXM9E7VA133lPb2s7jniIsbS0XcN7bgzU95WJyv7X1jC7jzgRL2X7zoLYeBrgsGOgOdgb4WswmAyclA5+BY61EPdMnD4pQXxCbVdAMgSKFJAehKpG49w7RJmVaHT107siesC+arfP7CNigVfAXQpQ/fk00v2RYnkaPf1y/rLOjOeyMB/JVvw+1xuvM4nJ6XD5NXQbs8TbpvujrUnnKeCNpL9097t4SUb02hnJPBjrPU0KzXgdNZPx21Aj6cmfc6TRRtiF5f7ihI5Kr7U7d8yQggJzlZW8GX/dSaCN2Ve9grt/hQfwu98rfvPvbleRnoumCgM9AZ6GsxmwCYnAx0Do61HuoKumUlPVgRs8GFEsJhUWxa5RVBTbcOHYRpTbdhFTsm/OBqWK7EE9Rt96HuuAy+LxvaHnxN1p5oXtvzSNMhRjlnVZVuamedrtotA7q2Y0D2lHbd+yKgy4a62zzBXfU+A10XDHQGOgN9LWYTAJOTgc7BsdZD/RT3CJBuBXUZhHSvRQ05FbLDLl+1vc2UUXWKrOVtCNNxJAFz3Xy6NkOmbnSLCsmqv0lgtkwSzmUgN31KuwroJj+z1naKfwc9mmCgM9AZ6GsxmwCYnAx0Do61HrVAp17YEi/AqTjQVf+UQGoE5lRw0i1ftU667TJBu8m62XYGNBv7PDvaAAAgAElEQVTIwwBb15asXSq6ZccOFfbU44IAcR3AReD1zxsK1iE69Ezxrl2H4PeVaii7v5ou+m/Y30EPwp2Bros1B/Q1Cf0mytXe7wx0xjcnA52Do1nCHuiEi3AV0EOh3QZV/jR9WrkfPpRlE9vU4kuFScPpa/ZzFFBuJMR1yzRZPgXYqv1CAbYFpKWfX8g2VNVnGc6Nq9UNxrdxh4AK6DKwq6rmYdIPcgHK/ZnZeJwvguTBQF9nudr7nYHOQOdkoHNwNEvUA10HdWJ1S1SRo2BCVQWUIjdqCOpAZ4NYW4zp1s1kP8gw3yigm2xDIz43HaYp/9Z9ZlHhPOI06TQzAnoE1e5Qy5ANZ1fhnIJ0Kr4pD4dTVdF9yRV0ZTDQ11mu9n5noDPQORnoHBzNEh7QN92lfoq7DOnEKroM3KavkxAbBSqjxqJqvXXTUdbPtONAh1BVm2GWFRboogevqdZNhGrbz5hy7DUI2jqEU19X4XzVK+Fhga77vqLei06Bt+nwdga6TTDQ11mu9n5noDPQORnoHBzNEmKgU6AeoppGhUSkQDcBa1RADwKRgnXdNtlMTwE2ZT+YrJvp8sJ+bqptVx0z1ONJd/yZvG6A8yiBruo8C1MRX1WgU5FuC3TKz6hZAp2HuCuDgb7OcrX3OwOdgc7JQOfgaJaoAl3y+7/an16L4J5Ua5TLsGUC0+B7lOWEBbopDGXtysAu2w7dfjDZFsqyGoFumzaonQoUwFPRHgHQVTCX/VvXGWaK7FXFuAzoMrSL4N0ooFMQzkAPEwz0dZarvd8Z6Ax0TgY6B0ezBK2CrroIJlzcyy7yQ0GFUtU0QR0FXqagFc1DWWfVttpC2nb/mMJUt29tP4tGIV22/6kIjxjclGmD55RqGhXcG1bRXg2021TMbe45N62YC2DOQCcFA32d5WrvdwY6A52Tgc7B0SwhB7rvwruCFZuh7jo0GmGdCkRToFGRp0Id5X0bwJm2S90/jdgHppBWtUn5vMPAX7Y86n5chVRVtiNFdwMyknVTfe9Q7zenIl10v7kI7QZD2hnoRsFAX2e52vudgc5A52Sgc3A0S6iB3n4WR2NZTF5bxO7DRRztmhBfAPsvkoMX5p3j6MRzmBqcwdFYVgoOJdI7x715Y1mzyqcfY10T1TSBWxhkUtsMA3fd6xQIq/YhdR+o8Cx7TdZZQAG6SaeAbH7Vf3XLX0Wk686fZsN1ZOvlB7gI7dSHxAU7ISlPabe5B1011H3bAwx0dTDQ11mu9n5noDPQORnoHBzNElqgp4ZncfP7pnDL+6dwZGROftEcrGJVLs67JjB5bRFbHitg7xVLNeAh4bxjHEdjWey+poh7bnTRiefoiK681zWBTjyHI6k5TA/M0J4GLms7lvXWQQR9CqT9nQW2AKR0CphgXgZpyrJ1EDdZPxXmZcCmrpPJPm1SoGvPk6ggHDGuo14nMsxFHYg295xTKuYyiItAXwH6hjv5IkgeNKBTcrUhx9lcudrIXcvZBHjkZKBzcKyHeCkAYGbjce+iUQB0JzmJbdkSbsuX0OnOqy+OBXAf7ZrA9hMlvOwrR7HzdhdHO83vR0/3TeOupybwwi/dgfvGFuhAr2TXBA6n57HzY2ex5fEFHBmZk2NeBreuCUwPzOC2yRJuP1tCJzkpx6YKgLEsdh8u4t6riuKOAlU7/nXpn/a2Q9WGBp9OPIdOd746MkG3DZJ1ceK52tENJlD2taPFvAzPvn072jVBW2/qfrJJSRukzijJZxCcT4TnIISD7RjjVwR0w/vN/esQqpPA34bpPef+fWNzP/quM9X5Te9DL+N8eT/ufLA6xJ2BrgoGOmdjcrWRu5azCfDIyUDn4FgPIQe678J0eXh5h+Q+dBXQO8bRSU5i/yWLHmo1F+p1AClDsuPuEm4/U1puwwhLXRM4MjKHm983hS2PLGJqaFZd/Q1irZx7r1zCS/70Nhz8zH21behg7WtvOD2Pl/zpbTj8uXurbYiAqAB6pncKN75nBseevgv7L140Q6UPxO33lnDze6dr26DivPzf3suXcFPBxZ6ri7U4plbXO70OmJ33l7D/ksC2qKrZgTacRA7jN7n4/7f37uFxXPd990+yrIslS7YsybIsAbyIJIgLFwAJkAAJELfdJSVLlilRN1KiLhZ1F0VK4gVYXAkQBLC7vkm25dat7MS26sau/MZxotpJZbd16rhv4udN0id906Rx67h57CZNmtqN+yTv7/3jzGBnZ891dhazIL+f5/k95M7OnD17dmYwn/M7c6bvlgW9pLePc3rbZMXtFr7g992yUOrAiSLn7ePcv+csDw3MVZRhEvTl99rHeWhgjke2T5eJqVTAFYLut2u4DFcxHt41KzpggoLrsH26a4r7blkoO26d6uAdM7uzZ9W32BjOSenOSe4+kOehvtmSZNtKessoZzomuONwQXSq+ZJtyqAHhrf7x9qWZ4uc7pxcfh+CrgWCjqhNJC25qznqQB4REHQAzgfkgh68cFXd76lbJsuMW0iCUmT87Gg40+sipB0TJWFRDU9XSWpAArseyAsZVd0Pb6hHumuKN8wUedNEUYhihO8zsn2aG16b5x1vHue+DyxEk8mOCV7zkTwv/WGGOx8paL+3dJkn+evnC/yv/vPNvLagEXSNnGfax7n9iQL/+p9s5oZPL6p/Y0Pmu+tgnj/1R/3c8Nq8/DaIkETLvlfvnUv8+L8/yBt/ZVqMLIjw2/TvOcu3fedpXvPLcxWdSdLjoq0yO747e5Z3vHmcGz61yMO9p7VlqMrcecciN311khtfXioXbMl2quOwd98Sb/3GKd58qsiZlGYb2a0tXns0jRZ5/3cPc/PxYkmwQ514uhjeeZo3/PNp3vqNU7w7PV/eUWARmbYcb32owPu/e5ibxopie9vMuXf+699zltu/PsqNHxfHvXUW3RP04d7T3PCPF3jNR/M8vGsWgm4HBB1Rm0hacldz1IE8IiDoAJwPmAXd9lnCqkmZHDN2UkGPIuQmMYwg6NKJ5lzrFCzHpYywpPfMiIn3VEPDLeozvGuWe/YvqTsKLLL5u7NnueWFIvfvXVC3p+438EY33DxX4O778+Yh6orvMzh0hhtfWeK2I8VoZbTluH/vAje/McGNn1gqSb7L75PK8eDgGV77xTlet1SozNKHZFy1/+9Oz/OW/yvHjR/P80jPjLQM03HUu29JfJeXl0qjX3TbSQR7x91L3PPmcW4aLbWpjZwHs99bni3yxl+Z5vbH1be36Dr70t3TvOYjeW749KKQ2/BnWpyLdqfn+ea5gpgDw1XQm0+JDPqHC9y7b6mUgXeZFK5llHdnxa012ZZR3INuBwQdUZtIWnJXc9SBPCIg6ACcD1QKuq2c24i7g5yrMoOxCLpJ0nXb22zjWqdqylJ9H9n7NtvZTnanKj+VK937bdkxUPba66wI3seu+t2V+4RXTrp7ujJ77vKd2sfFRIK9pyN3nCwPT++ZkZahyniH69G/d0F0wKQqt7Pq6OqY4L5bF8RQ++D2quNSlgHvmOBdty+KUSeOdVgW7G2TPDA8X5HFtz1HZFJiqP7wztOl7R3PR5m23HInlNO95/7kbrb3oMvkXDdJXOPTuAhSA0FH1CaSltzVHHUgjwgIOgDnAyVBVz1iKKqcRxR0lcxEknWdHEaV6WrF2rU+cZcT/l5R2kZXbtT6B8q2/r1tOj1c2yau30UT4e+n28fDHVaux5DrtqqOsmqioh7VduK5juhRncNsZm23mcHd9Ei14HL/9cbjPNLwFC6C1EDQEbWJpCV3NUcdyCMCgg7A+UC5oNtIepRh75pMnaugR5Z2W7nUZdXjEOR6iKijAOIuM1huNdvG2S4W60XtMArLarg81bI4O7nqIlzFXHUeWSlBNwm5/3+ZpIffg6DbAkFH1CaSltzVHHUgjwgIOgDnA3aCbptZt703VHPBrhIL0/KaypyLoK9QFjby97UZ1h93G8X9eyQcLvudSphly+KS68jbVnlrSs2kPYp42wq5begkPUpA0E1A0BG1iaQldzVHHcgjAoIOwPlAdEG3kXTb7JeFYFQjSbFLrk5sZUPkE5ZJY1vVQ4fCKgrbfc9FxmVlJyLKKy3lKjG3Oae43IJjky2X3TNue8+5KpuukPPshpdWs6D3E9GvEtGPSdT/jtD7FxDRDBH9NyL630T0LSLa4PgZEHQExHo1Rh0IJgKCDsBqp3ySOBtBj2OYe/gC3OJi3kZunKMWw7Zd7+uOQQSrLqee5HyF6hJnB49LWTb7uGxd07YrItMrVabtyBybc5BtVtz02kbQbeXci5Ebn1ytF0F7iWiWiD5EckE/QUR/TUQfJKItRPQ1IvpTIrrU4TMg6AgI+mqMOhBMBAQdgNWOEPQ1z9gJuurC10XOHcVcJSkrJouy4eBRtltFwun0XVdhuLaVal8Mvx+lHi77vus2KyrbNp8py4S7bGcj57KORJOk204EZzNru+7e9JCkr2JBDxIW9AtIZM5fDCy7ioj+jojudSgXgo6AoK/GqAPBREDQAVjtRBN0FzlXZb9ikIeayGnUx5etwpC1W5xtaVNWHJ/nUkYUmQ53Dsleq8pUCbZse93yFZXoWnUCyM4FrmJumyW3FXTb+81Vwm2ayf38E/R13rL20HrfJqKPacq5hEQ7+PF+gqAjIOirL+pAMBEQdABWO/aCbjuktJph7zHIyooJ7jkk6jYyWY04h/81CXMtf0fVvmL7mbZynoiEVyPXccq57WfZDnE3CXu1E8DZZtBtZ2i3FfT3P3EuXASFBb3XW/a+0HpfJqJ/pilnytuuLCDoCAj6Kos6EEwEBB2A1Y5Z0FUXyC4TNLkOf7cQcBdBd11uFS6PYotJLF3eq6X0RhV3m+3ilnMbGY/6mSrxlr1nu//WVIpX+jNtxNxWwk1yHkXYXSaEs3n+ueN96BD0MpBBR0DQz4WoA8FEQNABiMoUVWYL/ijw/qVE9AoR/SUR/S8i+goRvTdURgMR/RoR/ZyIfkJES0R0kWM9KgU9eNHaMiqEomOCM+3jdkPcZcuC0qKTdI2gm+RIt761gEUVbN1w+ATuRVdJ4krWI2rdXb6fbF+wKVfWPq5tK/tsXdvbvFe1+EZ9P6rMu0q/bth71NDdfuM61N1VzqsR9A0v8cgNj58LF0FxDXEPg3vQERD01Rh1IJgICDoAUZkioj8gousDcU3g/U8R0X8hoiEi2kpEv01E/zbw/tuI6PeJ6JskLoT2EtFPieiMYz2EoDc+XS7o/gVr6xiP9Mzwpokit7xQ5EzHhN2FcEjM093TvOu2RU53Tsovyg0X8Zk2r5OgY2JZeGVypVomE+bIwqp7jrjN+pJ145JnaYeIon2iinuw7LikWyW/svd0v7vqO+vKdCnL9vvp2tz0W8Qi8is5XL3aqEbabSawrIWUu87kHn7Pz6Cfm4LuTxL3QmDZlYRJ4hAQ9PMj6kAwERB0AKIyRUQ/ULx3FRH9HyK6K7CsicTBssN7vZeI/oHKs+pPENHfENHFDvWQC7ov6a1jvDt7ljd9ZYob/tECj/TMlF9AmyaTax3jTPs4tx4tct83X+RthwqcSYUy6bqLc29ZunOSN40XuWmsyOltk1p5kopnKsfpbZPc9UCeB0bmOdM+bi+PwcemdUzwyPZpTndO2mfGw+u1j4vt28e1nQVG0VR0CqjE20XMncRd0+nhVI5lO7iWqxP0KNvYtF/U3yMWuW0dK781ZTVIvO48oBN3VQdheNi66XxlerSaSuZtsuXh7c8NQb+CRMdwO4n6H/X+3+C9f4KI/gcR3U5EbUT0BuExawgI+vkRdSCYCAg6AFGZIqKfEdGPSVy4fIFKFzdDJA6Md4W2+SGJCyEiohmqFPy13nYdDvUQgt7wlHqIe/s477ptkfv3Lgi5Nt3/GRrqnknluOuBPDd+col3fmixJCe6DHooEzzUN8stXxvnpq9O8vCuWaX4KOUplePuA3l+9nfv5cZPLPFIz4y1NAZndN9+X57XfnGOm0aLQrJthDz03lD/HG+YKfLWhwrLHQWuke6c5B335LnvlgWnIfRlbZPK8cj2adEWqcp1rMQ2Jeqi67BQyWlFmwXaQtWZIPutK8pIaT7H9re2FGnt95G0qa2cSz8/whB15eepjj1ZPYIjViIIvWzES0VZqttdVHXQCXdYqr1zUCaV0wu6Ss69c2C6e1p8vo2cbzxeJufpbZOiY7AtV9p2dQ9xHyDJhG5E9Jr3/gUk/kb9BYnM+beIaKPjZ8Qn6AhEvYaNMCVdx1p8J0RdBwQdnM/sJaL9RLSFiLJE9F0SAv5OIrqfiH4h2eZ3iGjB+/9niOjN0PvvIHFA7dV8rnQingpBl00Sp8tgaQTdv0hPb5uszJ7bikL7OO+8Y5F33rFYlv22lZxMKseDg2d4bSHPqScLFUJpJXKpHKeeLPCBf/cIr/lY3i2LHihj24MFXvrDDDe8uqiWfEMZ2+/N84s/uIub35hw62wIlDHSM8MNr81z4y+d4eHe01YyGm7bdOckb5gpcuPHvZEJChlTCW+mTUj19vvyvOF0gYcG5pTrqSTX/z67s2e57Uhx+bvoQlq3VI6HBua485ECD/VVdgJZyWhbjtNdU7zjnjyPbJ+OXkb3NPfsX6oYLeIi6MO9p3nnHYt2ZShuKxkcOsPb78uXbk2x/Ozgcbv9vjz33LUkbo9RHfuKyLTluO+WBW55oSg6CNty6nONItLd09x8oshNo94tOqpsuGx58ynOtOW47UiRGz61yAMj8+WZcM0EcMvn09Yxbn2+yI2fP8N9H1gQ2/uCfv1hXASpgaAjzv2AoCPqMCDoAJR4F4nh6Y9SbQV9iiSZD62gy+7vtBF0myGqqsxZaLtgFs1FWMrEzMuCLYt1hMnbRnpmeOtDBSELoWytrRgP75rljdNVZNBTOe67dYGb35jgxleWON01JRVYUxlDfbO89RuneMebx3mof04rwaqyR3pmuP3ro/z4vz/IXQfzyiH3Uqn2JX/bJDd+PM//9D/u4I7HArdAOHQUZNrH+eYzouOj/YmC8rN19cikcrxxusjHfm8/bz5VNNZDWrdUjlNPFfi+3/4wtx0p2olxeF9P5bjlxSLf9p2nufMRTXtoOrUybTnecLrA/d96gbc+bG5TaT3ax3ndUoFHfut53nnHYiRBHxw6w6lfHePGz83z4NCZ0vumc4Yv6Kkcb8oV+b7f/jA3nyjKBV13f3nLKO9Oz/OaL8zx+tdP8/DO0/p7z2WC7tXh5i/PcN8tC+WCHhR1X8rD0TrG7Y8XeM3H8jwwPA9BtweCjjj3A4KOqMOAoANQzveJaJ5qO8TdnEGX3cNpGw7ZMWM4ypFR0OOI4DDqamZ8bx83Cr6s/svL2sd5pGdGyLnD/d/hDo/+PWeXb12wFtlgtI9z94E8dz5aWM7Uyj7PVEbXwTyvny/w4OAZrdQqy2wf547HCtzwjxe47wMLxvZUyXXbc0Xe9JUp0VGgWk/XeZHKceejBe769ZPccVhdhk6yM2053vJskdu/Psrd9+ftOwqCmetUjjfMFHnHm8e564F8tHqkctw0WuQ1X5jj3el5udAbjtORnhleW8zzxskij2yfrtzWIoO+4+4l3jBTLHUSyARdc77KtI9zz/4l3nH3kmgHl4nhvHPaSM8M786eLd/edsb2ppPLHVHLcu7P4v7ex3ARpAaCjjj3A4KOqMOAoANQ4goi+isieo5Kk8TdGXh/E8knibsusM5hEln4Sxw+t/Ie9ChiXitZN4i3q6hXLe3VSLlhHZtOBpXs2rSLsl6qe4Q129p0gNj8bmX1CMzQH14nuD/oJD3TMaGtg0rWg2WU3YrhGH4Z/n39rmK9XE4MZaQ7vfkagreVWG4brEd4hIZUkoPlhAR7eULEtlzlthbC7u8fZeu6noeC9XYR9PD5MMokccFMuz/8fcNLvGf9ixB0PRB0xLkfEHREHQYEHZzP5IloNxGtIaJeEo9L+ykRXeu9/ykSGfNBEo9Z+64XPv5j1t4kohSJ+9h/QlEfs3bjk+LCUXdxmrSkR8ysu0pwtRG1XN36NrIs+66q1zZlhctV/d+1k8C27XWCrirHdZ9wbYc49rWqQrb/2xwXunWiHFe6eqg62GyObVPE0XFY7SPVdJPCWT7/3A8IuhYIOuLcDwg6og4Dgg7OZ14nMYP7L4joR97r9YH3LyWiV0hk1X9GRF8l8az0II1E9A0i+jkJuc8T0UWO9SgXdNlM7uGLW1sxj1PawxfxEeTCRdJN8mgSypUMnezqZFQptxbtGSw7Slub1rXtLDhnwlawowh6jTq+nD6rmjCdT0wCXo2Y655lHpZuG0kPCfrwdR/GRZAaCDri3A8IOqIOA4IOQPLIBd104WubNY9b0mUSUGN5csl0JyHlujrLpFYn9lay6NBmru/VRazAPuX0uab9XdeRZTqWwmWoXrt+D1vpts2Yq/5vOke5yrhK0GXCHhTy4MztJkEPDHOHoGuBoCPO/YCgI+owIOgAJI86gx7OmMch6OELbdnrmAXdJmsefm2S2FpJt21W3ua72X5n1bKo5evKO68jivDK9nFb8TZtG14evl9bVkZcHQQ2nXVxDGe3lXSdiNu8pxL14OugnEPQbYCgI879gKAj6jAg6AAkj/we9OCFrc0FsOyCW3UBrhP5lcigB7YzibBq6LVVVt1xQjlVubpwXV9Xju3ylaxXZMldodEVTnWKs766bLtNmTaiLVvmsl34PdeMeRySHuWecpvJ31TZctnysJgHJokbvuZRXASpgaAj6jvikKGV+hwEwiEg6AAkjxD09z9RKegukq7KkrsKuu3Q1xoJla04y5ar1os7i66r84oIqabtkvx82984lvXjqJ9OnnX1cd02LNeq7V2OLVfxdhV0G+mOK3Me/td2sjfX5aHYs/5FHn7Pw7gIUgNBR9R3xCFDK/U5CIRDQNABSB65oMc9k7tuKLyLmMcl6RrJtB1iHnVZNVl226HodSXL9R5xZK6jfKZMpF2y0bpydceMLktu8/3iEvEocm4ScFsxd52l3SVTbjMEfsNLvGfdCxB0PRB0RH1HHDK0Up+DQDgEBB2A5CkXdNlESa4XzTIx12XKXbPnOrmJQZ5chrabsuC228Q9/B2CbiHEK1W2KlttWlcl66ZjwCT0Lp1eqs+J0qGmO9ZVnXo6cY9b0GXD3HXiLhu6HgzTEHcIugkIOqK+Iw4ZWqnPQSAcAoIOQPLYCbopyyWTeVW2LHwBHkXIgzLjmgGsIqKItC4Tb7uO7D1V/Wy+w4rKcZLhsh/ZliXbRifBUT9PVX+doOu2dynXtiNAdQzK3pPJt+qcEreYh89ruhnbXe5DV4m5Sd59Qb/6IVwEqYGgI+o74pChlfocBMIhIOgAJI8Q9Bsel8/i3jLKmbYcDw6d4aH+udIFt+qCWTGMPdOW40z7uJBD3UW5KuPWKsls22YMNXLqev92VEF3GbYeRfxV38+mDVZVuHbC2Kxru05YwKPWLYq423Y02C43rRtVwm3D5bYY2bwY4dE6Onk3DWN3GdpuO/wdgh4HEHREfUccMrRSn4NAOAQEHYDkMQr60MAcN7y6yI0fz/NIz4z6AluRQc+05XjnHYu8+WSRhwYUki+7eA9k2jKpHA/1z/Fw7+mSYLpkDD0xXe4kCC+3FNtMqvy+cdn2VkKeii+zrqu77LvVTNDDslaL8qNkn3V1jbMepmyzzfamuprawFbGVXWKQ75dRd1G2G1vr3Ed7h6nmMsE3XQP+rsP4SJIDQQdUd8Rhwyt1OcgEA4BQQcgeYSgX39YKegj26d500SRm0aLnO6aqsxu6bJgLaOc6Zjg5uNFHvjNY7z1oUJ5Fl130R6QhMHBM7zmC3O85qN5Tm+b1MuPQl52Z8/yxski77ptkTMp8z3cFXKcyvFw72neeccij2yfLivDOnueynGmY0Js3zEROdse7igwSbryO6b029qUWe321ZRjJdNxbq/LYJvKqCb7rauHSeCjCrfu8+IUdFMmXbWuScRth8frZDtcls2kcOHlzadK5zz/8zYeh6CbgaAj6jvikKGV+hwEwiEg6AAkT6Wg+xem/gVy6xinu6c53T1dLtc2k8i1iAx63y0L3HqsKB8mL7sIlwj62i/NcuPH86KTQCUvCtHJtOW47bkin/jBPm4aK3KmY0IrU1JB75jg5peK3PPmcW57rsiZ9vHy922ifZx77lritcU89+5bUs7irirTXz688zRvfbjAg4NntJKtEni/LgMj85zumoos2ZlUjtPbJqUjE2zle3lkg6wMBxEOdlpEFfKy7cNSaynoZe2tkm6dTAfLcBFmyW9T8V1sZV3VHrbCHjj2lzuyXOXcv7WlY0Ica+FtbIazt4xyunOSh/pmxfeQbacT9OZTnGkf5123L3K6e7pMsKWCHl7edJLTXVOcerLAu25fLEk+BN0GCPpqiToQCgQCEV9A0AFIHrWgh2dkD19YqwRdMtS94kLddO95SBYybd4Q952nK8XFlP3ztt+dPcsbp4q8847FMrm2EUJfImWCbpLycBmbTxX57B9mufl4Mdpj1trHeVOuyB/9D8O8brFQlom3lvNUjnfcvcTZt57jm+cK6vaQSWGoTRtem+fml4qc7pzUdhSoyhnZPs2bTxa5+aViZT0sBT3TPs4djxW447GCcXSEroyuB/LcfX++1IFjIeRhwd/5oUXefm9ev4/JRNn7N5PKce++JTHSI7ivq+Retr93THDXA3necfdSqR62oh/olNvydJH7bl2Q/34Wx2DvviXefLLIwztPy499Q+feyPZpvnmuwK3HxP7les95pi3Hm08Wec0vz3HvvqVSFjss56qJ4lpGecfdS7zxV6Z5yzPFMsG2msW96ST33brADa/Nc+vRovj8TSdKQ9zf9QAugtRA0FdL1IFQIBCI+AKCDkDylAR9w0vyRwyZ7lojfIcAACAASURBVPms9t5RSebNRrpdRGE5G9gxYc6yqiTfyxYPDcwty6hL9tsX4+Fds9z5aGG5s8Fpe6+M7ffmufETS7z14ULFPfEyQa/oKPBEsvmNCW4alYixhSBn2kQ9HvmdQ+LWg+5pOxkOSX7vPtFRsOPN4zzce9pahoNlDPXP8dBvHRXhj9Kw+E2DMTh4hrNvPcedvzbKfbcEpNSUxQ4s2509yy1fG+fsW8/xwPC8entNfQYHz/DAbx7jzf9iUsz5YBDpcDmZNjHnw4Pfe5hTvzrGw7tm7fd173WmLcfbHizws797L69b8Do9wp9piEwqx+vPFvih7z3EXQfzYjvb+8i988Du9Dw3fXWS13zEm//CNnMeEPTWo0Vu/OQS9926UNredA95QNAHh85w02ixPANuMyGct06mTRxrw72nRZn+PehrjvLwlQdxEaQGgr5aog6EAoFAxBcQdACSp1LQw1kl3eRLLiLusr6tfNtk0R0yoDoxVQlv+D3V+kHBlkl1eCixKYue7iwNLVfVq6zccL3ax3mkZ2Y5A28ttUHB9ob/Lo9scGljry7pzknueiAvss4Rh6dn2sd5y9NFTj0lGQ1g+funOye5+USRW58vluY50JUhWZbumuLmE0XeNOFlfCMIerprim+eLYiOk+CtGKoyJFn14d7TvOF0QYxKCI4GMOzjZWXsmuWm0SL33rmkHrWiOVYzbeLWlvbHC6I9ddlzxf3jfhnDu2ZL2zsIerb51HLH2nL23GaSt/CtPn7nQnh7m0y65Jnoe9a/yHsanuehdx7ARZAaCPpqiToQCgQCEV9A0AFIHiHo733MTdBrkVWXXcDHIepRBN0glbbr2YSpXBvxDy93qZdyXYs2s/3MqupiIZbW30kjyMudJ+Hh3Lp6hMoJdsJUrGOzT/qdM+H76VWZc0V5wY4gY/1t9nWVnJtGwfhlyLaRybnuvOAi5qqwnYU9zkeqhR6vlt3wkhD0NUch6Hog6Ksl6kAoEAhEfAFBByB53AU9eCHtKvA2WfNaZNRlQhJR2qMKum65i1zaDovX1dnqs2Ls1Ig9XOpmyBRrt9Nta9v5YyvoJnGvpkPKdRvV67CAm45h3THtMuImiohHFXQXcY8o6P4Qdwi6Fgj6aok6EAoEAhFfQNABSJ4riYiHr/uwuHCUTRRnI+hxDG+3vZBXSYBORPz3VMJfQzGNMhzeRqZd5NylXJfvkljY/nY6gY66vBpBV71n831dO6pUdYjasaWSdFshl50DdOePqIJejYRXI99hEYegVwsEfbVEHQgFAoGILyDoACRPuaCbxDx8MW0r7q73n7tm5WxFw0VyaiSXOtnWybtNWbbD4cPvacVwJYW7WpFegd9PWuewzNrWSbfcRa5l2+jqrJLvakes2Eh6eB4Lk7i7SHmckq65h9wqS66R82VBv/w+XASpgaCvlqgDoUAgEPEFBB2A5FELuk0m3TWz7joM3pS5i5JZVEn7CoqeSdJVy10F23bIfM1l1kZ2ZWIZh7ir5Fn327qsJyvXJNim76fa/3RyLVuuq0McAq6TcdNoGtm5o9p7y+Mayi57xrlO0FVSrsqe+5PEQdB1QNBXS9SBUCAQiPgCgg5A8lQKun+h6yLoqqx6HIKuG/4eXh6HtOsEKaKM29wXbloW9Z51m/olJuYqMY0q16bfzOb31ImxbQeCqVPItH/p3o/SCRVVxk0dYqbj0UXaq43wuSos1zbirpp9Xfeeakh7MGMuE/SbjvDQO+7FRZAaCDrEGoFAJBAQdACSRwj6NY9WThLnmkG3EfRaR7USYit6MYfNbO51LdZRwlaCq5Xr4LYyeY1aN5O0276v+g6691SfE0W4XdZ3FXLVdnEKelQRt82Oq94LLtcJemjZnvUv8p51L0DQzUDQIegIBCKBgKADkDzLgr5n/YuVF67VZrWqyaDLMvM22XOTdLhkHaOKYkCiTUPQZUPXo3yW6TPr4l7zWn+eTIZtpFgnyaptbSVb93m6cnXrRxF02/1ft25UAVcdxzadfLrh7DZyHt5O9Ri1aiaEg6DXAgg6BB2BQCQQEHQAkkcI+nse1gt6NRfUOsmuNltebQbdVsTiks7QOrZD3xORZJkoxiHWtpIctdywxEapt67TJsp+YiP5Oql32c5FvnXHjo2gu4q57NxQbcY8yj3mccu5jaAHh7evf5H33PgcD116Ny6C1EDQIegIBCKBgKADkDxqQQ9cRGdSOc6kcpUX1DYX3v6FfuuYXaZcN1TWRhJcM4U2om4SqJjDStId62B9z7pJNGsh1CZ5V32u6++nk94o5dqKdtT9Ks791UbYZcdYtXIeVcTjFvQok79Vk0VXZc8h6LZA0CHoCAQigYCgA5A8ckEPynnHBLceLXLz8SKnt01WyrcpK9Y6xultkzw4dIYz7ePlF/s2Q9496cikPMF0kQWdBEaVnBqKea0itqx8rb+/a/kmqVX95qr1bPcRl89T1VNXt6hyHkXGdQJejZibsuhRJqOsNoNumvxNl22POtRdNrwdgm4DBB2CjkAgEggIOgDJIwT96oeUgj6yfZobP7HEDa8u8tDAnLhoNw1pDwp++zhveabIa784x713Lgn5UF20yy7qW8c43TnJHY8VuOeupUpJN0mEL/jt4zzce1qMBDAJkEKc/JEEFfeJO4hlHLOvqx69lpi4r4R4u6xjkuHweiZpN3XSuMi1rlzD/heLnJtGl8SVOdfJeVDQa5lJV61vku2gnAe3d82sBzshwpJ+wzM8eAkEXQMEHYKOQCASCAg6AMmjF/Smk5xpy/HOOxa5Z/9SKQNuut88JOjtTxS48XPz3LtPIugmSW8d4/49Z7nla+O85iN5znRMlGcCTZk/T266789z4ytL3LsvIPm24cls360LvPXhAqe7p+3ETSLE6e5pHuqfK3UURBHr9nHOdExUdha4Sn4V2ysl31HGpR0NEQR9eXuTEJuE3lXQXcXbVuBtlqvKUi3XCbpLZt00nN1W0k0dfeHtXLLlfhl+W+hEW7WsWYwgyrSPu0u6t/3A8Lzo2Gw+xdmNx4Wgrz3G2eufgqDrgaBD0BEIRAIBQQcgeYSgv/sQ71n3gvIe9DI5cLnQ9rbNdEyUpNT1or9llNPd07z5ZJE7HiuUZ9B1gh5YJ9OW4y3PFHngN4+JMlI5O2kJCE962yQ3vrLEj/zOIe58tKCWfIUIZtpynO6c5PVnC9z6tXHuu3VBLscGMc20j3PqqQLfPFfg3en5SIKdSeV4cOgMb32oIG5biCjW6W2Tog7t49E7CTomxMiGjgmzDCvaKpMSdakYHSGTb02bpDslZehEOfRZmVRuueNE+XkWHUGZ9nF1h4NNZ5Jfj/A+KjtGJMeA/7ukOwP7hqugt47xyPbp8g41l/NGyygPDp3h3ju9DjVXSW8+xUP9c9z6fJF3fmixJOk2k8V557+hgTneMFPk1ueLog6BTLhR0JtO8kjPDK8t5nnTRFHsE34Wfd0LEHQzEHQIOgKBSCAg6AAkT7mg+xeeskyUaxbMJAOq7JpCuJezrCZZkEmHJ9i7blssF1KTmAelp32cOx8t8IaZIg8Mz8szqAaxzHRM8IaZIt/85Rnu36sQ9IC8ypant01yw2fP8oF/9wh3fLggl1KZEAbFumuK158t8Ikf7OPORwrRJL99nDdNFHnvt5/l7gP58hEBlrKfSeW47UiRm9+Y4PYnCpVia1FOpi3H2+/L85pfnuNthyTfxUL4M2057r1T3MbRdTBf3oFjGZm2HPfctcTrFgrcfX9e3aYq2fde9+5b4rWFvJDKCIKeSeW447ECrz9b4L5bFkQZumNDIu7p7mluGivy2nyBR3pm3AW9ZZR3Z89y4+fPcPOJYqkODueOTPs4r1so8OZ/Mcm7s2dL2zsI+taHxPbLdQhnwXWC3nyKd6fnef3ZAre86G0fFHRZhDLomVSOOz5c4O335UUbhgX97fvP1YugKRLfKxh/5FgGBB3yjUAgEggIOgDJoxf0KPeFaoa7G4fEm4bIugynDUt7q2YYtE5awpnJ4GR1YdnSLWstZdHL7oVXiLROavtuXeCug/nSUHsXKfayo9seLPC6xQIPjETPwre8WORNX5kSWU4bQQ8tz6RyvPmUkPzWo0X9sH9F+2RSOd7ybJE//P0HuPVY0ZwBl5STaRNlHPu9/bz5ZLE0IsCmjMC+0TQqytg4XSxJvk7QJe3RfFyUsZy1dRX0jgleW8zzbd95mjseK8gFPdg5JTlWhnfNcuMrS3zzl2d4qH8ukqD3713gxl86w80vBeTYRdDbcrz1ISHH6c7Q5JQ2ot50ktNdU7z93jwP75qVD1FXDW33z2Mto5zumhK/ZXh7laSHRd2vd/AedH+I+7kt6H9ARNcH4hrHMiDoEHQEApFAQNABSB4h6O96QFw0ygRdNumSbhImV6nXZd7jEnRdpjwsKo5CZJ3lNGVTVeuFlld77/jyPd+p0FDqKOV0TPBIz0zkcvwOi4Hh+dIQdweh9SPdOcm7bg+MjrD9TQJlprumeMc9otPDWoxD9RjeNctbHyoIqQ3/djZy3Zbj4Z2nueuBPI9sV8xzYFHGwPA877h7SYitap8PHxvB1953GRw6Uy74upEu4eWtY8v7hrRzznS+CHeW2WbPw+ev4La2s7CryrWdyT1YVvj552uP8Z6G5zl73ZPnuqD/oMoyIOgQdAQCkUBA0AFInkpBV8m5jaBXK+emTLtJ0E2SbyMoroLuIvImOZetqxP8hMNpFvko38G2oyNcF9d215Uh207z/SLfOx7YvqwDJmoZro8ktD1WVMeZ6VhVCbrNecNlcjiTuOvk2pRdtxXzUOxZ90J5rDnK2WsfP9cF/WdE9GMi+lMi+gIRNRi2uYREO/jxfoKgQ9ARCMSKBwQdgOTRZ9Blgq6T9jgE3VbebcUhqpi4hmlbWzkPrm8pp05CXwvhN5VXq8+0EGZtu+vqqPsdVGXLynPdp1z2E5vRIbUKm1EwNuKty6zrsuOqe8hNkh5HGIRcKuh+Bt17zFr22sd58KI7z9WLoL1EtJ+IthBRloi+S0Q/JKJ3araZosr71iHoEHQEArHCAUEH5zOniOj7RPS3RPQTInqDiDaF1nmLKi9YPh1ap4GIfo2Ifu6Vs0REFznUQwj6lQfNgu6SLY9ruLuNsMcp5y4yZbu+zToqeXQRRJ0o2ki0jfTayreNfMYh567fwabtXQRZ9x2jbOsSwZEfMiGPIum2x4/LMao7D6huk5EJuk6+ZfeQ10rQbaQ8tF6ZnJ8fgh7mXUT0N0T0qGYdZNAh6AgEog4Cgg7OZ36DiB4iohYiSpGQ7B8S0eWBdd4ios9Q+UQ7wYPlbUT0+0T0TSJqJ5G1+CkRnXGoR0nQ1xwtH+YZVdBt5NxG3qPIQC0kXSXYKkGPkoVXyaXL9jrJdM0o6+rkmqm2EWtdGTZ1jtpGqu8f/Kzw77wS8m3an4J1ksm4bF3dceFy/EQ5HnVZcZv3ViIrXiNB96U8fB969prD55OgE4kO6XmH9XEPOgQdgUAkEBB0AEpcS+Jg6A8se4uIPqrZZi8R/QMRvTew7AkSmYqLLT/3SiLioXceqBR0laS73DvqKuU24u0q53EIu0mSooq5SciqzeSaBNQ1A24r16pMfrhuthlu289zFXbXjPtKy7lqP1Ptm1Gy57rOsPCyagVdJ+dRBF12rqoTSQ9myyuGuK89xtmrHzufBP0KIvorInrOYRsIOgQdgUAkEBB0AErcTOJgaA0se4tERvy/k3hkzTwRvSPw/gxVzpS71iunw/Jz1YJue5Fcb4Jeq6y6jbyrZD4JQbeRXVdR1pUTNXse5TvqPj9clur30H1mrQXddT/RZcaDmfQ4IpzxjiOiDl03rSM7V9VBNr1iSHtoePueNUc5++5Hz2VBzxPRbiJaQ0S9JEZ5/ZRER7QtEHQIOgKBSCAg6AAILiSirxPRvwktP0xigp02IjpARD8ioq8G3v8MEb0Z2uYdJA6qvYrPkt7nN/TOA+LRP1EEvRppjyNcpL2Wkq7LttsKua2cViuMKkEPltl8Sr7cRvR1gq7b3vV7ucp+NYIdtTMh/BubRmXoBN01Ox5V0KuVcZ2ku2TWbUVct76NZOteu0i699of0l4m7GuPlWLN0XM9g/46iRncf0Hi79brRLTesQwh6PRB/cVk0iJcr1EHF/kIBGJ1BgQdAMGniOjPiOhGw3pDJA4Y/0IniqBPkWSm3KHL7+M9Dc+XLizDF722F95JCLpJxlVCrxriW6usuk6+XLOn1QzjVr1nMyQ+ini7DCWvJqtu851t2k71W1VTp2CWW/U5pn1El0G3Ee6VkHMbEVcti3KvefBcJXs/iqDrsuOWQ9zDgl7xqLVzP4MeBxB0CDoCgUggIOgAEL1MRP+VxNB0E5eTOGCy3usoQ9zlGXSdoDedLJcCm4xZeJmrBAS3jyoOtqLiIjBxSftKhYug25ShypTbyq+roMc5vN9VpqNIvMtvrNtHZP+Pkgm3FfE4Bd0k2zbruEi6LuIQdMd7z63uSYeg2wBBh6AjEIgEAoIOzmcuICHnf05EGyy32UnigNnivfYnibsusM5hEpPEXWJZprgH3RP0iiHuTSc52zrGfR9Y4O7785xpHy+/kFdlzMOC3Tomtm0dK22v2za8fVhWqhH1Wgm6bXYzqtBVI+grJbq297DHWeeV+m7h30/1m7vIvM17cURc4l2tnFcTtbyPvMp7zo3Zc1/Mg4J+1SMQdD0QdAg6AoFIICDo4Hzmk0T01yQm0gk+Ru0y7/31RDRORFtJTLRzOxH9CRF9O1CG/5i1N0k8qi1L4lnozo9ZG7r8Pt5z0xGpoGfax3nTeJEbPnuW+25Z0At6OFPmyfnu7FluPVbkgeH5aILeOsbpbZOc6ZgoCYyrnAdlzlXQ/fd1AqVbLhMyG8GvtTSvpKgnkQ2PW9BNgh1V0E371mqV9LilPUqGXLeOLEseHjof/GzNs851j1srm8l93QuiMxSCbgKCDkFHIBAJBAQdnM9U3AfuxUPe+zeRkPG/JKK/I6I/JqJFqjxYGonoG0T0cxKz5OaJ6CKHeghBf8e9lYK+8fhyBr37/jy3HSnycO9p+QW3alnzKc6kctz5aIE3fWWKOx8p6AVbNhS2+RQP957mdYsF3nyqKDLxrpLeMspDA3O89aECp7umKrfXSXlAoDIdE5zeNlk+EsAk6GE5ax3jTFtO3lmgkz+ZALtKb7A81+2rFewoQ+1l37/a761bR7WebrlO3G06YVwlO05Bly03HZsmETdJu0x8gzIdZxY9+NkyIdcNY990ovSbNZ3UCnpF1twrK5PKiU7FjcfLH7l20xHOXPkwD1y4DxdBaiDoEHQEApFAQNABSJ6SoN/4nLjQDF8wN58qSWXzKftsV0CO093TvOOePKe7p0sXvLKLfI2gr/lInjeNF81Z9LCQePVveaHIO//lS7ztwULpu+jkPCTfmY4J3pQrcuPLS2IkgK1kBaQsk8px9/15UQd/yL9NOcEy2nI81DfLw7tmxfdwkdBgJ0H7eHkdXAW7dUwISCrnJtjhMtpy5R0WrtJv01lhI97hMnRybVOGTceNqeyoMq8bKWIS8XC9dZ1nquO+6WR53cOSrRLvcOeef0uNrZwHy2wZ5d3pedGpGCxDd195cHnrGG87VOBth7zzhcs96BuPc3rbJLceLXLziSKnOyeFyK89Jub6uPE5zlxxCIKuB4IOQUcgEAkEBB2A5BGCfundJUGXPWrNNFRVlf0KDw0Py7ku6xa62E93T4vstU7OVcLROsZ9tyxw67EiD/XNlmfAZXIiEaj0tkleW8jzzV+e4b4PLJQLkGUZIz0zvO5Ls9z8xgQPDczJZS5cbqj9hntPc8M/PcsNn1kQHQURxDbdPc2bTxZ507gnDxHEONM+zp2PFjj1ZKHUaaISS00ZO+7Jc9cDebfOgkBk2nK8Oz3POz+0KDoLInQUZNpyPDh0hgdG5kudN7Yy7XfgeGUMDp4p7zixlWyvjIHh+fJ9I7i/h/eLcGdSyyhn2sd51+2LPNIz4ybmgfeH+ma5+0BeXoaNoLeO8daHCtzxWEH8JsEsti4z7r9uPsU9+5d43WKBd922WL69pagPjMxzwz85y83HvVE3KkGXSfqmEzzSM8NrPpLntfmC6FhUCLrsnnNf0Lc8XeS2I0XRBhB0VyDoEHQEApFAQNABSJ6SoN/wTKWgq4ajutw3ahJoG0FXZbhtyg+KlS/mNoIflrLWMR7pmREC5ougo6BnUjnu+LAntcGh+uHP0khhunua1xbzvG6pwEP9c2oBVQll6xjvTs/z2i/NcsvXxktluIht6xgP957mTV+Z4h1vHufBoTPuct06xkP9c9z+9VHe++1nue/WhUiCPjQwx42fm+fu3zhRGtlg20ngxUjPDK/5whyvf/00D+88XfndZb9FaNng4Bne+CvTvPZLs6ITyCTmkjKG+mZ5/eunueHVxfLOqLCUq/a5llHefm+ee948zptPemJou7/70TrGTWNF7v/WC9z+hHdLiqmDLnS8p7unueHVRW747Fkh+WHBNg1xbz7F2w4VuOEfLXDvnUtuWXRfsLdPc8uLRd5xT158B9X2sgy6V4f+PWd5YMSbN0Mi6Mszs3tR9v6mE6URFf4Qd+8Z6BB0KyDoEHQEApFAQNABSJ6SoL/v6coh7sGLZpd7RW0E3UXiZdvZCrpMbFwz8DLJk3UamJZ5kl42LNyUWQ19bqYtx8M7hUguZ2p1ci+R00z7OHcfyIvhu35HgUxmNWKbaR/n1ucDQ3j9zg8HuU53TfH6+QKv+WheDEWOIOjDvad5/XyBGz+5JGRQ1R4acU93T3PjK0vc8OlFHtk+Lf/+ht9nqH+OG3/pTElKbX/bQBnDO4Wcr1v0RiWE5dpC0HfdLsS4/fHQrRyqYygcLaO87VCB1y142Wt/e9vjvfkUZ9pyvO3BAm97sFCS47Cg64aoN53kdOck9+9dEN/BNYPu3X++3JHmIufBuvhtIltfIugVsh68T92bvX1Z0C9/EIKuB4IOQUcgEAkEBB2A5LmSiHjwkoCg2zx2qFpBr0W23bUsnZDbCrspXATfUtCl4uyybUD0pZPVqcqUZMCN96CbonWMMx0TQkYj3seeactxunNSzPIv67DQdT74r1vHxC0UXVP6+9B14Y0qGOmZKR+p4fIbt47xyPZpefZcJ+j+e357dE2VD9V3OYY8SV/Ovrtkz/3tg50jquHsNueX4OeatrE5b5lmYLfZVvd8c3+m9nD4ct7wvPj3hmcg6GYg6BB0BAKRQEDQAUgeO0E3XWDLLtTDF9q6zLmtsNsKuqvgR5H0asR9pUMlqTqBDQuqjXDbrmdTjun7BD9LNcFbNZ0YUdtYta1pHzF9vs1+abOO6rhy7UyLGnEJdtTtNbIdNcqecx6MtcdErHuhNLy94XnOXv8UZy47CEHXA0GHoCMQiAQCgg5A8pQL+roXzIKuu/CWDWU1ZdtUcu2SlbcR+jiy6zZyFBYkF8mLS/RtBbMaQY/yua4jAaLItev2SYTNviF7v1b7revxJxNu3flAJueyZTrJ1mW6XaVd9bg1CxF3yp77y/1Ye0w8zvLaxzl96QEIuh4IOgQdgUAkEBB0AJJnWdCz1z9VEnTTsE+XC3WTZLsKukq8o2YLbaU9qiBFkbOVDFsJNgm2jaDLRN5GsKNKtqw823om+RvJ9ruo+5/Nvl3L7LjqPZusukrMVXJtI+jVZspVQ9jDgh6Wc1/QG57n7HVPQtDNQNAh6AgEIoGAoAOQPOWCvvZY5WzEqgvnagW9mgy6KatukpIomfRqM5gy8aqHcBlWLhPcOIeGR82i1+L7VvsbuW5fzb7lsp+rjrMox6+po8405NwmZOchnUir1olBzpWSLhP04PB2CHoUIOgQdAQCkUBA0AFIHiHob9/P2eueLBd0m2GnpiGt1Up21O2jCHhY7F22jyJYKjFbKSGMW3jrdTh5EqH7LXXLTftGXMIuC19GayXs1Qi6bVY9wjD1WDLoquHsa46WL/NmcMcQdysg6BB0BAKRQEDQAUgetaDrxFwXrlm2ajPuuuWuki6T/GrKixLVSKCsw2ClBD1pKa6FZLv+Fqq2N/3OUSTbtCy4P1cr1DbHrm5UjW1m3HYdh6y68hFoknWsM+eq+81VWXM/Gp4vCfrF90PQ9UDQIegIBCKBgKADkDwlQb/2cTdBV61jk02POhw+LBu67GBYXGxEWyU5ccq5Sch0GVXTe1Flf6UjSaG3bR9Vu5vKdRXuKKE7BlyF3LUzzaaDLurQ9XDGPMpQ9ioz4k7ZclUGXfV4NX8Wdwi6DRB0CDoCgUggIOgAJI9a0IMXzWEJsM2A+RfsMrmIY/isTsZV4q6TftuMpUrmk4iomV+d4Cct8K6y7fL9bSTb1DGi22al5NxlP6+FsK9UVCHgLoJulHKbDHpQ0IPD2tccLcuiQ9CtsBN0m0haliHgCARiFQUEHYDkMQv6phOcacvxSM8MZ9pyQgZch7wHpSaqTNiKiI1g225braDHmXm3kXSTYOuEXCem1YpzlDJV28jqK2sD18/UtW2U9+KScdU+FZbm4P3jsverkXFZWbUU8hWSdF3mXJtpl2XPg0Pbg4IeHOIOQXcBgg5BRyAQCQQEHYDkKQn6NYdLkxoFJb35FHcfyPP6hQL37F8SUmIr5p5gZFI53nXbIo/0zIjtXUWh+RRnW8dEBKXIVtBlEmcj6dUKtu221YpeVDE1Cb9t1tlUtmu2W1cPm8+zkXfd8iQjnCFXdU4Fl0mOOa1oy6RbJePhoetxZdJt7y1XLTcNf48o7Koh9Np7zv0J4QLnzwpx99dpeJ6z1xyGoJuBoEPQEQhEAgFBByB5SoJ+9WNKQe+9c4k3jRd554cW7QQ9eJHfMsp9H1jghs+e5bYjRSHZOkGWSEgmNkuq2QAAHW9JREFUlePORwrcfSAvsvguku+JWCaV45Ht0+WS71hG2YRoUUTdVihtZNOmDBdBj1Kmi7hHEWhXoY/SlklJuM1yU0bcdh9WZdBNx3Ats+QqmZZ9vst96f6/we+oyJxrywn+BiZBD2fL17+4vH+VresL+tWPcfrt90LQ9UDQIegIBCKBgKADkDxSQS+7UPUkO9M+LuRUdeGsEvTmU5zunuYtz3iC3zJanvnTSYR3kTvce5obX1nitfkCp7dNumfhW0Z526ECN7y6WKqDQwdBtukkZ1vHuPfOJe46mBdt4SJegTJGemY43T1dageX7b1OgkxbrnI0gYuUyjoaXGTXX1c12ZtJvqNkwE3b1yIbHnX0hGlEhm25OuFWSbdpW1UZUSRedewH62ASdJUc+/uWraAHy286yenuaU53TYmyNh43DmVffu11Su68Y5F77lriTCqnF3TJ49WyLaPc8ViB258ocKZ9vHyyuJuOcPbdj0LQzUDQIegIBCKBgKADkDxC0C+6k7PvflRcQAYz6OFslOyiPZy5Cq/vC1XrWLkU6qQgvH3rGPd9YIH79y6UC76LoD8oBL1331JJ0G3Fqukkp7umuOHTi9z01UlRj7AMmuSrZZSHd4qOhvXzBc50TKg/XyOq6e5pbn2+yDvuXiqNJrARy8BvkemY4J13LPJQ36y74HrrZVI5HhieFx0mulEFOkFvHeN056SQIFfBDnQSZFI5dVvYhN/pEew0cRFpXyj9fTz8G5hEOliPVC7aPu6Vk2nLiTJM26skv2WUh/rnyjvCXAS96SSPbJ/mXbctijbVba/InI/0zHDrsSLvvGNxWbC1w9FDgp7umuKbZwvcfKIo2mLTCe0s7eFyMh0TvHGyyBtmiuIYCQj+csgeqeadOzPt49z2XJHbjhQh6NGBoEPQEQhEAgFBByB5zIKuypKbsuiqrJqrePgyFs76Om6faR/ngeH5kgyaso4hAcu05XjL00XefLIohsqb6iET9F2z3PDqIq9bKnC6c1ItlJoydt6xyF2/fpJvPlMQGUKVoAfbLrhOyyh335/nDf98mjdOFUtiqxPs8OuWUd512yI3vDbPW54J3LbgItcto7w7Pc83zxa485GC+4gAr4yB4XluPlHkHffkzWUo7kMf6p/j1qNF3p09q/5dw+0bKmNgeJ7bnyjwwPC8XPRN+6j327Y+H9i/Ish56skCb3mmJKZaQZaU0b93gRs/nufW573f1VHQM2053vJskRs+43WoBQXbRtCbTvLODy1y4+fPiH2r+ZR0KLxymLon6JvGi6XvENhWNmt7RRnNp7jnriWRQW+TZNBV2XMv/E6Gke3TQu4h6FGAoEPQEQhEAgFBByB5lIKuvEdTNszURtpVGTzZUFvd8F1XuQ++Dgqay/a+5Lfl1JlWm06G1jEe3jUrJsuTDXE3CXrzKU53TXHbkSL37HfIoIcEfdfti9z4iaXyOQEcxbh33xLf/GWR6YxaxtaHCpz+V0d4/dmCuaNAVkbrGKeeLPDAbx7jjdPF0lMGXKJllDsOF/jW7zwjvovut1W1b+sYNx8vcv+3XuDWo47zLPhy7WVtd7x5nHvvXIok6OmuKW58eYkbPr0o5NCvg8PQ9F23LXLDpxdL38NF0Ded4GzrGG97sMAbp4o8vGu2tL1pkrdAGZmOCd5+b56Hd54W27tO+LbphBiZ4WfwAxl31aPTyrLyofNRxWPUVILuP04t+FnBR601PM97bnyOs1c9AkE3A0GHoCMQiAQCgg5A8pQE/apHlIJuNalSnGErJeF1TZ0BUSRfJcvhckzC7ktlUEJ15RrkVin4uvoGOhqWBSbifeyZthwP9c2K+/Gj3P/dfIrTnZPcs3+Jh/rnIm2fbRnlkZ4Z7nogz4ODZ+S3HVgI+nDvae54rFAa8u/Snl5dBkbmuf3xAg8NzMmz8Lr9w6vH7vQ8dz0QmOPAtL9LyhgYmeeBkfnyeRZkx5fquGsZ5ZHt0+XD5G1HyngZ8OXh/k0n5TJuOn8E20sl9LZlSoa0q+Rc99g1qZSHH6EWfuZ5YGI4CLoz8Ql6HJG0kEPQEQjECgUEHYDkKRf0m46ULkIVzwJeEUl3EXSb7V3KtBV12XKd1NtsHzVcOhXinAE9mOWtpgzb++gVkm49PF5W1/CEd6rtbMrTzUtgs0+FO29kHUymfVr22VGPPVnG27RM9nlR5TrKtopzlfFZ5qZQDGevkPSglAfF3I8bnuHMlQ9D0M1A0CHoCAQigYCgA5A8y4KeufLhCkGXZZdWLIsuu+BXCbpO3uMW9LiE3mVbG0mUvS/rPHARUJ3o6qS3mo4GWVuZJN2lvq71cdm2lvtReF83CXVUQZeFITstXT/4bxWybd1B6CLoOjkPTPYWSc7XHiuX8+Dw9hue4ez1T3HmikMQdDMQdAg6AoFIICDoACRPuaDf+FyFoKuGfjoNWa1VZj2KuFcrSTbL4pR7G3HXybmNYKq2txVXl3pFkV3XTgPb9nGVa1N71WofMwl5XCIuk2wbuTaJfJVybpJum2HsSvnWiXhwmWx4u2xIe3B5MG46IgT9uich6HZA0CHoCAQigYCgA5A8akGXXMhGlvMo4q5a30bCbUU6LrlOMkOvkmO/fXTCqpJOV7l2lWnbrHa1km7aXibetQrbTiPXDid/uW0WPA5Bt5XuKuTcapi6a6jk3CZjHnysmi/hNx0RmXHVPedhQb/xOd7zvqch6HZA0CHoCAQigYCgA5A8JUG/4lBJ0DWSbiXqqovylcysu4h0sBxduVEFvZqMftQMr9/ettJrkn7bzLPreyZpj1Owo2a9a9UBE97XZPuJaT/XrR9V0IPHsG57l2NfI+KrQtDDWXNfun1JDzxGbc9NRyqHt9/4XGmI++UPQtDNQNAh6AgEIoGAoAOQPOWCfsMzlUM5DYJudV+67MJdlyWvhbyrREe2vmpZFPlaaUGPItmm8lVyb5LgauRYldlXfQ/X9lRtUysZ1+0nqn0nyr5uI9QmiddlwHXbOMq5SdB10u4s5qZ7y4OirhJ02dB1X759MQ9Kux9e5hyC7gQEHYKOQCASCAg6AMlTEvTLHxSCvuao9RB3q4y67sK/1pJuknOdPOvKs9neVsiqkXcXIa1GloPbRRXg8HLX72wqt5r2iVO2ddJss//Ete/7kmtzrEUYgl7VthbS7nRvua2Yq8TbFKrHqIUz6WFpD4r7Dc+U7kG/7CCPvO0eCLoeCDoEHYFAJBAQdACSp1zQ3/d06QI0/Ki1qBfkLhm8OITcVtrD66oEyVbGXCUuvExXp3qJakVYJuhROgrCZSbdLqb9Impnkka+o0q7MgteQ+F2zaSHOwVjG9auE3DZzOzh1ypBD8/aHhjSXpZVf9/TnL3mMKcvPSAE/YI7cBGkBoIOQUcgEAkEBB2A5DEL+sbjnG06yZlUTjwrWnIRr8yy24qKi3CoytGVbyNTNiJtEiiZcMu219UlacGsVYRFuprvWot2cpFml7Jc9p0o0m17TLmMYnHIbq941tz2+eVhMTdl0FUzsZsmf1M9Ui2cQfdncb/6MU5ffP/5IuhPE9GfEdHfEdH3iKjbYVsIOgQdgUAkEBB0AJKnJOiXHeTs9U+Vz0q8/kXObjrBwztPc/sTBd5+X148d9pGzoMX/U0nOd01xZmOiUoR0WXV/eWbTpSed20jOyaZqnZbWVmy7+Ai4XFKp01WeaU7A2S/Xa0kO+q2KrnWLTPVI4p8xzXKJOpoF8tMt+o8EEXgZXNbGIeth8XblCmv9nnmwfvK/ZDdc+7P2O4Luv//9z0tBP38yKDfQ0S/IKKHiaiZiD5DRP+DiK6z3B6CDkFHIBAJBAQdgOQRF0EX7qsU9EAGfXjXLLceLXLnIwWRRddclFdcnG86wemuKW4aK3LbkSJn2nL2AuHLTcso786e5b4PLIjPd5XsppOcbRkVn918yk3WbaVQtY2tMFYjrC6foVu3VuJc69C1vanDJGpZpvV029jue9WKe/A4ikHQdfJtmqfCJozbuQq3jYTrnmcuE3J/6Lov3d695WXxvqfLInv9U5y97knOXnOYM1c+fL5k0L9HRC8HXl9IRH9ORCctt4egQ9ARCEQCAUEHIHmWBT196QHOXvdkabKjoKRvOsGZjgkxzH3jcflFs+qC29u27UiROw4XONs65iYMm05wpn2cN04Vec3H8jy887QQblt52XSCs82nuH/vAm8+VeTd2bMlSXeR/OZTPNx7mof6ZkUnQfBeahtZ88rItoyqRwPYCGTTycrtZWWYZFt2/7aNoIc7PuLoGIizg8C2w8VGxKst1zXCZagEWyXh4Y4By6y4raT7x7o2Ax6qm1KyFRO5Bb+vUspV94x74e/bFfeJh2daV0m2t82yWF/7uIhrDnP26sc4++5Hy+OqRzhz5cOVccUhEZc/yJnLDnL60gPLcj5y4f5zWdAvJqK/J6I7Qss/R0RfU2xzCYl28OP9BEGHoCMQiBUPCDoA8VD9fX6+oF/7uLhgDQ7r9Ie6BzNbwYtk1XPTQ/ewpzsnl4e4q+43rbjg94WjdYy3HSrwlqeL8mHyMlEJyXXXA3lu/Nw8dx/I22fhg50EHRO8KVfkdYuFUieBqgyFzGZSOd72YEGMBFB1Euikv+kkZ9pyPNQ3K0YDuAz5D4q5P5og2NFgI6emjgJXubYpQ9amso6G8O+hklZZu8i2dxVrv4xq5DxcD5dh4sEyNp1wHmK+XEbzKREywdZ0xi0fvy2jnO6eFvVQSbYqk+3J/+DgGU53TcknYlMJtp+xvvE5zrSPcyaVE9lrX6zDcn3VI+Vi7cv0FYfEetccXhbrZbn2BLsi3n6vVYy87Z5lOT/HBf0GEt+rJ7R8kcTfKBlT3jZlAUGHoCMQiJUNCDoA1RPPfX4X7uP0xfeLi9ZrHxdD3f0LXn84Zzj7FL7vUjapkmQ2eOv7SENZ+OXss4u8BOQn3TnJvfuWON05WSliKrkPbJ9pHy8J+q5ZN5nz6j8wMs9rvjDHN88WhCDbluHLaPMp3n6f6GjYdsgbjRChHl0H87xxusj9exfKh/zrOhlC9didPcsdhwuc7poyZ8Bly7326N23xJn2cTdBDpXRv3ehvC1Mv2dIinen57l/z9mSmLqKdcso992yIEZXBOS2Yl9UZao3Huf0tknuvXOpfISIo1wP75rlHXcviX1rg3pmdJVcZ1I53vJMkbseEJ1YZZ1x4SHhQXn2Y90L3LtviVNPFXiob7Z8SHhAopcz0+Hs9LWP856bjvDQwJzYJ65+TC3Slz8oFejMZQeXRXxZqE3CHArT+5FCIlkQ9DKQQYegIxCIOggIOgDVE899fhfcIS5ML75/+SI3c9lBcQEcyCwFh2/6F87Zqx4pH+559WPLGSj/ojt73ZPiojwQZfdpBoeXhmc/ls2crLpnVHbvaXDYbEjgrCe22nhcZK/bx4XguwqUL/mpHHcdzJcy6CFJUw5j9qPpJO+6fZHXLRW4564l96H6G49ztmWUW14s8vrXT3P3/Xn3rK8npM0nitzytXHuvXPJXEa4/b22WL9Q4HVfmrUrQ1KPdPc0N7y6yI2fP8ODg2fUnTfBeoQ7brZN8pqP5bnx5SXR2aASfM1vOzAsOl42ThbF/uGtb7y32h8yvvE4b31YtEXbc8XSKBOXCc3Wv8gdhwvc+PIS786erRzWLRvOHToGsy2jvOXZInffnxdDxb37ppePaT8DHTj2K84JG4/zSM8MZ69/qnxotyoDHRbni+8vbROnJCctVOeXoEcZ4h4G96BD0BEIRAIBQQegOuK7CLrgDvFHX5FJihyy4aBeJ4AsljsG/M4BPyQdBJE6CVQR7jRQdRiEZ2qWTSIle+yS7UgCU3jzAQSzxc6TcHlSujs9vzzhX3DkQsVtBorOisGhM9z1QF5kOkMCazMJWLbpJHffn+fUUwUxJNrmu4TbomWUtzxT5NajYvJBZcZXE9mNx3nboQJvfbgg6iCbrVs2eiQQfj169y2Jcr0ZuysmCgtmjoPZ4+ue5EzHBHc9kBdyGxbj0P3OOjke6pvl7LWPl937bJRkLzKXHeTsux/lzBWHlgXZJZtcdtzrtlFJxyqQagi6Nd8jok8EXl9IRD8iTBIHQUcgEHUdEHQAqiO2YYS76FYeuOCO+o0L91UVgxfdaR9v318Zl9y9HEOXGuId95bH5feJeOcBZQxfeVAd73qgPN59KHpc/ZCI9zws4uqH5O+b4j0P8/A1j4rwywmGbV38Mvxtwt81GKp28T/zXQ/I29dv/3DIfht/eeD3DP72qlj+3f31375fuX8p909/P3v7fvl+bHGMVHxGNcdZ0se8H/TBczZ20S3n8kXQPSTmRTlERJuJ6FUSt1+913L7K4mId9Etif9OA/TB5I+D8+i4QCAQycY5/rcJgJoT20Q8CAQCgUgs3k/nJs8Q0Q9JzJPyPSLa7rDt+yn53wWBQCDO5zhX/zYBUFNie5SN9++ViNgC7Yp2XU2Bdk2uXd9PRBcQCHMBlbfbattHUV/UF/VFfVdzffG3CYAqiOU+P+9fEB9o19qAdq0NaNfagHaNj9XWlqhvbUF9awvqW1tWW30BAI7Ecp8f4SQRN2jX2oB2rQ1o19qAdo2P1daWqG9tQX1rC+pbW1ZbfQEAEajmPj+cJGoD2rU2oF1rA9q1NqBd42O1tSXqW1tQ39qC+taW1VZfAMAKcwmJieMuSbge5xpo19qAdq0NaNfagHaNj9XWlqhvbUF9awvqW1tWW30BAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQEI8TUR/RuJRbd8jou5Ea1PfTJGYdTMYfxR4/1IieoWI/pKI/hcRfYUqH3fXQES/RkQ/J6KfENESEV1Uy0rXIf1E9KtE9GMSbXhH6P0LiGiGiP4bEf1vIvoWEW0IrXM1EX2BiP4nEf01EX2WiK4IrbOFiP41iX37vxLR8di+QX1iatfXqHL//Y3QOmjXSk4R0feJ6G9JHLNvENGm0DpxHfsDRPS7JJ7I8Z+I6KF4vsI5wWr5WzVF+r8TSRPH+XclieO8tpLEdb5YKWzq+xZVtvGnV66KZTxJRP8Pib9R/5OIfpuI9gber6e2JTLX9y2qn7YFANQJ95C4EHyYiJqJ6DMknqF+XZKVqmOmiOgPiOj6QFwTeP9TRPRfiGiIiLaSOBH/28D7byOi3yeibxJRO4mT9E+J6EyN611v7CWiWSL6EMkvuE6QkMMPkpDBrxHRn5L4w+vz60T0AxKPFNxFRH9MRF8MvH8lEf0FEf0yEbUQ0b0kxOhwvF+lrjC162sk2i24/747tA7atZLfICHKLUSUIiHZPySiywPrxHHsryWinxFRgYg2k3h85t8TUTbm77MaWU1/q6ZI/3ciaeI4/64kcZzXVpI4zhcri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width="1000">




.. parsed-literal::

    <matplotlib.text.Text at 0x7ff3afe7ac50>



.. code:: python

    #Zoom into the very same spot to ensure it is smoother
    imshow(cnv[1060:1100,1040:1080], interpolation="nearest", origin="lower")




.. parsed-literal::

    <matplotlib.image.AxesImage at 0x7ff3b01fbbe0>



.. code:: python

    # and here again the same profile:
    fig, ax = subplots() 
    ax.plot(cnv[1060+25,1030:1070])
    # the peak got broader (2x) but much smoother on the top: this is what we are interrested in.



.. parsed-literal::

    <IPython.core.display.Javascript object>



.. raw:: html

    <img 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" width="640">




.. parsed-literal::

    [<matplotlib.lines.Line2D at 0x7ff3b020c8d0>]



After convolution with a pattern of the same shape as the hole, the peak
center is located with a sub-pixel resolution. The peak has a full size
of 30 pixels in 1 dimension.

All peak positions will be extracted using the pyFAI inverse watershed
algorithm. Once all regions are segmented, the ones too small are sieved
out and the remaining ones are classifies according to their peak
intensity using an histogram. As intensity vary a lot, this histogram it
is done on the log-scale of the intensity.

.. code:: python

    mini = (kernel>0).sum()
    print("Number of points in the kernel: %s"%mini)


.. parsed-literal::

    Number of points in the kernel: 97


.. code:: python

    try: #depends if the version of pyFAI you are using
        from pyFAI.watershed import InverseWatershed
    except:
        from pyFAI.ext.watershed import InverseWatershed
        #Version of pyFAI newer than feb 2016
    iw = InverseWatershed(cnv)
    iw.init()
    iw.merge_singleton()
    all_regions = set(iw.regions.values())
    regions = [i for i in all_regions if i.size>mini]
    
    print("Number of region segmented: %s"%len(all_regions))
    print("Number of large enough regions : %s"%len(regions))


.. parsed-literal::

    Number of region segmented: 79513
    Number of large enough regions : 8443


.. code:: python

    s = [i.maxi for i in regions]
    
    fig, ax = subplots()
    ax.hist(numpy.log10(s), 20)
    #Look for the maximum value in each region to be able to segment accordingly



.. parsed-literal::

    <IPython.core.display.Javascript object>



.. raw:: html

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width="640">




.. parsed-literal::

    (array([  1.00000000e+00,   0.00000000e+00,   0.00000000e+00,
              0.00000000e+00,   0.00000000e+00,   0.00000000e+00,
              0.00000000e+00,   0.00000000e+00,   0.00000000e+00,
              1.00000000e+00,   2.85000000e+02,   5.99900000e+03,
              1.71900000e+03,   1.00000000e+00,   0.00000000e+00,
              1.00000000e+00,   3.00000000e+00,   2.30000000e+01,
              1.17000000e+02,   2.93000000e+02]),
     array([ 2.05537045,  2.1621182 ,  2.26886594,  2.37561369,  2.48236143,
             2.58910918,  2.69585692,  2.80260467,  2.90935241,  3.01610016,
             3.1228479 ,  3.22959565,  3.33634339,  3.44309114,  3.54983888,
             3.65658663,  3.76333437,  3.87008212,  3.97682986,  4.08357761,
             4.19032535]),
     <a list of 20 Patch objects>)



There are clearly 3 groups of very different intensity, well segregated:

-  around :math:`10^{2.1}` (~125), those are the peaks where no tapper
   brings light
-  around :math:`10^{3.4}` (~2500), those are segmented region in the
   background
-  above :math:`10^{3.9}` (~8000), those are actual peaks, we are
   looking for.

We retain all peaks >\ :math:`10^{3.5}`

.. code:: python

    peaks = [(i.index//img.shape[-1], i.index%img.shape[-1]) for i in regions if (i.maxi)>10**3.5]
    print("Number of remaining peaks: %s"%len(peaks))


.. parsed-literal::

    Number of remaining peaks: 438


.. code:: python

    fix, ax = subplots()
    ax.imshow(img, interpolation="nearest", origin="lower")
    peaks_raw = numpy.array(peaks)
    plot(peaks_raw[:,1], peaks_raw[:, 0], "or")
    xlim(0,2048)
    ylim(0,2048)
    title("Extracted peak position (raw)")
    print("Raw peak coordinate:")
    print(peaks[:10])



.. parsed-literal::

    <IPython.core.display.Javascript object>



.. raw:: html

    <img 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" width="640">


.. parsed-literal::

    Raw peak coordinate:
    [(595, 2013), (596, 744), (1288, 457), (1289, 260), (597, 644), (1289, 358), (1290, 163), (599, 545), (203, 1229), (1291, 67)]


Precise peak extraction is performed using a second order tailor expansion
--------------------------------------------------------------------------

.. code:: python

    try:
        from pyFAI.bilinear import Bilinear
    except:
        from pyFAI.ext.bilinear import Bilinear
    bl = Bilinear(cnv)

.. code:: python

    ref_peaks = [bl.local_maxi(p) for p in peaks]
    fig, ax = subplots()
    ax.imshow(img, interpolation="nearest", origin="lower")
    peaks_ref = numpy.array(ref_peaks)
    ax.plot(peaks_raw[:,1], peaks_raw[:, 0], "or")
    ax.plot(peaks_ref[:,1],peaks_ref[:, 0], "ob")
    xlim(0,2048)
    ylim(0,2048)
    title("Extracted peak position (red: raw, blue: refined)")
    print("Refined peak coordinate:")
    print(ref_peaks[:10])



.. parsed-literal::

    <IPython.core.display.Javascript object>



.. raw:: html

    <img 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" width="640">


.. parsed-literal::

    Refined peak coordinate:
    [(595.3652203381062, 2012.7038857638836), (595.8083281219006, 743.9954149895348), (1287.5877491235733, 456.42732411623), (1289.217986062169, 259.9184771552682), (597.122181430459, 644.3363811373711), (1288.529934734106, 357.8403638154268), (1290.2493854910135, 162.8530249595642), (599.0024462197907, 544.8510167449713), (202.7424472272396, 1229.3977319896221), (1290.644969880581, 66.39394468069077)]


At this stage, a visual inspection of the grid confirms all peaks have
been properly segmented. If this is not the case, one can adapt:

-  the size of the kernel
-  the threshold coming out of the histogramming

Pair-wise distribution function
-------------------------------

We will now select the (4-) first neighbours for every single peak. For
this we calculate the distance\_matrix from any point to any other:

.. code:: python

    # Nota, pyFAI uses **C-coordinates** so they come out as (y,x) and not the usual (x,y). 
    # This notation helps us to remind the order
    yx = numpy.array(ref_peaks)

.. code:: python

    # pairwise distance calculation using scipy.spatial.distance_matrix
    from scipy.spatial import distance_matrix
    dist = distance_matrix(peaks_ref, peaks_ref)

Let's have a look at the pairwise distribution function for the first
neighbors

.. code:: python

    fig, ax = subplots()
    ax.hist(dist.ravel(), 200, range=(0,200))
    title("Pair-wise distribution function")



.. parsed-literal::

    <IPython.core.display.Javascript object>



.. raw:: html

    <img 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" width="640">




.. parsed-literal::

    <matplotlib.text.Text at 0x7ff3987668d0>



This histogram provides us:

-  At 0, the 438 peaks with 0-distance to themselves.
-  between 85 and 105 the first neighbours
-  between 125 and 150 the second neighbours.
-  ... and so on.

We now focus on the first neighbours which are all located between 70
and 110 pixels apart.

.. code:: python

    #We define here a data-type for each peak (called center) with 4 neighbours (called north, east, south and west). 
    point_type = np.dtype([('center_y', float), ('center_x', float),
                            ('east_y', float), ('east_x', float),
                            ('west_y', float), ('west_x', float),
                            ('north_y', float), ('north_x', float),
                            ('south_y', float), ('south_x', float)])
    
    neig = np.logical_and(dist>70.0, dist<110.0)
    valid = (neig.sum(axis=-1)==4).sum()
    print("There are %i control point with exactly 4 first neigbours"%valid)
    # This initializes an empty structure to be populated
    point = numpy.zeros(valid, point_type)


.. parsed-literal::

    There are 359 control point with exactly 4 first neigbours


.. code:: python

    #Populate the structure: we use a loop as it loops only over 400 points 
    h=-1
    for i, center in enumerate(peaks_ref):
        if neig[i].sum()!=4: continue
        h+=1
        point[h]["center_y"],point[h]["center_x"] = center
        for j in ((0,1),(0,-1),(1,0),(-1,0)):
            tmp = []
            for k in numpy.where(neig[i]):
                curr = yx[k]
                tmp.append(dot(curr-center,j))
                l = argmax(tmp)
                y, x = peaks_ref[numpy.where(neig[i])][l]
                if j==(0,1):point[h]["east_y"], point[h]["east_x"] = y, x
                elif j==(0,-1):point[h]["west_y"], point[h]["west_x"] = y, x
                elif j==(1,0): point[h]["north_y"],point[h]["north_x"] = y, x
                elif j==(-1,0):point[h]["south_y"],point[h]["south_x"] = y, x

We will need to define an *origin* but taking it on the border of the
image is looking for trouble as this is where distortions are likely to
be the most important. The center of the detector is an option but we
prefer to take the peak the nearest to the centroid of all other peaks.

.. code:: python

    #Select the initial guess for the center:
    
    #Most intense peak:
    #m = max([i for i in regions], key=lambda i:i.maxi)
    #Cx, Cy = m.index%img.shape[-1],m.index//img.shape[-1]
    #Cx, Cy = point["center_x"].mean(), point["center_y"].mean() #Centroid of all points
    Cx, Cy = 734, 1181 #beam center
    #Cx, Cy = tuple(i//2 for i in cnv.shape) #detector center
    print("The guessed center is at (%s, %s)"%(Cx, Cy))
    
    #Get the nearest point from centroid:
    d2 = ((point["center_x"]-Cx)**2+(point["center_y"]-Cy)**2)
    best = d2.argmin()
    Op = point[best]
    Ox, Oy = Op["center_x"], Op["center_y"]
    
    print("The center is at (%s, %s)"%(Ox, Oy))
    #Calculate the average vector along the 4 main axes 
    Xx = (point[:]["east_x"] - point[:]["center_x"]).mean()
    Xy = (point[:]["east_y"] - point[:]["center_y"]).mean()
    Yx = (point[:]["north_x"] - point[:]["center_x"]).mean()
    Yy = (point[:]["north_y"] - point[:]["center_y"]).mean()
    
    print("The X vector is is at (%s, %s)"%(Xx, Xy))
    print("The Y vector is is at (%s, %s)"%(Yx, Yy))


.. parsed-literal::

    The guessed center is at (734, 1181)
    The center is at (753.703500152, 1186.18798503)
    The X vector is is at (97.7197301826, -0.787977117653)
    The Y vector is is at (1.38218579497, 97.0826990758)


.. code:: python

    print("X has an angle of %s deg"%rad2deg(arctan2(Xy, Xx)))
    print("Y has an angle of %s deg"%rad2deg(arctan2(Yy, Yx)))
    print("The XY angle is %s deg"%rad2deg(arctan2(Yy, Yx)-arctan2(Xy, Xx)))


.. parsed-literal::

    X has an angle of -0.462002756355 deg
    Y has an angle of 89.1843236418 deg
    The XY angle is 89.6463263982 deg


.. code:: python

    x = point[:]["center_x"] - Ox
    y = point[:]["center_y"] - Oy
    xy = numpy.vstack((x,y))
    R = numpy.array([[Xx,Yx],[Xy,Yy]])
    iR = numpy.linalg.inv(R)
    IJ = dot(iR,xy).T

.. code:: python

    Xmin = IJ[:,0].min()
    Xmax = IJ[:,0].max()
    Ymin = IJ[:,1].min()
    Ymax = IJ[:,1].max()
    print("Xmin/max",Xmin, Xmax)
    print("Ymin/max",Ymin,Ymax)
    print("Maximum error versus integrer: %s * pitch size (5mm)"%(abs(IJ-IJ.round()).max()))


.. parsed-literal::

    Xmin/max -6.07394212848 12.060721056
    Ymin/max -11.0890545732 7.04060363671
    Maximum error versus integrer: 0.117211354675 * pitch size (5mm)


At this point it is important to check the correct rounding to integers:
The maximum error should definitely be better than 0.2\*pitch ! If not,
try to change the origin (Cx and Cy). This criteria will be used for the
optimization later on.

.. code:: python

    fig, ax = subplots()
    plot(IJ[:,0],IJ[:,1],"or")
    idx = numpy.round(IJ).astype(int)
    plot(idx[:,0],IJ[:,1],"og")
    xlim(floor(Xmin), ceil(Xmax))
    ylim(floor(Ymin), ceil(Ymax))
    title("Red: measured peaks, Green: Expected position")



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    <IPython.core.display.Javascript object>



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width="640">




.. parsed-literal::

    <matplotlib.text.Text at 0x7ff38ec51668>



Estimation of the pixel size:
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~

The pixel size is obtained from the pitch of the grid, in vectorial:

.. math:: pitch^2 = (Px \cdot Xx)^2 + (Py \cdot Xy)^2

.. math:: pitch^2 = (Px \cdot Yx)^2 + (Py \cdot Yy)^2

.. code:: python

    pitch = 5e-3 #mm distance between holes
    Py = pitch*sqrt((Yx**2-Xx**2)/((Xy*Yx)**2-(Xx*Yy)**2))
    Px = sqrt((pitch**2-(Xy*Py)**2)/Xx**2)
    print("Pixel size in average: x:%.3f micron, y: %.3f microns"%(Px*1e6, Py*1e6))


.. parsed-literal::

    Pixel size in average: x:51.165 micron, y: 51.497 microns


At this stage, we have:

-  A list of control points placed on a regular grid with a sub-pixel
   precision
-  The center of the image, located on a control point
-  the average X and Y vector to go from one control point to another

Optimization of the pixel position
----------------------------------

The optimization is obtained by minimizing the mis-placement of the
control points on the regular grid. For a larger coverage we include now
the peaks on the border with less than 4 neighbours.

.. code:: python

    #Measured peaks (all!), needs to flip x<->y
    peaks_m = numpy.empty_like(peaks_ref)
    peaks_m[:,1] = peaks_ref[:,0]
    peaks_m[:,0] = peaks_ref[:,1]
    
    #parameter set for optimization:
    P0 = [Ox, Oy, Xx, Yx, Xy, Yy]
    
    P = numpy.array(P0)
    
    def to_hole(P, pixels):
        "Translate pixel -> hole"
        T = numpy.atleast_2d(P[:2])
        R = P[2:].reshape((2,2))
        #Transformation matrix from pixel to holes:
        hole = dot(numpy.linalg.inv(R), (pixels - T).T).T
        return hole
    
    def to_pix(P, holes):
        "Translate hole -> pixel"
        T = numpy.atleast_2d(P[:2])
        R = P[2:].reshape((2,2))
        #Transformation from index points (holes) to pixel coordinates: 
        pix = dot(R,holes.T).T + T
        return pix
    
    def error(P):
        "Error function"
        hole_float = to_hole(P, peaks_m)
        hole_int = hole_float.round()
        delta = hole_float-hole_int
        delta2 = (delta**2).sum()
        return delta2
    
    print("Total inital error ", error(P), P0)
    holes = to_hole(P, peaks_m)
    print("Maximum initial error versus integrer: %s * pitch size (5mm)"%(abs(holes-holes.round()).max()))
    from scipy.optimize import minimize
    res = minimize(error, P)
    print(res)
    print("total Final error ", error(res.x),res.x)
    holes = to_hole(res.x, peaks_m)
    print("Maximum final error versus integrer: %s * pitch size (5mm)"%(abs(holes-holes.round()).max()))


.. parsed-literal::

    Total inital error  2.5995763607 [753.70350015163422, 1186.1879850327969, 97.719730182623479, 1.3821857949656571, -0.78797711765336542, 97.082699075794565]
    Maximum initial error versus integrer: 0.199838456433 * pitch size (5mm)
          fun: 2.1237728421701676
     hess_inv: array([[  1.41698761e+01,   5.14376506e-01,  -8.73726755e-01,
              5.59794035e-01,  -1.90080581e-02,   4.85640242e-02],
           [  5.14376506e-01,   1.44179975e+01,  -1.04326901e-02,
              2.96679244e-02,  -8.76422736e-01,   5.58084948e-01],
           [ -8.73726755e-01,  -1.04326901e-02,   3.00108039e-01,
             -4.24894932e-03,   2.57739477e-03,  -2.33763702e-03],
           [  5.59794035e-01,   2.96679244e-02,  -4.24894932e-03,
              3.01120848e-01,  -1.37978831e-03,   4.37713874e-03],
           [ -1.90080581e-02,  -8.76422736e-01,   2.57739477e-03,
             -1.37978831e-03,   2.97352626e-01,  -3.79479806e-03],
           [  4.85640242e-02,   5.58084948e-01,  -2.33763702e-03,
              4.37713874e-03,  -3.79479806e-03,   2.93475780e-01]])
          jac: array([ -3.87430191e-07,   2.68220901e-07,  -9.53674316e-07,
            -4.76837158e-07,   5.66244125e-07,   9.53674316e-07])
      message: 'Optimization terminated successfully.'
         nfev: 160
          nit: 15
         njev: 20
       status: 0
      success: True
            x: array([  7.53021129e+02,   1.18519693e+03,   9.81143528e+01,
             1.47509435e+00,  -8.04478826e-01,   9.73166901e+01])
    total Final error  2.12377284217 [  7.53021129e+02   1.18519693e+03   9.81143528e+01   1.47509435e+00
      -8.04478826e-01   9.73166901e+01]
    Maximum final error versus integrer: 0.234645015035 * pitch size (5mm)


.. code:: python

    fig,ax = subplots()
    peaks_c = to_pix(res.x,to_hole(res.x,peaks_m).round())
    ax.imshow(img, interpolation="nearest", origin="lower")
    ax.plot(peaks_m[:,0],peaks_m[:, 1], "or")
    ax.plot(peaks_c[:,0], peaks_c[:, 1], "og")
    xlim(0, 2048)
    ylim(0, 2048)
    ax.set_title("Peak position: measured (red) and expected (Green)")



.. parsed-literal::

    <IPython.core.display.Javascript object>



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" width="640">




.. parsed-literal::

    <matplotlib.text.Text at 0x7ff38ec32160>



.. code:: python

    pitch = 5e-3 #mm distance between holes
    Ox, Oy, Xx, Yx, Xy, Yy = res.x
    Py = pitch*sqrt((Yx**2-Xx**2)/((Xy*Yx)**2-(Xx*Yy)**2))
    Px = sqrt((pitch**2-(Xy*Py)**2)/Xx**2)
    print("Optimized pixel size in average: x:%.3f micron, y: %.3f microns"%(Px*1e6, Py*1e6))


.. parsed-literal::

    Optimized pixel size in average: x:50.959 micron, y: 51.373 microns


Few comments:

-  The maximum error grow during optimization without explanations
-  The outer part of the detector is the most distorted

Interpolation of the fitted data
--------------------------------

Multivariate data interpolation (griddata)
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~

Correction arrays are built slightly larger (+1) to be able to
manipulate corners instead of centers of pixels As coordinates are
needed as y,x (and not x,y) we use p instead of peaks\_m

.. code:: python

    from scipy.interpolate import griddata
    grid_x, grid_y = np.mgrid[0:img.shape[0]+1, 0:img.shape[1]+1]
    delta = peaks_c - peaks_m
    #we use peaks_res instead of peaks_m to be in y,x coordinates, not x,y
    delta_x = griddata(peaks_ref, delta[:,0], (grid_x, grid_y), method='cubic')
    delta_y = griddata(peaks_ref, delta[:,1], (grid_x, grid_y), method='cubic')
    
    fig, ax = subplots(1, 2, figsize=(10,5))
    im0 = ax[0].imshow(delta_x,origin="lower", interpolation="nearest")
    ax[0].set_title(r"$\delta$ x")
    fig.colorbar(im0, ax=ax[0])
    
    im1=ax[1].imshow(delta_y, origin="lower", interpolation="nearest")
    ax[1].set_title(r"$\delta$ y")
    fig.colorbar(im1, ax=ax[1])
    
    #Nota: the arrays are filled with "NaN" outside the convex Hull



.. parsed-literal::

    <IPython.core.display.Javascript object>



.. raw:: html

    <img 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" width="1000">




.. parsed-literal::

    <matplotlib.colorbar.Colorbar at 0x7ff388a73978>



.. code:: python

    #From http://stackoverflow.com/questions/3662361/fill-in-missing-values-with-nearest-neighbour-in-python-numpy-masked-arrays
    def fill(data, invalid=None):
        """
        Replace the value of invalid 'data' cells (indicated by 'invalid') 
        by the value of the nearest valid data cell
    
        Input:
            data:    numpy array of any dimension
            invalid: a binary array of same shape as 'data'. True cells set where data
                     value should be replaced.
                     If None (default), use: invalid  = np.isnan(data)
    
        Output: 
            Return a filled array. 
        """
    
        if invalid is None: 
            invalid = numpy.isnan(data)
    
        ind = ndimage.distance_transform_edt(invalid, return_distances=False, return_indices=True)
        return data[tuple(ind)]

.. code:: python

    fig, ax = subplots(1,2, figsize=(10,5))
    im0 = ax[0].imshow(fill(delta_x),origin="lower", interpolation="nearest")
    ax[0].set_title(r"$\delta$ x")
    fig.colorbar(im0, ax=ax[0])
    
    im1 = imshow(fill(delta_y), origin="lower", interpolation="nearest")
    title(r"$\delta$ y")
    fig.colorbar(im1, ax=ax[1])



.. parsed-literal::

    <IPython.core.display.Javascript object>



.. raw:: html

    <img 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" width="1000">




.. parsed-literal::

    <matplotlib.colorbar.Colorbar at 0x7ff38893bcf8>



It is important to understand the extrapolation outside the convex hull
has no justification, it is there just to prevent numerical bugs.

Saving the distortion correction arrays to a detector
-----------------------------------------------------

.. code:: python

    from pyFAI.detectors import Detector
    detector = Detector(Py,Px)
    detector.max_shape = detector.shape = img.shape
    detector.set_dx(fill(delta_x))
    detector.set_dy(fill(delta_y))
    detector.mask = numpy.isnan(delta_x).astype(numpy.int8)[:img.shape[0], :img.shape[1]]
    detector.save("testdetector.h5")

Validation of the distortion correction
---------------------------------------

.. code:: python

    from pyFAI.distortion import Distortion
    dis = Distortion(detector)
    cor = dis.correct(img)
    
    fig, ax = subplots(1, 2, figsize=(10,5))
    ax[0].imshow(img, interpolation="nearest", origin="lower")
    ax[0].set_title("Original")
    
    ax[1].imshow(cor, origin="lower", interpolation="nearest")
    ax[1].set_title("Corrected")
    
    # Save the corrected image
    fabio.edfimage.EdfImage(data=cor).save("corrected.edf")



.. parsed-literal::

    <IPython.core.display.Javascript object>



.. raw:: html

    <img 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width="1000">


Conclusion
----------

This procedure describes how to measure the detector distortion and how
to create a detector description file directly usable in pyFAI. Only the
region inside the convex hull of the grid data-points is valid and the
region of the detector which is not calibrated has been masked out to
prevent accidental use of it.

The distortion corrected image can now be used to check how "good" the
calibration actually is. This file can be injected in the third cell,
and follow the same procedure (left as exercise). This gives a maximum
mis-placement of 0.003, the average error is then of 0.0006 and
correction-map exhibit a displacement of pixels in the range +/- 0.2
pixels which is acceptable and validates the whole procedure.

.. code:: python

    print("Execution time: %.3fs"%(time.time()-start_time))


.. parsed-literal::

    Execution time: 26.104s

