<?xml version="1.0" encoding="utf-8"?>
<?xml-stylesheet type="text/xsl" href="../assets/xml/rss.xsl" media="all"?><rss version="2.0" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:atom="http://www.w3.org/2005/Atom"><channel><title>Sayyed's blog (Posts by Abdul Sayyed)</title><link>https://AbdulSayyed.github.io/</link><description></description><atom:link href="https://AbdulSayyed.github.io/authors/abdul-sayyed.xml" rel="self" type="application/rss+xml"></atom:link><language>en</language><copyright>Contents © 2020 &lt;a href="mailto:neuro.sayyed@gmail.com"&gt;Abdul Sayyed&lt;/a&gt; </copyright><lastBuildDate>Sun, 02 Aug 2020 21:25:36 GMT</lastBuildDate><generator>Nikola (getnikola.com)</generator><docs>http://blogs.law.harvard.edu/tech/rss</docs><item><title>nibabel_001</title><link>https://AbdulSayyed.github.io/posts/neuroscience/nibabel_001/</link><dc:creator>Abdul Sayyed</dc:creator><description>&lt;div&gt;&lt;h3&gt;&lt;a href="https://nipy.org/nibabel/installation.html#installer-and-packages"&gt;&lt;code&gt;NiBabel&lt;/code&gt;&lt;/a&gt;&lt;/h3&gt;
&lt;h4&gt;Installation&lt;/h4&gt;
&lt;h4&gt;Installation Testing&lt;/h4&gt;
&lt;ol&gt;
&lt;li&gt;
&lt;p&gt;Testing as usual with &lt;code&gt;import nibabel;print(success);nibabel.test()&lt;/code&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;import nibabel; print('Success!');nibabel.test()&lt;/p&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;blockquote&gt;
&lt;p&gt;Note: Before running advanced tests, please update all submodules of nibabel, by running git submodule update --init&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p&gt;I am running a simpple test, not the advanced one it ran for 15 minutes and gave me long listing. In the end it gave me error about Freesurfer other wise the rest test is passed.&lt;/p&gt;
&lt;pre class="code literal-block"&gt;&lt;span&gt;&lt;/span&gt;&lt;code&gt;&lt;span class="err"&gt;-- Docs: https://docs.pytest.org/en/latest/warnings.html&lt;/span&gt;
&lt;span class="err"&gt;=========================== short test summary info ============================&lt;/span&gt;
&lt;span class="err"&gt;FAILED freesurfer/tests/test_io.py::test_geometry - assert False&lt;/span&gt;
&lt;span class="err"&gt;FAILED freesurfer/tests/test_io.py::test_write_annot_fill_ctab - assert False&lt;/span&gt;
&lt;span class="err"&gt;FAILED streamlines/tests/test_streamlines.py::TestLoadSave::test_save_complex_file&lt;/span&gt;
&lt;span class="err"&gt;FAILED streamlines/tests/test_streamlines.py::TestLoadSave::test_save_tractogram_file&lt;/span&gt;
&lt;span class="err"&gt;FAILED streamlines/tests/test_tck.py::TestTCK::test_load_file_with_wrong_information&lt;/span&gt;
&lt;span class="err"&gt;FAILED streamlines/tests/test_trk.py::TestTRK::test_load_file_with_wrong_information&lt;/span&gt;
&lt;span class="err"&gt;FAILED streamlines/tests/test_trk.py::TestTRK::test_load_trk_version_1 - Asse...&lt;/span&gt;
&lt;span class="err"&gt;FAILED tests/test_deprecated.py::test_futurewarning_mixin - IndexError: pop f...&lt;/span&gt;
&lt;span class="err"&gt;FAILED tests/test_nifti1.py::test_extension_io - assert 0 == 1&lt;/span&gt;
&lt;span class="err"&gt;FAILED tests/test_parrec.py::test_truncated_load - assert 0 == 1&lt;/span&gt;
&lt;span class="err"&gt;FAILED tests/test_parrec.py::test_truncations - assert 0 == 1&lt;/span&gt;
&lt;span class="err"&gt;FAILED tests/test_parrec.py::test_ADC_map - assert 0 == 2&lt;/span&gt;
&lt;span class="err"&gt;FAILED tests/test_testing.py::test_clear_and_catch_warnings - assert 1 == 2&lt;/span&gt;
&lt;span class="err"&gt;= 13 failed, 4648 passed, 105 skipped, 6 xfailed, 1 warning in 829.54s (0:13:49) =&lt;/span&gt;
&lt;/code&gt;&lt;/pre&gt;


&lt;h4&gt;What is this pakcage ?&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;It provides read write acees to commonly used Neuroimaging files which includes following format  Description&lt;/li&gt;
&lt;/ul&gt;
&lt;table&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;type&lt;/th&gt;
&lt;th&gt;Description&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;Gifti&lt;/td&gt;
&lt;td&gt;NifTI&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;/td&gt;
&lt;td&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h4&gt;Start working&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;Import and use its exposed version &lt;code&gt;nibabel.(__version__)&lt;/code&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Reading a nifti file. &lt;code&gt;nibabel.load(&amp;lt;filename&amp;gt;)&lt;/code&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;A file that is read is used in a variabel say &lt;code&gt;anat_img = nibabel.load('sample.nii.gz')&lt;/code&gt;. This object knows the file &lt;code&gt;shape&lt;/code&gt;  and image affine ( array matrix) shape. Another attribute is &lt;code&gt;dataobj&lt;/code&gt; that gives you the detail of where this object is pointing to.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;The ouput of &lt;code&gt;nibabel&lt;/code&gt; loaded object is an instance of &lt;code&gt;nibabel.nifti1.Nifti1Image&lt;/code&gt; which get read in a memory. When it is printed it gives you the address as well for example &lt;code&gt;0x7fdbdc86b2e0.&lt;/code&gt;.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;One can see that the super class is of &lt;code&gt;nibabel.nifti1&lt;/code&gt;. This class exposes number of ...file&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;The &lt;code&gt;nibabel&lt;/code&gt; attribute &lt;code&gt;dataobj&lt;/code&gt; is an object that point to an image array that get loaded.,it is of &lt;code&gt;nibabel.arrayproxy.ArrayProxy ojbect&lt;/code&gt;.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;code&gt;Array proxies and proxy images&lt;/code&gt; are the techniques &lt;code&gt;nibabel&lt;/code&gt; uses to load an image from disk, an array &lt;code&gt;proxy&lt;/code&gt; is not the array itself but something that represents the array and can provide the array when we load it. It allows us to create the image object withou immediately loading all the array data from sik.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Proxy is used rightly because images with an &lt;code&gt;proxy object&lt;/code&gt; like this one are called &lt;code&gt;proxy images&lt;/code&gt; because the &lt;code&gt;image data&lt;/code&gt; is the proxy points to the array data on disk.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;To check if it is a proxy, &lt;code&gt;nib.is_proxy(anat_img)&lt;/code&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Image shape and affine shape can be found out using &lt;code&gt;numpy object&lt;/code&gt; and to do so you need to get an object that points to an image.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;And it is done using &lt;code&gt;img_data = anat_img.get_fdata())&lt;/code&gt;. This method returns a numpy array object. Its &lt;code&gt;shape&lt;/code&gt; attribute will give the same result as &lt;code&gt;nibiabel&lt;/code&gt; object.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Following is done and shown below&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;pre class="code literal-block"&gt;&lt;span&gt;&lt;/span&gt;&lt;code&gt;&lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;nibable&lt;/span&gt; &lt;span class="kn"&gt;as&lt;/span&gt; &lt;span class="nn"&gt;nb&lt;/span&gt;

&lt;span class="k"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;nb&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;__version__&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;

&lt;span class="n"&gt;anat_img&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;nibabel&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;load&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s1"&gt;'sample.nii.gz'&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="n"&gt;anat_img&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;shape&lt;/span&gt;           &lt;span class="c1"&gt;# ()&lt;/span&gt;
&lt;span class="n"&gt;anat_img&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;affine&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;sahpe&lt;/span&gt;   &lt;span class="c1"&gt;#&lt;/span&gt;
&lt;span class="n"&gt;anat_img&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;header&lt;/span&gt;         &lt;span class="c1"&gt;# &lt;/span&gt;

&lt;span class="n"&gt;file_data&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;anat_img&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;get_fdata&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;
&lt;span class="n"&gt;file_data&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;shape&lt;/span&gt;
&lt;span class="n"&gt;file_data&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;affine&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;shape&lt;/span&gt; &lt;span class="err"&gt;?&lt;/span&gt;
&lt;/code&gt;&lt;/pre&gt;


&lt;h4&gt;Commonly used functions&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;nibable.load()&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;nibable.shape # a loaded object represents the image that knows its shape.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;nibable.affine.shape #&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;Working directory&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;There is not need to have or set a working directory but it is better to set a data directroy do avoid platfrom specific details.&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;Nibabel Images and its image object&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;It is composed of 3 items:&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;an N-D array containing the  image data;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;a (4, 4) affine matrix mapping array coordinates to coordinates in some &lt;code&gt;RAS+ world coordinate space (Coordinate systems and affines);&lt;/code&gt;&lt;/li&gt;
&lt;li&gt;image metadata in the form of a header.&lt;/li&gt;
&lt;/ul&gt;
&lt;blockquote&gt;
&lt;p&gt;The word affine is used frequently in image transformation, subsquently the word &lt;code&gt;affine array&lt;/code&gt; represents an array that is accessed by another array in a loop. Another term is affine transformation like linear transformation and it is used to correct image transoformation in image related works.&lt;/p&gt;
&lt;/blockquote&gt;&lt;/div&gt;</description><guid>https://AbdulSayyed.github.io/posts/neuroscience/nibabel_001/</guid><pubDate>Sat, 01 Aug 2020 09:33:59 GMT</pubDate></item><item><title>Introduction to matplot</title><link>https://AbdulSayyed.github.io/notebooks/matplot-001/</link><dc:creator>Abdul Sayyed</dc:creator><description>&lt;div&gt;&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h3 id="Matplotlib"&gt;&lt;a href="https://matplotlib.org/3.1.1/index.html"&gt;Matplotlib&lt;/a&gt;&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/matplot-001/#Matplotlib"&gt;¶&lt;/a&gt;&lt;/h3&gt;&lt;h3 id="UserGuide"&gt;&lt;a href="https://matplotlib.org/3.1.1/users/index.html"&gt;UserGuide&lt;/a&gt;&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/matplot-001/#UserGuide"&gt;¶&lt;/a&gt;&lt;/h3&gt;&lt;ul&gt;
&lt;li&gt;It is plotting library for 2D plotting used in academic publising on hardcopy and in interactive environment.&lt;/li&gt;
&lt;li&gt;It can be used in &lt;code&gt;Python script, in Python and IPython shells, Jupyter notebook, web application servers&lt;/code&gt;. These four...&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 id="What-it-can-generate-?"&gt;What it can generate ?&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/matplot-001/#What-it-can-generate-?"&gt;¶&lt;/a&gt;&lt;/h3&gt;&lt;ul&gt;
&lt;li&gt;It can draw &lt;code&gt;plot, histograms, power spectra, bar charts, errorcharts, scatterplots,etc&lt;/code&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href="https://matplotlib.org/3.1.1/tutorials/introductory/sample_plots.html"&gt;Sample Plots&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href="https://matplotlib.org/3.1.1/gallery/index.html"&gt;Thumbnail gallery&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 id="How-it-is-installed-?"&gt;How it is installed ?&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/matplot-001/#How-it-is-installed-?"&gt;¶&lt;/a&gt;&lt;/h3&gt;&lt;ol&gt;
&lt;li&gt;It can be installed as its own package&lt;/li&gt;
&lt;li&gt;With third party distribution&lt;/li&gt;
&lt;li&gt;From source, it can be built&lt;/li&gt;
&lt;li&gt;Clone the latest repo&lt;/li&gt;
&lt;/ol&gt;
&lt;h3 id="Its-Dependencies-?-on-[30-July-2020]-Following-is-taken-from--documentation"&gt;Its Dependencies ? on [30 July 2020] Following is taken from  documentation&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/matplot-001/#Its-Dependencies-?-on-%5B30-July-2020%5D-Following-is-taken-from--documentation"&gt;¶&lt;/a&gt;&lt;/h3&gt;
&lt;pre&gt;&lt;code&gt;txt

Python (&amp;gt;= 3.6)
FreeType (&amp;gt;= 2.3)
libpng (&amp;gt;= 1.2)
NumPy (&amp;gt;= 1.11)
setuptools
cycler (&amp;gt;= 0.10.0)
dateutil (&amp;gt;= 2.1)
kiwisolver (&amp;gt;= 1.0.0)
pyparsing

- To get the better user interface toolkit, optional can be insalled.

tk (&amp;gt;= 8.3, != 8.6.0 or 8.6.1): for the Tk-based backends;
PyQt4 (&amp;gt;= 4.6) or PySide (&amp;gt;= 1.0.3): for the Qt4-based backends;
PyQt5: for the Qt5-based backends;
PyGObject: for the GTK3-based backends;
wxpython (&amp;gt;= 4): for the WX-based backends;
cairocffi (&amp;gt;= 0.8) or pycairo: for the cairo-based backends;
Tornado: for the WebAgg backend;
For better support of animation output format and image file formats, LaTeX, etc., you can install the following:

ffmpeg/avconv: for saving movies;
ImageMagick: for saving animated gifs;
Pillow (&amp;gt;= 3.4): for a larger selection of image file formats: JPEG, BMP, and TIFF image files;
LaTeX and GhostScript (&amp;gt;=9.0) : for rendering text with LaTeX.&lt;/code&gt;&lt;/pre&gt;
&lt;h4 id="Concepts-behind-the-matplotlib"&gt;Concepts behind the matplotlib&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/matplot-001/#Concepts-behind-the-matplotlib"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ol&gt;
&lt;li&gt;The work is done on many levels from &lt;code&gt;general to specific&lt;/code&gt;.&lt;/li&gt;
&lt;li&gt;Once can visiulize data easily as well as control necessary high and low level detail.&lt;/li&gt;
&lt;li&gt;It is all done through object library so the more specific can be accused its less specific object.&lt;/li&gt;
&lt;li&gt;&lt;code&gt;matplotlib&lt;/code&gt; is said to be the &lt;code&gt;state-machine environment&lt;/code&gt; provide by &lt;code&gt;matplotlib.pyplot&lt;/code&gt; module.&lt;/li&gt;
&lt;/ol&gt;
&lt;blockquote&gt;&lt;p&gt;Pyplot is like a matlab environment, so should not be difficult. The first level in object hirararcy is the &lt;code&gt;pyplot&lt;/code&gt; library. The user uses this object to draw figures and controls its attributes.&lt;/p&gt;
&lt;/blockquote&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
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&lt;div class="inner_cell"&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;matplotlib.pyplot&lt;/span&gt; &lt;span class="k"&gt;as&lt;/span&gt; &lt;span class="nn"&gt;pyplot&lt;/span&gt;
&lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;numpy&lt;/span&gt; &lt;span class="k"&gt;as&lt;/span&gt; &lt;span class="nn"&gt;np&lt;/span&gt;

&lt;span class="n"&gt;fig&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;pyplot&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;figure&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;
&lt;span class="n"&gt;fig&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;suptitle&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s1"&gt;'No axes on this figure'&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;

&lt;span class="c1"&gt;# Draw two by two figures ( that is four boxex)&lt;/span&gt;
&lt;span class="n"&gt;fig&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;ax_lst&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;pyplot&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;subplots&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="mi"&gt;2&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="mi"&gt;2&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="c1"&gt;# Draw only one&lt;/span&gt;
&lt;span class="n"&gt;fig&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;ax_lst&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;pyplot&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;subplots&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="mi"&gt;1&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="mi"&gt;1&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
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&lt;ul&gt;
&lt;li&gt;The above figure is just a description how easy it is to plat a figure, it is very simple and other software such as &lt;code&gt;r, matplot&lt;/code&gt; provides the smae high level abstraction.&lt;/li&gt;
&lt;/ul&gt;
&lt;blockquote&gt;&lt;p&gt;Note: Matplotlib figures and plots works with &lt;code&gt;numpy&lt;/code&gt; arrays as input. Other libraries &lt;code&gt;arrly-like&lt;/code&gt; object  such as &lt;code&gt;pandas&lt;/code&gt; np.matrix may or may not work. It is better that they can be converted to &lt;code&gt;np.array&lt;/code&gt; object.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;h3 id="Using-numpy-to-draw-a-sin-funciton"&gt;Using &lt;code&gt;numpy&lt;/code&gt; to draw a sin funciton&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/matplot-001/#Using-numpy-to-draw-a-sin-funciton"&gt;¶&lt;/a&gt;&lt;/h3&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
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&lt;div class="prompt input_prompt"&gt;In [56]:&lt;/div&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="c1"&gt;# run above cells so that librararie are imported, if not, import them again&lt;/span&gt;

&lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;matplotlib.pyplot&lt;/span&gt; &lt;span class="k"&gt;as&lt;/span&gt; &lt;span class="nn"&gt;pyplot&lt;/span&gt;
&lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;numpy&lt;/span&gt; &lt;span class="k"&gt;as&lt;/span&gt; &lt;span class="nn"&gt;np&lt;/span&gt; 

&lt;span class="n"&gt;x&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;np&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;arange&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="mi"&gt;0&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="mi"&gt;10&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="mf"&gt;0.2&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="n"&gt;y&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;np&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;sin&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;x&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;

&lt;span class="c1"&gt;# creating a figure and set of subplots. pyplot.subplots() creates two object at one time, it implicitly &lt;/span&gt;
&lt;span class="c1"&gt;# creates a fig object and show a subplot created in ax&lt;/span&gt;
&lt;span class="n"&gt;fig&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;ax&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;pyplot&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;subplots&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;

&lt;span class="c1"&gt;# Though ax points to a subplots objects, it is still empty so fill it&lt;/span&gt;
&lt;span class="n"&gt;ax&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;plot&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;x&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="n"&gt;y&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="n"&gt;pyplot&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;show&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="c1"&gt;### What happened above ?&lt;/span&gt;

&lt;span class="c1"&gt;# `np.arange`, numpy has number of function that creates an array as shown below.&lt;/span&gt;
&lt;span class="c1"&gt;# The function above creates an arry startgin from 0 and ending to 10 with a difference of 0.2&lt;/span&gt;
&lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;numpy&lt;/span&gt;&lt;span class="p"&gt;;&lt;/span&gt;&lt;span class="n"&gt;a&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;numpy&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;arange&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="mi"&gt;0&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="mi"&gt;10&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="mf"&gt;0.2&lt;/span&gt;&lt;span class="p"&gt;);&lt;/span&gt;&lt;span class="n"&gt;a&lt;/span&gt;
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&lt;pre&gt;array([0. , 0.2, 0.4, 0.6, 0.8, 1. , 1.2, 1.4, 1.6, 1.8, 2. , 2.2, 2.4,
       2.6, 2.8, 3. , 3.2, 3.4, 3.6, 3.8, 4. , 4.2, 4.4, 4.6, 4.8, 5. ,
       5.2, 5.4, 5.6, 5.8, 6. , 6.2, 6.4, 6.6, 6.8, 7. , 7.2, 7.4, 7.6,
       7.8, 8. , 8.2, 8.4, 8.6, 8.8, 9. , 9.2, 9.4, 9.6, 9.8])&lt;/pre&gt;
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&lt;div class="prompt input_prompt"&gt;In [60]:&lt;/div&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="c1"&gt;# We need to draw something, and we decided to draw the output of `sin` funciton so we saved the outpu in y variable&lt;/span&gt;
&lt;span class="c1"&gt;# The return value of `sin(x)` function that is a tuple and need to be printed using print(y)&lt;/span&gt;
&lt;span class="n"&gt;b&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;np&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;sin&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;a&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt; &lt;span class="c1"&gt;#print(y)&lt;/span&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="c1"&gt;# Now we have x that goes from 0 to 10 with a difference of 0.2 that is we are going to plot &lt;/span&gt;
&lt;span class="c1"&gt;# values of y against x. to plot a figure we need to use matplot.pyplot object. This method provides a subplot object that&lt;/span&gt;
&lt;span class="c1"&gt;# is very convinent to plotting any values using object within fig object &lt;/span&gt;
&lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;matplotlib.pyplot&lt;/span&gt; &lt;span class="k"&gt;as&lt;/span&gt; &lt;span class="nn"&gt;plt&lt;/span&gt;&lt;span class="p"&gt;;&lt;/span&gt;
&lt;span class="n"&gt;fig&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;ax&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;plt&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;subplots&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;
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&lt;div class="prompt input_prompt"&gt;In [75]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="c1"&gt;# The above draws only an empty figure, even though `plt.show()` is not even used explicitly. &lt;/span&gt;
&lt;span class="c1"&gt;# pyplot to plot an object we have used the following&lt;/span&gt;
&lt;span class="n"&gt;ax&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;plot&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;a&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="n"&gt;b&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="n"&gt;pyplot&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;show&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

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&lt;div class="prompt input_prompt"&gt;In [77]:&lt;/div&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="c1"&gt;### The above does not work it has to be done in one go&lt;/span&gt;
&lt;span class="n"&gt;fig2&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="n"&gt;fx&lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt;&lt;span class="n"&gt;plt&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;subplots&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;
&lt;span class="n"&gt;fx&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;plot&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;a&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="n"&gt;b&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="n"&gt;plt&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;show&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt; 
&lt;/pre&gt;&lt;/div&gt;

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&lt;/div&gt;&lt;/div&gt;</description><category>matplot</category><category>python</category><guid>https://AbdulSayyed.github.io/notebooks/matplot-001/</guid><pubDate>Thu, 30 Jul 2020 05:22:01 GMT</pubDate></item><item><title>Reading and Writing Access using Nibabel</title><link>https://AbdulSayyed.github.io/notebooks/nibabel-001/</link><dc:creator>Abdul Sayyed</dc:creator><description>&lt;div&gt;&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h3 id="What-is-this-pakcage-?"&gt;What is this pakcage ?&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/nibabel-001/#What-is-this-pakcage-?"&gt;¶&lt;/a&gt;&lt;/h3&gt;&lt;ul&gt;
&lt;li&gt;It provides read write acees to commonly used Neuroimaging files which includes many formats&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
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&lt;h3 id="Installation"&gt;Installation&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/nibabel-001/#Installation"&gt;¶&lt;/a&gt;&lt;/h3&gt;&lt;ul&gt;
&lt;li&gt;Use &lt;code&gt;pip install nibabel&lt;/code&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;h4 id="Test-installaiton"&gt;Test installaiton&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/nibabel-001/#Test-installaiton"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;Use &lt;code&gt;import nibabel; nibabel.(__version__);print('succeeded!')&lt;/code&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;h4 id="Run-builtin-test"&gt;Run builtin test&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/nibabel-001/#Run-builtin-test"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;&lt;code&gt;import nibabel; nibabel.test()&lt;/code&gt;&lt;/li&gt;
&lt;/ul&gt;

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&lt;h4 id="Start-working"&gt;Start working&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/nibabel-001/#Start-working"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;&lt;p&gt;Import and use its exposed version &lt;code&gt;nibabel.(__version__)&lt;/code&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p&gt;Reading a nifti file. &lt;code&gt;nibabel.load(&amp;lt;filename&amp;gt;)&lt;/code&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p&gt;A file that is read is used in a variabel say &lt;code&gt;anat_img = nibabel.load('sample.nii.gz')&lt;/code&gt;. This object knows the file &lt;code&gt;shape&lt;/code&gt;  and image affine ( array matrix) shape. Another attribute is &lt;code&gt;dataobj&lt;/code&gt; that gives you the detail of where this object is pointing to.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;ul&gt;
&lt;li&gt;&lt;p&gt;The ouput of &lt;code&gt;nibabel&lt;/code&gt; loaded object is an instance of &lt;code&gt;nibabel.nifti1.Nifti1Image&lt;/code&gt; which get read in a memory. When it is printed it gives you the address as well for example &lt;code&gt;0x7fdbdc86b2e0.&lt;/code&gt;.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p&gt;One can see that the super class is of &lt;code&gt;nibabel.nifti1&lt;/code&gt;. This class exposes number of ...file&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p&gt;The &lt;code&gt;nibabel&lt;/code&gt; attribute &lt;code&gt;dataobj&lt;/code&gt; is an object that point to an image array that get loaded.,it is of &lt;code&gt;nibabel.arrayproxy.ArrayProxy ojbect&lt;/code&gt;.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p&gt;&lt;code&gt;Array proxies and proxy images&lt;/code&gt; are the techniques &lt;code&gt;nibabel&lt;/code&gt; uses to load an image from disk, an array &lt;code&gt;proxy&lt;/code&gt; is not the array itself but something that represents the array and can provide the array when we load it. It allows us to create the image object withou immediately loading all the array data from sik.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p&gt;Proxy is used rightly because images with an &lt;code&gt;proxy object&lt;/code&gt; like this one are called &lt;code&gt;proxy images&lt;/code&gt; because the &lt;code&gt;image data&lt;/code&gt; is the proxy points to the array data on disk.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p&gt;To check if it is a proxy, &lt;code&gt;nib.is_proxy(anat_img)&lt;/code&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p&gt;Image shape and affine shape can be found out using &lt;code&gt;numpy object&lt;/code&gt; and to do so you need to get an object that points to an image.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p&gt;And it is done using &lt;code&gt;img_data = anat_img.get_fdata())&lt;/code&gt;. This method returns a numpy array object. Its &lt;code&gt;shape&lt;/code&gt; attribute will give the same result as &lt;code&gt;nibiabel&lt;/code&gt; object.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;

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&lt;h3 id="Start-reading-(-loading-)-an-image."&gt;Start reading ( loading ) an image.&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/nibabel-001/#Start-reading-(-loading-)-an-image."&gt;¶&lt;/a&gt;&lt;/h3&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;nibabel&lt;/span&gt; &lt;span class="k"&gt;as&lt;/span&gt; &lt;span class="nn"&gt;nib&lt;/span&gt; 
&lt;span class="n"&gt;img&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;nib&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;load&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s1"&gt;'data/oxf/ExBox1/STRUCT0001.nii.gz'&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;

&lt;span class="c1"&gt;# gets its attribute&lt;/span&gt;
&lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;img&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;shape&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;            &lt;span class="c1"&gt;# it will use (img.header.get_data_shape())&lt;/span&gt;
&lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;img&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;affine&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;shape&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;    &lt;span class="c1"&gt;# &lt;/span&gt;
&lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;img&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;dataobj&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="n"&gt;header&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;img&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;header&lt;/span&gt;
&lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;header&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;header&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;get_data_shape&lt;/span&gt;&lt;span class="p"&gt;())&lt;/span&gt;
&lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;header&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;get_data_dtype&lt;/span&gt;&lt;span class="p"&gt;())&lt;/span&gt;
&lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;header&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;get_zooms&lt;/span&gt;&lt;span class="p"&gt;())&lt;/span&gt; &lt;span class="c1"&gt;# voxel in milimiter, and the time between scans in ms, it is the lst value.&lt;/span&gt;
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&lt;pre&gt;(192, 256, 256)
(4, 4)
&amp;lt;nibabel.arrayproxy.ArrayProxy object at 0x7f1493ccc2b0&amp;gt;
&amp;lt;class 'nibabel.nifti1.Nifti1Header'&amp;gt; object, endian='&amp;lt;'
sizeof_hdr      : 348
data_type       : b''
db_name         : b''
extents         : 0
session_error   : 0
regular         : b'r'
dim_info        : 0
dim             : [  3 192 256 256   1   1   1   1]
intent_p1       : 0.0
intent_p2       : 0.0
intent_p3       : 0.0
intent_code     : none
datatype        : int16
bitpix          : 16
slice_start     : 0
pixdim          : [-1.         1.0500001  1.         1.         5.         0.
  0.         0.       ]
vox_offset      : 0.0
scl_slope       : nan
scl_inter       : nan
slice_end       : 0
slice_code      : unknown
xyzt_units      : 10
cal_max         : 1218.0
cal_min         : 0.0
slice_duration  : 0.0
toffset         : 0.0
glmax           : 0
glmin           : 0
descrip         : b'5.0.10'
aux_file        : b''
qform_code      : scanner
sform_code      : scanner
quatern_b       : 0.0
quatern_c       : 1.0
quatern_d       : 0.0
qoffset_x       : 103.30165
qoffset_y       : -119.3996
qoffset_z       : -128.21066
srow_x          : [ -1.0500001   0.          0.        103.30165  ]
srow_y          : [   0.        1.        0.     -119.3996]
srow_z          : [   0.         0.         1.      -128.21066]
intent_name     : b''
magic           : b'n+1'
(192, 256, 256)
int16
(1.0500001, 1.0, 1.0)
&lt;/pre&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="n"&gt;Most&lt;/span&gt; &lt;span class="n"&gt;of&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="n"&gt;header&lt;/span&gt; &lt;span class="n"&gt;information&lt;/span&gt; &lt;span class="n"&gt;are&lt;/span&gt; &lt;span class="ow"&gt;not&lt;/span&gt; &lt;span class="n"&gt;directly&lt;/span&gt; &lt;span class="n"&gt;accessebile&lt;/span&gt; &lt;span class="n"&gt;but&lt;/span&gt; &lt;span class="n"&gt;retrieved&lt;/span&gt;  &lt;span class="n"&gt;by&lt;/span&gt; &lt;span class="n"&gt;using&lt;/span&gt;  &lt;span class="n"&gt;getter&lt;/span&gt; &lt;span class="err"&gt;`&lt;/span&gt;&lt;span class="n"&gt;obj&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;get_dtype&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;&lt;span class="err"&gt;`&lt;/span&gt; &lt;span class="n"&gt;etc&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

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&lt;/div&gt;

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&lt;h3 id="Image-data"&gt;Image data&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/nibabel-001/#Image-data"&gt;¶&lt;/a&gt;&lt;/h3&gt;&lt;ul&gt;
&lt;li&gt;An image array can also be stored in the image object as numpy array.&lt;/li&gt;
&lt;li&gt;To get more about image data, we can get a handle to &lt;code&gt;dataobj&lt;/code&gt; that is returned by this function &lt;code&gt;image_data = img.get-fdata()&lt;/code&gt;. It is a &lt;code&gt;numpy.ndarray&lt;/code&gt; object that represents the data object.&lt;/li&gt;
&lt;li&gt;Image data object contains all the information that we can directly retrieved by using an image &lt;code&gt;header&lt;/code&gt; object. It is another way to represent the data. For example &lt;code&gt;header.get_dtype()&lt;/code&gt; will give same result as &lt;code&gt;img_data.dtype&lt;/code&gt;.&lt;/li&gt;
&lt;/ul&gt;

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&lt;div class="cell border-box-sizing code_cell rendered"&gt;
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&lt;div class="prompt input_prompt"&gt;In [12]:&lt;/div&gt;
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    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;nibabel&lt;/span&gt; &lt;span class="k"&gt;as&lt;/span&gt; &lt;span class="nn"&gt;nib&lt;/span&gt;
&lt;span class="n"&gt;anat_img&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;nib&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;load&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s1"&gt;'data/oxf/ExBox1/STRUCT0001.nii.gz'&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="n"&gt;anat_img_data&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;anat_img&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;get_fdata&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;

&lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="nb"&gt;type&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;anat_img_data&lt;/span&gt;&lt;span class="p"&gt;))&lt;/span&gt;
&lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s2"&gt;"*********************************"&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;anat_img_data&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s2"&gt;"*********************************"&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;

&lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;anat_img_data&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;shape&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;anat_img_data&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;dtype&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
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&lt;pre&gt;&amp;lt;class 'numpy.ndarray'&amp;gt;
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*********************************
(192, 256, 256)
float64
&lt;/pre&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="c1"&gt;# As we saw, that the retruned data object is of `numpy.ndarry `. We can also create an image of `numpy arrays` &lt;/span&gt;
&lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;numpy&lt;/span&gt; &lt;span class="k"&gt;as&lt;/span&gt; &lt;span class="nn"&gt;np&lt;/span&gt;
&lt;span class="n"&gt;array_data&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;np&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;arange&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="mi"&gt;24&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;dtype&lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt;&lt;span class="n"&gt;np&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;int16&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;array_data&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;

&lt;span class="nb"&gt;print&lt;/span&gt; &lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s2"&gt;"*------------------------*"&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="n"&gt;array_data&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;array_data&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;reshape&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="mi"&gt;2&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="mi"&gt;3&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="mi"&gt;4&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;array_data&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="nb"&gt;print&lt;/span&gt; &lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s2"&gt;"*------------------------*"&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="n"&gt;affine&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;np&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;diag&lt;/span&gt;&lt;span class="p"&gt;([&lt;/span&gt;&lt;span class="mi"&gt;1&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="mi"&gt;2&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="mi"&gt;3&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="mi"&gt;1&lt;/span&gt;&lt;span class="p"&gt;])&lt;/span&gt;
&lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;affine&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="n"&gt;array_img&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;nib&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;Nifti1Image&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;array_data&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="n"&gt;affine&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;array_img&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;array_img&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;dataobj&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
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&lt;pre&gt;[ 0  1  2  3  4  5  6  7  8  9 10 11 12 13 14 15 16 17 18 19 20 21 22 23]
*------------------------*
[[[ 0  1  2  3]
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 [[12 13 14 15]
  [16 17 18 19]
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*------------------------*
[[1 0 0 0]
 [0 2 0 0]
 [0 0 3 0]
 [0 0 0 1]]
&amp;lt;class 'nibabel.nifti1.Nifti1Image'&amp;gt;
data shape (2, 3, 4)
affine: 
[[1. 0. 0. 0.]
 [0. 2. 0. 0.]
 [0. 0. 3. 0.]
 [0. 0. 0. 1.]]
metadata:
&amp;lt;class 'nibabel.nifti1.Nifti1Header'&amp;gt; object, endian='&amp;lt;'
sizeof_hdr      : 348
data_type       : b''
db_name         : b''
extents         : 0
session_error   : 0
regular         : b''
dim_info        : 0
dim             : [3 2 3 4 1 1 1 1]
intent_p1       : 0.0
intent_p2       : 0.0
intent_p3       : 0.0
intent_code     : none
datatype        : int16
bitpix          : 16
slice_start     : 0
pixdim          : [1. 1. 2. 3. 1. 1. 1. 1.]
vox_offset      : 0.0
scl_slope       : nan
scl_inter       : nan
slice_end       : 0
slice_code      : unknown
xyzt_units      : 0
cal_max         : 0.0
cal_min         : 0.0
slice_duration  : 0.0
toffset         : 0.0
glmax           : 0
glmin           : 0
descrip         : b''
aux_file        : b''
qform_code      : unknown
sform_code      : aligned
quatern_b       : 0.0
quatern_c       : 0.0
quatern_d       : 0.0
qoffset_x       : 0.0
qoffset_y       : 0.0
qoffset_z       : 0.0
srow_x          : [1. 0. 0. 0.]
srow_y          : [0. 2. 0. 0.]
srow_z          : [0. 0. 3. 0.]
intent_name     : b''
magic           : b'n+1'
[[[ 0  1  2  3]
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  [16 17 18 19]
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&lt;h4 id="checking-the-data-type"&gt;checking the data type&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/nibabel-001/#checking-the-data-type"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;An image data object can be of &lt;code&gt;array_img.dataobject&lt;/code&gt;, &lt;code&gt;farray_img.dataobj&lt;/code&gt;&lt;/li&gt;
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&lt;div class="prompt input_prompt"&gt;In [14]:&lt;/div&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="k"&gt;if&lt;/span&gt; &lt;span class="n"&gt;anat_img_data&lt;/span&gt; &lt;span class="ow"&gt;is&lt;/span&gt; &lt;span class="n"&gt;array_img&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;dataobj&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;
    &lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s2"&gt;"It is of array_img.dataobj"&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="k"&gt;elif&lt;/span&gt; &lt;span class="n"&gt;anat_img_data&lt;/span&gt; &lt;span class="ow"&gt;is&lt;/span&gt; &lt;span class="n"&gt;farray_img&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;dataobj&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;
    &lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s2"&gt;"It is of arry_img.dataob"&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="k"&gt;else&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;
    &lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s2"&gt;"unknown data dyte"&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
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&lt;span class="ansi-red-fg"&gt;---------------------------------------------------------------------------&lt;/span&gt;
&lt;span class="ansi-red-fg"&gt;NameError&lt;/span&gt;                                 Traceback (most recent call last)
&lt;span class="ansi-green-fg"&gt;&amp;lt;ipython-input-14-4c9ab58e1037&amp;gt;&lt;/span&gt; in &lt;span class="ansi-cyan-fg"&gt;&amp;lt;module&amp;gt;&lt;/span&gt;
&lt;span class="ansi-green-fg"&gt;----&amp;gt; 1&lt;/span&gt;&lt;span class="ansi-red-fg"&gt; &lt;/span&gt;&lt;span class="ansi-green-fg"&gt;if&lt;/span&gt; anat_img_data &lt;span class="ansi-green-fg"&gt;is&lt;/span&gt; array_img&lt;span class="ansi-blue-fg"&gt;.&lt;/span&gt;dataobj&lt;span class="ansi-blue-fg"&gt;:&lt;/span&gt;
&lt;span class="ansi-green-intense-fg ansi-bold"&gt;      2&lt;/span&gt;     print&lt;span class="ansi-blue-fg"&gt;(&lt;/span&gt;&lt;span class="ansi-blue-fg"&gt;"It is of array_img.dataobj"&lt;/span&gt;&lt;span class="ansi-blue-fg"&gt;)&lt;/span&gt;
&lt;span class="ansi-green-intense-fg ansi-bold"&gt;      3&lt;/span&gt; &lt;span class="ansi-green-fg"&gt;elif&lt;/span&gt; anat_img_data &lt;span class="ansi-green-fg"&gt;is&lt;/span&gt; farray_img&lt;span class="ansi-blue-fg"&gt;.&lt;/span&gt;dataobj&lt;span class="ansi-blue-fg"&gt;:&lt;/span&gt;
&lt;span class="ansi-green-intense-fg ansi-bold"&gt;      4&lt;/span&gt;     print&lt;span class="ansi-blue-fg"&gt;(&lt;/span&gt;&lt;span class="ansi-blue-fg"&gt;"It is of arry_img.dataob"&lt;/span&gt;&lt;span class="ansi-blue-fg"&gt;)&lt;/span&gt;
&lt;span class="ansi-green-intense-fg ansi-bold"&gt;      5&lt;/span&gt; &lt;span class="ansi-green-fg"&gt;else&lt;/span&gt;&lt;span class="ansi-blue-fg"&gt;:&lt;/span&gt;

&lt;span class="ansi-red-fg"&gt;NameError&lt;/span&gt;: name 'array_img' is not defined&lt;/pre&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="c1"&gt;### Image slicing&lt;/span&gt;

&lt;span class="o"&gt;-&lt;/span&gt;

&lt;span class="c1"&gt;### Loading and Saving&lt;/span&gt;

&lt;span class="o"&gt;-&lt;/span&gt; 
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;matplotlib.pyplot&lt;/span&gt; &lt;span class="k"&gt;as&lt;/span&gt; &lt;span class="nn"&gt;plt&lt;/span&gt; 
&lt;span class="k"&gt;def&lt;/span&gt; &lt;span class="nf"&gt;show_slices&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;slices&lt;/span&gt;&lt;span class="p"&gt;):&lt;/span&gt;
    &lt;span class="sd"&gt;''' Function to desplay row of image slices '''&lt;/span&gt;
    &lt;span class="n"&gt;fig&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;axes&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;plt&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;subplots&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="mi"&gt;1&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="nb"&gt;len&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;slices&lt;/span&gt;&lt;span class="p"&gt;))&lt;/span&gt;
    &lt;span class="k"&gt;for&lt;/span&gt; &lt;span class="n"&gt;i&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="nb"&gt;slice&lt;/span&gt; &lt;span class="ow"&gt;in&lt;/span&gt; &lt;span class="nb"&gt;enumerate&lt;/span&gt; &lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;slices&lt;/span&gt;&lt;span class="p"&gt;):&lt;/span&gt;
        &lt;span class="n"&gt;axes&lt;/span&gt;&lt;span class="p"&gt;[&lt;/span&gt;&lt;span class="n"&gt;i&lt;/span&gt;&lt;span class="p"&gt;]&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;imshow&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="nb"&gt;slice&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;T&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;cmap&lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt;&lt;span class="s2"&gt;"gray"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;origin&lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt;&lt;span class="s2"&gt;"lower"&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
    
&lt;span class="n"&gt;slice_0&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;epi_img_data&lt;/span&gt;&lt;span class="p"&gt;[&lt;/span&gt;&lt;span class="mi"&gt;96&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="p"&gt;:,&lt;/span&gt; &lt;span class="p"&gt;:]&lt;/span&gt;
&lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="nb"&gt;len&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;slice_0&lt;/span&gt;&lt;span class="p"&gt;))&lt;/span&gt;
&lt;span class="n"&gt;slice_1&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;epi_img_data&lt;/span&gt;&lt;span class="p"&gt;[:,&lt;/span&gt; &lt;span class="mi"&gt;128&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="p"&gt;:]&lt;/span&gt;
&lt;span class="n"&gt;slice_2&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;epi_img_data&lt;/span&gt;&lt;span class="p"&gt;[:,&lt;/span&gt; &lt;span class="p"&gt;:,&lt;/span&gt; &lt;span class="mi"&gt;128&lt;/span&gt;&lt;span class="p"&gt;]&lt;/span&gt;
&lt;span class="n"&gt;show_slices&lt;/span&gt;&lt;span class="p"&gt;([&lt;/span&gt;&lt;span class="n"&gt;slice_0&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="n"&gt;slice_1&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="n"&gt;slice_2&lt;/span&gt;&lt;span class="p"&gt;])&lt;/span&gt;
&lt;span class="n"&gt;plt&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;suptitle&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s2"&gt;"Center slices for EPI image"&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="c1"&gt;# Get the header of the data&lt;/span&gt;
&lt;span class="n"&gt;cwd&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;os&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;getcwd&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;
&lt;span class="n"&gt;data_dir&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;cwd&lt;/span&gt; &lt;span class="o"&gt;+&lt;/span&gt; &lt;span class="s2"&gt;"/data/ds000114/"&lt;/span&gt;
&lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;data_dir&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="c1"&gt;#print("file header only" + header)&lt;/span&gt;
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&lt;/div&gt;&lt;/div&gt;</description><guid>https://AbdulSayyed.github.io/notebooks/nibabel-001/</guid><pubDate>Wed, 29 Jul 2020 19:18:36 GMT</pubDate></item><item><title>Science Kit learning</title><link>https://AbdulSayyed.github.io/notebooks/scikit-001/</link><dc:creator>Abdul Sayyed</dc:creator><description>&lt;div&gt;&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt; 
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&lt;/div&gt;&lt;/div&gt;</description><guid>https://AbdulSayyed.github.io/notebooks/scikit-001/</guid><pubDate>Thu, 23 Jul 2020 20:02:29 GMT</pubDate></item><item><title>Neuro Imagin with Machine Learning</title><link>https://AbdulSayyed.github.io/notebooks/nilearn-001/</link><dc:creator>Abdul Sayyed</dc:creator><description>&lt;div&gt;&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
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&lt;h3 id="What-is-nilearn-1.0-?"&gt;What is &lt;a href="https://nilearn.github.io/index.html"&gt;nilearn&lt;/a&gt; 1.0 ?&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/nilearn-001/#What-is-nilearn-1.0-?"&gt;¶&lt;/a&gt;&lt;/h3&gt;&lt;ul&gt;
&lt;li&gt;&lt;code&gt;nilearn&lt;/code&gt; is a python way of doing work (statistical analysis) with Neuro Imaging in Python using machine learning. It uses &lt;a href="https://scikit-learn.org/stable/"&gt;scikit-learn&lt;/a&gt; Python toolbox.&lt;/li&gt;
&lt;li&gt;It is a subset of a family of work done in python language related with Neuro Imaging.&lt;/li&gt;
&lt;li&gt;It is not a new technique or new science but provides modern pythonic way of dealing with old analysis done on neuro imaging data such as &lt;code&gt;MVPA, decoding, predictive modelling, functional connectivity, brain parcellations, connectomes&lt;/code&gt;.&lt;/li&gt;
&lt;li&gt;It can also be used on different modalaties of &lt;code&gt;fMRI&lt;/code&gt; such as &lt;code&gt;task fMRI, resting fMRI, or VBM data&lt;/code&gt;&lt;/li&gt;
&lt;li&gt;&lt;code&gt;nilearn&lt;/code&gt; makes the work of neuro imaging with machine learning a specific domain, or &lt;code&gt;feature engineering&lt;/code&gt; construction.&lt;/li&gt;
&lt;/ul&gt;
&lt;h4 id="Installation-1.1"&gt;Installation 1.1&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/nilearn-001/#Installation-1.1"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;Use &lt;code&gt;pip install -U nilearn&lt;/code&gt; or use existing conda environment to install &lt;code&gt;nilearn&lt;/code&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;h4 id="Check-installation-1.2"&gt;Check installation 1.2&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/nilearn-001/#Check-installation-1.2"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;Following line will check its installaiton.&lt;/li&gt;
&lt;/ul&gt;

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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;nilearn&lt;/span&gt; &lt;span class="k"&gt;as&lt;/span&gt; &lt;span class="nn"&gt;ni&lt;/span&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="n"&gt;ni&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;version&lt;/span&gt;
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&lt;pre&gt;&amp;lt;module 'nilearn.version' from '/home/sayyed/anaconda3/envs/nipype/lib/python3.8/site-packages/nilearn/version.py'&amp;gt;&lt;/pre&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="kn"&gt;from&lt;/span&gt; &lt;span class="nn"&gt;nilearn&lt;/span&gt; &lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="n"&gt;plotting&lt;/span&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="c1"&gt;# Plotting glass brain&lt;/span&gt;
&lt;span class="n"&gt;plotting&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;plot_glass_brain&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s2"&gt;"data/sample-nifiti-file.nii"&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
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&lt;pre&gt;&amp;lt;nilearn.plotting.displays.OrthoProjector at 0x7fde728a2100&amp;gt;&lt;/pre&gt;
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mEepmOYEMPZ1uNVVl2+5huku0338OUPyJXpDMZmNF6VbILwXyPiLaT/taM55hmNELRJ20eJOw3kfGiBjcmnBUtNeVAka381F4yJBxInxVbsU5Zsiotcyc4p7JQ+U34UJ40l46jI94PjsRSLPp+DCkiNCCysGVDMW19tR8D6oYL85PGQJZJnpFTby6xYwmJhRSSktcIuOt1xg2jvtmarY2BwccI+m6XYdwpMZNKKqh2TAxuTosH03BVmke2OZcHMn4aGd9n/G0m7B2M/ZixVsRFpYb37TFcU2watoICa9weLlZwmUrvZWgTl44WnCHfbBO+GNbjfh7GU4ej88fg7+3aa95iBD/M9eg0fd3a76sy517HrlYdOc+Z0uYBU3xRVMMmrW9kYTVtWXJLzdbUikeksFpnuO7pPYJDqYM7zSbpo5Ghtwm5/mj6x4nbIOJ8nK7paO7Ew6Y4e/30NkVd9DJIdIZStHpgZ8zc9ZBI67V6Xy1hLWQDG7OzCJSoOXMlXCOnvc41e6BnbtfmDjnOGWu/z7cSKP5+AQmWAKsC4CXwAecLwmDFcctveNjvXROEQow9tWHAr4J0W2rnbd4uMtFZj5uyMNFmJyM0jkn6TJ0SLb5GvX4eo5IshX8RxbZ1Q1lgwSg9gCXoGzz/nfz/tLNVBgDK3MSwEb4UkiXXSLkMznCfPUIkyXPJZ76S28O2ZeVPl+e5b8vcAJ+/kv32uvx+XxzEb6zb5h+NUDZnp68p/cXG9hgHe38M0CkZnoxyhRyatrdH/71jK+b4nAdH+FbvdX6IrGmAKuegCtOMTNhWqF5L3AqmuIfXstx+NxubYqRak5cIZIP1ApySgc/SiRbzOFCYVc3lFMMGeJCPS0v08BrdxwV/3ZebME89tPaLT15FlUqTkIXE+A+iB8KGfxoi+6Kfr3ObIa6uIAfAn/O0lTGBlwaDZo96nouT3TLz8cTZC2ydTXLTzeGg3zNXvJ1KcWggkCE6QqU7N/LjnZUySLe+FDw3B2wcpLGfX0gNTspETVJEGYKYHqFUJQIbRG6gIrMJkKsjj880DJvCGuEOpylkjrLMCqNFtKD0BvKudxKN8LH9sJDxwiyn0L1qZfznlRnVc3zi9bJx4cghfWTNPk9xJcT8E8yfzOmAsFMGa7xi093rTAdBfoKogmM6vEs90DxIApZVJaoYKVpnYwQFeApzad1Jqz81tYgPnCKUsReGoZzj4NnLRMu8wsKfsq8Ux4hGiQUhaESSqYVH/Nf5u2Scyyl7vkP+r8R83bX432UoERmUwIYWkRhCFE/s8kIfTXXTAcXG/7eZfW7KNn1+Dqppmc/DC9AjnqAlIz117NXmpyyyPXb17D/JUFyS51DNRKI9Yh6o3USelMnrUE5jksN5V+8zZWgN/vmAo/Arzvfhu7jx2C9x2yyf7sNTh4N2ESlBshocjUG6ZpVjDhesUZ1OvYRYVfBGLlXpcId7/mZnWCKNtN3dtBzBsTHltJ7peVLBJRVtcAVzc9rODenQ5h+BMYP1MeNg3T2CQwWM28qHbTApP4ZXdgz9R9+tbhmDdN8nRzdJc8q72A0e8XOk44paYmXS8l+fvCZeMb2p4kPUOUl2T6VppjDpi1mTS2kwCz4jcgch6UtT9qAb4HcsAvYBnmJ/x78TuDGNhdwbiV8/6/OCMJxzSRTzNDJLRDCJESys8TCVUyE/4c8+fCIs1izHf2HDUrJSkPWf+srjl2UxsccG947nM+WexoBjj6QXu+W7UA0ZvSMN1lupTCMx3ZZW8y1C+bX8O0gbBDDZgzYZHSue6nH9zrwoLzLiKsasCoaaWxXc5DSIPJNOn6dUwojgMP+5jKRJ0gvCNde5aodCwRaRIaIKVDQFQN6EgxkuJS/Tb7M20jgD5rp+4eMIGXdZSbv7Rs1QNAb6Zfwbka9QMmUNsEtyV5ZZ1bmrf5pqSw+xzd9oOerA29IFOdLLIAsmW+2r7iwgzGrIOvCKXZqiAjhAsuUu2Kg0B3Y5nFOuhhbs6bEbkmoDuDLfiThgEUOk814CuY9hEj3e/3GfS2OeCdf87NSlokt05kGaZ0vjDIBJHv47iucRmKBwiBdxO12rHbqisUmR7EeC4ts9ZPbwpr+RambL45DHP65o8aHaIoXbEVDTZAzTphHJvsYzvdvGi2D9JL20N4RFeAKfcYRqH9Zb/+EUwC54g1NlaS37t2yjL2PFE8q+fWKNSAJ+GqL8WRaQaZlDqB6FtJXou4pTNkkfPVBWz09gBVX3Jkkii0WvH2Xk8Y6BW7TsPLT4SdRRMdIaIWZ5PiNvyyozjZu+jLy96C481pmI/QbTzmNDb0Rp23Ygas4+uZyNWUt6LBS70beSNa622FmO1uPh7dtOt+7H4C6M5atFdyMnYvUa4ql16h8wqBMWQXKrD6efd6RCbq/mkCubSmV9BriQ8WLT7UwioZ2E9mGlYv2udjB+jhndrnXPiBr14zbZvPucDgrC/W5samge/2Zu96kekCj1o4dD+w+7eh739567XMm9MwK/ZQbZVzynx4xWF+yIRpzNnKTMXP+nlibL2ElBXCG1kkyQwnE7bHN0PjayWFxovRpLEH7ZVFxlvErC5gWkBu9nWC2Z1xtS4m1ZceWV3290KpIgenXVh2YYK3xwa0rNwVmaBCAnsUgwLYcqXbH4+X98WL1vFJ6F5VY9NP2/KUTMdAJazfW/5Z3ZrBn+het+B4cwLjpEt+2LkCqW6peAFLmQl1+nhyDRFtfr0NDb7zDUAQf/VItq+CjfA6FO8HTjiuSYm5FBO4d7GqAKbwxjhwHZZEwJ2Hs08YD9JwrPXVprehAC+fIsM1+fcSgjlJL+5JgOczJJ5+KT4v7yVbZElK7NKmTbBGMgGzFSYqNkHnPZC7L2eTsoSZvIo/6glg6bPckuMNC0z3VbrU3R32mdTuEFn2Ut2qF1KAT/ghDQ8Qnw1CxExU2eU44uWFyMbcgVUYZklVFTK8QJVeLuZJu87S0xbQbH85aVsVuGLj9oAPiuDXFoalKxjrzLTLcItYLbwAjT/D6j+eJ5JuW/DFc/YqYULzwgJhImeJrLKaeYbP+kKODCblt7jmkdmuuzbSQtQJhyM0MIrl+3Y/+9bjmDds47p/S5d/RoBGjBsou52dxdMoIZKWpFmkrlP6HDISprHZGzjO++KEf4INYIGkoP0ENlj38Lq0+IUnbHHDly+bMB4+QEbJM014MCewAb+HbJWsq5u2Xh53kWGlSy/a2I0dAmatekHtLD7o1z4P/92y0T74RyeJCMYvEh7PA14iK1rnGF5u0zTPcbWTZbFyeMDcdeEcpUA01pxcbJlbPo6R2C3gl78MfT/31mGZN26StoiZ7IPeAlPVOYvGAjZVFeCbIdIF5O6Kv9gmo86LQ8a1nPavtCbdfmKJlmkwtS8wO0OkbiZm8PBO2LhsA3H4bm9Hze+337mee+jJf1lyL2ULZ1h3kK0ZdvAjLqheNLX7XssfzgroRs3szSZNSYPez2MC8dAu+/tSxy4t/lAMeQmgYBoRjNxsNCMtdEvt3PZ1YzZNmLxsm/fgDsB/8/0G8Uc/3rjAzMbbRtMXFISIusrcCMvI9VSaQXodnavan5aZgHG8InAr86izLIltDGdkS1K1jEHlS/46Tcbelj/i+EZmq4VdcNGVklzqSftsbNjOPZzzSXAGc8lV16vRhWB35fu6m5bGOWcJS/0BgpyTUlRwPcv8qEW/smJs7iUvrRG3NDLsms1JwpR+WiSqiP+04/DhLTrenIapwaVl6y8t95J5NiuEBlGUVSDUNcFVFdCnQTtMHWd93yIzZSvYDJOKXgHrmT+HVafbRTu3r3k7HvFrS5AH7Xobl+Hlc0nG/SwZUN1QsLHgsZxlIkVzxR9WpqxiNUnzL/pn01bSeyTpqgnMREg7nvT+U5xwZDhTouZNFWyizGFtXVq2zMVyztqy1DHysgY93pCapAqHaR8mfo237HjjdUkrljk/QUCT/C6yBOilDoxV/QtxD1pt2Y8a9CaCr9jCO8/7NY8egvZF+MyCVfnVMXw0icnBeWy2HjwBIyoN9NmZP4Thkho20H9NpsGe2rTB+mUtpljHHsRXHS9jiU39QL5iEfP1J8LBOYKtxj3iiwKN7QXW4cKyaaVLnd70nxZmvV8C/mdMAf7pmt1/ftMwyCgGxcTqzjfdQrac2GyFkGxjE6e1aaGSkQGouNYa8WXN5HV9DXj2L6H7QdMyfU+8OTzzxjXM6SBBZaszxF5wtU5ygicCKdYz7yA0m/VbMH8tgxbmsYwasfWvdxkAlI3PD1k8popbxjNEqt8Rf93jX2pxoBL81oKp9n48JFFx89DvFxYnU7DVI1b8HFFDoopewrXEeXh8zcpgVtfsEvOd8Kwn/CXap4Thsw94V234IojFXKTcyERe8WatLpsWv7QWTEE/JmjK6gDzpBSiGfT7toCP+/erT9ir+/U3Z57esMBceMIe9oGhxNHRFKwAoyYUIsWyMLS7z6JCNMMvXLSOWMfHPmV9q8F+FrAUBXkD/Vi5RabTq/5aJyPpGn9pLrlAZ3asJBEI9bL0es01RD0UoKiVWbssz3YCL5wnaoXOexMUGThOaOFnnWfBu6Ify058xc+Z83tOEfhHXtgZIsNhkNAi7aYHO70/lVWxn2C+lbna/uk3h2nekMB0H6N7HXMbVzfNZo9odQJnVR+/bP+fXbPUxCVFbz3b7Ao+O0qW35JuPdAPPNXE1PBl4HrQJtJqyjwYx5OrTpnH0/iyvfimzcxH16yjJ7FB8EWiTBha3umjvvTXnqSNd5nJubAQVlNErSiYOmYaRVgvElguZQyO0Fvu9KdNO/9z9mh8jljBAm9XAUsS38JopIM5K8BTHxXoXdqujvEyG53eSlOdq7a8AvBffa+R/cHHG7Jn3QN0uQ5nN+1B1UDZ8sxtlpZQUFERXS+BfQXr3H17Ta0fdLZYW72sbtr3eS/meqppA38GgyejBAn8JW+DLNM9xNhr8Ar4bmsey2o0vbishakBd52zts5ZRaI0x2mikuMEJiAP+bJqz16OtpygB6unj03db/MSEZLawjCaihz6gX+N8TUn6AmQZ6GtFjF5JjGhepheb0lCIv9Dh3yQn/3Wj751Tv5HORmslIQv2FOt1mEYuHMXDJWBTfMwBu4AVL46QrjSebLc2L/fNnD5OeDOGvzUTrjwbbjWtdn0QtMEqNmA/6sOA23TSiPAq1iRW7drHTOGCd9zwL8Efhz4LvB/EBGG88BPHoDVb8NrDfh/2/a7bhtyVW+b2qjIXgeuNeBpTBXfOwT3vAYDXfhPfuqpLgyswiqwRqTVfMv/VnZHHyZQLwEvAgf8vGPA24iVQ1v+9zImMKNEyZTmnbJIFbBu+m9f9f+HctBwo1P2zye87zxFmu8CB/4afrfG7/6wYw9vxCQ9b62/tOxr/ecIur/uwTcILaMwgHjrgoG9sZxppClspr7giUBVTK3WgafWrCOvEKuczmAqfrVj3w1iA/EINjunicrJUTxyu8vN34q5sOWBLH5oM08SJXSqNfWIVVcXMaD5x51gbc8QwPsEpiEqwGcIkCuSG/9OQFW4aNavccaax9fo5W/yuQhTCJPrmjLRO+hd9mapE9pnJblfgaCTxoE/uvajp0H86ALzChkTKS+CHUQnO0JbVdxEAUhlqZUCeJ691ruN4yimiv8C68AWsbfWGWxmbREbsZ3AvAORVZ8Z6mVXP4mFE+YXbCZrMeilZpiDkXv9xz9jDWhfI+zXDvjQXvgU4egVMMGsAB8mTM3vYZiujgnA+2/oNoHPKlnaC1/y96cJiziF9Y+IP0p2zvOYKZIZV9qx/teCoOrybWwOKOlR8d+RgTBpBaB9Pz/S8YZAb/uyubUVCMMq4qFmDOzIMDH9pWG2bK39D/kqTEeH7SsBvm/69QUlhB3kcopkfYVkBbSKteW+nHE0X8BeH9ppTfpvsXVo6pAlnoNpuM9BGPlZ+/86ZOmUq9eA/vCECpjgHR2kIyovAAAgAElEQVSAgwfg6L1WCvIlTDiFN0rEWoyaQzV6t6Z8ktBwwj2f9Ou/J2lWe9Oi0iXg6M6bCxREPs9idEO//68tCCr2CD1b6CjmOQ78AQ4zfsjjRwI83QW6/BTBrQhJyb/rN2E6CTyg9Vs8HbHd8airkKBG3HXmVd9P4C+IpeT+iqgkaGH8xaz/PU5UcswSg7L7gH32wmX7zUNDwDFoPOfBwdO+3NmQJyUNxN6Noxjh9z9eNBB60AHtxmXrfAnyMUwz/f4pa999A/DHzTAvk1gfSKv8AuH9Oa/JeUxoPk6AZBHOxwgNLurgsE+yFjYhPkls4KbwwgqRuvkZPwe/VjEtSd42gnQUE+xR4Kd+SFn40QTmV+g2Pu9ZZUqKgmCP0rRHxVpcR696wndZgqRaZsxjOknv+rT9ROJ/hVi8W4l4dxER34NaD86FA+wef/Siff+rynSreQR6V7Jypce61L4a5q6qzINBa991YnvKCmYiZ/3nH/bfFAgGepHQAgqROaOQFU28RMx0aVkVT84SawkIDiriUvf3IwO2CeoOb8/DSbdLWMdcgPKHol8yt6lgrPC/Af79Y7ZROz/g+NFM0pP2X1nmRvpOKM1TE1Z9y7z2GhlxNzLgA4Sdu3GNLNMuPxDLmY3Su9WNwOMr2KAp36pO5Le+4CC5sYlJ2Um79n4MS5y9HI8wh9H+BUwrXPUVrkZ22XfKnZ2DLLk7n7NdXI8RMcZtTON9zbvil++3lNEWpnH2ENCuimnDdcJCj/oz1pK/t0iWiidiTScxIczngnHWUSBA9bS3K5+z+87654pPpTdWglY555PxM/xQxw8tMN3P0qUAxUNEQVbLqwLl8NfsIUdy9j7vy6BudJyJrPpvOtbJ7U07b7UZqlXM6CjwS8RCmlOECbpOzKSxAzbARwe84zIK2f7+C/1uxcICBaxjv+H32qfqzBX7+76cXesEWClM09rbuGjCIQJR2uNT+AYRJWtY2U3iXcD7dtqrTuxQcoKYZwqSH8NwkDDSK36fb2IDr/6Y79ik01yl1Stwcko3OvZ849iXLQhA5S5V8UFMJY3bx+1Trz/uNx4/lEnqPkeX93kL7iKjSq8ueIKRAoqKz88SPLewjqA95kGpw8cOkT31pWv20/d5UPBsM1ZP3cLUa6PjwE7LlgoxyvVQeOKMhQzGDsHViyar2/Tum9XCt84bIhg/8f8eDG0vmxfzBaJAoUp44g/lzNX+BJ5CoRIS3cSv1Thl8c8PE8KqzI/nCfZYfy9igv1+orAyP2BBSZltaZZxTINfbQaRp6wLrRWZbUj2HsLTOIkBrHUM/f4W9P3695eJHy5a/Zue6TVBZGC3bNbsk58LYT8UaCyRVGthg1qFEWeEl9ZsMIXaNfOyNXhxnqcTCc9bxH6ItIh6bWdvs2MPjK7Zhff5SpnFcSics+VPs9RP+eTaIk1Tdca0y4xdit8h5LHoLPRDOYsDyZ0uy1bIpgjgL1p3pAywOBnlfJ337vkFYqe2PYT8TgJ73MM7T2SmypWGIPUUa7ruQ/J+3FwDxVeI7MI9xFp+25jQ/IDjhzJJjXNeSvFh/8BH+DjwuFaQEso6b9+trtGrd+UjJ3zM2F7Yd8jUuFJM5DhRCvW6zg015uohBaBSgy3gUEiSwmfjdwd9saJMrw+a1lpd8/P2kHH58raPPmiZdSO7fFb3u9kteJLXsJsiNVJCrFU05+yxx3Ihp9JuDw3ZZFfI4QwRfPf89CwjT5c9QhRYqCKm0YyUn2nCgXjYz81y7ecwYakRrt8s8B7Pkf4Bxw8UmO5n6RYPEIsLJsit5fdveIb9hWVPBK95PbAk19U7kISH433jcsAgxV2WNmP3Gf0074zt/DK9Cys+T4SJFZYVKEqDLlcIV2Ta7rt62RKu6xD+exWo2ILMvzmcNKLisir2rmoacGMNmLG17tov2vnzz2G27DRQcjfe83CleMFw3ChhVZ8kMlmVGnEew0/bWCKV4kmvENdS2oVie4uEXOz26oK8zJIj+6VzGF0+YxcoDlhgme9z/EAM072fLh/GDLDoQ4+9t6/ZDNitcIAIOmEWjb672RuXPfin1Pb12NHkSUwdH3VO4xP0lPZYmMcTtFabwdBuLNitywMYYvSRWD2XBBsVLpY/q4T0WWyazxl/lBce20HQyTOYKp3xDcx1jlycCcu2U2ZEHd/gFEKo5Q/7+9W1nnUcuQcXvE5k5k1j5HML+EO/7m8RxJ9YXnExcs9RX7kquNQJ9hlMM7Y7XkB3lzX67HNw9L3eT38Ifc3vLRffV8N0H6MrUu7Ci/Ty7iu+WZSiveLxUw5Gs9vPL2slScX6C1YOoc44gwG392N1TmMHLG2inPO6J6x3zkNWyqrLi0t/4Zy9KkBZnsAoJgTbRDYURGXkqHegQIqAQSV5X3WBvQt4t9/0GHDdZ/C9dsl1rF2rSj8dtDiZ8nnAnvkZsmxR2/6vlD0eYC67sM49ROkIBGRTqkXqZm8RNUzs8czFXMS11HUZd3EEju7FJLTfnqv7re+tZb6/Sfqcd8qfwOH7CRgvs6K/pQagN+qm6YC73zLMjmdeWA6PQ6p1EF9S3tmu1U3vbHkcKzZejWux7V8F+/HVi7bL2QMDUUWYaTx5bNLf4o6UBViJdmXPUaenOD6rE98iNilNPLMSvkF61bvD8dQRbDwudOz3v5kzbXo45wIyB/TbxJgiavvlN3yAwCGfAf5V0t0FQtmt4B5fITiwrxA4cN3f79APpcJ/hlgc4Djfd/nW75ne0P06Xb5OQPgTmB59FYu/t5L/dQhIKrLVJMMRBRF8ffbkL1+Gc1jIXStwDGIpDY01KDSBNry2bY0s3Gm9+HID9g7Z36UhGHgNcvuhfcVuu9aG9TbseBeWX1DF8gCkLZTI9Xbgx/ycit2Llp+7A8sLkBc16OcrM73l/bDlDzAIFKFw0D7buOZzyLXvwACMd+BUGzbrMP6TMOyq8TtdKHYhV4TGlnXPO7G0EfkNIz6Wf4ulbkxjgvCzPgTrSTOHXrNn+E4XSptwdz8stG142n7+AtC/DQNF/5GWVblMhqh/9+Trpz18T1vV/Uu6SmVgHCMPRglEJhJglN7lM1bi8/Zldzd9Q6r5zQjTy3E6QcRZxnYacN6DZ8h33Ayk2UAlT7ba6/c45fXGu8iK8sHApHDCwfuJXIBU6wwSy3xIo+gcCA3qgLcnTWMruYb/3X7RMV3Ok8Ckv50wW7pmnuHL1+C+Q3a9xrkohV3qRFeOJ035E4JPeca/ewnD04/7+QWyHQR5YMC8pvMYEXmpExpp37BhKEVnih8lNKc7DUvLMLYMfTtvlo/XNUndV33bvR1ktToZBmg5rS/TUydMkuB7wT6/jtcPtywHRqkMynnVuEn1shKJzvMdt8Up9+3vD6og7Yphm+IBMsKwvWmvFG9nJbqpICgwuk5ECnXOHBG8UZi6RqTM6SgQrHfBmNlRTO2X9H2BTEjHdtn/W8T9ioecaaiYOdmX640ZgQURZVEn/TuZrn9BpDAc875Vfq92hBO/2cK0d4lY9LPHBNeAe1y4nuR1j9fHMOJV+onYuQItBQevcHNRmgamYosW7t5p4K+9bFzFLDY7HsHU6gnMK1Ic6Ysde+gJ3PMqOXjU4icaMMcRbd+TgG07p70Zz72F8Sb7sT2RshUcpCFGCVZs3JbkyBCn+mDRG6N76xC4749zn3rOBrDo1Q3lXcbKzjetKK+xQGbiHtIWgD6SxSGb9Vc3TRtwQ7duE7nDUwRbcYLY8FbYfL8PV3HArn+2ExH0SX1O4ixMEwFJf7aRYcyivM7x+kyvcMl4ciEBw9lY9yXb/jb1iurE3kQt+z8/bEG+fTl4ypeDFzVOAcotONMxvCVmfQTfyHsY0wJVggR0rJSH8GpaFpGt+CZeNW9XcResa7BkB6VJJsnWeRkRc7ZIrBsjUjClVlPtJBA9Ce+TumxB3vtD8nRUiypC8EP+7JRsS2HhcCVeab7qdsUclNy0vIeY08e9CSLtjuG5x014uGn3/nebEe2vNnvnDKd9MD5ARgI11qA4y+ser4thut/yrffEY3+DMHrfcAJKW9dpSoOttHTRN40YJsM8X+1ENpkSo3Y7ibSxaaD8Ibfh6tO8Itt+XaA39KC0sRahASv0HlOxfEj5vf5ZmoJRI0Lf8pA0co7NNq5B+W4iOUX2U79VHyjEINwjtwXMtX/egp8Hc/CoT5rDd1t57+4BLO/mYijRfekekRA4yeueVLB20h/9Eb/1mMebFHWX/6FFn1Y7Ngk31kwLthc89WEc85aeAabh6mXY9yr0vb1XRl7fJK1jM0K8S4/R80CWbLMQaz8wE2XI2WKFoyZAx8nIUXOb+y2+MYOVT1CICZ334GNWr13wL5RSL9CpwV0k1gBRtNrbVvYS08y1hixk8YKwmGxYKvyuKcvaJU6At04kvLjQXjhHuKIaoRpRI+Wpb4phvRub2EvnLN+YUROW8i4r9N+3N7nOJDERSobrKn6fLSJmmrLHu3dGQpWarUWfRrwyozzgZhLvryPYxPOUE+B1N7t4fYFRAEMXm8QoxS1ijX6lhIkZ3WEDPI2vONAPzMFXlwOo7c7F8u+NNRu/oyLkKraJVXGX/XajY8J+qenb1igEu4MgCfG2HPMbrEdbqFoPtpvJb9Uh3sNHsGT2DNy2fDUHjYKeP/GSNhZcE2okTibQR8JaSN4LeY/bbL7ajOjFv8DwzcsLnlim+4pQFPqVnR51z9G189iA9ek4UUg33ySbKBAFEKKULq3By74iZz/uhQqPiWhd8WfS5EmO7w16NVunsZGVN1An0tNTT2M9UhhT6lFWbQaCutw28HVwCEu0ahJQ3md5C7O7B4e8YGuaLLTbPkekvmHXyDpZKwO4R7UCgTem6PEKyvcmecmTds3yAUJAqt4eJbG0jD0e20ss9jLly3+IfxJGSkfJn1tmdtAv+R/8tPvuJwqptmBVu7iljLTjyfywnbORrFC15U1VzvCFBfsuJbU1XGA5Qlc7nr8sqkQh8ro9U3mA19149PUxzKc9JDCKOfxPEpVcPmPay7bQT48al3RIxWPSrNDSfVr/LY2tqIM18xXnKQFnbEbN+DOJsykq019khYIlrRuusw0XrsFhp+2zEkgFXVKBl5DPAh+Aq1/2nVRSMLBCgDHHPZdOwcFDRN6P6AXhHeilG8T5zBDR+7swMKJsMSXIFLDJ6rlF7TXTLqINtnBmd8uyBj6Us1XUz2DCKCg1kiycDSa4KjVu4Qlg99hzLf12kh+0An3XfhgMIxU1R+SICCgqkKHOTXkJtQA7RwDtGI5bU8JP+Eg4RC76FFnshhP2cIsEyu/HkpGygqbRZGmPNKji5mBb56eLGqndkmQNptqEZ+KpBOAkWdQ5C+y4RqlBT4pqZsKrSVtKphW/esrIvcZFwuvCr631QaQmUl7I/8/vjVU0Czgx6C5P1fv0mD/aA1jpyzRWoaombmPQQfxlHWIVohXvQhE+Kc3gx00C012mm3EWECt5z5GByaXLphpXm1iStIrBNQsHjVd4hbAUY7uSa4pyl7DVifiTiAXxAw/bzmvCgPkDnv/xNBE4lBdTIQpw6kC/lWacgaCVjxD+7hQh/G4qs0TiKXhZKztUibDHXXHfq1pfZjw+y0xRIXlNWm7Oz3oi9nlCyF/eJJhW57my7EH1zw7DPzqKw8m2Qq619gMX1uwRfseb+gXMOMg0iYF4CUs+qPhQtJ8j29d4ESJeNsFNx80aRhpCHbBIuItuTkaxzl3x83pW0XS43sIG6vCQm0LhF7GjBW/QIOFN9BPqfpYoX5mCkfdC8YN2nZG7AxwDsSRVSmkOxncPPEhonypcukyAPLm/GhxlJw3CfXuJKrs6kWzkXtIWXg8OkSuUYh+1JWF88/fCfbtcyGuuGQSMtXvcJL2FgVOQ/wiZl3d1jcA43qdS1JPehZ/EXO3nCesPsffYfsKRzefIYmQ1CBOdgn8/bhaYGXoRksgyN5rti/G5iud7otX9RhS9gmfse8F+VhKgKFk/kVw15fc74udNE0xsP6EFlIdS9d+IVJsllkNTW6S1ZHqIzychBj/BW3g7r54jlm/ytYAzVXnSz6vYZMj4oB0YihR+6e+9ZlY7k/bDpOc0J2acOpEGKzOpFLojpmGrEF6hu/DqIqGCRzAq4xEsx0aZfKKbjmGOxxUiis43Hd6JThYOSI6bQG/3f/JciAnvzCeJFAAZPR+YjaZlu8td34F5NE8RQd0aXtQmjaVDnaMn8JnePudg2hnUbHYLVAoUt7DBqhA1oSmfroTY0wQVkGIciLLBKrG+TD/wiucVO6GWrmuT1bAKjMpdVyDzDEaAZS4jEUATj6QQirS2zNAioTlkkqqw+pgD0207Tws95/daufHRXbCUmKwxL3pb9+67TliX+g3dtJ00eRbY9+vJuDwCff/0hwG90Bu/UeeqwwvxkT6WR/s4xrW0MLV3j86XR6PZLoM6l3y2kmw6IVpYs0xAXEJ3nSDt0nbptUgIiwRS1xGjJYHDP1fcaNCy3K4KlyVJYFkWXiG5zjG/xgRwHM4+5uvaTBPVdseTvh1MfrtFrDQ+SgjhDFk+8sghe97Va3a+Vv1mxR7v0oL9LUu/4WU8HvXILKS6QOeVMBJVwnIGYs+G89Z33eXeZKoegemu0eUuQg1KtcvstCzXVoMj867X73tjFC19Hg8hrHgjpNq3sAEVOJQZqhIDLrMo8AsxG6UVlNC8AjwD7b8kgiwzSU8J31wnsEGKc2aT/2fsYY7gbrX6wNvZfgKbupmLQe8GXdtRaZMdAhF6DnlCMplVIjKrbPhRTIg0ISas2uJZXzy77Lk25b1GeArzj+SS2jAi5rqHUHhSbIsYHsr77x9WH7cIvJkCIG7UMEpjENqvEVS8X2ws5/smb0Zh1i/56/BwWJDDAyYbDQG0ccKVTPNJZFqqBIcjnkSd9RV6lo9Pj9XLvu9iy+HFSX+J75BmELCUSdC1hBWkuVxg7yLptEH7v73mAFE0wzqRdDNp/7VPhVxkzwxh8oRzpLmS49ITBIPuk3RJ+1N7nz2kGFyToBQIrN7wAGW7k60sm3Vlmv8FMQ+o+8oOuwhTq3ZIyvzosU/dV+nya0SQ4gsEFvAOX73sRVW7rCBNKk6HxmkFz1tRlr5YJOx6S8u+48iW32OdKAmZSH4nFb2CBWHk9t7lDzVtfy+d8rXjBNQk7MI/mjn6Tj6lhMeZYfXi/CkrLckA65aTlR8kuKgUE0lj1m4gC9UpMmfCbh5AfeoJe4RHkiZlm3lsGSOrLspKjSctHaOC4z2B5JYReMcxDdPoRN2T5rygmFJUNjqRrHYdDwor2/wR6Bv+Phim7+30ZXsKqYPTTq4ZPsk7u1gidiwp5sLxaWFqkhliDyO1dtE6fmzIn8RZTKZh/iLZhlMXnrMd25aes4u2LxML420Ry4G7YIzdHfsf9hwShlby2Xryt0Ifmop+/QmIJBMPyOR3Egns1zGM1CLKFP23hweSe+j+MpEpjpozPmSS3tU2N/w55juWEqI50276d9Ox2BDbFvFfbVok+gOEHOvWejSS7yhZTKyGx6eUXyxPpXWzsMCNGOZVupn9VDRWd5FHoaPunqM6tRDF8iWwp6wmLZR2abnAHcPwx0lbGPnSml+vbqSUlomfxRjSbPWBWvJSSoPHipQyAfSW6Aq0ik1W8ojAqMyGPJWKVwHIlInt1goBdUK3z2APLhVeIkyvk4iXnvPfjiffT8FvXQyC93kiBFbOmSc0gWmAkYHgSwret1X8WmKwiSB5+YAJG4QSvcLNS7sKUs74fYoDRP7nM5bm0v0W3e6C/Q83YpgryZ1nCHpaXo7fSIvAbvu5q017TWBUfnmY3hkt5CWtdYwIr/p5WRjItYG01bi1nT+9iM1o2Vh5GXK1S9jgbxHYQCBZWCUtNRFS1zScIqrJZGO3va2K61SSawmXpeyyADyWR9N+0V6TEAB2hiwRTXPtpP+v8qlGJwuFZWaohWkQbUgxMuA75NYt0i35r2HXlr8Awf+J/pnGNgMrJN/X9EYYT0TlFe8Tl41M5XSX6TKD+ZN7vFP/itjGDi9uF8Wf6rk0JCrSSkAyBZbqaAXaFm0m7PZVMq82A+lvdHqyBjMcWMXzZzxocvacZ7TpHg4+M02io0JE3SeIiPyNSUqLxCK5ohWU0CMCU9IsYakl16jBJ871htwKmFNw1IOAf46NxXEiuU9zYBTXlFuRyrC6GSxEfoAIWk5ZnKzomCfbRcaL9zbORbKg2iI/ooYliL/cCaqpuMtPeNj7QPlDR8ii2HmA7ufpMoY54v8JOOit/zsyDdBedqDktQqNdch1IZeyQGWCePoWsRx1B9iMz9ubkHP3sK8Gd9RtNcuRHHy7C/PdMP95ux11rOxiGdhsw6l5+D+X4H8F/mYbvt2Gd27DDgexZ8/BazOwo4Hle/Z527xAn3Fv13/23lTtU9Gfveoj9HX/PX7O2/w3dxLR5yXvl//HVjOfxkpFPgH8U+BjQzDeB482zOF7CcMaku0KsBurXCkA89tWJvJ2oPBOKBWhUXftMuY/GrQfvLYBBV+1NLcDhpuGTYa68J26rZapaprvEpwgwJ1dF0L/e+AOrL6l4h39n/3/H/N+edXP/fQIn2Yfth5oDfgnPsArZAg/NwC4bS3cARsNGBxwIelLRlaUuDyjfky/7gdeA94OuYbdvPEdWyJ00xueuxN2lE2AVPJUwNIVh7btgdewsMPb/XYnMLlUIvme79hJ4z8Br61C3wbkrkLuXcBOrC7pVW/vkt/k7d4xLe+wjvfujaRhyb9rYeumrmPrrXa8YXkY2rBLnwB+Yie8Ywja34G/b5sMHsOs0juxtNSd/TD8LsiVra3vGoKdr8E73gm5OuT2WTsHhrz9qqNyPqzQgPZrJixsGyhuAZ16zNW2j3e/v1/zLtidg3zXHnMTXzr3bS5Rev5yMhBAvnuZLguES6mO+RZRJeUj1W5Av6vE1+pwRxtyQ/5921s36INRIUS349f9rgtRHhp/Z2ax3IWhIcj59/PrdsstH8MrwN9th5d80JvVxlT6PxuGRiOyJoe68Pdd2PkuKPVZp+cHXBBkftTGPm/PJobmCt6T+l7lJnlijeFvYTMu7+dqNDr2WXMVfuJ+GN70hubhOxtWI/Y2zOLfh6UfDL3TrtFYh9UNeOewnzRhwpG7l94SSLUZ+7u9YBq+u22FcLwKzW7wbi3/6avAT+RgqA/Wu9avI8A7+qGwwyZ/HigN+P3f5v1yJ4EJXbv2dS/S5RliAX1RhsIfc8B1L0TfS4Bg2W0FBCH4GgUVpW1knNOYjNBXyiQKJyiA595N+3KkjLSwnPRtTEiOAB9Tae0UXHraLnUwXdynQs+aell7xPUIryj628JiaL+Ir7VOL8Ugz0yf+XNtXITy/fDCi5H0hbfz45iSVdcqKJ3X4gSDyX32EKBeR1a85YdmkGrH/5yYEI5ilVRfIJhnAVwpjar/vc9x5IUmHP4gWWoJLWLNtCrkP/1xPs1lgksYwwJA8pi+az/K9WPqXMIyikn7d8nUfPvbkNuNie8SJpVvt+9o+f/Dfn6dwA0FzIi/3b+XmcsBbzNTNfL3Jo95f8i3YYrhn2Dls1c24MAIvOMn4R37/H5vI8i/Nb++BlueXNPv0+fnX4T5v4G/3oY7z8KOPkLrdHzQhoFvY5pG5jgHA+vQuGIpkL95AO5dNU3yPBHUniRMwneB4Tv992sWdmk2oLFk5unvarDjTiIVQzxTx8x54SisfsM0qSxBu+Pa5ruw3A14hj+eHLkyQRWVsPtc/Y6lxG783zCgEuAfIxLZfwHuyKLF8gjkiu4guIYKMRPlQV238xsCtCQL1txDb0WdttWQehMzmWboaYZDcBpyVVu2wsHkNc+7qcPYIBytwX/dMQL4PRCzAWLJa/yBZwjPSfdNuCG2oPGENV8LM50HdotOmCO8sDrhtqRaoB+Kd8Onzln7FcX/DXyFhLnYoPyol7NeWuulu5StccK7ZOOa5xkrb9n7rjhkz/oMcM8p3zLxCFawnnhtKa0GUTWpx9Z8ZcWwYmPTh6SFSfonyGiGvv+BvjsyLv8lIrzZIqjHlHgTCYZ5OvJMtX5aYxP61yAv1SghuEIQViveCQ/aKRsdK2TLGNXU7Z2mhxjMezXfUhPG3G3/jzXfZOIQvYM3Y9drrEFR3Md1InQPAcwrwFcsi/8Evd5LZlpVRpJS/D5pMuH3EEL5bis9kSCM6p8VOHqXbTT6ctMG+zjBj2i2yxqX06y62eReCr5Om4yMQybMK+fMSKx2IkOimINtF1QlAEhQ9mAR68YatJp2zyK2vs7ILnvGvp8O+qWv+5hvNlHx1s8S0VNplUXPUxFWEM5xSV7S6tpKqEoX8NmPCYzs8hSxJtdKck6/D8A6fPFyKL0jfvq2X2aWyCpTIHuPjXe2kjZA/qO2T1JxCAvUyDRJW6otimx7RDhj0vy8R9e86OxBgswQfpFbXbCtjWeBfR7buboZGuYIFpYbxYTki1i+7XEiD2wLK3JT7Eg01sih5F5qp/ftJedQ8h653uhYbdPqgg32/EIsDKC5JL9mLGeJU/Iud+CTTmOu4zeg77MhMDmO2yBxLOkQpQwk5kKzO6PXRci1LC40NkSo6haRoCGAqWDdDMG4arZLI7m5miJWjpwmqlp9ldAs6X6SEJLfIao7VrCTikqSVocPEmjzBBlQzszfN22vpWcX7LyvroUVzmxFwW84RRBodSPYqtizPbppAqyUgn05+8lfWP/zb/zW7yYWNqxgWkEKpOLPmAm3u/jtTeucP5KwJAstld0sjWgrRYwYTWKTGZHd7kRAc2yXk39SO/cQecYy8X7c0beTvu5lulkLTxMpBKLCt4jQgCLAMlHjyflyQ/W7OSK7v0ZoHdGaSp5SIpNPAzH3usVBj5yfkXMAACAASURBVLxq1QeI9NdZzH5fWIt0F4CxljOl6nRJmoR2kjC5VXs/vxkD9oIX+u8Byocs3jUm7HOaED6RgCfg+hOwewt+/m5L8/w9b0u1E3lXf0iUSIn4foXISl33e0oeN9Zi7d+MULtuCxLlh+mJCTSaUHzenm1poddp0iH8PItrQ01wqTWFtxUOuSEF4w6AvgOmcrqP0eVrxAo/JbJ4S+Oaje8kNpsaHShu05spNGp7FI5IZUvfQW+CFPb9/JqTbddcHboqHBuw2NS4n77q9ldC/3vYCqEtv+R/rCUbi/7zaE6WuyL9Pk2UYc7Qk/Ox8aKt9s00tDoR8pnyto5Jw84QcSnFxUrW9t0Dfp/zVqby5z5SZ5dtoD6O5ddOYsL9v2OzvUpwJjXvUjUV4LA0dcnX6j3l9xIY8Qh60R0C5qy9tWakNsjFV/isip+roKjsu/KET5LBh+4C3b5dJiO9qzd8hdhEWWLpeKV4CA6O2oWWNt0E9VtSkRRMecvej4jvmEiuLX5GGqgAuweJjZAcym9sRrxQla9ysFqYsOyPZ8mW39rf9KQn8TqDyXWrSTsUUZ5LvlfMpGITQRZKzaaOTemvEEFHmbh0hrrpfdx3cat68tMVYo/q495mTWAlNl0nJvfDxIYb8kOATNMP3lCH1V7zaH4tXo924OcdE6W+gLRafsBKdO/TePQTzonuBbEMrR8RfPw6Xf6awBWym3Nknk7jcuKNLJo2qeB5IhAlIsI+W/7ELXrTI5RT4tv+AnDSVjeYJWCPLEnV232GmOCqJxNBfd+Qr46QJBll67bqApXkuSSBck+8U1afDjyvWS5ZL76XniI2ILyXI4TJ+0qYN7CFpa++6AsgPkhoKOGTLfNShPt3D3ib5TDUiHrjqhOEWgldHl/LiuuLe4F+qx2TSy0zq66XXO3zyPfqGox8lMhQkDAKpjwOfYdu1DCTBGhIzEZWQ1zwaKaOURiZ9OU0fCaV74mO7+F21JEaCf39PGHMsbKVg9umwaTxy0N2rbbfY8ov2U9s8/s1bI2VcYypBDg8g434bxAxMWkBHS/5/+/2c2ZhxFcNHylAbcEZ+WEoaqqnAibaVrNRqRce68lm9mnHC+OEt0jS11vQWrP1gieWfVnZmvVPY9P7XaCu7uBWv3cHZGPBtaKDoBKx9EeLyNhI6a12B/KjHludIVZDT9n3KXqOyIdRR0AAoBYm8npykVYFMrtdvtcGtTxkCdIvnCKAWBoGSD8TWThBlmze8NwOJmI2lJW2ULMHfmCvFa4/dK/VBOWHwzuW5smSnQcJvZ+SghB6GcKlF7fxbv/dCatVLuicKr3gEAI/SJjcGbi6YLKoNJkLvrsLR4CveO6uNj1w167sS6jkd/nS+i3TmMW9fm1dbMUX0taqE669C7gnW4u/KURXp2lCOwgHj1n/QMkzcqVWiPCD5IJUYPoJ3asf6m76sausF05hLovMz132mvY+yW4gl2WCXnOQEoKTdn5RfEO9V3Y1sMVhv88ODGh63ukoljt8HPM2ysM+A6UBNMBCfYsExbmHsAPCI/1kJRa8PxbiybiJOoa7FJBJY0rHyPDS+7F0jZGcyVP7HLQ/a9c/eICIFYhsmkruM2cMcEnjMmi1SVIPxWHTRiotbje9fwZ9JfaCnbq6ae1PIEgGV/S/4MHGJjZZRl0Ya8QiCQkI6gW9GmCJo2am7Db24wdOAhO2SpHANMBRrXag1MkqUTYxSK9JEDaSttoDzNp6KUdzUJSJlO2uYQHBChZ9PG4dnZ+1a49i4YEL7g4f/iAmYNtEEpiSnmQSU2AsZP0HmJf4B5gAnMAe8uPWvswMSdBqBOhyVzvFBuCrlq8n561gIEymTS66Jt8MHNRz181FHlM56xF618ZZN691Y80mygxwcDGEotHpdatFGu/L0ZNymq1beNIn7wy9kMKP3hRNdYb46UWiXlh27TxZxv6+AxbQnfPX1XNE+pi0TxqJLdGLwEQOinE75q5kgd49CsT3/AJWdfUJbNrWfZWqmah6nSIpzYXwyibprUfW7MZ78CTBEY0ShXTCCWlkXeEKmYk0Wbbk7RsNDbN0ypPYldN7hJhIcgZajtO2A69tbBprW8LXgxGC1TNJ4PpDCZR8HGcwE5XubSDZrOCRbF0L10xy0/A2pv64HyEwQkNKSRhNPk+0SyZMDl7zw6Z+348v/KP0Rv029Y6qRJrBKL2LD7oLXh6yUMOla36fDxABHnkX0np+zC/bjJlNn0zfi09Sr8kzqtCrbqXN7iJWz9RxI+CtERnburY01SCxvJoDqrGcydvGRcK0p+Db41M1jGOpYZNPrMMZfPnaNDi7TUyqQiTQV/xZRvGCQn++fmI9YHUFKy44gz5kyrM+4v0wRS93RiowEsHZpFMgiJCKXXD1mv+9TuZGF3fa6xPQm6UvPCSELwESF6JZfp5Y7fkuGLsfDn6QECgNsn7vs3rjCfvzPDYDjw7Zqgj5u71t20knyywJ1GnwpSU+QFQGJCAvE64pwteXkMiUSBvrUP33CX+N2+nP42scL3olwfNEVLhmlP7undHEb/p4PZSWt8h5kMC51hTrWz5gMaKKd50mu3620UmUa8W7p27/n+0QFRIz3i5hND8Cw8i2q1M0yBCzacpc6Ux1zxA5hzhKVwhWmkSegB44DTpWyADw2TWLdB/WCuDD9JJrVW+LqNCvhRWRw/G+X6S3HlRtrxPhjdEbOltCpbQMgTLRoS1s5IRxZv0e0nhTyT2+5OedIJg3b8u+AdjnLjDH4aBAZcs4G4AVLy0Z2wVjk0TJRKrJRBFAmHLss/Ym5LetLmq16RUHtV5Hp+yF+hNY/5fdpK00raifGdh42r22KjftftELelV05i5zdsgECctIqLYw10QctkIBBXqr2lKqEZIkDDJq82jLsuWe7TiMWoPqWrIsvO4vIDYFUxfNff0wcPTn6FnpM9Mi0hAQWEraRdR6jQgZTxC2Xe7FBFF0NYgJyMNEgFWxMQEECblGyftt1T2f4iwxzSuwew9wEnafwKRfoYDUm6xiE1MklGaJ30MrOqxeMy5p5LRVYewbgu1moiQKUGkmweTBpGt8XMs5guxMYQqpwGjmpfjjxg6HnqXSM1WcqnCZGnXaOkGnT9NriqTO/e+DP+fhhyftwad1iwXYWrDa7WzWlmxfot1VYqt69xqyY5rQzVVihmoQtogEkRUCW8js6NkkECnu0MClBF6dAMqLBGCcseuN6H7K+1FAN+U7NIhy2wX468ln0oouUO1mWNtZTFgYhdaCXVchFrBzB/FApU+ujY6vfOpC3+hAUdfXs/kRApPaR2VhFwhOXg+mh5L9T0mTUvK+nnwmtanINcl3up8o/DpwAkY+ACM+SCPyJgqENqv7dQVOBUT1vcK/JO2EcI2rhHbR80u4NEgagRoBMtVHyhdOPReZnBnCBOMDIIEeJEC/vC3omTg9XilEHwv0r1vgdhTYcu0x5jVPk8ALTXhgy+VxFLbXQkloWGoAnWStGF1/ElqXodhPTL6EyOktZPsSERuROXHp33gMyv+W2J1b3Ig6Xg+m+Lzej9Nr3uS1SCBTBjY1Y1Wi+q7iLy0MIGBaIYJP6mzN6nQgdxCCpQEShnIPJcsimiAEXxME/2yaWGhpMmmrNIKuPUOkT0BoVwmFJp1wk4KfafhEOFJt9f9V3NbY9E05rtM7eQvO23hOjHahlZHID8ceDTVshU1aVp5SzmH4S+koyhP9LVC0OvOS+nbSl3WAYu66U93duq/c0NmaUZp1GhwBXZVc6lCQToObDojUdBopF38C4bLqd+cJn9PJp55ZKcGEcOdlTqUhNcjSGBJAiAkhlTyNuZp1ek2T2qoBlkel30oo5X1oYPuJuNIeereSrRJ8mCZGCbgnAr3K0W9vJs/ixw6sBGW1aRl3+rqG/VPHMEwL43raTV/xXGMo2kJxseToJe4kIC1iXyQN0ASsniL2WtGDpJhBN5T22EpeAtNyqSVoi4S+bCWfS9DUiWnZ63TyXlggtfsS+gnCDMrIy40Wgad7qI1qx3jSLpkYYR0JWAIGKWAezUnChKfudz/h9Yngm6CXYJQgjdOb7AsRovG2TkHGg131fKHGsglKcSgJARZCcVUw89giFn3K8qPEeUm7VYicocRpyXZk675KlzlC4i/6j/LYbG5C6R1YXYcGzMtAskOa41WspEMCsOY3Pu+d9F1vzARRIJa/4f04tnUYWFazXPS/9Xu8DStNKSfXyROlnoP+u5Lf723J61Us0xmsHFRllgKuYnHfTpRb1vx6o1jdRpEwSapDnYbVeSi95p+p/GOL3qVP+pLrrBH1M2CR/zX/7lViwR2PtrevQe6dkHvN2t3+dmyJ/Fob+ndam17bhjuHTYPcmbMyodwdUHiXldcWc7YTXHnYy5YPe1+oIlSVrGPQ9+GALhno7Xs7fd2/pJuRdx/wzlMoQO8l9dIkKQZJ1e2N7jXYtJj19zI1cmeldhf9nFnCOxglsEY/AXaFVwo3fK9DvJKwg1xfAdIZwjMax6alvCTN+HFizT2ZT/FI8izFz1RhpEVsFn3Sz1+MFRlKy57AdLd/p2SsWXo90jqBJarWzg3P6s9+R5KYvxgZd+1Nxyb12JhVifqlBedQfe0ZFfWffcK67vB7ieXlstB/HL0maRvTHr4FCtMYKJv17ye5eeFXuc4yTfJOJFAyDYrFDNrnjaeJpU0LyWuKGKRRogxAuEFr1Em4pBGk+nUd4l49Ce3Xk7YrrjNDbE0PIWg65D2pHwpE/nJq82sEP6Nr+6u4yzyZ8t5kQwjhG9EO0iapOy0gP+hReIHy5Bk2FsjCBaubdv0M2xRiE/Q0trzPBe/Spn0wicvGOGHmU7rEj17ibhAboDlof97T/m7kH7TiowDZ6xFz0ijSHqP05lzssCz1qwuwT3ZZgFGDP0GwmnJhU25I2XwyzsIwOlLvbN3brQ6YILRf6k2Jb9HzQS9NmrK9k/Qmya/43kPPE1zKPf47AWLxLhA4StdNKX8RdyIS1Y4bNbu7vuVctHnEHYP8ontUg7De9BIgYH3Nmt3eNAV4BLtueafF5MpX6LUQN4xtr4ZRnsKHXWUqNV+RVc3O7eQ3ChsIqKYxD82+GsE9CICOG13ebsLVZQ/MXSci5CtkEelMQ0iwJEQTxMxWZ0uAZIKuEFqokpy/kryk0XQk5GAGUvuJ8MQoNh01aNh3+b3J95OE5pXZgjA50oiptlghhFzcz6z/PUNvxFx9XPO2aFJJ85Z8I4s1T41wHkm3EyhuAU9dtPN36zxF1YXrkqNXw7T8ShUMpX8J+BSG+vW5ji1C9cq7WME0iR56wn9XJVD3PZjJq8RablVCm7WvQV7Cok6oEZFkz9AD//46N+MZCMGcwsIXwj0SjBah8UrELicaXAmoBK2efD8LmYMgAZVQSYjS/loksvYWk/M1GSbj/8aLnrT1M97uKuHyp8yrJtGkP7ubkIZXYCz5ClMj99t1tFxuCWMjxrE8aID3uQfW7kB+goh6SvCTo1fDyMidtCs3fLPsHgZ30Du+nvxdp5efUCy9lvw/S2gYT6EfxGp+8ofItEMGj9aJHNkqEbcSwJX2SN3N9N5VejesSnGIBv4IFog6ljyjzIMEVf+nGEiuvsxZndA+0hoCzq3kPAl7OnMVXnAAXRz2evWZ5J7ChyV/JqmH1JnA2lkcsmccyzndfxqe3bT83rGBkP+jAwTlUfLA5QcJuuHGMIofvQLTIkoOV6ywnJMYYZfEldov0jsDU/CnB5OJSin0lMw6bqe2LxLg1U1eY43ebLY6sdRkK7muBk3mSDhHXA9+nVkHhvruc0RwTyZL7V/3zzUY+k6xIU0WxchSTbWfWNmzekO/biXPKQIRetcMxp6peIDAVCkug16TBYF3dAx6uqX3y2rT5oV2nOnH5mvbV6pa8sSpvBLNZc7lAaZeJ68nMKl5mSLiLhIKb2OWq7KV/H6OXnCq6K4Wi64Q3MW2rTGbP0Q2I1e9wL+oMgvNzEFssJQwJC0H4d3MEibSr9d4jIwsy8L1LXcxp4nVLyX4/YSXVkmeB0LrzNCbCC6vbYYwL/J+0kNuqjSPsNo04eKnGCbFg9L8o5g9Sck+zPy0F8g0QwvP2tuK0JmY3ryPeD4X3Zl5U3+GKYjR6H+FBHT0Cozc2rST9DCTZG5rUTUx1Rs6JU1YEpupmbN1w7kaZGmHRXt72FcaZ5rwbFTbpDbJBA4SQi3toXzRmqdFlMyur27a/ZaaXoSnarg5wr1P3ep0Js8SAiudXuBmWkDeoKLduk6d2JdykBAa/T1KmBXN6EkC8Epw1pPvE69wbBfZxqr6Pj9si1hqXkuxU/ClyzyNJL/T0zNX/PHVD6kZTo6+Gz/o/q1vQVzBBkzJRZpRsunyLqrcHFlVh2pQ5ZoLJwwSydkyJVL9AnNSiZqVpzHQq+K0SWL2TftqkslWdXnVUNUC8I1pevwMsduI2iqzqd7VMUOoaSWFSatIk+r5NCkWMbzlZjcLoEqoRIAqPUT3V9/pPqkGF92QavDB5DufmKvXYudYcTAQ8U2SW8hSFojNW4FYxv8R6Pv1Xhm5eaPzKjYwCjSmyxSlHEXJNqM8LFUOveH/tONTpC2pFb+RdrgApXSl3GVxPzuIct5ZAnBPZFcPQWlFZWa2DImuvU3kl6jj00iy2pWaD5F5eqYUEEOkjs76b6aITTalISAwWbqKkCZVi0gQLxCTUXErzXz1DUDJ9r6ewKiQEmRB30bTPa4SjG5GswUrC4TgrDYdJJ/AJucsN/NrfK/tb97tJ6egUq6mpHwQDmtZCVHIk9wcKpA2EjgTMQUxSPsJtnQ/sSOZTM+4X/8lnzGp6XD8oIKvjQUHuKO+7AVW45P1jpbd1Bo2aeKSDvFNwjfCUgLz8i40QVQtKDDrWjnb2rBwQ+GZ3GhpqRm/htI3Uv5HwpIKuEyZt0UO4NI595I81FJU4njLtM7IcCgxKfoWRvzV8S2YRU8Iu95w3CwwqcE7Sbh8KTjUUSEkXw8hYJjGkKSuZfd1fmrmFK/RdbRURJWYvQ7oGLddQ7LrORZZ2rQk6PIB+83GgtnygwME/yJyq0IIZjooapP6QbhEFZIS+gIRbT5D2PwJso3NdbSXDU9tXCZSGtS/k/SmcEizpG59qllSZr1k1yzvjQ3ZNzYJLd9vJnqjaemhq550JQHJD1k3tzu24fo0thh0VjX6OsdNJqnvx+nrLtDNVrtZJAZRWiJttGwyvkrVRwmgLMJJQjfrDREmkpdQIkyM0hFk/2exGhb3QMreufkcYeddC5UW6AmWlbVhwTOE2RK4TNW6OBGBfGGDOrGigZ5fyVsn/f7v9nMVe6uaVqlfjkGUCz+IP/v7MSGr0kv+zRGaVUADv/dJIhgKFo875XlKjoNG+f/aO7/QuK8rj3/Gw8hI8sqDzWAhBWdcW9iIDUpI7E1Migk4pUlpCqUUtoWmu5SFPPVl2Zfd5mGf8tBd2IdlnwpLl2y2UBZ2SyEkhmJq0hI72KFGWMiuR0ESFoOMrOgPshjNPpzz/Z3zk2XHSvwvW1+wpflp5s7vd++553zP95x7rpvkBQf53BoWA0sCVzcKHa1MO5E3TJSUGOKWdvsT2U4Q8YsmcdiCAGkm69wkVb+B7UrUSpXd1qqWBsq09iFMOI77DY5QxkGqiqDrJ/3acWKLq2OFAZU+nyW8JwUJ9fACmeOEwEob5uStlfT88pREFrYpkrLmf01oOTc11R1W566Eh0Y98VoVSvNC6iMStqS1NMttgvCTCXOaoXcH4TiMeP/OcNcJEzSww/Zr7z0QvCaYUO31GNOkvy6Aub5vU9taYKQZGv5wr1HevSgPJpNWejjlveghJSyatOxmSxhbxFI4TRS5Ec5opgeRKZP34qReZ5pA90MEU9rnzOlZyklb4nYUTMyYpObXxNOITxomJrJl/ew9QGT0LxDlo6bMFHXmCFMrQDuJaQ9hmYxpMuGpWFQNOAqrv7Hv7JyhYKs7fhS0WPHOhvWz4PO434s/qS/BoqItmOA9v9NTIkQDaMw3tVu9JAimR9rj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BGgGQVvZxiN0fUmDq5jwS4lfGqjGc8T9A0O2k+b6RpHyrWw6MZyHCfUyhU2P++8nyELZdyKYbuedZTCcPN7AVkTcNtGth3IGNOFOVNfWYe+c3bdy0bhr76LN+4Exa0YR0DWM0B5chN7pWOf8UYbjl7QphGnX7Ve7b46xVGNr4f+sOtHXYLoBl91rnFGfCAlgt/Xx+mowzkXvp9RrgV/z/t1JIvVBAhCC8BeJUJ1u8qPunUmGp7i94wQfEkp9X86Rq13JA2pIDrIZQjxJKggZ0m6SjaY2asQabiV/l3cumnRnN4FclRBsTdJAerm+U9KK2KAQiEnDs/eOkbGyaV+4fBdmV427Pg88Og6HfWE2m/ae/D1QlZH9PBF8dyZ5T6JblHE15xhUF72tjjO3uhHpfB+q7sE+sMBwRKXsBrdGW1jfLyfBag9jUuVyJ1QiJc0/RtjtxwmARbSoPJlUS5G7RUxAe1rQq0Kgapi9UcduqKZOCa3XHLGJN5LPRfDyyEsazDO8G1NEb8NfKOmyQ9fOO8s0WRKxWkXZCbovNcYgm9DNi15PB2JTSd8sBZP6ABiBL9rvSonAHJ06LjfhQIOAZVtkbLK3ZM6i/AOErlGG9lICjy6bg6zqqY0rV6yJA4cIZ5wWfNHH4pJCJo9CpBY61uQcofmdx8MZGAbKSkSOsZBcCU5pHKJPCAEq2+IqRovFMXtw7z7YvOIb3rPzsheRNHKjBIBhCFo7cZHAXaWzacCu0u5kYv7O2gQvMuAPMA6syUzzCOUruPFzWXnSU4XpQRa/0m46rLlgQWCCqLU/FnCH176kXekY2nApVvmQv/eUb7xd8PlVeFQY/5ZBnaKFyh7bOC2g8gChe8jXMWpx+teB+8Y9HdRTMK8Sao76rb9rSbdSF4dMl1EiSSzlF7NEgG0N4wep80zC90AueVAvLxMOsVRaywm2m8BYhefCsLojO0uw6iyxc/+bnU2s2VlJIBRHInSDELELDCdzi7tArL64ijaLs8CVpcR7W4dpLWADigUoHoX7UutR6olYqdimNpeIoW72xiIwt2rr+Ct9mPXk9x+fYgjKze+CyiRcfimIrbDknmrnrpPAlx0+nelEiL40DnH2yn7jzp4xmnHwSeDBHHzCs9lkAKuOVsVDMC4RNDuKqW1KAgOzY9oO0a50PE2446ESkz5/iuXWmoF1/DohgVPpLs9cCfPI67mZ5HvZfjt47bw6JBUmZXNCetKIT2Vzpcb0boKbSMWYcRgP/3+CLE84iytSiERqxC16O9JBPk14nYVpn7JuaA27mI7ewjgrxwldtx5tS7BMYCrHl5vW9PSYfbHVjCzFSVx1wx14ifersh+OiBsDh7sWvPcf+9ZtobOTPo0FoNyPvBfHDTIVPp+Dib59dqHvwy3ANIDHHhVlE4lhpU4ydVpOMYksXYKuwCICtWsFdMgWu2rptiNTfxcNYwjxKjktotWENm64V6UVJgmPsaTCDOEt7hKZTKUoSlX0uKQLq7BvFYr3Epahe4tf+JQnm120pHSO2eftc5b2qE3RWvUYfRGJ9BLFMjieeUQ2SwHbaBedpjrQ6Fh3xRAngd/H8f7VsCUnOlBet3uqct4dhOU/tns+gIVqXPAN9aAnxPQ6ITjllE+ds5rOw3uSeSjBtCxmGbIi2BIGGswljaTrlaakymhJHZzKZcbblf31d9YwlkKrld4iDOMUDJ8lxKr00RlCxxglssG0mRzGW7tiAWDFnHG1TVdHDu8naoPOAeeh/Yx1ax6P56kRRIAbjieA5+Erq/DgTxJZVpNEHMMcGRbeOwd5jxzd7Nu77/fhS4so5qDejyovu4kIb+n500l80co6TG9bEOBT/vq8G+OHvd+XV8O8EYSvbEaZWV/umypFwatk+PfFG9dIxDyKdVLQsWy11MNeS+ZhEWMgL/tcH8M88pOEBNHab8DgVQY7UYpl56pNrDLgaeAzRA6AOOpuhv0DEr+C60rQuwL592DKrXuLrj1n2VKZ8ot9PhRQd93g0UoOXugbU8pq85xgOFZ5jnAiLGBc7BFiYz6PUdZx4CkPOb7H3yM7pWEQqry6dYKg283hHKC94/aZ1G98GMVxYmdAhDNjfbt8zhCo3kWHb2vWl0k8cQeyEJLUoZbSsRDcvLLsdINQnhTVkWe4fEOfJjBj5BhvrqY3SiBiYmKzhARV2zNvfcXsnbcJINQhCO9QGosCweGvAyXnWHWC65x3upfCm2LSav+ocU+wNrpOhMvrcHgMI/QtjKgPAk9ZGPReNxqLUwROeZQoQ9gFnoDqVSw2wx15vVWPJu1Evm6hY2gVzTCDlv3V3WZUL5FPaRm794B0cu87DfhKE+pLbkMs+JyU45Z8jqzUSn4c8ltQwd5fwkrX9K5EnFFqg7Q7LvlGCbha86p4ixJv9hRLskpFUuiE+g6B4daJlFXpZQsweI3BW4kW7VwAnSbF8fbM4EpZoNQfLYLu3fCAruuWI7y2as8W90TzvSUiykz4oatFZYBReP8uODBltNzuEDHGild4wmyAdt+JsUAgVudh7XRyr7xSgm4SWybNW6iOh45+3n+2GK7pJc1K0PokxGZ2nPNa0zSTR/e4RDzqwYE+9lF4k57d7kf6pTLG8rmEPhs2D9c6/rz8N7M2xvYVhgPmIMAFXcJ3tY6LDKuxClnfl/RvDtsYgrlVAOEtunZuEwiwTwk/1RmE/4tixGnmiHRLJ/wChpJkLHTZBYs2T9k+Ux5rfj/01rGFmIDi+6ydlaZXr3B/QOaZwkIvVOhrrQlcheq9mHqk6yqm8M9h4dKuilxuWqbXtY6pYvldwSi1dx4nTBABKpWcGe7V9zAUN9X2NMmPQNgfgqx8LlVjtO2wK13j7AXv5mbffBOb/YSGC0b8WXn5G7z5QwW95P2W2qT5vk6UdZc6JOi7RhTiguE8bdl2Ps7Bq29dBYqdswleZMCnsV2feoalS0utEQyqSZd4hshXBTZfskeL9xCGqnuM1jquq4sLCUeUviEdn6TdM662EPv1QA7TecW1BPFKn1Eugja3pJj057qpSAqPKHgzxSTwTp/PYlw6K+grQ92JZm3VjXdxT0/ewdsbioiD0N9lT3RtfNNJlbm19YBX5XPYm6SLCojYXPK8iFmGnWjEelDzuZojEAB5+GrJ/csYHH0/gRrJPqx5kbZbfO2cTVAnHGO6UgutRRLUTuQgz9xwr7dRUbEph0OLjg7R9dggIUbwJjfsVzpwnwhkG9YuWsrjRGe4SkX7JU+RVCixfBhgEkFe58Th1z7ntsSyGciVXcDqMJMtd0LwaV/nc2bIqqmJPmytmjpF2aUQZGDCpoc7bwGlDhxIXc6yqyDj2r2++ynKcPlKmFxPYbQ4g9F3r+9JQprzrvkrMrf7Ud4cziJGtkAY0qnNIFRIEn7eX6aKEyfI7LzBaQa3OttsR9ShwRKDDFpMHTBlInRBunVqUPmGGCrB2CDQIEd2iuPGWdeWCHZ7BliGy0uEveGEct8HGQpuq+7yglgQmSdnTG1aeQlDtNQv4dzyiE5a9hnXydSy9roFw50BVlbt1fOYMS7GKSa5d8zUjk2vHKHgt+K4tbXWdBuonvwsh/SQVkTdmMFQIlK6GfzqrQcAVsaY96x/l2XgiRFpl6UiSyqPfiQJ9YyjecwTRo78KGpH38kxt+g/C8BJGJy7tarRzkgCTYAmSqIy1S9FlEkCC3PAsuv0VzxMWjkDBY+/cc4nR3LW7oTh6wcO+RdSjbYx6ixYEdy9jjhNP0DmwW5f8eK6WDGrL78ID7aIMoyCc92XsQAcxj7fu22EKyKDYHgF32hyYk0CrY79FsiSV/nD0eEzPdgiSshPWjgIXahOQLVutofeN5Tfi0skD5aDSOFMQ33A+l0dZ7jCRApWCK3T51pHDarhc/swscslDYQ2QWweGcynfGwKl1nkll47YhMMPun2gKCRGzm+dHWtoiDOlhO6Z2JlKViu+rSXgtkJklQ48ntFTI8wnIB7iXD2SP06RUSXzls/V/ow/R5gEV5Ystc/OIVl52gjqa9SBXwDv9AfzkeRybPstyiaWNracd7MEyQos8P3XIqt9CMFQlpJ0cMxMnw/MTx76x7Ut9/UoNmkOYV1CB7t+SbN5xhWebbc8beL2BwN4hyD1Bcw6XOeGu+JXZLNmQYvvUzed99sI3/v1tHqzkiCRUKXlgUmHRtixQXRSTEe9VDmOlF1bjKqv43inLMGX74Sfq+DwB82/fSWVL+tE0ZbHSN4GbgnMWrsAh+F6atkxvp7ZXhLHZPKJS7XJXST5+G9boROYPbB5noM81nCWZ4eFSDpUMbsk7NyuMk34s42qUsp2EYHii49Mu7rruNtXKffcMSrYHBr2ae00AmzK6uj6m301v2zGah0Qy3Np2ETmhOps4oNl/4vkTgXZRcHr/oxWgJDJCmU6SNH5y26dmYTXCXUHIU9QnABbQDpm4uErYB/5ohGe8l110ZyOuNyxOI9QuTjAyG+N4iy6ilUJ5hPTjC3BzJvMvbM2qp7WBcxyk0dWXNk0mGzY8YmOJiyHhEF2nuLhPvhFWI/SmvrJvE/K32Ydg9r5uXdZY7DrqNZozAc/erOrc0r7h13sdPrW+KRnIFChrbwwmGSCi0PTXeP9uiSqaR52QypI61AqIfS347GOxXekhbZUqjEYJ1BlkcuJlm69eec7Yw69NN+IiQMc3upElo82QyXGMrDlY7b7oTx9hWPzKwkcKO0nC9h0uB+jODukz4s+E6XXP9lbOHE8RWmrXLvSvMS3HcG1n4vCZlw+2CtH2splbiFJwE14IvuIV4mKpfPEqE5Qm6PEzyhgPkPvuLQ6RH/+74b1Zd5hnF87Rht5EZy/x4r+X6eqGskX0VRqNu2e88VhuFtZIOSNEhVW71PB534YSQjP/+Dc1QT7AA6NHjVkSEIzn6ekOcQiM8ooRdcJ+wHl9cb2GcyPOtE+cHpXARBPkLQ8m7gix1scVxvP+uplhwk2KFiWuScWyRqGN3vDe0m032rH8SIIUnfkuNr0Zt8xZv84hK80IxcIoFkJ4hK5kJ7rhPHIVTHoHLIOLhs0ZW+heq0/dSbvIp8ySaRUbEvmWP/LD9u9yv/QtEMh52xFHNkdtla02KbFNK+uU54xtUZDUYbQXHnUhmFHN1wDV5ksJPl2d/SHTlYZ8CvEmdZyfDV5NUY9h0koQcZlSuLa90dOXMeODYVbWV4/AzDCbQLkf0lrnudQEGnxRLEDmXNtjDC/zmiGkaKmGwznItbIouJWEvq/YseR8kQVE4SUaWpVjbDcHXz6XHbrOkrZgnJAF5jiRsM2RSRkX/DCVFwrQTbZHJb0VGhzfVYpiy2KDW6peM3kncK8pbTQ9ygjonlhxmOu5olpL4Yz0w4ym51jdK3dhP8mZ9TJoxQXD51sAhyvEpQROmGewoO300laMeYhSWIqz64a7jiG1v2vwd2Zk3NEfBgNTnpMcO0y5goEduWXiPKmAF+zRu8n0isqZP5JvTeVDO5ThTZlRvjYUJ61ZPvqrvgf1+NU2b1WoVZ59NwBvURhhEvCAscMvVG2uWDXhJS0614pwtNlwyuTvXWneFse82kVJeQOiQ1SFw/tU8axLrPEkFS8j8cTfovVVl64NytOcPgrTWMzxMxOSWiWpuu1CCW/u8sqnfa/QMdw9KrOTtbq44Jll/pZE5GTmCEVweuduCgH8RR2QPdpcy/lK2TCKGKQ7BCoOag90lYeNHuPeAHVPSesSoVTAJfsNyCZ4GPLsHeCWwznMIWeRYqTxuaohCIbWxP3Z8M835/5ctEJPIipkHscxTmWWxj/EzOcgEOJPWPKilSpb81py1C7OmzhnVfKLCKDbd9TisOg05C7IxUMm/ZR5f7HvqxJ3lXigdD+HvKBPafWf1EdWr5ClpktUmH/A+CoW/y9ZZtgsESA/4PhgHt1Oki96iocjeB5HRdFC8bF6psG7FqzY8SyeWaW6mfivotr1vIdOqhxe8TzEgJ8g+TqTGLtdNZAAAgAElEQVStK9beYfc5KCQif4jIZ2yYUTrnJ0MOIUWQGac9P8t4pROg1FYyfNHYw0RtoMe8CYU3PYJJrhf6JnCu9aHcjAMCK2mSvAYpHUwq3IQ5/0aJNO6Knt82NWivh0ZvrTJ0Sd1aWzcnWrcZJYiGLqlDkt4Kk5ZP5wTDkn2BUJnkDVwknGRzZBtxcI7ByD03Vxq8JepQZgs8zZsrFrSIQTYIPXuR4aA5fY59Jg4kAjlPwMnKrxW4o88XsGd+fMq8x9K6ljGH1ef8/nkiroaC4eGL3sXDDxDhHVvEWV0O8F/uW3g2jxCwz+e8A461/xrDTC71M8mJpn30uH9eHYvDuK9iG1+w+iUMJQIyf0V7NTbaEQXfNeAPOxHTd4KAZmXa1An+s9dPv8lsDdkE5eTlqUiVyqPfqSpLcs88ESwngpeaqU0gqaNcBb1vDkbec3Pp9q2RBM8SALT0U3EoEbawRIlNd/BsNpO6Qi4B8rlwIWgDSEd+nkg/TtVMZT3WMTWqhBHT4RwcLhnEKp17+l7CGYct/gHftCsv+QaZjdIrmUSbgQNaaHE3eU6x/ANpggLA8P5dIhKvjhG0IBuikBTikuZQ9/F+HPjXfdvIj7rfQxJxBjvvYH41kGap2fretbpMM3nF5/QftUyFy2hYAXxuN/WW3Fcg1E4GsjYABOFLIrSIHAP5AwSX34gnp+EYCqu/BY6ztwYifZo4ClXcQaiCWN82od9oIksh4lfWbQPUsf8FgWseZ/3noxijEdwoTqrFn8cIXxuk3YfPN2OOp/eQGWI9BeCV7O/fXbehrHWA625j7nPPqUOq7VUCM28RjoAzIU3kYE6jA9IYtUWieMYpgkFKNZ4lGOpjDEeD/Ie+vTc/bqEieuYSZm80fCk+AnwIgz0LWHbaUSKM+jFMRRrFjOSK5yJklbYLvgHExFI7pOtHxraSzyAIWuL7ZPL3VrQ7dKnCtWKJbsGVvzXNDl9PjvIkDeAOTAHTQF8jTrsDWAVeB+4CVjCIrgljmzA+As2BcaIvt60syB3Y3L3fH2thDHzdX/E67lEF3pWDbw5sHabugo0WTAF/ihFVD8fB7/B/ypCr2AsuLFnX3g/cdy+UHgKqMH4N/uOSd7kHhREojGKLlveX9/z/EdjVtnW8iBGczsYu+zgqwBGMED/tUyOQacan5DTwVcyQfh1jjBe92+8GngN+ZBv62/Dctj3/DUwjux94FSP4qner9AYUytDZhjuBd+ZgYgQ2B7Zp7sbGRcHuKY5Z6Plv9eDSNtw75i+/3daz9wZ8ve3o0uv+ogJWaU9z0ve/R31+qoQUqfrnef+RKjSHxRDdAnToltsEg/+TAb/BsFdYUWRy6qSX9MFJz9F1/F/xNhV35T9LBBseI7imvKtixil0nSWQLMPnO8YdP0oEWR6YIjv8mhZ82Z1IB+7FKEZeWEGgo4QOUwOuwhf7NiRx2QwRce74PwH/MxE6IXTrBFFZegHjxLJt5LdTedSC91to5xxRIK+GHd0k1eZZb/PjyXxI/5ftIeG8hZ9M07U0zH0kR84S4d3KPLvmp2w+RuQ/DCXqy+GpNdeV+hEkElM0SeJLHnkFO9ZuTaW6W6oODT7FgJdBocCZTqKJ6Sa/IXTAmjlyGvj327F4lI1G7wd+wX9L/VbdTTl9xEQOjMH0+zCq2IhcgYcJAjuwBzgIZ1+Cf30RPrFk+vaB9xDU5rBp5tBTp46RKfuLPoS9OeJggUV70RcI6a499BkiklMC8Z/6mNS/zxHI0T8mKsV0MSI8720dcGz/EcIXVfPnTnkbpzCV7lKyThpGAVP1ev0kfs1Dp9t9+3/vuJ/6WbP86xM+vBf6Nl+Z3ubSvreefNb1w8K7yWdSg6QqCXTYJo7n1IRpHW7ydcskweCcI0ILBKIgnf8qw2cNLRDuUqeOFYczVU+HkumjJwmG/GvelI46fRlb+DlCx9dG6OKEXoY/vJj5Xoa44EHCm/ssRmzv30UExc0Skafz/tBJ++y3OrYhvwB8zN9beZ99f7Zjt2kq/leMcP6l3/dxAmYUMDaLqUQyn05iqI2YouhH5pNCQ7axjaUIEAi/o+BMMeKJ5G8hQ0KLFEqdHzeVdIs4Z6HdMQnR6w87z+VtTrCArK03iWVZ5Q1fQEF5GoQYophnjcwuuNnS4NZJgpcJY1hWqNy5ECpFi5gMoQQtCxPIIDlHG14huP0WphI8RFT+uJ+QDGD3v4xxvbI/9Ee+AZ5neE+eBH7JP7+EifgCcHYV/uiKOcj4DcKR42O4sGQGpGDuj/sw/jNkyToTcTuP+7T8S8w4/TlsfcXtf58g9BPel6sMZyh2iciDh/1zxSZ1CX9Uap+LDy37fKWOejEJMdvilD3YwBhPZcw2wFrfbkzBiTKGls0Skqnr/VHhCUiy3BReIq1AOLeIXjWKZATLayh6SX0wN+m6JZtgsMoggxgl49MVFJvwgbavOOqA/W53sASQVf+7YckxcwT0J3XiGAE0qba+wg1OYCVJ3n+Pbar/cT3m+2P++wwRsDafdPU8AWUrrL3n54xRwkTFSfvzKX+2ck+ERGQgx6htiEmM4c1idsFHve9bmHoi1AaCw88A/xb4N2OhGj9EcPMHvVxMGiL1BxijkIYmh5hg5NlkGRqEY24S29st4PI6vLAKv6MxuLNPHmIwf8MZf77tkk6Oy9SVMOrPj8Jw1qAmWeIDoiqFxJZquoo5iqHe5OuWqEODf8Egs+Jg2D8wSbCcFpnTbNMjI/NjUbEtS+ooReKH9P/DOTtbS6HrZeDwvdjE6nggGeAKznkEXnjG7j9OqB5KLXg4+ewqkTv/BYyoSriNsA9XgE0SnPRnFdYgo7S6yzby72OIzDa2YS4R6st1bzv1BR7x51RtAkI90TRqw9znTr01h2/nfMgnkuErnGgmGasiEObJYgs54ffKn6CNXMIPQfG1WutHeMf1ZEmP4lKkZUxLroEjOYt2XfC2NN6KqnjPEaVrZOBIJYLhzTNvPzfTYXZrNsEHPV9AyibELnZ0Zkgt0jWTlA9MdFKwZ3t9I4wv9yM4UgQtBlL1/OP8vYRIvUqWjP/Fl+D97/N+fA6zNa6Y6nVtNfRZwdlH3BmUlSeR3iPHzcv28gsXQ89Wtpj0+Trw497v38BUrTR844jr3ScJVeZRJQgBf7hualSdAFyEEskxqISXS8l9s7w5+1E6/BcIB6LuUTl3tSvpdMLXg67Ng96tMVT9O6FDPUfy5OibVtjJpAEe067mZvkMhzC98Cl/4cexyQBDAgR7pfFkH7h5B3vc9E0w+DMG/AIRAiElNUEIMktU+n4qPwvuFVZo9LYtrvTXS3hkZc5Esx7fIgzm6n6iZpFEh5f0uHAFDv+sN/YlIr2yQHCgY0TdkU8T4kFIhlz40ktk05Th7CeN889h6s9VYlM9RRyxtIXFJLU98K/qUZxVT7+sTNk8XVsydeqfMEz4qV+pgAWwKcf6undPAYWa8tTZmhZ5u+7fORSf2a9XsQjStWZ4usveV7C+b2CqZpaUz/A695rOyASBfisPsrybgq8e9kl6ighjf4KIOO2SlXu5GQV8b37YxOeSv0eJgy9S3PIqGQ686ccdra17Mamyc51tMjVJ6iEMlxU/4OHTEIyiuovwPoFN3vNk2GRWc7RLdppir+l5sgUMgRBK5VDHykswfQ/D52+JFZ7EpIEvnOz/xwlH+CK237RXjuL4+wwUNyx98csdeNBDEs4DW+tQcITsHxPGu5K0RJDi0JtLsSn2+qEdUnVSc0yGsODXk8RRcA2ijOiRHNRcFavuMR8WXZOWkx2TyMWcl7rfsg2QbQQXPStNlwKCyFNIXCqyrOh5Yiee9O8+7pP5O0RZFjEfb+NmnGtw0yTBYMlzBRYwopC1L2KUbJR+IISgEcerVr3ejuL8hd5UHJlQc1I7pCef9Ffdd8jfo8RiV4GYBZ61YrzF9xElwxe9P4JYpAMJO4TgXnUiy+VZ+Pw6PHovrJx2H4QoqAt/9Cmbhg94E09h6zZHpBvUCATlEaIEigr/ftHzJH5cIcqLZisJqmz3Y2oLuORohQqZVrfem4sjq+SPErDwO4ThLOAr9U+pAl27aUz6vQosJBlIqnP51etE1bwsH9s3yMqqSQ/Kbvs8QITNKqhrEZMAB71BOdS002V1OzY78tPfPy3fPHToFQLKkmqTeoYEjbUwFadvE6CTH6v7rZnKWIAFAhHafdsg0qDEQJj1GJkpo+kLF4nzDdwxlm28h6D4Qf/ufqwO0WmiIoIWU2UFW8TGlR76iHfgODy638Y5fQg4CddOW+7B5U+Z4PmYN3VkLILeBJYJYT2P3VvZT8a2i2OGzsjw7S3BtYv2rsqUc9bJMKkkEaSH58csA604bu/fOxbGtWD3UYZzguRwO+bzvYjZLp8hnlVOEZOW1beybl5liDXOCpYVXJ0t2UPVnG8Iv296jMxHlPfqfPK3AJH/4IZ4FiC2He3f6HAd/CcGg+e+vxTNm7IJBn/GgC8RVJp692QXqLoUwKhxu+v+b34/4SzpmpjVeItjUURLjy9jsSm9i2RGwSJ+QIW49cvYIshL9bx/95A3MuuqlTDWPyBiMaRzSZrhY5DDoUB2eg0F4PFwhfxzTL2t5sy7utIJlEmEq701h9H+2hWCALrm+f3vp+JMsRrYhGy7MVkYDr49j4ctdOBCx7tcC3iyuMeM0VF/RnOLdZ0PYRLqvE8bRA0CFTKY83GtrQ4fJ0DDYWyfimwjELB3VrDLjWfZBJtLye8tn0+V5xZ8KifHJOFcrRP5BvIy+0YZfJLB4BkGg9MMBuvf3aa4OTbBMiEFpP9DGEAiqjqZj+DaunGpXieOC60Tak7XJ7NY9ii/lpcR7xsj32xC5V7gjE3sARWnlXdoAy5f9KynpzGiPUjELH3a+yR8UH2VdQjDmW6yAcTWC8RR8k/b7dskaN+chVoLhZF+vozDjffbOcgFPyFG1n27D1uuW1e9YJiILDMyW55xlgyBms3TYc1xPUHWGvasJGgds6fWOoEaTWKqkZJ6BOQxCWcTe+MMkbM/7WrXFrDhRcAOJLZBiuyteUh2lo7ZHa6CR4HhomUTBACh+dnwub4x6EmOjtTlXwc+DYNfZMBxm++/Ck36a9sEg9/zanICnoXhNYigOV+UTCKkiRjl5LlJj1FPdN6qu+fdTs7+z+LYH8a4vWKmz8fvtSZUP0wY4oJnJSmeIIpEbWDS4iNEOMQk4f0RG1WscYPYPFrIo9D+d+GaOA/cNwW/sm7qUVUQ6zyw6Cfb7PICwslxTL2O7VERaJp2m9VWqgHXjbhbeNSm69gNHMGRASkKls3j17W+Sat/2gx7QE7DT/srniDs0QUsd7u3GtB9JU2+T63vQmIob8VnEDkhbT+i6kiaD54OVsF16UZRnIfsERlb5wltQqJ2HtsYcpXLY+jSXVXt/vqSYIFhRb1MHH0ySuzolJNqIvYz5L5sN4PWBBu2O+ElnsXx+jSR46RDiylBuh5f/VnCebZAYJPpBOKNP4/Je8FQilfRmGTrSLlPD5xTe3WzOw4sAFfhPlfVFPNPyRPVva3quD3TBc70Yb4ZiM8jzv0rPtbLfQ+0qxtXLawb0eSn/GByZ/H5HFTFHWUAyAOrgCo3YMsde057o55MlaBn2fvVMT/hvmT3iaOnVegEZXc7UOh4NlwzSmKCvU9FvTI3khP5tQ7svcRwVYwyw5lALe/oVUJS3O9tFwgnm/BhrU0aAVwDFo2Bj/wsI3+tfILBaQZ8Cgt038IC4l/D8LTX/e8tLPi/TMSUA7m7CLe4d3ptYJyl7brkUs+aklnR8bkYGzWDemwkTlUp3Qd8DXgHcBbW2lBqAj+P4ZNVbGXPYizvdkxF6viE5rHg+Z5/dzuRmLCR3LcPi4ev+L13+ThnsMD9H/XvD/sk5aG8abfnRuB0D2ZGoHcVmttw28APxpiCsTz85Ta87TYYG8DSAG7btjwIuSfeGITv6I2eERt3eF/z3q8p6F2DpTWYKMLaJdjchPEKmVHZ9s3e6ZkppNKrs75kt3tTB3wpZ95u7feWbLlyrio2t63/gzZ81ruyOwenB9Dv2VSUirHuooHCbfbu08CP9O3vO7B1G7/NG5rGEiAO+fi0qWd9fu/wuV4HnsF2r+yQeSKXAyzp4qv+O49thtPw5NM8+X1vgsG6G8N/QiAoo/4CGcZKtviqf/4akenyujfU9b/zMD4wzjGaswSaPCFJ7xqzibpzP/S+7kevPgwTTfjzBuxxtIZngfuhVAF+zCZo5f+B8d3YRnjN+3I7RvSvY6rcNAGY1zBFcRXLujlLZEEd8fe87pMvdWDUP+v65MsbVYRCEXJvt3bHvw5jbSPsO8chtxtybXu+t2FrOl60sINJ4M4cjN8FUyMw8YZtjukcFO60DbDWhzc2YUyE1rO+/2XLurm0aRus2IbcO8nY/trAOHW/B78OnAN+EriCcf4eIVjXgaMVm7NBw1WZDuS2zXA+vW188C98afsDG4fH2zF1py+kkmTy0GvbtN8B7BnYfLzmy/O2B72h13ydysCSr9PrWDbU4xgTexCz6m9P6KuAbZQ3MKY06Wv9J96hV4mr8NfILHvyUZ7krHdO0YHy5r1G6G93YLtfetxUMriCz1TZCKAzsMmcGIFvDIwuGxgt3tazJsbb0OzB2KP+bmDP2wk1qILLa4x1vgydBpQOYKv7VYJQa8Bve3/mMVb4bh/Lmn2/9tvwFyswvgljBzDW+CrW0Vks/UuzeDsZZ9o8DWO7DMHK7cUk1G4Y+wsbd2nC5qZ9DQoTpiYt+hSOvQFT74TNNZMGoy3LFGsPXAscIVvskZ4R6fg2DLYh9wYwCm/Lw/id8DYv+ZiT19YztsbHYW3Dvc3Y/l7H6KpPxA+9AxNw927CUsM2LgV4YxtGx2y+v9ayqVj1aSz79AmdHm0Z58dVvC+2bQmO7YE9VbtRUuMCcPCwPzjlc3oXRsR172gxWaPXfFwngPcSORzrvsarfs8pzGGz4s9Kch75Pg3jwXMMeB6yH+nP8g1AOJkEZAuWaBCuU9frN5tuYHU9ZMCNxJVmwHl7E4dZ8ZAhP2eAn3Jn0q9cdOPzg0QgzBeg/cdQfMD/lz1wFUMQTjCMBsnAexY2nzHpOusfVcb8fi/JkhnagoKVqqWw0DlCt3UbIYt5qJtROor5GbKjVx1AUPy+bMnKfrKAofZ6OAlb+FxNWnzRHHBkCs6um7GZBTAtJ2PTWDds450kcIUFIgDP7W7miePGpt0hlxnaSTwXuK3CcLGQM3gwoccUbeOHLt54daOUy9kmHLnXOyVQRTaZDAkBKjUiCUI0pXDsetL+NgHSdImynke/D0kw+KxHiJ7COOLrhDWbogO+E3tfN12YFb9nNulcGZiCsTu9cz24rQG5UROXMiN2O0f4WhvumrIYmVeBD4xh27gMu9fcNqhi+uLdwIuQu+5c8D3ez3PWFlXiZPZG0p/bgWfguTXjhucw5j/+EUy0Po1RyxEf6xTBVaT2LWNq0p0YkxghQ31yI6bqyM80suaFq+7yuexDsx1C5c4paH8NCm+z+wt7bXy5TRhznwFlmG3B7nGTqNOStjWME+LjSkMXpuGbK5F7cbsP6auY8H7Rl+y8r8EWsF82XTH6mtttn7W3zIjvbBvSNRjYfrnD2+y0bSMUKtgXGm/XB1pyG27SwkjGHnWaqBIwaM/nukLA1FKbGt7OjI/z//V7Ibxhd/tvoYFuF37v6NAlbAMsMlzyT4kQ54njObuQrxEYW0L8vVXjfmvrFpuiI3xS5KAyBtOT7mYf8xxgb+ZB54DtVei6z4GjBILjkOwiRsQZOztOHMwh6STXtJTgh+GER4VWP0zEEnQZzoqTlEsD+lUeQvDKrPU5O2IKOOCwaIZeTtrzm+vG9RfW7TUPY2MqlggXshAOEYFfxUO2JtexuKPD4zHG9ro7vTTOLRvHywRaXcB8GnL2CxVS3ssoDqkWot2sLTyEumT0udk0OLjrEOhxX0v1e7Np96m8fuY1Vf/wdreIuHbRlt75EGGLQiB4C0nf5D9QFIDiSBSF6ckY3/smWCRg0RS/9XAIZgnuKk+fBpU8lx83I7i6i1BTPOqwOG7Mpt2033LXiyPsdXhz5bkkzGfeB/chIm5I/ZN3ZztpR/0+4w3oHNUGcBAqP40Zt+XkWRUMnWHYP6CrS/gi5OptuO/DHWSqAFysA/3kvOAaVBzfniWkfRact5ugTtXyTOOzFr2djnWh14TtpqkexVxCeHqmBqO+MZ/wZj9NwOsnvDnlGAyFBonApL7Kd+HgSMHvmegEklxJ50hXnYjlhmxDVXIMVxZoWadeOG1TengPgffL/yT/gICN+xlWkcQ0LhHRC5NWveK7tgkGSwz4ApbqJJ1MhCDsVUqg48nMEvi8OPF1sh2pc7XyOvZni9ABXcxnp8KXLdXxyD3Wdu8l65dg4wOHbKKygXeJdKf/IflcQVf6XlxmBpMks1gc1JeSzxbISjNWH7BTLJeBA08SSc0vY1Lgd+zc4joWAn0U+G/vsfdfO+1V3eTgmyMOIJGDUYxDc5rqvjKQlBkDVuvIvbFPYWtf8+HqFQXgQOKTubwaFfvEE36VCLV+iOESP6MkWH8qNWW4CBBJY38KiYfbx7C56oa423fVHHHsrWxFt5myzjWwXe1h7r3fdtzjFwlnmuweSYF5zDkjri+G8atkSTmUIjHnu5cEi0R03wzDqVCzyX0PAV9ygjmWTI64o9jJjHOHmk1m5lSRAecqVB6bhLWXnGFIbfBoxu66h0zI6FM4JJ4QrvLf+l6BfJJQCoNoYZn7HyUC8KQPeOJs9V7glIn+A494m6f8/peBZ+FXmjb/R4FfxvX9GZu7vYeIAwt8IbKyeGIqKdHL6J4krFZxPwgO14zaRBCFfc9gG+NxYPaKOdbOrgeCs43Rx+cIxiqcoJicoQw31DoV11cfdGnnSBWeJePUCvAremRp1dd580WofNg7USYKyqr9Of/s56yt/JMwLen3NDbZ4oTyIcxijExMtewTsi+Z90ysfZebYLDKIDMI5TySld3AFlXieg44CNXUo1f30Nr7iYPxBEEsWyfTOJOMAzhrWnvJPZYzVrJD4nbNyykOZZMT/SreyzBCIJ1Q3MyJc3MJKnUL/pp+FgvgT+O2pRfMEUnEQoi08a7a9/98llALzxDoRS0Zd4MQ490kicaJqHeOOJxQEnKRjAF0MXv7pE1ddsrNJFFbVWDVQaIQwZYf1/oKYcKJTiS45/xenaE87URbXvXwFR2PRaxtFtMCUWEaMh2qt2rjSZle5v3TeklkKb1NkaVzBK3JLvsccbDL5zDi/hiRdFMn0jYdJs8kvioMzJJd3xU69OSP8SSf8RcLf5UePUIA+jWyynH0MFihAVQg14HeJUdqDmOQwRbhwCom7bqqNDYOvT+HPwP29iA3ZpXoSu8CVg0jl7cyl8NAbTlM5JQr+/s00rL3ecUnZsqcV2tNuOuQSbDSn2JRcDLS3mX3Ze3djS30NHGMjEB1sdkVgpt1/ZkuXPsSTLwdW2R3GI6NYkhFzp7LjRCGnM/jHzXhC23jQ+ewyhhyfr6KYfmLRCZZn6gSU8Uqy40NYHYP7No02ti7CzZboVkp+mA0Z/6JdWCXOwFzE5DLm3+g4NXlet8wJA/vf2/LfSLTvg4OJOQeJSrRudONkp83B+Qe9HnzOaIMK89AfuD+hRPqGFG57rr/vhtjwP+lr0/V/3/NJ0j+ozucDlxipOegfUebYPCcQ6KvEOGtSWbP0HE8ivsoJN+dCSSIgunLBx5guChOyhGw7CUJikn8LLDFRMfEs5Y8pbA4lfTDDaFeH/L/jDCaCsPvyALnl4FTEdUqnXLznDHy9z5JxEGBcZW6+RGWgcP/wj9XNSvpJFINzhBSpU7YO5IErjqcXQ2Q5FFXOy53QlP6ArbfFN/zOGHSTBIV6AQizWP7WOFbzxNMdoNQw5eJ8i1FR9/S3ISvdIymlMe80vTYrVECHYNYQ+n13eTzzMr3zxXUVsMSFz7mz71MrFXZOtf+dU/zfB8hVeWDku0nPU7vle0k+08aQs0Ge2NK5neUBE/+BE/yJQx3bTIMKeYxblbGQgve4X/L5/4acIe51yUup/Zi/vW7iRidjg1YLv+Rtj2+PwelMpkHeNCA3J2w9k17bKwIuRbkivYe7ibbXLkiGf7MtL9nyyco9SZi9218HSYm4PIWTP0YjD0G+3ZhnEXQhiDhu2Hsx+BtP+YTLVXgNR9/3/8+69/1ME/0u30hen6/1IAG7CrCwTth9yYU7jK8f5lgeorr+RksGuSL3sRjGKMsenN3+f9CB9eBT/hr9vpySUN8HeP+d/t7cr6euYHHBhUtpEMaxNid0GlB6U4f3wiR9LJl69i7BLnbCB9SmWHCnsfoRAT7owQRd73NHiZ956DwF3Dn180vwt1EwkPF25DmUSf8Dh1fW9U6UiTBu2HkyJsZ/3feBB/hyUzRbGEOIKEWkrvLRJwQGKupYCt3O3APxk5eJ0IoXvXv7yC49O2GIHSBt+8hiylSIIqIvbQJY7Nwecmz7NpQeCdGsLcThV8dsssC7ztEgJyXEgS7d2ILvvI1k5i5UUJ8yhHT8naFLCl0QarfXT7GHgG+r3o7sz7WNX/vRcKDXPH+uVJfyFm7g20jvt052D8wlbCM+fzK3pUfJWIBX/emJnwa7sZ4zVM+hCcwuHSsDeVBxARVvOvgIRcV63Pvm6ZmVqag0Iex2+wlpSJGoFjDvQ3bNFJ/cmkSuLy8x4hznY9gTKmCZ0J5hxvJIJSYM2Xf5x7AmPCad/qQ39f132f8+T/xOa/6vFcwFbMKvANG3v+tNZ/vbBhfJ4zJBsEWSD47Cr0/9tBo7fpFy0KqThIhsHPQe84g0fYqXOrA9mm47x4yg0mAB1tuqDqXubbuKrlE9Za9+pokMrUAACAASURBVBheskN4srj9JMPFXiHCoMEIVTpXDdgHV/+d1fG5fNrDoT/GUPh3tqnqhDWphW4AV+GFT3mJkvcRSTcnbY6ycF61twy9FyF/jwMHDhIo3HijYw6nLazaBJjWJaDoeaIosdwSYBujTmSKPYaHZNcN8VF0h/jYeW9jtA8tR97quFGcOsZccrVfdNRrlOHD/BzGzOa6RviVniDwW6kxQmogdF+BAA0sy+eMO+l+Mhm4KoYJmq4RzhVVIxPqJ7heNPAtru+8CWTJ1/1v4dmSt/hk6CANGciCFLcIhbTgtkHL4l/2eeJ475wlW1/2EonTY+blLEB2MF8Zg+jajlpMrFqZ9OyqExOvxB7F0i8Q0kB9X/T/Rch1+KlxK/J1CphsQrVFBBCJw20TC1lm2F+C5Ttz1H+0AAs3vFuqQTdSS+U8bHXiUJLpukGT7kfMagAcB36TAFPURSG1YPRWAv4X3MYYNeNfJp00k22SuqNTlqfQ9rzvtT5U07H6WDbADvRWLJEgU42tROzEGly+ArO/B/mrGNQ5SwxK7Qoxc3vy7K/bHhCJffRTXh38BLEJIJhYjThrWswEwhEyz195fVvDeHCRAb+EsQrl1cnSkmGswUCWQb7yop/2AsOFV3c7LuwLnvdTXlQvZxEvmrtlyeYHZKjOWP2dvXtMBTqwnyxDTFlOlT0MxyTJiSKodZ6AxRaIkiqycQS/yUv5svUty1iTbaLJlGEmkOCXCJhPbZ/wd75MoGmXMKageBjVetwiw7bXVsOVkDmqxI3dCbVAIMN6XPt0I2letvg8gVhL2sqWLxA8Qvb7HFENUK+upEFwXhmkIkfnHLRPJxlyH7hhfiSqZJHv9vseSebU/ThnP2gf5X+a4RIY5zHN5AP+nJjLLBEhICmjTTIJIx/89nT+7SXB1WRmtAEkagrE6TJy+LhYzPJIZTAKl305jgbNj3lK3X5DHS40LVH+wpK96oAm1zlRGQs/mMHetdaBajdeUxEXEgXUCFEJEduTeoVgOM5nlFiQo2RIULZ59AyEqFU4yOMYRPOvsM7eT6RpShoIyfB5W1uCwjmofJBwEG7Zn/MEWqME++0OFH3MkvYSRKKveWL9RQszyf+Q1a3KgLyrybRpOSWZCpgE3tQJOHuwEPZ5qCwSnuHz7peBCGeGUFueZlitahC1hrQzpTXg6mR6rzq8QOx2ucYVDSDGrLURM/wO17ffBKmHV6pQCvOVGT66sGETsNk351OmMjkn0Mnz+UPAdagkgWeHx+CPOhHBUNSgpFrJ1T7muas5Mv1zeoxgfYLuzhPOHMGRcpCJShoMi1WVWuliG0CcXZtxmzDiU8h15obP93nbzxKQnhw3DWyDLFuifbYBd0cblUNkdpVyiNX9YgEanSiSdd0/r4zBfV2DhtPIkDTObgZTfeY6wRNqGPPp9bPzxy2/uGn21j5/51bHQbJGVLFQn/OpFFXwZCl5uRxXYkpzxNGcoi+PFer9Ohx5gAiuSyFXOcOkoolxaLNsE/q/uINE3Le5/kp0aPAqAz5LdiB1dvROg0j5miWgCYm8PIy9HbPic5hTbBLow1+sGdqx+Q1LEsk14Js9SxYZ69lGqPRcxL7mHdmAzTdgdWDNfK1njqHKAAp3mgNtswljdyWTtm4qVm4zSWhZJlLyFPOieOZ88vftxEJ1MQPhhI9RsGufQJhKPsa7iGCtI1i6nzDxJkYISz5HKxjyoTTNir9Tzp0c9P7SnGaDnj3y9pxlbOV6UPajpwrA23KWcjk2sDZy4wZrrg5sqEKsR4HRcXtXaRwmWvb6KvaeXBn+721zxL0DS9jyfCfanvCy3rOEp0EPct/0hxU+fsnn4hvEcUwSPbNEUOUIlvyyy+87BfxfwJ9A70/dzvg3PidHfV4VOj1N5pgbInS8H5pPweG7v7syjX/lDYPPMuBzhEcmtbK9FHTviht2EBn9uuQbkMSY8HgiLx61uWqqUduNtQNj5hw6MGVIkDsOs/ipojvbNpsRhMWkxcKo0oaMzDVFp84AC1HdgOMYsckDKSQpncxUZOv3SaJW+zG/T2L4DMPh2eL0BaJihdS0GSL5e9b6du0c7P2vCNWzQMRALJpzSgwvPbCEUQuhkBZXwwlowtblC94NVee40XboYmrO77oEkIquLnzJf6vahCIR7tuV3OTzp/pCeTktu5iIeowwXOTMahAVqCWppQ7hc7aP4TyPbvJTSj5LbbUEnJAE+G7rlP6VkuDJn+BJLmGLqwUvE4n0S5A7jHFIDWIOw/8VmnC7EXnhMDANpWvQe8O491gf2m171+3A2EGYGtiEtXtZiD3vmsKSyQ9Hvc3iLmDUNss7c4ZT5w+RpXKWRuDyN2HqvwBmIPc1wi55FcOSZwlnnSQbhOjtW1uZBHiYQBzusPFnOcc6ZK5GlJdbxxJ2Zd2e9znJEacOdmF00SQaBUwSFIgsd8+7brehvJ8gir5tjuoumLjTcpK/3rLEldKmpan+SA5GBiZlRzGmMVaG4rYt4Z05O+lyFYP9JRhngHcSB4dDJuCZxiRIbtzmcG0LxrY91ggs4afqD61C+8+hkPfPOhi36vrYlYKrxPh1Ii12ikiL3CKkyoSvRdnnVIUatnzuK2T53yPv/u6zJr+lTTA45wFz4mzaAPKYnidsAeGvLSyBWwar7/JiUncmq7XvlvwoZoAVZczUDH2YHoMXOgY3Xl43es0vepqhB9hduGiLlB2eLUsR+LKHaGfw2G7//hWC6+sn5TDyZ6RSoYYxgutEnUL5JOaS+/Sc5uk8tmg1jMvvJtItxc0uuTGZtiX1awLjsheTeXbRqEO9S6thtMr+u+YQ8r6+VcPbwgVVH55oWrPHgN/ytThBpCIoA1WGtoaSha94TVNWh9VylYXJfCBuaxUbRH3HBcJvIKkgu1F23ARRRl9rJ44vLURrs00k2SiZqkv4Er6H61tKgid/wpPo14mM67Q6xO0YV5NhuUTGVUsj2E7X/bLQl6HQNP214EF3uduA12xixwdWhqQOjO+FuxrGAd+es/IsvW9Cs+GpmFfhbXfBlZZ1520q9VIBtuC2lqNLd/sY1k1FyI0Dfw/bVd8gpIAkQRqT8rqPQ/EIXYw7KQRjmvB+P08khLd8zhQNW8akj1y5dxAlXuRtl2dawWfrmLs3b7p3aYTQs/PmyVU0xtcG9vvOcfP4jrg3+Fe9O8oBuh3434iCHF/CosZP+zKJ0FUQYhUTWnV/9Z9hFUD2AXeOwf/Xs+m6SzVGJ+Er3/CCBHf5mJR22sJ09jOYjqbxf9V/5CHe8Dn6BsY0Zr1j+eS+O7yjqz6od/tvMecqjDz0veXOv+nmwSoDeeoyr6r05kUC8REa00i+E84mfVHctk62i3uriW47mSTWF0yKCL/exqtML3ilZg/m2sIqI1/owGFJBnHXlKMLNoM3o1iCRp64YfBysqX65SuEYXeSKNopFVDQ8SLDgWJyqk0m9wvHlF0l7rXo7xSatI9I6jlvfgNdVUHHDgG1O1HvOBVwyoD9GGHOaNgSiBASRODKrP8vQE2BeeJ3B+Qhnmd4nQUKyGZx73L2gnksWG4O+F0iCjSd85OEb6aedFI0pfvUGddMRqYYGVxkoEwxvsfrzQV5l5MZSL167pzKRH/qmNIqyBUplUOzXrbBtnUusay0lku34ybiJenm/Wfzon1X3G9OG4D37rKFPzxlnsj2KgFRppOvEEpx5DmGz0otEUeEpjYPxAYA41wzWBCOCFptCUGSmqhLC7/BcGKHjEBVQ4DYcBveZ0W/fQTbDPusAoOGJ6m0uW6/NzCm+TThm/qMTRtP+DPvzdljh3PZWSWZ9ig+JhpbxPapfA4bxDlndfyBWeJUPv2I0Qj71+99Puaj2I5MnY8tb0de3s/5iwQSCESQ3r9NqJ1irA1X37/PDQDfQh168u/zJEuYKFsi1B/8s3f57yYxiyMMl8EQB5YofJe1kRmA3/Dv+64azcDXr9tX4+MG2f25V58bu8vuO7fmzOcNq7z2Rts0lhGgNErkI6xik387Rh3rRNTis2Qu9bOrdsI8r/tzV4mYdxXn0tgXsKCtPqbfqvKZ7lPU7EUCDbqLYbUwnWltAOVU3IFFnL6IVQVYwIzqaX+uavNQGMEWv2q5FtRM734Fs8+P5eyeI4Msl54F4E8HNi1/PoD/hEnaJlHWZxrjhhVf8jlMjVKs3wsYZHoALyLWJ3JBpCrWba43l2BsL6batXzu/4Hf8wimoopOvuq/q9hxnvcQYIQ751j3gewi9BbpbDKc12Hknu+/ru6bDWNx6UX/XSNOZysn388TpbGF0+l7GTN4svwMrL3ootyJRLEqNIAzYYCpnqVo6drpAFyK98CFcxHtUMMNbyEHZzwNUIa7xLHbJJfX/cDrbTiyxzPKIALtBLWl3OdDDHuXpf7dKEFayXOarxS/hGDnYhi7yfJgf/e07a8jTxPe5pcJz7W3ca0Pk+5pX7sSwXA14lSfGqZNNQgtRYxbglIFMxYJ55rCnV72ny1sM/xDzFPcWyJSPeU4FEH73xVpBUILIcIbzhBxQ5Iok5h3boao1CGV4Ev+ng8QklRrrXCcLb5tXNB3c715E6gDZSL7Yib5TlxelrnUDSErUpMcCy/OwCc+aU28V/K6m2wA6XYEFq3xLhPAyjF/5ySmHu1ddr+CbJTdwCWoaFPWiPRGD3844GVJ2h0o7vb100QuEzWRUlxbYlhe0QZRYlFiXurTJBHDskWoiGIMNyreCvI7aY8eyRFeaqUparFdTZVmWlm2JVBsWAq0dDF1aJkAx7QkyzYF2TBLhJ9FWl0DI/4aUQiNgkW7ZurIKJGyCOFZd1SLbeK4Ss2rGOpugpnIL3KeCKY7xXDQY4uwR4Ws+e4e+dmbfGbZUC6xHF9plTXpr/PE4lxliPNnKIvY0zL8jJwoi2TRXJvnPC7+oA1aEByTBpOqzv0BHfPZNU40PUVmd8yoKpQ4TsEh090E116Me3qnjaMVse+2ge5LHqbwEHESdSnp62OErbFlfWUftpDn/b114ryDE0QesmJAUsg1Nd6lSwvtEPHrkj0xT3b6eLXs0a1nDCC41glIE3x+tqHcjKolv4kR9YcwfuCHdvKYN3+MOAhc+1UJ+vShIv+Hz+XmekSTF2XYwrAWoB15CoOhPIo42zg168TIFCODf8YgY7TPY5z/eEzD5i96fNXDZFx/5Odv3lFjw5KgSyBCMj50SYRLHArZKCS/xYEhw4QvXPGArIbHFO22e7u4F9ch1NaqqYYr63GeValJSJ6DxOF6y0DL535iuK8zYAStEEkZ6nMeyivjdp8hTsV5/18iW31PRT0EpztBVHzQfSWirr6QDOlzywRHS/0JpeSeJ+DHzxP5BosEoZSJEJV6zIeOP5ULpOqpjxXH2PNbsNC3YR3EwpKlcchhW8cM6kUCO5BgrWMb5h/dQ0hrnwMJvg0ioE+Rer1zkBdgoEA3iSK8neNG/JD4pOaxHfsPMQbiiTJnT9vy/Mzj2CZIfSo36RreBFLMC0Qsrwh8I7lvi9BZpNKIMBLX9X+4YgcQyp1fEfI041Xn6kTJBEzf7WJt9PxM4WLBa/qnTqaStZEX3Ci5X/JkDynAsl+kGimA/hFCJxfxFwjYT9ekz8Os/z/j7S4k928kf6udFF1SdKR0DRFEAnMOHWQitl4nvPWyb6QLdyGv2kMFt2t2Q0mG+aTd91/n4A+9fusxolqOzBmdefzL3v1/QoA8MneGQmE2bPNlUjsdq6uK+UOEqiNk8Lr1f+SQQZlDp02KZrRm22S2gM52ViU+GE6Qv1nX8CaQFACbNXFhLYTsA4kuiXOJeW2GLrTPmRTM72FootrrXlZw1t610reoSBm7s0QMO/53HTggQipjEyLOKemlsAaJXBlu0j9T20b6vf7eRyYtsjEL8lTs1MPJ53pPOm8K0U4vMZAbpYra6TKsSkBwTxFFiYh5FvgAUVVPbc0mJU22TS2UC0JO2wZWWqmB1SNbJPaM9rA0v7K/IpuPCfvyumf4VdyD21t34Ese3dSwlcRzw27wKoM3zcMcUSLjKFH0YBc827RpP/xZQrregmtoVw2e8Spzp4gFkMiWU+r8DZ9DBNhh321esVuryjarOxp0j/8vo7obwV0y7CTWC8nf0+I6DwPP+5m/u4hgOIHfYm3HCYN3kWEkQZtEOmdimGcELtVPXErsM4WtSH6nur64uRAjLXrqlWrd8H26eVLAPu1LwdeFpD/qn/qksS3adysdn7uS5WvMYAJxgUjLncW0x6ewjZJOyzK2OabHyMpV62hZAW/V/cm8CYSYTcYmm+EjZLWbbsTzBx/2KucPw+YfWxTxF1fh/f8dVgMKGLn35ksAXW9Ghy4lf88ShbUkJcTxtLiLDEM6NThzBd57iCHiyotgEpHf9vMFhhjlVjh9NptkxbWkEq10rFsXVmFuFfJ1AttLubOQHBnyarRBRJPKiFfkYwujkBbh6PsQwQ1hmHAT1W8IKUvZqdRF9UWbJd0IN26ql4lI1+VkHpX1oh+pUIqjlw3hEm8a4Iyd33zYQYfz67GMc/5oHdsAjjIPnYLbgAAZJmBiPRh8pi55Vb/NvscRSd9SJLFsBM13cg1WGfCvyEreV3K+AaaAX0jm8BZew5sgNYS1mKPJ5zdKBf2twDC3KbR+6WcyfNqrHjR23iucOQo07Vy/17cFqoxFGAUFT6Gsx0HW01P2+doqVJ2LDJXY08KJ3WnzkXy3m+FFKRMqVp2oRiXV5VttAO9fVt0ubU/E3mI4rFzcXn1J29ogGAqE/SFRKUNZfUohatk36fMTfoD5Mnz+YlbNkL05O4d4kahUl74ydZukm/2+ewkVVBvYVaCKIOAGQfhp3H+BOOAxveaJ5Jk5KD2DddSl5/frCf5ur+FNoC0urFsGZxcjpOuEkSfiT3W1BvAlS5ofiiMCOG/OqTJkbvESwKijG1uBWysHOaONehxG0eu78escL4tYTTeoe4UzazDF6VM4dyL5TIZrlzjAI9VBU0mTSpx0c4mw03eIQIUmpUH76b3aeELeUmlUYggGBgK2PkpsgAJxqojUVk1iCR71YmW7sbkrLQXDklYldFwa5gmsGNpeL+2+eTrIYhSod4CLfpSAHJdlwmZTdGgZk3AbftTXAnE6UAs7R/qgFTV78BDwGIzccWuJX9eb0SFxlxZZGmAWs1EjgsF0CYJcZFjnhiylUPi8ErW1eRovYWcL5Bzf98C4QtPgy1rHgu16q54wI0NQkkieXnFbMFUnRbK60H7Ok3I0Fm0WSQJxZm18jUvE2UraVNpfyhxSlSaVGIXkZ5ZQ0Wb93pSbahNo3pSSqHbPJO0opqZASD2f66wNH+tl9xccxyFh+US65nDkjD232QneJ6Ys98QksLtpqmclB5VCxHIdycUa9JqOBNZdfZXkG8WcE4/4vD/l/dSYJqNPlRyGqCR+glt9fWuPcSrSF7AJTksYaKPUGD6iVQMSFxN3hdCN1wnIMnlnwcOStZajHWPIe/GJdY9OfpywSVIOLo+vIJEaWWWDomezZQSjMWgzaMxSJ8TRIThpi2EYVN6iVF9PVZ7U2pfKc6N6BMMhGOLqaVu6pKhv+3u3k2eXre6T9l5+vxPhPRbvM3PO5uATHZi4CKMXbYo++v+3d/6hcd9pfn/J05FPkisPFoNdyRdPNlEThIMTYoesSXB3yR7dPcqysHAcS3ulXRb6T6/Qu4NSOI4tpaVw5ej9sW25K3ThutySa0lL9pbbcMFscNIowXFjRFw58ciVhMRUZqxY0knT0fSP53l/n+f7lZNNsolsZ/0BMaPvfH9+vs/P9/Pjg2nVlRvRwPfpg9GB+vquWZkLeN2xN0BubCc5qBhI3WFsv+faUT/hNGFzaQ4EGwsVEnMrwt/0INoqg8/aFILbMUE2GXJgQgUP0pmTWJhR2gKCEaRbHU2qHfJFIoa9XcemrT6jFe3p2ctb2w2ekVQCwrYXBJew8AKmFVEuEcE+UUVmxBnCgdQL0YWUqgtls0XnzghQk/ADhgmNIoxcL13mkM6r37K5dDj9pkhVnejtKh9GlVlThMZ1e6bW8MYFjsjUHqfIQxlxQODXJLw6lkf1PDC1GGtWnMLex/gBeHPXLqPpmcalvrBs+SL+nMUC6/IHsikp1EPP5jGdYuX5ll9kPr0jPntfQKOcSi0JqCeXRHNpo9yX/ipBjPo9290iUqn/4bJQYy6Ebs1rYCUklwjfr4k5viu7mDTxaGjRN0iowajfk5CKGewNniU6v+HfJynHOvDzvEAQo7SG/AsZwKR5EGNmyFTHSoiIgOvpfNIcIngRk8wx/d8g7BKZVmImEaEYs0d0uJgnorUK5k36fAgdm7E8qr971CT9NFE+Ujtpv0uB1f2womnDgt3r1q5pm/VtQ4VqB80cWtu2lJiigkz0cZpIR9FziFYuEaCCx2sG7zNgn0aZCbIpJHQo2/8+qbWTRChfUi0HSYQS7MT2YYiQe9c2933hOZn6AhJqB0KwSqAXK91MGopUXMclThfK6wGMxv40MIY4Q3kBCNn5AsQV/dW5dfHJ9F3UISiym46Rmt+h3CVZ1+um4/Rwhwlm1nkkUDT3c0TnvwWifXUeei4xpTB6JfhtEGWxYpimmZrjz1j3vQ7wHy5b8f9DR6IRsPz1d3aN4Fd8TbU5LJZ4CSuH3cAaKXSwZmlrrxDxnSwU54keVhkEmCKEhMzFfRh70SFxqSIr1WDPYYIg5QtIdA+n88iekY34IIbynIKfvh4Nnmh4S79DgDvEOWKs4HIBs266wJaE8Zc+cRDe3ra8eiAyLy/4sS1CCslveM63n6YMU2ZiEha/TEhoXVfaUs/ZpdznJp9T8zhKuQxMTJL9CUl/zaHMIKVNNCrn1pzLkZaWgoB6ZijXRKvu8iUKs/fpMXi648/whq2sc/1KhI5u+k+iWSk6Ka8FYMPf3bNHCfDgB0SJmpi5S3T7G8M88JmY9/0yhaDKBFkHyhGUAyP1Lpt2iZA+0h5S94ICFwhbHkcPhlMf1grh9bCELDllTZKPKpNkM9UQ6H4vmVZ57DhegU6BZG1dg941GH/Dt3vUskjd3aDsC2RnPhO5O2yQPvXsvcp3jap/USXczfR71hgSIhDMM0zZGda95nvP0KycceV55XPr903KmkIRdmmKOjzwq3DzxUiKfZ5wVb7svVvlGuGHnfEvBaonQTKGMTQEwiXtJOYWE+/j2JtF2sS4UlJDJoZ+l/mTYUglgkFUcGT8Ww4RXlzjAbLlbXio676lSxDVEze2ndh17g6xzpAkJRQTViyGrXv0fUaegZE2ZfRIDv9S+p6dY9hLzHpBmVizBO9RRpXq7CV6PuD3KhIkJE4EnwNqCvHKj9B5cn9YET6E6aX7lvmWndXMwKf8euf8OmfhsRl4rANcheYrJkcWgD+9ZdkQEu7LhA/PtveYmsI0rpwOmUcyieQX6R2MUc7o3YdRZoKqYygbViiKHGBJ0B7lFSO1Td6/JrrnsNshaN+ydu0Tm9DZBYYjcjzqtn5/2w915tnahpFlvweZBNP22/o2jD9BOMW6P91PJ9IzRmaIOoEpytGhs5RNFJk8GUG6Haya7baqSVXdv17ZVk29yESqkVEWRZOzppDm0j1q7rNNrTnJwUtdW/9L0/Qq51HQaxn4IjzgqRAPTQILsHbFovj13Sgv2cQXU/w6AQk/nO5DqJ4QRgUTlf6iONM+jb3o0Axxw5qgOuHtK0DVIgplukThs7SG0BuXNGo3Pg3FJD96gFB9w94k6lDE5kTkN7FgWilohcN5B4ExR4fExP6C+xft3kee8iDRLKGpZtP9iZE7lBGuHgFX3s7k0LXGKM9VdX8NEaq0pq6XmULMsJP2UXxAhDtNMLG0RD5PPleW+j32MmMektR6x8q5ku2uT5nJXS+ZPeuR/mcMRn0YM2f5Efa+1MTtEtFZeoHwOaeJRRHdpL6z6BAYNU5hE5AloeDBOgHFiagknQQFtohiVijMk/GDlAjm+m78Wzvgi3kfMb9AmLXQ2PVtipTe9StuArlW2oBYU83Vae0RYiE9geEyrYTByrSSKs4ErPuGvQSjbZKgGoqQ5tjB7Y7Vvkoy01x2CdNK2ib7FIp4UzmmyjyZyLO/kzUOBOEp0qztY4Swk3/XIyLWp9L+b3kH7Y6bs4fggae8PeMFv6c2loyoNjd1jFvUwPdw5Vn3cdw+d6hJ2N8KRGVilpOoCLLwe0kivUhJOr0kl0r9Rds0ccBSJlZ27Rx9LxSf6EaK9fioRSJ7XszBTQ+8Odqk8Pz4cfZGJ2cIFAkixUH3KIKtSnEoO/xVyZmle47qNSr7yZHN+1R9DUHJ2l+mjTRpPW1TYK5TOYcYNWsSXStL/hxlbxLCq0NIY2m+BWL9V0HC2neeiPhPek/aL9n9jjxFsaRt7UuEkyA/QFASfj09j4JoGS3bp1HWBHkyRdRKqJuibBpMpv1lg+dJd09JbQS3Vr1bQTfaiesaVcErBujp3K7OawftXor5yWpe9/M4loMuLZZNHCFC2rdqEghLn+f2EimbHfk4mRyZ4LKjnB1YKscNV/6yAywGzkQvuzoH3nTdjDbla1QZb8qvNU15PsRQY4TJIzhXL0Tmi1AdoObrEvQvYjUP0+l80h4NIlcr34/oK/sjY+ydq89wlDTB0FGGBhcZFFmYIuwpyslZclxEaBDtQxQvcLu6hknrkUMYgW7AA8n7XxeKMGyBm/Ub5kD33EneWrVWK8e67gQDx1Sc07TaZd3bu6/bvD+g1i4tAp5T+44dYvGNDhYjyFpMZmB2EKFM3CL628Gr2T+QeZJjBPrMyNIGe+32w+l3/VUJSNfSuXSeXmV71RmWzzBMNAJrEwyi58rRbgiGnCQESp0iTb6mRUVU2bfk51siVu3pEYjjBaJZge65ScCo+zT2dqDTC9YLU1CsgT28PkfiuwAAIABJREFUWoGMpn3h9qaPT1jN18wqWptBQUTj+Q427P2omEYWlV6C2jUWVSFy5E+ZSlZIor8Kb1+hXH44STCozDkRmu5/lHLxjYj+JnsJSueFvfCqCHAj/S57PB+vJgGbtzlG19S95evkT6F40hrttK2qrT7IxJCfkX0USf5LREWbmECRMr3jOWI+d6I7XlF+diY9xwUKH6D/ukf/W0RXDReeQ8f3L1i2lwk2CHNIE6s/IRGSNkpG8/UKCvxaL3I0HefJQWu3op99YcbUrfZ4a9sW6AbLbixoVJLoNDahG9D/CwKpaNolnzxgx9cehMcOYi9vGYt7CKqbJaQXGFM+TxB9g+hopSGzSoSS83xm07mr0jf7HPoOZfMlO8X5HKTvgqw3Kn87aT85stMEcCFCrppx2VySGSZfD8qm4iliXbFshrV8nzOU221OeQubMVvDrKju3yT8TDCf4bh3FtF9quejBOs+jb1MIBUop0W9eEQU85TtbTmaiiZLanl0t4QoNQxSq/nSoH2tDtPz9h1H7PqbadsJjGm2du3cWy9HnkrWLOOqOdYzjGEEmqW07klgtghwhng5giJlpvi9FGWlXSJ3Z4fyQn4yf7KtntNHMoqUiVESWwGwjADl3/UMMhu0v66r77Lb1VJe56g6zVVUK/sxzXScxmkiV2KaSKMXIAEBU2/Yq99axFIzukQSn+Ivk3Zs/5ofIw38EZZY+jTHXiYQt+8QhR1N4sXU036S0CKA/D3bkjtEaz5pGTxfyI85dpxCOmZBNfKgvceRIzZZWhgGLPWaBfjxi+kAOXejhCOmZzhNaK8dwryDaJ1YhUT1DDL3oJxUKEcyS688FzkIlSPKmg8RdCY2EXPVD1G0WIQu7aCRkSbFP6YIQVQFArJmGqXMmFmDbKZtZ4iW6dMUfl6hQdU9DluJdBhblYgNQoDKHPWYT+1BwuyejJ5E+zVue7HBRQbMYcEO5f9MU44IV19Ej0hXqI4kUbdWPUJ80vZfu+EdC9y+VaeJOuYgr3nvGRcaxeqXQDi/qgVUEov7AP3XofYrGKGrT88FQup90Z9P2Ywibp1DQ34Ivq+u06KMq2tfjSoqIzs9+xa9yveqKVS/zf+y3bMznRGkPHS8HNqsDcZus580hMAPEXvWivKb5og1B9qYxG+4T+Cnr5209jvDuOOsZMDJyjPPYhHmf2v/76dPcPvVKyWdptmLYFSdPUVx5SxLysp2HE7HdQ0lGtmM60wctH3XV02InMNz07fLzXmfPEgQnZxYoVhJdfdvWPc1mr4OriZb99SylzJyhHDedC7tI20iTxsC71ZLkzPxTJCeMZsuMlGyUyxtmFMv0nyUhIx+z9okE+4Gewk5M1EeWcKLiaQ1qhDuq0TbxKrJJhO3leblAob+nDbBM36y/Fw38cYITSJIKVO07edpAP8M6FqTLvZx3J4Jco5Jh72LV+hzmb2TDZHDIxWeJd+YB7uEMzescKaBCeyipvgQDN+CY0dt9fq+F3TXHrTg2rFN+2xe8eZPjvrUVKLYJqSvJL2nr45ouwJmzbi3wiyCUPEKVg1Tbtyr44R81QniyE6rmEnfs4TfTP9ns0QjmzG6L70PKPsf+d1Q2a79sxbJ++XvKoDRfWTmllWgeZrCgId2zEf/skv9GeAtdxPkK8nBnqNI+ltfhfHvEMlH+zz2+gSwt4ZAY5lyy3ZlLkpaSOplXwErpSzaeo/65lHf1ouctgZ2bNePrR2Ic9cOOF1t+mfDkQU8IDfv12sRztdV2PoLTE0LmhMypGdbwlSQiHCaMoFoPz2jjm0QEVDdvIh8ibD524SJoXQNnS8TeEaVMqJUNVM0z5pjiHyq7LNlf0JD2jv7JnlffW+m/bVNQ6miw4RvcI7CJKt9yYuuRu3Z17xGpEjB0JyMUlS9bYKZpnOUnfV9GrfVBENHGdLqH0WIXS9YGYUQlRSSYF3K9bIupY49RVk6gxG55xE96YvP1Q5E8EzLua5dgwnvtMwt2/8BdTjAg2X49S9ZSxC5KhOPwMgJIlN0GXthmYAWKHviCtSIoGRLi0D12Sa0iEwWiERCHZ8jpyJqSeNs6kA5QpuPychVzh7dqByf7ztnqcpxzX5LZo68raqJoJwqfxhbH/Zx/zxLOLvTRGJix7T3KH5eMZa0yqY1BRsGjv0JBsPW998phg/SBBD2vRhAL3+BCLX30qeqzTRkrwqWFDM5TFpIW7fv6xhkmgUfo+7vjabYgvyBNoV0XVm1z3Xvv1k76j1wltJ1xMSzfh7lsAjyy6H74bSPYgZVc2WaSP6CiJDmZLCqhFXGaSZaMaSw+nysfDHtnx3hqpTX0L0eTtuyGfVBDNBl79B+gsGlRceIarUuZscqBiN4dtrew8gRolbgLQphJGe5g68xcIcYAD6MCRQ1lj1cp0wIwwSeK9OoQRR2Q7y8Zbh+zfFgEZ72r/tqNgdMM4w4VNoE6NjcbS06THrACrkZ9oxSl+KHoXhhE4coCsvXbkH/Fb/ONIGr+0sqik9miMIfOcgisjYBMfo9laDDTIyNtF1/tyO6LN2zFqn+LqhUiIwYsoruSMNkBsop1RBmlr7LX8tSJzvP+Rjt/yqxmowWS5siAAYJtax9FEvwAv2cC9XFe6Vy5xgAPoQJho4yVEKDoFx+maVVdqAgJiIFdmRZ9V8hCMU1w4hsSKnsnptA+PrNx12Y1e3Q/o0EikzHwn7FOsfzduDEQZvo694dY2vVFwOsEz2DxORj/r2Nveil9MyTxIoX2azLuTiZ6PUsCtplBCdLXBH67YJWpO2CoeVcVlGhjChBMErWBjnHKV9L70xmWzbFMsIltEwEn/Owupi9/xyRVtPETEsxyahlBdAwM6lAdaft8vtZP1AdH8p9g/cY8H3MsVSB/cNYJFI5DUJYYK9adQSlf9EDIi5R+7venAkKCaylXNV7aAPzk54+CWuXLe16fde62Kl1d5ECnI5nhmimqfjADkW+0drr5isUvsF54iXWMS3lL6YEXd7usyrhq7lFGfW5naTN3xVrkbkkAqyiONXsVmmKauZoNY9ph72aYJ5yl7usOfLImmoDEwZnMfNmikiE6xHVYQIMnDnXL9v72do1jV50Avn3n82aAx9nfLA5BCE9xABSa10iwUumj6LLOWjjHmrtQcrqH+LlLAE7LuF3w+fET0fDtULd+avuTbtWKeX0iIHAcpAKWFJ9MOvAVWeAJcypk5QXIdQJyaVnkq37AwKBykMiTZCrHL+sQSVBbxILsXUJXynDnBAFObLlc8JiLx2bkabsdGfG0nmzWaPziNkzSqWRza6d9CdnX3CnIGhF3ttEgmOTInlu/KT3kfWesoXw1D3cwfGhTDB0nCGalNOkq3BgDv5cICZSOLqIpE2BINTUF9Qdrv4tI/Ta8XiX4wc8ktyhcMaG8XWL624ptOxSa6sEs2y4M+a5Q1svAvOGMm15JHPtFpFSkXNZ5LzN+fOcJ+IDM+zFsMWxPcL8yTEGjSpapG3592HKkhpurzFE0IcJZEr2PZQ7UshHETNkvP9218hMUHXsFfSEyPYcJhY+7hLrMJ/CNKocZjeJawftvGs3KDpR30lfQOPDNQHslU5NogOcpJgmS1DYgidOXfBYwJgHu8aINIVR3zbqEn4H0xpHrQPylpLrOtiq7jfMiepg1ykkysNOV3IKlcvuUmrkALBpDDXikOxE7qE/RcQ7zhGBryXM7JvFXqiSx6Tql4msx9SPs+Qf5IBZls7V+Iu257mU9qiiS3rW7EuIILOP4Vm7xWhTLtqR2arr1SkvzQRB+Dkwp+8NYkEOxQA0csqFUqTn7Ji+1pzoEYun3eHxs5lARJKlmB7uLNGst0usBToDI0ftt9oThBSQY+eTu4F9TuQMUCeSYQxRAnjHG8Fe33UG8c51RS3xUZP0dEzl9m/5by2CcMSI84SElL9wFVPb2rdFlJSeoRw5hmA2CYIOocIEK8tEyaaG5jDDn7nRsZ5f+2UzKEvp7LDmrnkyWW4SBe4doqBdBK85kCZvUzaHspbKsYmqKThJ0ZaltDaEhKWYsxf71g75aZrAc3fWIdb4mapocNl7yf850SUgoxHyA4QabWBmhMyNBXdaFfCaIqScE13fW6JsYCnR76768qAnYeVygCHHUh+i/rYx1sq2LyckSFeE2CJ6XMq+Pe3fl2xJqfF/AszDyoue0CcH8hzwfYxQvhjXLFVUSRBI+kMRsCskqggDnzfZv9UEPcrzsQcxyms9iKnU1nyacgGMGmedJZj3MMYQgn6b/hwtwoyZI4CEqqaqOtX4NSUYVG/cIfq9yi/Q0l9tP1a+5b+Aod+586YQfBRN0CASe/RdDpgmS47hMuUCDSeO8dxOPcN9ji7VDpo/UMf+L+pZ5izaPInN4dYtg0dVT7C1be93ZRvTQrpmB1vb7ApFSoH8ATn1409R5LAck3l0AltDt4dlNM74MW1/tjkCBYHAvrNU1zzJPxAh5khsmpvCtxIhy4zK0GvWBGIymTNtO9/WD4nipmVM2p/HBNfzvm8mzDHC3xJj694g0l/0rnUPImiBCnOVYyQYxAgbxMIjshiadw8DwEdhAqm2aSJ4JJs1IyJihLr7AyIMSeaGObD9VYplTFduUESf1xdN8m9th9/17i6sv26m1dNHQiA3MY3xBvYOjh2lME/eXoUfX7PYgJiqkLoKeuUAVdMd5QYGBS8R8QIR2gzBEBD+B8B/wQAB+Q9vpN+F84IRgL7Lsc1FR1mbKMVDEKOIT5JXBOpm2NofeKwFn88zBKOcJ+DMlt/fJOFYi/lkymooot5Lf1CuuRA9vODP3sAI3t9vkVqixc80L7/LXTV+JhMMHWGoIBy16Mu2bYcotZsGlh2dUaKV7Ma27V47TmEWHTvkTHHT5qh/2RzZt/zwh45GeeXKDbP954FHH7R7OYHlHXEOfroK/2PRyipnsPyiJ+VrtN1Bdgn5ziL20uaBTaPhlcu279aLGBwKkeTlvkfRpWGKckS9RUh+EaskrdJMJB2FKMksgCB2KHfEOEEE6YYJxtDcz8DWf4tAYoHUXfBzLdjcKM+/aE7c9PM8TFQFQkCgkujaVh16jmXsnZ8jEhdbhK/RSOcWow8DX/MF++6S8ZFU0mCVQbEg7h9TRjukDcBy9V+xCG7haGkyZNgv2bZ1R3/GD9n/13etC7KSqmax+X0J63c5csQWlhjDJP87q/DoQYo+l9cX4YGTBMHq+spz2cSY2FXz1mUY+W1gAfo/TOusqc3jMtYsSkOJLjn4tJm+LxPMUJXgLZ8DZZJOU/gmReR8lFh8Y5bQFoornCBs7xn/X77XV7EFir/pz3fVzL+bwLEvEQ2Uf5PIpj3r550h7PtpPz5rvSrUrQTDl9LcKsiXY0AqYuoSjrnTytD23WMKwUdkAnAHeRn4V5Qjw+JwEXnOiFT2ZYci4LZyw23wpuUS7eDQJWbbNzEaaKZTTHgLd85QOOdvr3oX6k079/o1727Xsv6YGxhTFfaT7lHBvEmsP9FLvqbZUYIg5jyf6SDl3vqS3H5NrmLOdnZY5Rup5tpjISUwQYzTIyrj8tK5D2OEc4nwx84TmrULK9dMGGyteotJ3dsZu//+Faj9fcoOtASDglwQtdjThPSvpmRAxB9kKoqozxP+npIRh4mYkZCoCxSCaOjivcoEV1x9/T7RsWEBe8AlQorNU+5kJrNAKlZSzYlhbdUg0jdXY50MiMTOkUcotwg8QWmZImY97foRwpFz5wsITlJ8owdri3b5Y/8cixzLLhd8O0qBe19/BR54ECOuWaKQaNNTAB4kCEJOrJ492847fg9ThEmZnewmketz3refSc/3FMGcXnY6RxTGjT+CacXnvUjlt7GENzCmahFSXlL9BOHYyo7PQ0HQJQLZEoMsEd3L9Z6nffscoVUVHV/w+f1DGPrOPcoE4NrgPGYzZ3tW0qFFEIMS1PK6XpoUV6/C/zNaOH6IwNeT9Fm7YvlD7/i6BUp/eOdWgDG1Z4gKHalwheex6z16xOuajxO2ddP3U3FN1mgtgmndxl/xBa0nDmGEKilfxyS65kYUCnvbuOj8DcIMueT5UV+y//uLnmN1Gt550RsYn4K1izBx0u7nzVWb2sce8fMptvETjLCVy9NN1xM8ChF4gzL8qYxPgQjSqJqbm5TT0uVYNzHmkKZzTdRftIKboZfvLgaAj8sEN7wAfw5jBEFgEC01NOFZsmqkoMu6t1+vHYGf3jCrooMlxq2tmskpWv614/DaIjx93JxaEXIdb7XSxV72VfjTG4HmPYeZNFvb7mgfsX3Xd11ySmtNYi9rFCMgoRl1whd4wcs+5XfIeRUAoOdOTLdHG7gzuXXD/i0S/lKEeOuGL3au0aRogT7xlO+7jJlpbSJY9k3KzJiDdHKY5/z5Mu6v0SG0VWaKWaJyTALiQtxvkQGgeVQkWc55NgV/vL8r0HzU8bFvaPCym0UvYByvwJBMICXbZd9gw6K4VaBh5DgFht6/ZfGCte1AWxcwp7gHfNcv8ZxfFt/nNwl6/T72DmXyPuuaYxTzD167Ak9rBcYz8NoPI+9rE5j4FmE2/MhNj28AP/H7O44R2wIBMSq/SDche27HTBbJiAYeMNRxrjH62956xmHN9Ssew2j5uWW2CE2a8d9mCeKTJsnxm5xanSPWGpkJ9N60TVpjMv0vgGOJiI20CVOwgxH+1whHHPfVjmCAiqdJ7Nci3R91fHwmeIUBdcx0+HcErn4Wa9GSA0GCGP2FbK3a5hFf1Fs+o0xhmciaewlhRzmZxujiHPCf/fN5wl/7JgavAvztg/DatmmPrcUAMGrH/V7niBiIbPBvExJdCFGbQhqv73onhQ2/4Ays/ImbYnlVnewTydSSX0Nyuj3gtHbRTSsogmv9Xc++bRELZUBUb/1jP6dMuAxfy3TTRFZTpEXsQrikrXSsfADP9ymQLShrAv3ftuv1r0HtG35c2xn8gJ/rjbuP+DU+PhNcZFAEWL5H9PFRyoBelovA/jUnkE2M+DoEgXRjkT65Fsdcek/6qfP7amJxgTfdL3iVqO6cIWI/4wfgp7shIJ91W/r6RXjgCaJj2hxmws0T4f4FIiIqosjRXaVeNDDuPU/h/G+tGnGvbZeT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&lt;div class="prompt input_prompt"&gt;In [6]:&lt;/div&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="c1"&gt;# plotting anatomical brain.&lt;/span&gt;
&lt;span class="n"&gt;plotting&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;plot_anat&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s2"&gt;"data/sample-nifiti-file.nii"&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
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    &lt;div class="prompt output_prompt"&gt;Out[6]:&lt;/div&gt;




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&lt;pre&gt;&amp;lt;nilearn.plotting.displays.OrthoSlicer at 0x7fde6f4886d0&amp;gt;&lt;/pre&gt;
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ORpXLe8DTKdTFQoF7ezs6K233rJ8NynUTqdjRFlZWVGz2TTsnu+LxWIqFAqWaPFJGQoyifGpuL1x44ap7GazaRk3iAETEXKCIPZ6PXMuy+Wystmsjo+PdXZ2Nsc03mbncjmdnZ2p2+1asgrtB3QL+ocJAvzx14rH4+p0OlpfX9fp6an29vZsP6+y518Hmjdae/sdtOHX4Ti/fF5+NpvpjTfeUK/X0+bmpjlH4XBY/X7fIgBMxQcffKBkMqk7d+6YVuj1eqrX6wYPdzodK/HGuwY8ongzFovpV7/6lT744AOLn4FjyTFIMlwBSUfF+rDv5ORE4XBY5XLZ4OFcLifpvOiD0JVwLhaLaWlpae47qB3k2qlUyhgjHA6b9iC1PZvNdPfuXeVyOXOer9r/6wrlojWXz/8m6kSaNwXT6VSVSsXgUu9JS+cMgkSPRiPlcjk1m00dHh5KOlfzNG80m825Wr3RaKSNjQ3dunVL0rm6JoV7enqqdrtt0QCwMgxzdnZmGD/3S1EnUUGv1zOUsdfr6eDgwMxYNpvV6empUqmUJWxQ6dQXoCUIxfjuUCiks7MzTSYT2w9S0nym1WpZBOOji0XrReHc4DK2WuRQBIGf6zACIdnq6qqKxaJxfa/Xs7gf04Lkkbm7e/euxfw+xJKk/f19SbKNm06najabOjk5MeJSY0/oNx6Ptby8rGw2a100hULBwjtfuFEoFKzAFJwdpqWErNPpaDKZqFgsmgpfXl6WJLPV7BOqn/fhvePdw/Q4fMPhUIVCQdVqVclkUhsbG7ZPvrrZrxdBZhetS1O6i+z+VckG/g4Ag81NpVJWxUqcjjcPRIq5GA6H9nuv1zM7nkwmDaCBsIeHhxZTg+3DBJlMRul0Wvl83goscQzD4bDOzs60vb1tBZ3cezQa1fLysoV81P3F43FrrhiPx9rb21O73dbS0pJlJcEuPBAlnTuHRDNINyVh3BvSnUwm1e12TTv50O06Fb0vugzhu+xiwdjxsvfiyPHgy8vLJtXShUqczWamXqULrx6bNxqNrHATzxknqd1uazgcqlQqaTAYGIgC8TOZjKWJkWwQRkq4KcyoVCrmKPJ+MAXpvH+A/AL3gEdPjaEkQ/4oxUK1U3NQr9c1Ho+Vy+UsP4CaJ4MJuulDW1LORqgrBC9Iq2sT/7IPLFIpi5yL4BdHo1FzVgBX0um0oVkepYMh+B3nDyIsLS1ZKEhlDBh/Npu1Ch5fOAmDIS0gdyRvkLa1tTUjlg/lYCY8dExJv9+3NCygTbPZVKfT0XA4tFr82Wxm6nxlZUWZTEbtdlvShU/kaxJ8urfb7dp+4FjyvqvUerBw9LrLEL7LEgCX4fp+sdGEQnfv3jU8XDrn2mazaSALTh8bRZOGJPtMqVRSuVw2B4l06XA41OnpqdLptL7//e9bTP7zn/9cpVLJwiuf6m21Wmq328rn8+ZznJycGIxbr9fVaDTU6/XsfmFMQkBQvXg8rhs3bljhZqvVUrPZ1K1bt2y/2u22otGout2uRQqtVstMGiEuTh01i4VCQbPZTMfHx3rrrbfmQrzrlNW/qN2PXsUtQca47L3hcNgcGhwmSea8AYoQ4sAoEJbuHKpc4vG4ksmk1tfXdXh4aMzl6+LH47EODw9VqVS0vr6uo6MjNZtNpdNpK6AAbGk2m8pms3MYfSQSUb/fN2yAki66h6jE8UWmiURCN2/etPwETizPi9Yhw0eoib8jybAFnpH95bNAxRSB+jrGq9YiBO8riX/Vha5zUdQmXL+2tmYSEfT0fQeMb4bsdDpWuEGFTzKZNAmhIAO/gvq3VCqlX/7yl8rn8/rzP/9zDQYDPXv2TLVaTbu7u7ahoH+5XM5KvNAw/X5f+/v7Jt3FYtFstnSugdbW1qyk7OOPP7Y8vA/lstmsWq2WWq3WXCwfj8fV6/Xm/JzpdKrDw0ONRiOVSiUzRzjGsVhMR0dHevvtt/X+++/P1SssWsGM3bWx/eskcxb9zuLGWLlczurWM5mM5dZB2ShsxOvls91ud45BqPKlDRoGo1wLs4LNPD4+1traml577TWtrq5qb29PnU5H1WpVo9HI1GY2mzVHDscLiU8kEiqXy5ZAWl1dtVCRCOH09FQ3b95Ur9czdSydRyqHh4caj8cqFApmLvL5/HP7CGLIfsAkFJSQQCLH4KHlqzJ6V71n0YpI+hdfkHlZgoffg1/iEz9IDqVJSAaeL/13PmzxpdJk1Ji2AZ6PlGOz0ShU8MbjcWvyOD4+1ng8tuIJELMbN25od3dXoVDI7O3Z2ZlqtZo6nY5+9KMfGdS7tbVlLVQUWYLodbtdra2tWfYRtV6tVtVoNCzZQ5YPmJgcgNcwhHPsH6aB61F5RJXydQh6nfeZc74IzLlsXZUACoXOGy8ODw+1srJiDZjE1T4/LcnKpDwjIKG+J9/n/EejkUliKBTSkydP7LPUB2AmcN6azaZWV1eVyWSM+SCEB2OAanu9nvb39+dwBRI22GJGxxDa+igCRs9msxah5PN583N8Wbbv40Pj+c6iXq+nZrNp3UO+2OTrgDpBOprNv4pjFmkAH9qhut577z0dHR1ZKEQCBpSOUmg+i6MXiUS0ubmpw8NDc8jIy1M02ev11O12Va1WzaEiWVOpVMxvgFC8F7VbrVbNLhNLc1+hUEi9Xs8KKM/OzvTOO+9YBBKPxy1xAzOScIJY9Xrd7D9YAEzhy7p5jyQr90J74ZAS1ayurur09FQ/+clPNBqN9NOf/tQ0h4/Igj7adbXEpSDPIk6Z++CvVTo49MrKiuWucU4IY87Ozgz9Igb2zYmAJMCfSH+v1zNpw0OfTCY2ZAmpSafThqJJ5xqkXq9rf39fS0tLcx0yqF7SyWgE7hUHtdFo6PT0VP1+X91ud65iCKZvtVpWmMlrwNKEsPg4JJdgJp+c8nOByCryXCsrK4rH43rttdf04MED87GuIvJVQjxHw6vUyFXIHzEnVTXvvvuuJpOJOUteckHWQNdQiX4TaZPGQ+d9kUhE3W7XfAPpHH27ceOGyuWybt68OQfDUthRr9c1m820urpqwFC73daNGzfsekdHR1pbW1MqlVKpVFKpVNIf/MEfaDQa6csvv5xzCLvdrjWRUtLd6XR0dHSk/f19ezacWwSA+2YEi3RRdu73mfYxgDCST6urq/rZz36mTz/9VO+9957lBnyO4KoVjATmiL+II65aQfUfDocNbu12uxaX+oyUT5UiHT5sYTMprEC1UkfPhkCIUqlkEks0QWg2GAzUarV0dnZmwxqQFhotfNiIDY5EIjo+PlY2m1WlUrFQjGQU6pwQFIeTHEU2mzXE0LeJJxIJdTqduQETMDFOMQyBBiFXUKvVtLS0pHA4rKOjIytTk746z3IZwf2KSPqX65F9wYddBW273TbniZq41dVVe2gI7j8TCoWUyWSsZo9O13g8boiXpLmkTbvd1s2bN22DfBhEH1y329XKyop+8pOfSLqYtuUbIvErpIswsVwu64c//KG+853v6NmzZ7p7964xJqCL12io6GKxqHw+r4ODA0maK9agMcX3KxBa+kpdnDrvU7CHq6urBhSh1QC+guXdL7K+1gROHD6mbdy8eVOrq6u2oR6zDoIhcKIHfCjQ8GVaFFSwSblcTpubm1paWjIHyZctA5vShYOZuXnzpl5//XWtr6/PDW9kQhb+x61btywphO/itRjST90fpeGZTEYbGxsWlvmWK+L2cPiiw5dogUKUTqdjUYCvEfTdRPfv39fS0pIluKQL7fF1CS99Dcn3xCmVSvqLv/gLbW1tKZlM6uTkRJlMRp1OxwYdEu7hxUI4wjziW4okkALKm0iaUN8PFkDBBk0VqEWGLxF6Pnz4UGtra4pEIrp586bl5wn5JOnBgwfa2tqypo3ZbKaHDx9aRS1DEqVzbbe3t6dGo6HZ7LxaCbzAZzcRjmQyaUUtOH6xWEztdts0T7vdNhPjQ8azszN9/PHHOjk50Z07d9TtdnV0dKRqtWpM7/+/il6L1teWfEk2QYPcux9LGovF1O12TZq9muRnu4lfO2kULQDsSLJBSd1uV8fHx+ZgQuBut2sAEanZ6XRq5Vn1el3/9V//pcPDQ6VSKb3++uuW1btz545u376tlZUV/fznP1ez2TSVS73/2dmZms2mPQNVPdJ5Rw+9/oSB0oVUUhlMvoKEEc7h06dPLZLBCfYNKJSI7e/v6xe/+MUcIWle/SoCX7VeSPJ9bElHzdnZmQ4PD/XZZ5/pxo0bFkIlk8m5HDafwS/ASSPJsbe3Z8kY6RzupeR5dXVVzWbTEjQQpFKpKBwO6/DwUDdu3FA+n1c4HNazZ8+UyWR09+5dLS0taTI5n68bi8VULpf12muvaXNz0/oBqtWqjo6OtLm5qUqlokwmo5OTE62vr6vRaKjf76tardq9Y97W19dVr9dVqVR0dHRkzicFLHQf+ZYwgB/2j9cAvTALhMr9fl9vv/22qtWqDg8PlclktL+/b2bzquVBoYV/fxHC8z9qvNPpGJy6srJiKhwpwGbi/Uoyx4ecP8UPeOI+V0AEMBqNlM/nNZudd79S+HF8fKxSqaTNzU0rsGg0GgqFLiZerK2taXNz00xMu92eU+9c+969e5aWHQwGuv3rEXCMSyOtTKMns/OQVJxaIgCmftAzCOOj1kEVcXIJDyUZSCSd+0zVatXQPv7m4/yrajKuwnFeWPIhPgOESqWSer2e2XPf3+5HmnCTHtLFgdrd3bUeOEqhccbu3btnWT16+IfDoaVo9/f3FQ6fD1eMRCJaWVmx2L3VatnGURLWbrf16NEjVatV7e/vW0oXf+D09FTT6VT5fF61Wk1Pnz5VsVg0xE46rwMsFouWhye6AciB+JRoSTLIW9LcFC+cYPwQ9ocOYQZC5XI55fN5qxGo1WpzZvIyel21FpeFXkF46cLeeDSu3W4rl8sZ2IJU83B+WJIke9hut6tms2kwLERHOprNpvXBIfGrq6s6Ojqy4gdibeJ/8AY0Ct/FhlerVYv38/m8bty4oWazaXl6JJzO4t3dXUvCQPhg1y8LD9/nDiSZ48h7fDv5bDaz9DXExJmdTCa6ffv2XL0BZe+UlmOOFtHsqpT8C0k+dovBCrPZTLu7u0omk1pZWbFsFkWLvv6OTYGBKLRABf/whz98bjJHNpvV7du31Wg0NBwOtbS0pGazOTfB6u7du7p3755ms/PawEKhYFj88fGxnjx5YoUeMBJOKJjA0dGR/ud//kfPnj2zJg/fmHH37l29++67mk6n1ptXq9XUaDRUqVQsweQBpOl0qr/7u7/Tm2++aaVrg8HApJ97gClxNBGydDqtZrOp5eVl7e3taXd312oPU6mUstmsjo6O5qqiriL+ovXCoZ6PeyORiDU89no9vfvuu1ZoGQqFbKAwHIyNJdlBWdf9+/fV6XT0ySefzJUsgXj5hApt3hRI7OzsaHV1VW+88YZKpZL29/f16NEjnZ6e6ujoyMwF3021EMAP3TYklCgXC4VC2tjY0DvvvKNoNKpGo6F8Pq90Oq1+v69bt27pyy+/tPtB2wHnzmYz7e3t6d133zX/gaQMURBFLYA7+D2SrFkF5szn81pdXbUaASqY2aPL4Hlvcr8x8T0+jeTSaLC1tWXecCg0P1UK+0TCg9eazabK5bL++7//2/BwIgBwfyKA09NTtVotbW1t2SkdGxsbisfjluzB6et2uzo9PVU+n7dhC5Lm7onYmvr6eDxu6pmWbpzEZDKpra0t7ezs2MEMDGvgWTFZoHjUCZKq9QwNM/rSbXIlvtETp5CCTt/ESura10teRrOFmkG6/inabBook+++WV1d1Xe/+13rd+t0Otamxc0ReiwvL6vZbOrzzz83U4FPUC6XTcoJmUiNco1CoWDVu+12e66+D9sPcw2HQ+v+JVMGpIyDNx6PdefOHa2vr+vg4MCIQfsUTFCr1ZRMJrW8vKxGo2E1eiSAqOEnVNvf31exWDTN9frrr6tUKhkMjCkE0PHMDUGbAAAgAElEQVThWzQa1cHBgYbDoZXG5fN56yZaX19XKBTSp59+qnq9bsMqYazLiO5fe2FvX5I2NjYM4oRjM5mMgR7g+DyQL3ggZDk5ObGuWOBOsG6aJvhOoGIcR6ZZUDMHdk6cz/2kUilVq1W1Wq255gvUJtckDPTj4kAXyd7t7e1Zv+F4PNbOzo6VqfmaBe8ANptNy1UQbVA4Stu5L+QASKKOsVqtanNzc65XgGgAs0vaGUZdVHfhnXWv/q9NfO+IvPbaa4ZA4Zyl02kbuIQKYrNCoZA94N7enp48eaJms2kqUZov58LpIqHjx7b6fHk8Hle5XLYQbzqd6saNG1pZWbGmjA8//FCSbHIHZVbE+eD5eM4kcyRZr/5gMFAul9PNmzcNeCqVSgZUMY4tmUzq+PhY29vbajQaRkiqfkKhkNlpBkShzvHgwU8KhYINjkIwqOeD8EwkZaTbdWjomeNaoZ7nFh+uAHKgvlCzfjYOix56mieAgH2o5m+MgxKQFt/exftwlKjZI3/A36vVqqVV0+m02eJwOGxhU7fbtdQuUkTmEVPRbretLIxNpo2MMjWuDWiDsGDbceYIRSXNdecAHuEEU/vPwpeAkXyjqKfPdat4pBeUfPBzPGjf+kzcT4ny6empDg8PVavVLN4mR+5TkYQ4HrAg9ZtOp82UUBEDk1A922g07Kwe1D5M9uzZM2vSREP5vDlzAkajkcrlskG4q6urtvF+Xi5h6fLysoW7TNyeTqeWgj48PLRnI4eBZ482QHPVajWdnJzMzfLD6WMkDAyBkKXTaTs5hPAVp/ZFkjzXgnf9h3yTBRLiCyfr9brq9bpJHHg14Z0/xSrYz+8TGxAHsIYQjXvB9qK++RzqlYYROm19WplqX97vj1o5Pj62RA6miuodTsOqVqvP2VminnK5rHK5bCGbnxkE8fCX8HeIBngesAIKUNgztBZdxd7EXmbXr1rXlnw4NxQ6H4ycy+XMJnI+3MHBgU5OTtRqtWym3u3btxWJRLS/v28PirnwTpckI1QoFNKbb76pu3fv2swdEMBHjx7Zz0zG8I0SQMoHBwfa3d1VPp+3vvd0Om15cfLlMAKZOBI59Aag8qfTqc3/pyfh2bNnmk6nNmAJrbi0tKSTkxPL2Pn+QQAvSXORQTab1dramu03Gou2L6qJsfuEecfHx9rZ2ZnLiXhvP7j8ay+U0kWicDiKxaJCoZBVsoD3o9LIVwP4AOAAgvjYFE1ASVSxWDSCoW2oDCZN6n0LSsCQtGq1ajWF0+lUS0tLlnULlkBDHGw4I2AxcxAI34ISsmw2a4mibDZr3v90OtXt27ftedFaFIAw9IFoidQ0Gm44HFoUI0n5fF6vv/667ty5o9XVVaVSKctJEJbi67xIefdXxvlcyKdf33zzTUWjUZ2cnKhYLCqXy+nw8FBffvmlJBkECazJNGmyV0iDr+VHq2A74/G4HYZEXx61c96hwhve2tpSsVg0WHd7e9ugYa8V+EdoKMnsOQ7Zzs6OotGoAUhEF/gW5PAxPTB5qVSyAQ79fl/b29tmPjwGj6PriYYmZF4AZogOIPyJGzduKBaL6eTkRIeHh1pdXdX777+vWq021zbHz98I3g3akWj0/ECB1dVVk4xer2cDhEjZ8hk8VDJV2D7PneAA3HQkEjF1HQ6Htb29PVerDhSLrWSzKPoAjFlbW5vzrPFN0A4wIWlcng/VChHJGQBjn56emoMFcTExSDuNmjwjqp5nIJNHbQN4CCgffgoOJRr3k08+sazm8fGxDYg4ODiYEwzMTDASmKOtLpH8y+xFLpfT//t//88uPBgMLL348OFDi0kZsgCWzcNh01FRLF/sgMOTzWatBNtnEP3UDMI0D4lS8YrDh2eMNkKFSxcHM3722Wem4ikZky6KPyuViqbTqRqNhhqNxlwBBgSczc4bSMBAAK88kgdzI5FoAh86c19EPZzAFQ6Htba2pkePHmk8Hpvmevvtt/XTn/7UQs6g43zZWij5Xiq95IdC5ydA37p1S8fHx2b7Tk9PrcrVFzuyKTwkNmoRV/okBByPXaPClc8Qt1NXEAqFdHx8bBKK5A2HQ7322mtWxYOJyOVyNncHQoOfTyYTa5Fi6qcf206yhWfieXAEpYtOJZwwH/PzOb+/EN+bPv9+Qkz2hWIOhKVUKunLL780M8rn+O5rFXMEb5LXkI7vf//7unHjhj766CNNJhPrgN3Y2DC8GrDD9777NKqHIFG5FC7MZjNzqJAUHsJvmD9cIZFI2AAnr5qn0/O5vysrK3MJHBjQ1/CfnZ1pfX1d2WzWZgm1222rru31etaZQ/MoWgjT5JlDknUZQ2DPvPzD+ZVkIBbCk06ntba2Zk4t4TKCsL6+rr/5m7+xXMTDhw/NFAYJf5n6n0P4gqk/bhDnI5fLaWdnxwhHvP/o0SP1+309fvzYPuOJ7AcyEL/ywJKM8CB43DhADhrFYwM4Q81mU+Px+cwb1G0odD4gYn193dQzG4OP4SUHDAImpDaBidqz2cUp3V5IuK7XjiSlgF4p2CiXyzo5OTHNALH5mb2PRqPWPUQb2pMnT8zJBPWkF5Gu6EKhYEkuLyiL6Gr0lTTzN+89aVY0GtV7771nyQyGLTH/nuyaV9tsGmEUN+VjUT+Za3Nz0xorcMpQwUQaoVBorjsHVRmJRLS6umq2PBQKWa279xGAlH25FOaJ+/IS+bOf/UySLIMYbC/3apvvlWR9CNxTr9cz1I/P+Fg8kTg/0Xt1ddXa0wGQeNYvvvhCvV5Pf/RHf2Sa9PDwUJubm8rlcup2u/rlL3855zh63yKY9JECY1n8jXnPenNz04hLgQY22Z+Oycb4AUs8IET2lSz+JgGPZrOZOYg4ZTCk9xm8VkEiuQfAJxgFDbNoEQUEbTJpWO4b59WPafFxvAdzqGkEZ8BUBKMchCWXy9k8AJA+r7an06nNJ4JJCQsZ7+Il3pvvq9K7Uf9H74Xzezwe1+rqqqTzOvWDgwNFIueHH7HpqPJYLGZdpThWwKD4AszXlS7OupnNZlaOzPf6Dh4egtc8wxBno+6XlpZ048YNG6wAHMp9+ijD/833CmJj33jjDT158sSyk3wnxPNC48ErmH1nZ8cIiXYIEmBlZcWmjlH7R3MHvgYmt1qt6uTkRKVSyQpH6/W6NcYEGThI02AEEPVqzn+YDcYBOzs7s0pYtADZKkqWOSyB2J6KVmDc6XRqRZj87r+PGBsHjU2EOQl9vBftw614PK6NjQ3z2n2TKJKIhGAKPDHRVHyPz8JdVivnVTk+C3afRBN9d1QGwwSkkyVZqbcXPPaDdDFVSaVSac4fq9Vq2tzcNDPqnbxFzGrE91ziVRGbQHx7dHSkUCikW7duWVlTr9czp2xtbc2kCKbh2j7/7qdXUElDMiOfz1uoNpudp0K3t7eNGfCkAYuQiF6vZybDz9THI4dxYCKYxjuSPknCppdKJfPk0+m0qtWqjUvhO/iefD6vcrk8V+JdKpXsWFW+p91u28hYUsrcF5iFJPNlkGqGN3322WcWldCeRnKqVCrp6OjoOXV/Wdwf9W9g+Q8SG89mMysgJC6Fg9k87J5Xj0g9TBKNRlWr1cyTpR2LNib/2clkopWVFTudiofgntbX180UcO5usOETp8dLAffO4nWvATENgFTlctnOCUDb+SiiUqmYaYCBZrPZXOctYRzMhJTDyLzP+yhoLEww1Tt0G/voJZPJPOfZe80U1ABz07iCzp4km2F79+5dNRoNG3VCRw4QLxwLNInTk8/nDQxqt9vWfwZEC4MsCkWwfYw0xy7TbEkTRiwWU71et0FJvliUDfbhJc0QSBthl++48aVZVBeRzKrVajZxk2GRmBKSNcTk1Pv7FDA5C6/NfFs3EYTPB7AfoIwc2jQYDGyP/dCLoBAvUvt2wNIiEIAwJJlM6unTp5Z6lM4rTQ4ODjSZTOb61v0Xg/ARPyMZOIS8JxwOWwrVq/RIJGKq1NcNAB0TfdAPSPYOXBy7jT/B72gPNtlDrvgZPAtHwU2nUyP466+/rpWVFa2vr2ttbc0mhHkNMp1OtbKyolDovDafFDffBeP4sTLe3JEBJP8fDodVr9dtNH273dby8rIRdTKZaGNjw8zkIrAuuMKeOzzheHh/QgWxsnReRu2ROm6UhAgqmvCIRV4aIntPHvsFQYjL0Syz2XlGjTgaZzKXy9moNJjJSwDSzP0gdWy2dyI9EMV1qKzB/sM0OLa0nQWlCwLAzOwtzwq87B09qn1ADzEBfsA0phLNi2mSZJqGfb0M2pV+bfP9mzw6h40mi0S2q9frqVqtWqsztpoDD1FlHh30oRoS5W0Rzgst1jAMqg4G4BwdNAiHKd28eVPHx8dqNBpaXl6eG26AtJHKxXNHzXpieQ97NjvvSFpdXbVjVkk4eScUSSYW59mlcw1J7T0ai1oA9t5HPURQMCHEJ4weDAa6deuWHj16pO3tbb399ttz8wCXl5d1dHQ091ze55mz+Z5DeSOvobJwpIjDGTBI/TzSGsyWYSOD6BkhlEejptOpwZNMzeD7fdUNzBHMhRM6MZLFh3Y8FxqFhY0PoprcF+3mdAjjI0DwYEjl/4YW8Y4lfpGfuesdOv4FtZd3GLkORIb5MXVEWYsk/jmQJ8j5wZ/xjH1dWbVatQOEkZRoNGqTMbl57wcEQZtEIqFSqWTDFVDJFFSSGz84ODAV32g0FIlEDLPHKSLPQMzss4kwomcAjxbCkAA7aKpYLKaDgwMjIm1p/hh2roNNDzIaBRhoPSIaHFzUPIwUiUTmNCymBp9JOm/jIlU8m810eHio27fPD2psNpvWe1Cv1+cYPejIG/GDjkEwPGBDfWLFH0uKDfPhETF9MLvkb8a3MPtpVR76RcJxuGAWzAH3NZudF1F6TQPTBdHB3d1d1et1pdNp3b1717p4qUPgfclk0sas4bhyurfPDqIhJFlf4GQy0fLysiWtiMVhnqA99l49Jg6Nh9T7EJYSdt/3Nx6PbRaAD0M9bZ8jvv9D0BFiI0m0SDIwxn+pJIs9YRBva5FAfwPgA5xD4zlUkiV52Hikm+pgGG88HuvJkyfKZrPWvOElDjXOd+MchsNhC7/wbfyBhqCFn3zyiRqNhkqlkjG9JGMURqPDqDz/0dGRwbfkCMDnwTPwb/yEMhiL0nhMCsRHC1Bb4KeU08SyKMwLqv2FBZzelrGRcJFvw4IjeWC+CI8VBkCSfQmX1xIeZcNuUhgJcSAe/fakiYlEotGodbx4W49GgalHo5FWVlbmOmR8eOeJI51ruK2tLUUiEVWrVTuO1WsISrogGs9IiTfaxzMgPg4HQXDPHmb25V3887gFzMZ3ECV4zQcDLFom+UEVxMP4mBsi4rV6PBtv3xdoAr9S2cPG+Np0H2ahDVCh7XZbW1tbpkF81uzk5MQeqtfr6datWyqXyzbJE9vOpmNGpPMyL+8sSprbSJ4LptnY2FC5XNb+/r663a4ODw9VLpfnzBZz+v0erqysmBMKUfERWq2WaVoftXhsAk0BoxHq+SYWQj5mHpIO99rvsvXcWboe4AmFQgY+wFGLmgRQmWTvfMLET8eAm6WLdqdsNmvEQYOAY3NdNA6oIV4zc/eoxA0mp/y8PsI47p2YHSnz4W0Q7ZtMJpY04jRsn69HG3p4eDAYaGVlZS764R8pXvYOQvvIgLkBmEze71Pi7CWOIXvliR9U+/7351K63oECdatUKnr27JmVKvvNDIfDlvUik0dTJARA3XLTOGyoZJIyvpVrNpsZLMwG9Ho99ft97ezs2LACGMiDRahK7o+HxhEdjUbms0AYPk9u3NceQLRIJKJbt26pUqmo1WoZzAtTgfSFw2Hzf/x+oUWBljlQie4i0tLeJ5pOp1aPSFhNnQDOHowHs/rpIF64g+p/Tu0H3wAnYmtQk8TfyWTSukZDoZBNqYAAwZ+55pzH6YAf/AefsoXwkUjETAg4gMfCuX80gY//vQPrJQktA3HZB29Px+OxATo4nZzbVy6XjfErlYo9F34MfpDHOVDXXoXzvew1z0uZOAOlaGJB7XtT5ulGWtmHu/472K9o8IPe2cMJIQuF1z0ajVStVg3mHI/P583duHFjboY9G+G5EMkinIFL4VjvMPn/YRBfKOmvjXpmA4PlWRASszEcDu1M3yDzgyHwPd5pBSiCiJggX2uAYHA/VP+ASzBL0D+jL0GTZKXfhULBev98f4QHffgeavvS6bTS6bRarZYWLVP7Pgbngp4BkFT+9xvR6XQUCoWso4TYE5PgMW3v3ZMI4kF9ezeABpvFDB+uQyKJ+2ZjvabAmfNOpnShZYBDPQwdRPs848LwnoEwKfxjQ/39UMeAv0QbNoktb6LQVEQrsVhsLkXLPeHYQVivVUKhkI298Q7vZWsO3vVVM3AI2SUvJZHIeXfM0tKSOWaSzEeAOXg4v7mMF2FkKgUd/lQLIN5I5HzwAaEU1/ccjGRiR/GYYRSPcnnz8+zZM43HY5uW5cEtr/r970im12SoYJ6FlDHpZnwcHEwGSaE1qMFHwGA6H9p5Bxpz1O125wpguQe+B3ApCPLMSf4iR8AvXxbE8l4tm+JRKTxXL/VApoA2numowWewE3Ct7/cjxEQdB7NgPi/PvfrGTE/Y4XBoJWnFYlGrq6tzxPdOIvcIQ2GC/Ng0HzZyHx5rQAPxOuofAvn7DTJhUHopjeOaHjfg/rinoLPntaDk4F1/IV6Di/zNoCEARJg3g6dpF/414SlcgAm4vm9WXF1dVbvdtondlI6hOQhraKiEgfx3Yk58OOoZ2PsN4Axg8qRBgyEhjAjSBqNhAiGApLmKXcAqf4g0e8jEDRiK/eM5PeB1GVjDYRJMJPfmqd/vW9e0j/UXmYA5h8+/idcoDfYIlXRRHuW9ev7u8XQfW7NxEJZNgoCEWvyM+uOa/E+4xPsgFBIexMSpNvKedTKZtA5eP56NTUTj4ekjDDAaz4Tt9+EVwuA1FmYvWFTCfgDmeD/IX5P9wPRgTj3d+A6/p6wrQz3eAEfyZsIrCIYHzE0QUrBpPmzyNhfAwku+P4Wj3W6bp+qZxcffLMyEj8O5J+6TzUL18zv/yAEADnnC+Hw/AA4RAlIJ4+Phsx84rGgHXy42Ho9t1KxHHtE43sOXZO1umByek5O5JZn29YLpi0KD0u6jhDm17z/gX/Pxog+/2IAgqhc0ExA5Ho9b3T5lTz537hsQvIRCcDadfx4Q8oQN3kvQ5rMJnN/jASYYHIb34SKfC2odCBS0v+wNEQj3NRwO507w9ntYq9UM0PH3z3dw0peX+iBxqRfw9Aw6e0b8IAPwIekiZvY34ONKiEpVrwc2xuOxYeWDwcCaGDKZjDVucCL2ysqKxczSxXAC1K3vAgrmAzxT+s0PJo/waxiyhEnwkuoJ7yXFM4av9GF/iF7AMGBwTBQMw5k7k8nExsyxP/1+38bG1Ot1m+6FCQVkosCECiH/zJPJZO71IAM8R/zgi96+BW2HvxDZPa+WvNeJxuh2u9akmE6nbYaNL6PyBMEG+4aGICiCCSFe53t9mAehvPcedGiDDO+fwe8JzOyv5wXCC493OIPDHkOh8wlinB/kmQlp9xEBxAbV9ONuPcP7qMxHLd67D7525Rw+H85BUL9R/X5ftVrNqlT9eHOctWazqUQiYTX2kuZsKwcm8Tdid+9QhkIhw+QJM7kHj2d79Y9qJAz0oSBePK3c3klDRUNEiB0KheZgY6Sc58Duet8kaNN5dkrXsdeEfQgL++2LXaFDOp1WsVi0xk8fLkciEWtdI7sZXF4IniO+t/ke+0a6IApczyyY2Wxm0ySxO5FIRMvLy88VdDC4CDgykUjos88+0/LysnK5nM278eNXkMIgcWEWH8rhTHonzidNmLZFGzXP48Ee75GzILKXbKTUM63PROLEcV0/ix/Hj+/A/EiybCpIIAxyeHholVNea3nh4Xu8JvDEt88EuSHIJUx8jEajNrXSqw8IzyYyrw4J8FUl3CRqit9RfQxEgNjE8jBAUHr5bp82xYHyzhVOpB9/QhMk9Xl+Mpa/NhLu7xUpZ9+4z+Bzgfj5iACGROI9VjGbzcy34XuCyStvjj0+EzSJQS0dtP9G/CAD+AtK0u7urqVgfW0YP8OFTMzGw/dxqnfOvCTzoGtra3PjyZAob3a8E8oGe58kCFRJMoLzPzMFGJ8GtLy5uTkXLwcZ3Js+v/GYHOL56XRqI9n5HNXOdNR4kAfB8ugg380hEzA2z0jqnPd5TczzoPYXCbYxkt9UvzywQehALO+dCn7GOanX65ZnhhPhdtRYEHqULtKQfjY+HBzkZl9VFHRU+V5e95k+PhuPx3X//n3dunXL+gxgNG9fkTp/v4A33BPfizYKDlfy2AN7DVOwJz5lzvV8hOD3Ej/KVw2xMAdeG3q1/xzIE4wD/e+EDXCtt4F+UweDgbLZrKrVqlZXV626FTWHjefaPiQiKqD7hBuH031eHSbzkG4QmUOKCMW8vfdVv3jP3/nOdxSJnB+USMjqnUeIxHXRHjSOIPHe5vLcpG69LceX8QzrtQo/Mz+/2+2aA03ZFhlVTBv3SlRAG11wj/g+Y2QvgV7VeyCFkeNUiPpsnbdztE4h7RDYSxXfAyOhItlYL22+Ro7lbZmXFm97IRgM4+v5IUS1WtXa2trcyRdILpGFpDlG5H+I58EjL9F8l5dstJS/l+A+e6dWunAw/X4DjMHYXvNR6sY1gloxqG2jXiX4jeTmGX0+mUxUqVTseDMO84X4lGOhIr3TF7wRfzMQBLvpQSU22MOoQQQPu8nPpHe5xmg00v7+vuW/OXqF8/cYPHF8fGzDEki7+lGzPgzzISeRkBecIFbgR9NJ85O3vHnlZ/aAyML7SwBKvMebw7W1NbP73v/x5sSv56p3vRrCiy8WiyaVEJbhiN5BYvN9Vswja4tugM3A0/beLerer6AmCHrBqF3Krw4PD3VycmL570wmo9u3b9u8eph8Y2PDhk10Oh3t7u7q9u3b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&lt;div class="cell border-box-sizing code_cell rendered"&gt;
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&lt;div class="prompt input_prompt"&gt;In [7]:&lt;/div&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="c1"&gt;# plotting&lt;/span&gt;
&lt;span class="n"&gt;plotting&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;plot_epi&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s2"&gt;"data/sample-nifiti-file.nii"&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
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&lt;div class="output_wrapper"&gt;
&lt;div class="output"&gt;


&lt;div class="output_area"&gt;

    &lt;div class="prompt output_prompt"&gt;Out[7]:&lt;/div&gt;




&lt;div class="output_text output_subarea output_execute_result"&gt;
&lt;pre&gt;&amp;lt;nilearn.plotting.displays.OrthoSlicer at 0x7fde6d874100&amp;gt;&lt;/pre&gt;
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&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [9]:&lt;/div&gt;
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    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="c1"&gt;# Using plot_img&lt;/span&gt;
&lt;span class="n"&gt;plotting&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;plot_img&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s2"&gt;"data/sample-nifiti-file.nii"&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
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&lt;div class="output_wrapper"&gt;
&lt;div class="output"&gt;


&lt;div class="output_area"&gt;

    &lt;div class="prompt output_prompt"&gt;Out[9]:&lt;/div&gt;




&lt;div class="output_text output_subarea output_execute_result"&gt;
&lt;pre&gt;&amp;lt;nilearn.plotting.displays.OrthoSlicer at 0x7fde6d62aeb0&amp;gt;&lt;/pre&gt;
&lt;/div&gt;

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&lt;div class="output_area"&gt;

    &lt;div class="prompt"&gt;&lt;/div&gt;



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06UJUekvgsrFqi8godxVLK+nDN/zFA8qom/fhSLHz+aiVry+h3KBeOmJl7C8YiSTOwQ3n0stoFxgdVmjHSyvGnQH6bHQrtXUEK3l1OoSRbLwQmMG6QfYntHqUkBxAXlOXkvxcYpu4PL9EeYH77P+9VdRXrHzjYBqOnQsXeP4VLrUdq1QnaK60rGhzNpMQWQJy6cEZs/xevYBD0JRBg/aguszVgA7M7jUUU00xYEjaE2XCCy5eGgnaS2+uuLBL2ekD6X5EyIo7kEy9/hYoR0Eq3CJYn1JMfr9jPE7LRiNPjknRNso7wlJhGodqu2kgI4NPlKY0qNWFbqTGsBbgUrljsafSxB508eBEghhatmk9kC0Kq6s0HGEHg4J1/dZX8poc43uhEe3a41poNqSDF1tC5MUtAINqpEC1iUwvw3NxGIqUUCKvEEw92bzKa/oUnntyoN2PbUZQ7Uj3WnrQWmNW64YvaOoJ0og5bIkjDOBkyfyN5e3HKbUqLY/kf2mRlDoOBJJ8nMMZ+CPG/A/Tklon92VMVLcGcnOLlaomysGaUsyj+RphNB/YAJvgoaQKvIHCh4NaT5Xkv2FGeOs4nydEb05IT3tWFyL8RaiUnHyunD2y+2ANxFnn9hh//cz7PESt1VgD+fUN7eIlyUMcuzpimY8EUhV1kTL0EMJyeKDR470uCUYxezFGNMGVpf0RSe4yxTh5Ey06WmCXyzBB8yi5ODzU+odRzQzmErwurd9A60VzC0NJBi/4WhzDQqipWdxzVw04Fwqm023UE+EL/cRRGv5NxhIz6QWWl7V1NPA6J1AO1BUu4H6E1eIm4ZL//yQ5avbHH7OMLi3RTOOBfJlECwkp4YuC4TCYWbyGlUIhOWKEPrpqQ01+ZwG/h8PcP24n3zwgv2Cl8DwUnQCrFcpdu1RLlxw6arHqroTzUx5KVBtB4qvZ8zuTgFoneHk04rTVxO6XJia5RVNu+WoXyn527/6D7j6a+/Jpok0fpTR5ZFkeN9rYZQixBYfKaJlR6gqvEXkAHNPduqkXX9W0uUG3cgRv8HwupMAJrL4VQneo0cjVGTxRUZypsgeimrRVBKsLhGs3uWKeiIFpqnh6NOW1WVNPHe4VJHMAvmxI5kHouUTabGp+r/dQpeJdihoYazqsaIdCDRxmaKZStJYXYpR4xFqsWL47QOyQ0W9nWArqXtMLV92LacCQURvIJ8BUSQTV1HPyT+nwQ5gXlSf/C+f2V/fZANtUFoLJegD4eou7Shidl2hbWDrK9LBdIl0URV9YWmESz/7tIf9hs5ZVKeYR5ZmHaO2G6qrHfZEGlDRKtDlGkYdb/13rxP/b5rJVw9Z3Z5y8ukM3SnSx2t0F1BKo9eVUJTKUG/HxAsHedZLAjzxsiP/9gOUh4e/NKY48ESVnAAogSUqQPGDU0LbotNUCmFrCNsjkrkiPwyk51Joju57ohLaQuEyCS4fg8sk6KvdgIsN+YGj2jE0A020DmgH8coL5CukWaUC2ArSs4CtYXFdEyLZWOlJwJYC8bIjAEXcWMyiIpzNGJ4a0EZql8yQHzpMI5snWirM0hAsjN9zJGcd5v4RvqpEhOc/xvB/9LooVvvgbZuLkbgQCa5VlUFlHc3YQui7q0b4c8HMIgEmeLRxjF8/wQc4PRpBo3FzS4gDzQjSExi93xGtLdlvWYpv3gMr8MmWnmilhdNuOwiBkEYiL9AaU7YoFxGKFN1KNk1Oa+zhnDAdUV8aYtfy3DY9BFNJdvdGoYYDwum56OCdQ+1sgYd2ZGlzRT3WKB9Y72rpGXRgV70IrRKBWfHQoztNOxC6Mz311CPNeldj11JXCJskGX11rW9OZRCKjuy9GLsWLN6MpLkUVL85XKArLFHbCl36+AgbXaIbJ33fwqPPPM1AWKpgwEcBU3npRH9Emk7wPBStPY21sZhQPcVWDzUMarxXvdLRi2RXPQl8Wwn7kj2w5F8rOP9FTRR3qIXFVIpr/6IlmrfY+YxunBIiTf5P3ifsbrH6qatUE0M7kOGLvd8+wg9TQtoPQiuBVmpVEhqL2s9YXx8y+Or75CFw/gsvom7keCMZWShJgST5oScYaAaa5XVoL02w65KwWOLrGnd9SlvI621zRTMCUMQLgSLJWbgojIMKgsWtTFTlj7lontkqEC8ladi1J1hYXrUi/PpWX5xONcrHLG8Eqj0pjJkrykThExi8H1hdUeg2Iv1yiZqOcQ/P0XfvE+3vEE13aAem5/6lcGpHClMqqi1LYhTWmCdamud8BPDZBfzTb0rwBK9RkUIpe5ElbdILZ/of3RSrpg7UuSI79az3FcUDyVbT8QqAthySHiuieYvLLMrF+EQoP5oWvSpZXpmy3pfNFc8t2Q8btO3xp9aops/0kZXh58pLl9EY/OUtulTRDoRNqqcCH7pMsmd6+oQbjxbQDSOiLJVMuC6xZyWqTVjeyC6KW+2gGUkGNhU0I92LvyTY7TpcCNWyY4/qJc/Lq4ZoIZ3deOEoHvWaGQPZsWPyvQXVpZz1FYveF310/UHB9A3pWMusq2yg0HWQJtIP6Tp0WaPrQD2RHoEtPePTDt3FdLnUHD6y5IMCv14/sf4Iz2/Gf/YZvudtlVZy5Oc53SASzYyC9jATui3RF+1xFyu0C6z2JPOcvRbwaeD2fzNgdSlhksP0zRWzO7lwz1FMVAYGD2pwDn94jF1fJp4pykvSyQyrku7qFvZoAZGFupEBEJAp/sbjI83i89dYXBFpro+kmBvcD+SHHSevRb0wTPW6/IDyCpfIiwnLlVhq/PA97O2blDuF0JZrBIvXT0Redh1ohyKXyB8H6i2Fi/vGUCZqTJTg/A0l2hYiUQahC+c3LdVnx2SHAd0oot8fEM8C1a5icVM2Wn4QmL7pGb29kDf8dIbe38Ufn+KOjil+YHE/dYn0tOH8xRQfw/C+NAJntyxBwfpzNym+ZekePvq48fTHWRsqEqUuRsaCBe80eMX8BU3xwPe8b+gDXh7SFj2eXGrMsiE5N1TTiNntHJcgQdFK86UZRehP3MQ+PGXywxWLWznN2BCthR3StXDvwSi0kwLMDwtUIwKvLjdEc8elt+c0+wXNWOTDKEX6aIm5MxW+X4H2T+qTZiBSY1/X8jKTBNqO9MTTpYpqV11w5KheC6Sgy4UOFEowYBOBcnLSeUwjEuCNgrQpFF0hGpvBw47R+x7lLOm5Jz8W5qtLpXOrPLgs4BJFPO/QVUcA/HyOyVPpnsYRYV0SzzqiwyX2akITP1FE2lI2ZzU1ZDtj1MEhKE0Iz6+84NmzNCFIZR8COklQ1tLc2acZaro7NX4RY1eKaPWk0SH6dVAo7BqqXdDXSlw5IDt1FIctPhJKj0BfZIF2itW1hPrqiOK7j0nfO0PnY4bvrtEe2t0Bugs0u0XP0tQyhD1I8JnFZRq0Ij6vWbxY0GUahUJ1gWheM3s1k2DVIkmuR6LaagcKGxKiR+corQlti0IT2RylNc1I0+WKYBTJPFDtSAGtG0hmgWjV69prabqpAC6R8UbTSsB3mVCZQpsq6rGhGWlMLTDLJTIIs97XuCLQvlDB2pI/gsHDGnNwTihL6DoUitA0Iq9oO0yaE9KI7LDGOEs9MaAV60ua9WURsrWjlPy7B/KZdl3fTHz+gv7ZB/xTGurgHHo8pryzRbWlqS954gcxKCgeS+ZVSJYLRtSB1Y4wF9G9mNVV0K2hmtoL6BOtBBdHa/CxIioli8atRTcd6eM16tEx5etXMbXHnizxeSLznnU/EL2qaHcKmqEhmXXYR+csXhnTZX03VGny+yvKyzm6A5fKOKJLFfFSAjReecz33pPiPIBSivrOHl1uCEBXKLSHeioae4wU5z4WLbpL5X3qUnFNQG2aShLoAPEqkJ94siMvSQHJwslc8L52MH2zpngE2fsRtpTN6FKLJcakuWxgawVqOid0alGA0TQ7Oes9SztUeKOYvNOh235YpVCoS/tkpy207ZMC9jnTyD9bSPOHM0AIqDiS4YUB+E6EVbaUrmM1Nf1wRz/HGrhgbbpBwO/VHA8sw7ctww8c9cTIgPcGZnRP/p63GtN2+JNTVJoIbz2v8IOUYLV8JbG4DKSxFKyAS0zfnBJe2iWCwbtpjml6GW4sp4rycuS3haJLNQn08meZ9s/ePYNbE1xkUUGBh2glY3/VlhKhlhJWxhswcNFh1h20CWCfyKE3Q+2m7k8BA+s9LY2pDtqJwkUJ0doTrT0qaNwqYMtAO44IkSYyimZLap/kh4/x5zOILM1Oga4d8dLgYtHvAEzeqWgHlmpiWF42pC9dwh6f/Lgj50+9nm3AbyBNP+6n05RQZNRjTTsMBKcJOggn3WtslBcp7Gagud4OmFLhssDNv2uotjRnv7bA/MoS/Y8uy+C3kSBsY2Eb2kIBGUO9h80SqltbpO+fA9BtFdTTiPjhDKwhmLjfAP2JMW9QVdNPFwmEqLZVT2OKhic7FkYn5BrlPflhr8MfjZ54NoYAjw5J7z+i/Wuvi/AsAz2H5TXVqxalKK5zRXoqQbsZgAl9IlhfUuI108oQTHzeQ6PTQLSSZlszFOiTnni6THj/NgftZHyw3FGYWpOdKKrtMdHC0RUGXr5E8n6Mv/+Y5OgUtiZEBwH32T26RLG8YlHOEq888dLTFkr8fgYFfubE1UCr52r079mV1E8ddUor0Eb0GFHPgCQBKk20FLxuqn4IJEjwBCUiq+ZSi13D4API3j1jcK8m++0h99/eE6izFk58Mw8roipohgofaeaf2aMdWWk4GY1yIp31hWT6ixWkq9sOI3BOMmbxRKpc7cSymXLJsNptxvJ6KrUJTxy7QPwf65rQdeSPKumqGpEtdEUQerLuf7bn+puRdG91J//fGxjf9YzfhuwgkJyqC7u+dqCoduQxwQqFWE2loL0YDOklvkHJv+W2oSk0q0sRTdHPJ2gl5qsAh8fQjxq6VJ6XS2WarJoaopUkE3f7qhi7Pofr2WJ4eKpRETDDId31Hc5fimi2HCqIrmTytkc3gS43xAuPSzXJzHP61yvSQU03T5i87SmvFXQDS/GoY/drDYubEaevB4r7TzBuW+i+WSNa7vTMkR1VqEqYGLOsMLWwNriA6hxKKZrtlC4T6W/08JzVK1tCOab9FJZR5AeOZmKot0Tl6FIJ0PUloSXzH5xwYWXddugkFkHc+ZrBMqHaTSBAdgDxQopP2SwItFv3UMeoCwXo6qowWbaSgXSF/LytNlqj/pTYVnQF4BXlnmhpXKJAK7pCvuwa6i1JMNI4szR7BekSwuExoe0I53P0/i7aKYrHLcX9mqhSNEMt45SpYn05JlMj9KMT+XyfFpU94/XsSdMQQIl1s0oTXGpoxwE9bDGrjQ5bfGY2E/62kmZImjWUq4T0SGFLT7klXH0zkqHo/FEgmmu0CyQLgUKb4RLhy8GluncFUBeNpmBEOKaaVhiktpPH9aeDiqJe3iDTSraUFn207HqOujd86scRTfPkhAlNi8pSzEsvED75opgsNQ363YfyuEIYGO0gPg8CZXqDqdCzt13x5L+jhcz3drmiLfqxxaFALdUPgYDQmvljUZtmRzJcop3UC3YN2WHoewf9KGCuLhih2etbqBtXhblxDrzMGUSnFdHBjPThQgZsnBTJQSlcZn/Uchuei6B/ZhleRXGvjuztOkIg3LnJ8lbG/CUPUSB08qnufKNmfSkBJZP4ppNibBlHDL8fs/e1Nc046m2m+4n9gSZeebIjOP8bK5avONRJTLDiNrB4MeCtFvHWUSkygroR3J5EmNM5yjnIUoI1EFt8LIMp0aNzsqUmWSm0EyameOxIHy+Jj0tWNwppeCWSab2VYjL/3Xcwg0LwfhRx8Je3YToheTjHL1cMy4J0Zjh7VbKlLXu5b+idFwJU+/J7syORJSjXT/T1lK0KsgF9JKKzZqzwiUIFORmiUorbTXcX1Z8G/YC6rWT211ZyCnaJYnVFU14tGK1SVFUTl46oVugPHosR1LUt6rGly+RhLy5TAAAgAElEQVS9tevA4F6JPj7vM/zzw8s/swz/IxbM/fKpFfYl9ejIY2pFcqLxsaGeaFwswxsEkQQP3zLsfLumHUYXkzwiMutPA6OIVh6+M0QbT/5Lh8S/dMzy5RZTK+yqfwqRkaZXHImEt+kISdy3ejvQ4GJ5q1yqxUJvVRGdrMkPG/JHNclpjZotCe/ek4mnPphUP3wRLwN6OJRJJ+cEGjRQj59cRWNOFuRvHlLvOcpdwcpd0Q9t9HYgulZSmPbFa1fIBg99g43eomQjrxZZrzx+c4LQD6n4vqkF/XNc+AtHhaCkqRWvPEl/GoTYoi7t4nZGmLOV+FZaSz2N8JEiP3ZEi0Bx4LCHMxkIec6EZc9QS9O3wDddVmNY3MyYv6ig0fhlwvChYvpWS7UdoVthL+RfAy8sKSm4vxOz/1WH7+uqDV1pWplpRWku/X6D/t2Yu/9Oxgv/0DMpO9aXND5S1CNNUkQkh+eEPEVVjWR0o8VXJrao1kkPoKdE26sT4ntnhLc/ICoKlNEE55n95RdZXLtJ18+y2pUE63q/Z3GUwm9815uGaB04/aTC/+orTN9co996CN6x9fUr1FuKZgzRvJcLx6LpH7/jsXVgecWgm0C03FgHKglmBcEGTCWuZV2meg27eMC7VGBHW0gfI1oFmoES+43ecUH53vEskY1VPHYoH6guFfh4SHJSY7wXCcLRCenhDsNH5/giY/BWwL/9Hu45ZGjgmbI00rDZ2LQpa2kKRVv0GDv1dBmYyl8oBe0atn7QsboS6I4y4plCd4pqbGgLwbDtQDJ9l8oH2qWKcsfSjC2Ddyx20WLKlsG9ksl3z8mPOhF61c2FShIfCLGVYO/643hzcpQe1XhOv3CJ8hdeQyUxpAn+5j6Pfk6xuuEFUjxlK2IrwcpEMvAsHjye7KglPVWsrimWNzJUkeGXK7berMgOezo2yJduEU5/oKgmm0FxdbHR5VQJF4yOclz0KVwCybyHKUEwfryQ91PeWy78Kzde95vZXFP3vzPXVNuWZqAxy5qwWELTUv3cJzDLWjwpj88A0Hn+5OR+DnD70+vZZPgNbt9cwBWnqFvXWF9RuHELTqFSx/b3RbTVZVJEje65C21MPJOm0tb3PfVYPuDsVCb667EWXNqKAWnQivM7hvQ4oKsON4qZ3UrZ+n6g+PYj3KWp2FoDblyABj0vJUBnS0Ke4hMxQrJrcLlFeVhetlRb1y9e1uXfFdy72hMoEy36InsVhKvf2SLMl4SuRWcZ6dfusq1vc/C5mPM7mmh1iUHdoB8vyIcRp6/K3zEVRL25UzMW+KK8nCAuldlaFwnXHs+EshTHMik8o3Wg3NIXFh4Xzmi9rYdGNO7yeQie5yJpQDXQPdaXBOLTCGMtYVSgG8/i5TFdOmH4fs3yWkL3M1sMHrakv/cmNI0kkOfEYfjZZPiL3S90nW9a3DChywMqdajMEWpD/mAtw8te1ITStdS4LFBddnT9aSDGo/Lv/IYMVbSZIpnJiNrjn4XtLz2UrmvVyM0eESIUm81FQlBLQ0kGuB1oTYgMfjoi5AlBSUBt2JrNoHYy88QLEba5RMlARhWIZ/QGSv1LdUhB3LX9N0Qdmt49kWmiURBqb2/K8tUt8eAJEuwbGYGPFNEiXGRk04R+flVdYPF2INAkmF54pjc3lgi2j5aBeCGbxyVPIKDuhHlxsVCsm+e8YZc2/z9eehHZlRXdOKMZWxmz3NGsLyci99hVnLwWo3e3e5/6J/2HZ72eTYbf7PTgUTZCjwac38xppw5qAyYw+m5EO/Y0I3lDk3ORCnir8Jkjf99y8x8cUF+fYNeGeqy5+R/9kN//1h1uvXTAq5MDXsiOOGsL1j7mtMn52uQK5c0J85uGaBkwp0vcS9epdzLy2YqQJqhKBGMbHl4vVvjJAG+F/Tj+VCo2fSUQYLUvo4cEKA4ck3c6Zi9EJDMp/lyiiJaBegvaaYbeGE71l47pVcnk7Q4XW05fhbNPTC7gUHYA7RBMCT6X0wWe3MlUT3vbPQu67unMVjaB6YVmXSZQTzsJcjkeJIF4y4UBa9ByGpje88Y/FRmim1es94UuHX2nxZcVzSTm/Lbh2m+ekpxmHHw+E0aplK7xe79xhfHdSwz/3lfE1aCqPswo+yPXhxvwfxjPKS1sjTaU2xozqnDnMTrrevcwzcYXsSs0XSofCiawvtGxvrOFS8Vp+OhzsNfFkHj+41v/HBc0f/fgZzhcD5mVKQGoPlmS/GZDujsSFufgCLaHgl3zVJ7fRp4cGVQpmcknMgSinKfcF1uM8V2Ht4rZbY2PA9njfgC7VOx+bUEzSVhdiXsphLzcejtmMBrgy+qiWA+rNdlBRb5d0IwVuoZ6C4EU2aaJFFhPe8exYy46zdFCAj88lZk3Y3wuURfdVJme6htRnfQPNhok31tjC8bpB+WtuCm7fmBe9bVAeioMjKob2aytOMTp2Qo1SAAZbXRJ7zScQLmjGRe5KDGfg2moDzfgNy9WCXui4wiVZdSfusH8ZY+vDcSe6W+l7H5lxtlrI0wrIqw2k8zoI8Vod4n7V1POXkaYjM+e8ZmtYx6tRty5dcB/9tW/SdcaQqvZ2ptze+uYRZvyytW7/O4XPsf+VxaopkPlGecvDcgPW3weC6UXghRgpRRibn9CM03wFo5+KmL6hic97zj5ZMT6sidEjpB6onnEyTVF/ijiyu+8SVbkNOObeCuOZPFMLLy5so+690iaOG0HocS+f8gkucz9X8gEry/kbVp9YY1vDCwsl35HMvP8pnjXJGcB1UKXbrI5UAp+h96Wo6cmtRNadGOsqhwXjSntetGZAltDk8rfcVZdBLpuYf6CYvpDT35P6Eg9KFAB9r8qxrPNNMZUImdeXpUTIj0KpOdBXNaUBp49RfknD/g/6y59ymksdB16NKAdGdiuYRWhUsf4nQY6j+6nhuqhxrRSiOk2sJhlTObShay3FP/Wze/xTx98gvk3t6nvw96R5+xlw/pmx+wH23xjNMbOLPduTWBflJL2vIauo80V0awW3K6U4PnNcHlk5S6kHrcXjwJRGWhzcQcwV9aYNwaozpAfBJECONHJkCQiYW6hHfT23duawThD/WDdXwQsN2L7+QJ7PkU3mWTYGOkmPcgIk47sseHRX20p3o0YvScd5Xosv3uTvW0dLtyVN7Ycwu48qXOCErp2Y7AqEKcX10WggjiUbSw/AvJzbQo+lttDVNfXPYOC+GiFah1uayB++TmsI020CCKraAX7h6Z5Urs84/UnN2L6sx5Jm2AKntAFlp+6zPHrFtW3EovvJ5hyxfyTkwsmwTRyTA8fdOLhWFrKPXXRvv+9v/0F9r7ziNFLQ1Dw6C8m3Pqr7/HGW1eJVorhu8LdzfKc61/pMIuag1/cpx1c4uo/O0XVT26vDr2ALGRSqKLFgz2ZCUN08lpEW0B3p8S+OSA7CLhMof+9Q+qDCbvfNKiBcPMuluDbNIYAfGKIxyNC01xoatAa3v6Awf0J9VT4dJcFBvcUw9/TnH4Cdv+V5fjzjvL1huSNjMF9yebtUKjJ2vcboJaAbnP5e9qJ7FiFfvhdK/G89L1Tmn0iOQ5919X1VwLNbwfcwBOdGXa/IezX7IUpV2eS5dV7D2F/h5NPDUDLuOBmyiw0kJ84osWzz+pPrz9ewP954q4ezqjIooxhddnQjgJubVGtZvK2o9mKLybzve0bKoiN3OwFDcpRXW8o3o4p7gWKHxzh9sbUW+KTPvriIaO4Ip1WtEVHM5FzPjrTLK+AckPqLUV2ENCLEj/MUHVHSKwMmIQg+hmlCJElmnc0k4hqamhGIsXNvimztrNXAkEHhirAwhItOvxsISdXLq36DVfuUlhdiYm+XEIkXV15H7SM10UCNwb35cKBcj/gI9O7kAXG3zecfyqifW3NkpzBA+HJ5aI2oUDbgeqpRwlkZ7igGn3P2gSrMGW4YHZ0I4SZnAxSDLeDgMs9WE/+0JIeNzz+QkJ52bF7c5voW3flgoftwYWcoJ4+MbzdnDIu1f0wyEZM9Gw3wIeH4S+gTG/LYQy8dJP5i9Bttyjreel/ED3s7OUCW/aXGxSiDNz4sFS7nhdvH3D37j5X/+WSeppw+FcuEyysrirCJxckv7nHd7I9uknAbXUoG0gfGco7NePfgnpqmf7QEZ9LF3CT4VXnCcbgtgp04/CxIXp0TuQc9faULoXJmxCvHEc/pXn9F9/ia2/fxJxGvDo94HC5j100mO0pfmcqdGPfyje1bJRyWzONY/x6jR6PCGVFaFr8ek165pmPDevLivhcij+XCF4/e1mTnMMLf99Rb6UQHGcvG+ptjx90DN6KiHuYt7nTqstV33hSmLVk8GAQnboXNqVLEfVkCtWug0mLtn0X/CQheydm682GaieimQRC4jl5NWW3vIGuO85fLkT/rxUgRfTyhhStpgri2HYx8uf/6Jj4ENeHz9JcUJFD6mmGjwI4BWWEmc2ZfWaHaNVjfAVoyI482UnH4U/HZLfmvPfdK7zwjzvaQUS5azFtoI0UzcSj7w648s9OKW8MsWu5YOzsFUVXBNTKEozc4ZrMOqJF70yglVxxYzRunBKsQq0cbhRjIytznVW4mGJqBpp6v+PX977GN756h+REs+gSusLTTBPsccb61kgUlb7ns4260I+TpaimIazWcs1PZEH3V914Q5dCUIpoIY9f3JImUz2Fk9cSTB3Y+U5F0CnrhWbxMzXL24rsvqXckSybH3BRtCrfGzJpkQh7I5NVQfduZqnHRwG7V2JMoDrJUKkjPTAM7gfagWF5WeNSj8oc8cJgljXrm2PqsbroLEdr5DTp+wTByISY3gS70j+a4Z8BY/PhFK09jAFEX+EczUtXOL+dEPYrVFC8+L86jr+4K4MSWo5oF0t3c+u9Necv51z7lfe5+wc3eOV/OmD1yg71RHTn3soM6fV/4kgfr2n2C+zaYdYtgwdQbaU0I3jx7y05/cyIaB1IHyxQqxI/LlCdR9WtYHYQzNs6ovOeN44jTOXIDzWz24ZqK/Dqyw/4z3/nb5Kea7oioAkkpwa7qrn/q1dE8JUo2bz0fjO9+y/jIeHk9OI9CU2DThPyL79DcnSVh78wRLk+SA2M35YGl4vlZg+XKe59KSeRTj5X/mHcmzZ5TBs4e8mwuKlIziWDByOFs/KBaKFkBLHn9F/6ufd4OB+xXKW0q5huackPNKayDO85opXn3q8YadJljuytlOEHJepsjn95QrwIlLuql1EEmrGiHcppVo/E8NVeuUT38PETdexm4usjkeH/LE9wY7ikFctriVyMtXkiixrdxRdQBkQTgoZ6O+Hoi47j717jxm93lLe3We8aolJutVNO2If8gzmEQHQuxWe9k5IeVVz+l2vqvYLFS0OG9xqi8wp1vhDDpbVcfBAiK6/NB9CKYDV6WePGGbpqUZ3HNEFu5BjA3d++xZXveZLzhvu/GPFru1/nm+2rrC8npCfyHvlI2BG5zRtUGSBSuK0CczKSDB+CsHXeE8oK84P3iX76NdqhIplJ0OsWigcVupFrdrpBxMkno4uOr9xfpWgmgt3Tk4A66vn7XS2y4jsN6ED0Rnpx/U+8DHzvzWvER5Z4qUh6/Y0te2ezMrC8bInPhX1qG0VyAoubCZNy52IqKjkXytOlimbcd6L7TjAeQhr3jnLmyRWXT1stfohB/+Fk+NC/A0qCXb/8Iucva5qpR2lIvp9S7ZkLhR7I8Rsvgoi7/pMjeHuPV/7nBatbA6qJ3CW63tPE88DWdxeYx2f4U0l5Zm9H/j1dojqHf3xIol4AXZB8+wMYD1h+9po4AmiIFo7ksEQvS+ysvFBI4r0EuwsXd7g2Q83W92D6lUc016dE3/uAK9GL7P2tBdO3POd3DJO3HdWW3LbRjHt9er+3XQJnnyjYOZnAai3jgnn+xI+n69j7H7+C2dnGXd5BryrWt/sbROiVjgNNPAuU+4p6y6NbhV3Kxq+2A/VkUygrpm9IsVp8L8GlyKywhvkvr4hjR/EHYzbObvFcurSbkcDTT8nv1S20Y096rDn/dIdZGGxVEK88J69aBvd7a8B1ID0RJwflITtuxTPzpR3ysxl+vkQuAPhD8fN0Q/Ipv9Efx0b4cAZANi9AKcx0Qn17n9lL4hrG0rL3Dd8rHPWFwtCliqj0nLxuOSbl1v8RWF2XCwREByJX2QweNNg37xFmc0LnZGwuip6yy0OcELaHxCcl7fVt1i+MWNywNENNta0pdw0hiQl5SnRaonoH3JBKM0qBsDbGop0if1SiDk5gPCBsjUjuz/jel/Z5/NYu62uBaKFFgOaQ4YsOEb058XPsckV+bjCztbitRVHvVQPBC0ke1mvUbAnzBUkZiFoDxhCfNaQHFbZRaCfelUGDaeXysb1vdigv1iXpqYzcdYVi8MBj16C8IkTQtRHuOEUFRb3raXYdzmrqHVhfERmCXSuy481MsaK85sAEhncNulXSsIsNy2u9W0ID6cwzfqekeCiXOqsgFzekc0+YL8A95VnzdCH7VIwI1PvxZP0/WYb/0+J3hJUJztG+eoPZCzHN5ZZ8XGJ+bwzBXQxam0b43vzQcfIfrFDAK/8VLG8Lzac87HxrKRbNZ+dgDOGF6/g8orycgYLB909g1rcru47uletUuwlnrwz7KyD5EfuOYODkNTEUHe3uMr5bEt0/ARfjxzlqXorNddMRz0AvKsJyhXKBe18acuP/6nj3v3+F5evgM7HkNo2cVnYJ7UgYEZDuZjfY3NwtNYJfr0FpvOsgeHSWyetqGvl6dACPDkitReU5/nxGujUhu5tTPNrm/E5MfugYvDMjJBHRXDN529AWli7XFPdL9FfeIHQtZkdOP7yDthNPyCyDtgVjUFkK21OhTJ3ciILzqFV58Vm63QntNCU6XrNzusb93BQfKY5+xmOXhmheYNcw+qAfxwqB08/vMtoZoL/yBpvbXuTmxv+v3AQvchO5BunPl8ZUX1K//uPZSk9ZcCgt5j56e4tHvypUpL6+wjvD7f+2w8eG8lIiNnCptKXbf2NG+PKE6//3GQdfnBCtYfr9Bfrdh6Inv3aZoy9McZkiPfEyna8ECm0GnpuRTO1kJ57lVUNbPFEQxucbnPqk0xisOPnqDq7941P0bInfGgrUSCL0+Ypud4iZ1/DuPfxqxXv/9RcZvgfjdxsOPp8wecuxuC46GeXEJqOeCk8NcnoNHjqKHxwT7j0Eet4fCG3Xd2D7n41sLz+QC5uDc6L1MQazuyOWJtfGdJmhuHuOOp31lztHog0C1GJFGBaoTgKcroMoElzdymSXaGO0/O6mFccxkFqmeapD2m8K8czvO9GDguqO3FAoKk3F8rKhy8RFeTN2SJCaoHjzGA6OccsVeuOGQN91H4+oPvuCWKF8/Y0neP/P0brvx0tLbjqqDjCG9sYu5b7CDTqmg4rzeY6uO+rt9EKSGq0CBz8fSJ3m6pdLqssDohXkhy3qzfdBKZqfvsPyWkzXDzp0WT+wUIf+9osnVhRdrqic3JAtLsB9x9GItrwtJNNHywBtQPft+W6SEp8vRFBV991QrcUP3Si5cPjdFaZUrK7B/j89pLhyjWjp0J0RMVcE8Vw2mO7dwghyi6CqGrl903lC1/Y3Z3jwoQ9633dhFTrJcYvFRebHe5oX9nCJptyL8Eax/PltotUWxaOWrjBk/y91b9arWXJe6T0RscdvPHNOlZk1DywWW2pSoiRbbRGWZbcvDNswYMOX7R/gX+Bf4RvD90ZfGIYtuGVYF27YLcmkWxTFQSySVcWqZI4nz/xNe44IX7yx93dKagmqrKJYvYFCVuYZvil2xPuutd61nhVinzcZyedQ1fhNgZpOBIZ9foZPUxjnuFRo2W6e4xItGU+N1HKqc0RPzvGbDZhUnAuaZjgN7NEO5WGMjQV2VVbMVr1WjD++wk5Syts5UeFILircfIRpd1B1Pdw8OCewsDZU+zGrewlHz29hj0/ksa7DmZ+zyf0H2eHxjuYPvs7mVszlO4Foqgyv//OaZicOtniaakexfBWmD+Dmn1xQ3ZmSXFTojx5hF0vqf/oN1nciWdyV6DW6kagGowrKA6HZswsZXeujIJ0RKK4NwcV9NIy4h4VJ/WAdHRXytdGZJO8p6zBnK7obc9mlrkpcHuONJnp2iT2Y8+yfzNn7WUu8bChvZAIdhkhMF0sJM3oaXAGsQIUHPyzQ//rHANupLx1YaHONnfRONOXh7+b2DdzOhOLedJjj7WUBym/17cWRICj5uUNZaCaCeBGGvXtWtzdxnTytSR6cQWfxvelrnuNHGT6LUWWDajuKt45YvRQNUTo2FS1/eqm49WcFLtHYRNPMDPMfnMHxKaQptA0+GNQqI/2IW2+E8FMKNR5BFPHkv3pdgpuvPMnCkv3LH8qN/wWVNr+8plX3IcIOs7/HxW8fUR0qmn2HGlvm30+YfbSmOspwsaaeSXNlM7j9ZyVoTfLwHPXsFLcpMa/e5+wbc/FgbOV+6gVSUaDRpeEJ6Xla5Lr9VL+/RsL0A9Zeh69pZDHoLSSnLCSLjm4So70menyG3Z9iqg69Kul2RmjrUScXuIMdqj1DunICZ3qYPGnZ3I7opqBaIWV0WGD1vsKlMdn3H4nbWmeHxe67Nixwuy1vQxOt8gx354jq9hgfq2H0T9vARXR+mGpKVn4rB3Yy+dU7H6gg7FGIZKGZK+pZhE5y2htTCUzOR/D4GJZr2fGdqEijVUNSR5hOUx4KB5GdK47+siZ5/zF+NhFCL4mI33+I9x63WOJrCYdSWoZ+lJeTzFXStNM00Lasvn6TdiZ+mdW+YbbIUIvVdja2X1cveP39d/jrR8nfBRtdI5nwDv3eW5x9fZez37RE8wbbaVjGvP3fn1O+vEM3MijvWd2JSBeO7Nwy/v4jfFmKWdHBHqffegmbBA/1kFTXBXNRl0K8DCRPIbZyUSE2c+WhEj/0A9mNkhWSMq1kYMIHnYlLxT8d4M7/U5I8POP0914iqjzzny5Yvjlj59uPIY5ob+0QPzzD3tqj3s/Iv/MB3jqe/jfvAbJbxhsYP23E2jrXpOctaFi8nImx60YW4Pzbj3BXC/GqSWLRyV/f5b2Xuron7bIU+7XXKI/SYWgjWVp8tC0neg1Lf/V+9V2qhsjNvrRSQWLgjRB9yosHkKmthLS1wkus7sqE2OGfL9EPnsric05q+SgSIdxkPLgG2/MLzOG+9FpFKYtaq631nrXoyUSeX1WjjEZNp/jNBpWm+Kbh2T/7RxS/s2H2L0fc+L+eYR8+lpPQfb7S5u9fw38qsePveKDhGI7BK5Zv71DcVETzBm0cHjCXmu5gQjMT2GpzKMFZUenJn21wyxW+rjE3jijevkEzFVlwE4RR6ZU8ftW7ZIVGdXh6WuFiP2SmmkZ0Hc1MYTMfxvGgN1Yy1XbBrO6nzLo94sJRHBrmBDQnT6XuNlocheuWqIzgYA91uSAqPBffbInOY0bPFOlS8mLbXBOlelAkKiujf7r1MlnlvTSjDYOgDqWGiSiMEQlxUaCskGND+raCdqKHD1/3evcgC/YG6tE23tLFDJuVPBfF+HlLOzbD0Hs71pjKklw0RBcb1Kak3rvL8r7m+HfnzO6NmfyrD7GLJTqJhftKEvxqjd7bhchg3Byltezs1g2ghTImpK27MBAiA0AqiYP0QInd4a0jmhm0izQMksThprcvvND768VLmr9jGl0Zgx7l1P/OV3j6e4bmZodKHN06YfqDjHt/dMXm3hht4fTrGlMrsivP5E8/wj14JITPq/c5/dYd2rEZdikbLCdsLj7qNlODMMul8jWXhtlTGKyr04UsknaiiEqFaQQJ0i6kS3uwqcc0iulTy+Z2SjtS2JEivwIXa05+e0Z1b0Z+1kmZ1InTVrc3wjjF9KMlF+/NcbkwsfWuoTgU//TJsWf046fUL82pdzXjp4K5R5WDqyVKa0n2a9pr5c21N7SzcnNGEWZVE5uM5avJ4DDgNZiwe0cbS1wEbb+DuHJklx3p0jE6rsWDh+AnP1ZcvKup5+JHH5WBA8kNm9sJi3cmFPfn5JeW0amjPDSUh5rNu4c0X7lDZmaYooGmwVcVSmnZ5dtOkCIrBrkqifF1K67JbSevRzzDt8VCVctCthY9HlPem5JcasbPHdnjhcDAvanT57i+uAV/3Qvce+xvfYXNnYTVq45o1qK1I8477v7zWjQX+2nYTWD3o47kqkX9/Al6NMLcusH6vUOKWwbTMFgzi3pQkayD9DQVvxblwsIPC773U5QRtl60JVGQvVejaRWmDUzrBlymyM59mNgxcupHirgQBOjqLfGJGT+HqAkfFmBHMW6cwvsfs/7GnaDHUXQzR7SRwIQuM+h8QnbREtVS5nij6CYpaeGEgXQOPcqBEAyRxKF5DPV2ZMA63KbALArczQPxl3R+8IL3UXAYixRRZTGVI9p0mHUb3Mk83UTMrtqJuJKZeitq60aKLtfBz4chwdum8nxNE8qmSB6jPIhhNiO9qKDrxJjJe3zbyqLPUtjfwd0+QOe5BC1UtcCdNoRgxDE6TeVkCoiNShJWb+0QbzzjZw3m4UnIuf38jesXg9L0dhsh1Mrs7/Hkv36Dbgzt19YY47EfTnj5j8pBV+4iaSh3319iThbY4xOp5eYzzv6j1+S4HklzozsEzguDIOWBLOp0IVrwLoNkIS5cuoPZA4tNFdXu1q6uG0E38kPdniy3idX9TRBtgkfjJCAfkSd/LnDn+p587/QT2P9RQXS+BqA9mmI2LfrpKWo8Yv2VI87ei+gmnnbm0JUmWSjamUfXEK8Vs184muDuG23g9h8/xz85lsXSNOjJWBaEFXmDq2t0moqTF1s0B4KMIgplUFmBtVIHT0ZSNu7EsutfFCLIG4uNgh3HmLJDdU5g4UTT5ZpmrERmHYHXopExlSQMquBcrCzB/i8kk5Se8aM40hcAACAASURBVHFN9P/9BO+9+NIkMf7mPqs3ZlRzzf6PN0RPLnAXl6gs3eqInGQC+K6T133riPLulHpHyqzD//0D6QNCCfR5F/0Xg8MH/YN3HjOb0L79Es0uVDc6dGcwpuPlf1EQP7vi4u3bgoh4GF1ZzPkKv96gcyFK3L0bklUaTIVsHHabRt5snECHNod6roK3ijwNMV71A4HV5fJh9HIF3Sh85IcQA3H4lZ/tMvm6TRlY30HO66Un2Po3ejFa9R7dOewkwYxHuOenTJqWs/fuYxP5fS51dCONruWG2dzvpPYP86I2h+V7B8ycwz99LptGVeOtwxzsyQ1gpNzRWYqrBL9WSnZJ+/xE/h6GwlWoq93JGdHzHP3GPdpZQjfLMJsWc7EWSDCP6EYx6aNL8mVJdzDBH6WYRBI9uiQMnysPGlqvyE9FGNZvEsrJZpCsrZxscYxyTvqNTqwK+zna4nbOuJ6j18HfMJBXPQOvZzNUmuCNBLZJlI/HF+UWi/8CdvgvZsFfe+LlN9/g4u2EeAXNXMMUdv+XMfWeY/H67YHpPPrOEv3oGFdW6NkUe3YBX32Dzd0R08edCK+mOkzNSP0tvpJSgsTnsrs34+Cg2wh222WK4khT7wVPFx8w9rDocTLZX9z0RIX8f09SJUtPN5bFbWqF7d0BNuJKgIL5xzV63eAmI3xq0OsGrWHz9iHjtsOenAL3MRUkS0127kVrYmD8BJKfGlwk5qvFkaHeVWxuGorDmxx+b4L+yQP0wR7lawfkPz2G/V10WeMuLtEHe/jDOaq16GUBSonzQt/4xQm+qvDlemgOzfEl+mEjJcemQO3viUyiHWMah5vluDQSXqEQW/Kokp29uGFwRg0SjHpHSsD81A+pI4NvTWODo5qVkmw2xa9L8rOM4kbG4z/wKDvhrf/xJqqopR5frFBJIkSb9/gs4fQ3dohK4VEm33+C7T31+6b2czKuXxjT2pMn5WEkwqVziWGMPszZ+cEp3d4Y3UbUuxHx2sliX6wGZSPeUdwfU+7qYcfuh4ybqRpiInvrON0Ja6o6GXruh4a9ksXfIy82leGJZi6/S4f3LypDrV8KPo2HdGlZ3Y8GjN7HcjMkG0e2EJu95GSDT40suqKhuTlFV1aMivZn6MWSqBKoz9RS846fyukwOrGklw26atHLkvGHGozm+J/ss3jT08yn3Ji+SbxsMJWlvXtAfZAy+e5DeO0uNjaUt0aozmMORthE0/36DZJFJyklGpJFK73HsbDE3c4I1Tp01aDsLu7JMb5piZWivbUrVoKJ1PciaVC0I0kGz86dlDBeUK5upIPplfhPypysF0TnqsCFxem9hzzFzUe4WGZ71ahDG4/LY6LzJee/dxf8IdPHNabo8EaxeSlH7EkU+98+Ea0UXDPe/QKq789dw4fdHaUxd2/z4L+8PSRY7L5zzv5/F2PHMfHPnuDvHKIePBHNyGiEGothi9+U+NWK5X/ya9QzNeSflkdBbrAUDUwU5MM2I8SmM+w08Vow+d6CwjRQ7clLmz4M/x4LUROVnvlPV/hYc/61CTZRHPyopN6LOf5tg2oZWMmolODj+ccVzU7M2VcjbC6oj6kVo2eeyTNLctViU032ZMn6rV3O3osCAQaHf9mI/PjpKWqU45crGYIO9n4oLXGRd27R3N7B1Bb90WOW//6bnPxjzdFfCMIC0MxiTOOodyJ057l8I0J3MDpxdKmEtjUTQaGiCsbPWpSXDNfyQPKe4sIx/e5jumfP0eMRvHIHbwz1jZF4AAWpRlx4kmVH+oMH0LSDvEHPpviuEzKpbXFNO5zwyhj0OEft7bL8tRsUB5rippSS8UoNbPbt/+mngsHfucnmzX3Wd6Svyy4dOz+8go8fiozhC7bo+/xMa9+wKoV/+RaLNzNMrWgOLcmkYfInRpi6xUamZMpSJLyziRzJs5F4wACrrx3hEhidumAUKsiJQt4kCTAQM6aoCtGN0RZN6BlUmyJuA5ksfpcowbS9IA3jk45oUaMbi7GG0aklWtas7+UhViZAfbVkR9lcUe3HrF/S1Ht+OAFcImN35aFh9osO7TzdXIZO2klCvadCGIJm/GiDf34mtWuSDOHHaDGVVVpB1RA1Dn25Aucw6ZgujykPNLM//CEmG9Hs53ityM4bXKRpJ0bCgp90JCsnSI0TGBcNzVQa2uy8Ba2pd6U5TduEKM1RZYXaVKg8QwdOQ1tBxtKLmuRsA1UjfdR0ijJaUvqqWrgCH9jTIBHw1graNM4p7k9oZlrQMaRBj4KDsZrv4m4fcPI7M4obOpBfcPidc9TxaUB8rk1GfUHX59vhlRKCSSv03duc//ZNNnek8VPvLdHfnXHvD0/h7Aq3XAr81DdXOzOxpT49F+nA/i6r37pPl+nBn7EfRmgn4qlY7UsMJU52cx2EfNUeQ4KeBCKERtUG56wg3IoKeOmPTlCLFe0rN9m8lNHlmtFJRz03XL3Zp317dKdwSSiNeuLYBNSiUdjED/lOLobsVPHS/3mGGyW0s5R41fDkW1PSS2GH9368Rv3459Iwbgp0lg6Ysrfhz7YBpeR9AlxdY6ZT/Ksv0eznpMdrMXfdFKg0wR3tyqBK22H3JpIlmxqidYtuHebRiTSOswkXv3EgUZMfFtgs4uqNRBSNzyXRb/xghfvhT1FRjEpiVC7hxG5TDCSRTKz5rcoxCMhUngshdnY+IEr69k1O/r1bdCNhvoub6lqzixCAVlA0U0kQ3PSTEvODD38pO3t/vXgNHyQE3lq0ibF7E8F1KyhuOVinHD0KjYaTnCQfoEv25rR7Y6JFOUhhfVWha083Fy9G03jKQ5lomj60JIuOZC1xkc1Y0elr9Llh65MYFqeycoyqWoRjfVPa67q7cRSCehX1PBbYMu9VlgGVCc1aT8WLDVcQevnt93ktwrRud0T8+Jz64CZ6UZBeTuiNSpvdlHwuY339gvEhvnJAKsbjgGMHnxwl8gL18WPM6BX5memI7u4B8eNz1IOn2LfvY8cx6cen+KJi/fuvEY800dqSuAP0L45R64LJ44Z6L6a8kYUkbxHd6c6zeDVidWeXw9HXiB5LDpVbLAfcX+fZFjJNYlnoSSI4u5Y+BK1ReS42fl2HX23ILyyFkUm2qFJ04X30EZhSpA6j555k5cjOGuIHz7F/PSbnC75eeIdXkQj4dZ6Dc1z9Z79GtatZvGs5euWc9b864tafFsQfPpUs1CRBHx1g96cSc24U+mKFPX6OSlPW/+FXqWd6UC1ml570oiVZNCzeGA/e784EKa8KJkRGdvvh8mEnNoIfqyAF7hdtv2v3fus2l8a3ncrPSOyjnBh9j9Dv+j0E2vcCePnQJDXPE20UsweO0fOWei9m9Kym3o9Jz1tM0aDLFp6f4ZaCovQOwkNTdk2D9Df+PyyC6PYtmtdvABA/XaDWBe7GHurJKSoyuOUKde82F1/fp5mowS0hvfRMnjboxrG5k5L8s2MmSc2T//kVitse/eaa6iojfxBz/19con7xdIBHAcHOq1rq816mHJjRXvPj1xu5QY2RKbO379NOYlyqRcocZm+TVYjSbDw6lJjj7z/Bnp0PSI+89i/ViJ8SgVPToNKU8is3qPcV0dsrQJH+Rcbk47VEHQJ6PEJlqcyIrjaiI1ltRBZ67xabOxmgiBphO0dPK8qbKc1uEoISrh2JIa+oG4MJyIy2oZRBoZxCh/obL5HtvU+islLbdlMxLupGXqb4g+5GdyFkQAdRWResqHWApLst7a/DoKoPN6lYVGumD0WTHpeWaGMF/77a4PNEhsabBqKgeQ9S3O3bqobFrZJYGFKlRH4QxyitMc8uUJMx3e4YFSeoR8f4m4ewEj7DPT5m9KRgfKUYnXTEtQxy5ycV3ijaWUTx8ZTT413K247d9xXrccxrbz9jOdcs5nPUfJ/s6RpfB5s8ayX8AUTd2J9EVSX4eGcDPJqIPGAyCVp8jakdLhHNT1SLd43MCnh2PixIn67gShSV3v5yE0M+h7RALDJ0mqBvHnH2zTnVvsfPO4pNyt3/rUDXLSxW6CxFjccyZdMFAdD5JfZqQfvNt2j2UvKzltGzitHHV2xenrB4XSagqn2pKXrPRZcISeQSyM/8MOytnNDdLvK4NBybhcJlHtXJLCkG+TtK0kNa0dIkSxW0JxLuq4KltCmV5MUqWczSFIevNSFEIHy/ctLsuhRGJ5BeNDTzhPR4g5tK76J+/gid57jVatDNyPt4bb7z+q4W5luVEhEZ1gqpozVGGXRt6Q5GtHf2MLXD704gSdBFKRuJ0nT7I+KrhuxP34dnZ8RWEbsIm8eMjx07HzgWr0lfVb4/p0gM8Wtr1mmGyfcYXdmgjUnQuztSkoLU9uuN9ErGQBQJ6tR2UtcnCX6SiQuzdUOaSLUX4WL5zCbPaqKzDWqxwl5cfppY+iU5GXw+1wLvBJLKErFozj1GeXwRoYslarnGB0ZQgYT/KjUE9CpjqPYiTONpZjFRpGEqzRReGM14LVYXLgmWFQ0k64CShCkpLQy87LCxNKk+AjvyQ3Q7hJOglYaTifysqaWNiIrg4RJdE24pqdO9lnLG+0CvhwRu5RE7gp7UAvBQ7xjiVUsz1ZjbE/IPTrC7UyGOlpLx5MtrXun/Jleu/goTYwopI1UUSqH1BjYFq28coBxkDy5AKS5/44jxwQibaqq9iGaqGJ3F5NFbxJ88x683mJ9tmKh7NLsJ+bMNh37MxVuSgjh6FNGspuz+LPQvcZD/hrlX34UxwUB2qSzd9nPrDa6siHZu4eYTbB7jEk20sdhM043NkHULggjh/QBkyD/+chZ6f332Ie5P/akxezuU93fE2ctCU8ZMfh6higq3WMoH1M9YKgVXS9zVAj0Z437zK9L82Z7Gl5UZb2T+EcSIVEeCnacXsrCqfWFITSNRi81UBQmAoCXKyeK1mSyUbhxIklp27GFgvAoD3RNPvA4irVDz9xLivjntNSQ2CxHwYZErK3pc3QbpcZgukiNc8G/ePCI9XvP892+jLOz/aI0pGtxHD1BJglutwmBDb8zoh/cXACcx7r5pRZJb16KdjyOyC0s70XQ35kQXG9KFZflyyuh5R3ZpiUvF6NEG/fAEV1VDWRJ98IgoimSRvvQu8wed2PPlmvy4xo4iqr1Ieq4L0fb4otxq4QG0FjGYtajpFPXSLXQacfXWXER+K0d2UuNSQzszVDvbhT1+WhM/X8LJmcgl/oHMmV5ghw8NlJdRLTUe0eUSQ+MmHTSGZOFlNwhT6TqdYGc5qunwF1egFe7VO1SHSQiztTSzKOzA4fhrPKuXhIyI1z6wq4ASFje/sKzuRtgUmrnU2rrZamCGoIBUtCA+WESbQkHuB0gzKoVc6n+/7qRZxW9JLWUF01cqNMReSbkTeVB+cD5wsXxPvaPQlRVo1XmuXotRL+8yfi5yguJOTlSkpJ+YMOAhSNbfwJv/Dc1rP+qnE43e3SEqrfQk4whdJYz/4iHZ3SOqg4z8k0vs7kgkwVqh5zPZsbMEnp3g7t3C5bcYPVrR7uUs76XEhWN9L6OeKXY+akTrFCcoV6NGudwwSkErnpFqPKK9OafZ3UbNm1ZiLrPTGlO2VPMxbS6Ma7z2pCtHfLZGFRV2U/7N0+2XuOg/24L3Hjlft5Bk/eohi1cMPrbozDL91zlH37kII12gpxP8zlTiY04ucVmKunFAtSsx66Z2tFNDetVS78boTgWsVoxBmylB0KWYPm5In29YvT5jeS+SIQYP+YkadmVTB/FYcBz2hoE5tanHhH6gm4gQTepv0Yd4gxBPIfnaFDKP6qKQhh3Ljq7rfrELWokWOj3ayL83c8/l2yP2v7+kujUSs1EjQyzTRx1nX4vZ+ciShekenaaCX+e5YNB9JlL/fl//fyPaE5Wm+L050bohfbCkePsGZ/94xtHjU/TVhvr1Me6dPcafrLCTFH9jD3W+pPvFY8xsgn/5DhjFxVdGTB8npKcFB//rR/DSTbHlCM4Ffr2BvR3czk1crNGN5ezXpzQz8brph1G8Eqc403omTzt066j3U5qXc2HFc0G0Js9a0uM1HJ9hiyKUbP1U1xfnTvC3XS/sSyMS1ZjiSKytfeKYTiqmjxK8MVDX6MmY+p072NSQf+cDXNPi33mFLo+xqSYq5c42K8fmVkK1o4lKLWFgqcYbSeYz4ftcrDj+3V3acdC+R1vhVx/UGxXglaA11YGIwJKlaEHKo8CgVn1zK6VIr52PVsFx14rUuJ2G2vwa/h6VUtN3YxkL7G0ovAIfy/d0I8/6rubgzy2jD885/y2Z2hodN9jMcPTdGq/hk//2HfJjz60//AR3/Fxq5WibFvypOc5+F9QKV9UygltUNHem5I9Pyf7vH5GPR1JelDF7334qLPaqRJ9c0r58g+bgFslyJSKzn/wcnabsTF8nWtagNfYrL6OLRvJkp2OqOxPKw4jJ44ZoUROfCwM8/zgle/+JSHybhvJb77F4LRZC0MD5O3HYfILC1UsCSXppyX/4CF83uPXm09H0X7D/zN92ffYdvv8zlDbtKNTPkcN5xfhxgbla45QSTxrniVctblPKTOYoQVkZCpZISkOzF1HuCwWNVsw/EV2KsoLfuokmvexYv5SguoDIKCk1+tJEebGHMJVnmUe4RJrLqJJG1yaKeC1ZSD7oYJSVRe1iEajF622CRu8CIP1FaLIAZ2Qyqvdfd8GSUnOtrvfSMNc3x2RPHdPHNct7Kau7KV7D6LSjPIiobrdUR4rR2X3m39b41XpY5AMWDVtjIgSiFFJKQWeJr2qR5U7G4jJQiEtqc3efZh6TP4/R64row8dExohD8vkFeiz2fu04Eth0VXH1tX10lxOvLcpDcUP8K+OLAvXkRKBPIP3hQ+xyKfr1N+/x7N+NaHcsZqUD6gV9mIXzitGpJTvvSI9X+LYVKNY7rkeX/kNdL7bDK4VvG8xsRnmkqA8cUWpZn4zR6ysoRZuhxjlm3WCOL+msxezt0M4i4nWHKeWYr3cNbS5IR3ruyRaOq9el3IlqP+jZN7cSsiuLM4qm1CHGUXb08lBJ/M3UsHpXFnk7leGNbtQ7525Jo0Efb7feiX2qnWnkdy7eCA0pAk+2U2ls25kX6UEr0GivvvQRgdjazsjGaxlri08LdhrHxTs5xQ1FdRDT5RBdRZhScfxNz/L+y9z5H34gzGtAY1xdf6pnAralT9OKMZION0DTSsjCjQP86SXxjz4mvnVEdXeOO8gYATw7wTctZncePGqmjD9ZQGdRyzU7fyxfV9MJSmuyv7Tyu7sOFYv/jXp+AW2DOdhn87U7PPlWRP7mFd0qw3YyuZQsRXg2OrFiuXG8QT05hbbBbcrtzv4rcA/Wn+m7P7XDyxsdlbIgTGRJTqPga9KgxiN8HKHXNX6zQWcp3a1daQCNRnmZlulFWF4jSr+xFtdger8YRVQ6sitLl2rijWN00gU5QRgAaSG7crST4HseMHQrXFZQSIbXEE4GFRjSnmRqRyrYdIepHqcGMqqPhemfk3JSzwt0Kj/f9xO40CgDOC+DFVlEdLZm92cVR99r0a1AuN3EDoMlUREMmKwVat4GUOA6ZDegNuIp74sS89ETfBEs+xZLcRdzUhOrsibadLRTg8sCaTTKhcDqpQG1+M0QRbiyos+u9Y1o6JXWqCzDrdaoh8/w6w12scQtV5QHEe5WtX1fQxmTXkoWbLSxxIsGfXqFLwrxofklygb+PtcLa2lUFKOmU0Do+KKM2X2EdN5FgT7YxacJfPRAuvl336DeT4OM1tDMI8pdQ70nmPbksaPa0UIaBdSjnqugjZcP3SaKzc2ILof83JOf1uhG3LrQitVLowGejNfibtDMpbO0qcCUw+IPR247hWoUhkFKAMX4uSVeaup9LzC7UyirsKnf+txo8EmALm3A8xPwkSc71ey/36Ebi/fQzlL0OCZ5eEE0zcnOxPXg0X+8R73rGT8RY6nym2/gYs3k+0+EddxshBAzstBlDlRta3sn/IbvOvGitBZ1cTV4RprdOeb7HzL7PujDffytI/zjYxGw1TXq4lJusjwfPlcXoM9B/mAtxBF6Nt1OKeWZ3FDOo59kVGT4sSPeKPJjRRpynbKHV6imxV0txD+zJ9h+BaVMf322HR7Czh4yRkcZNoHqwOM7TbLy+GobIqCqepC/tns5qvPouiMqWqq5kYGOYEPnTXDWzbYJ0X193mWizy5uCuaeLD3lvgxHm02DbjrWL4nny5BtlBLG7AQa7Ol/c43vUS7s9C7IB5TEPWanlTyH3ktKe3wU4E0FfUKZbhjUlDaVU0WOdE9y2bB+dcrxb0/pxgazafGjjG6WsXx1THMwZvoLx/wjmH/ckWyEK2gnmua1I9l9w+7umjbs+p9u7IZ/M0bKG+eF9o8j9GhE9/GDrTXGYiW7fysLUPxkWjjYgzwLrsVBApIk6HFAjELelZ+ElLQovCltIz7+CqLAYeTPFfm5wxmINlZ8LRerQUZ8XTbxq8pr/ewpfiAYfDaiuTUT/LqF/GcJ0wchwzPPpC7clNiqxuzOcbHGNA5VdTQ3x3QjgpGQHH/lvqaZMsy7VgcS26JbKXXEN0UWVjOV/1++HLF4dYd04YgqT7wOZVIiPzc6lxyn49/KZFRvGciooJ9HyfC3S+Tf0kvP/IM19UE+kFb91S9+DeBF2uq1H0oSF0N1q0OXmtV9iMqc8bOWo+9WbO5k6LKl3c2Jrip2LqSxTJ8runlGM0+CJ4whveyo9hLayS3G33cy3Kx1UCqKRw3XDFflUxQhn9JadtOqEkuP/T0xSALs8YkgO4cHIgrbbNDzKf7ZiciQbxzJR1uWYorUNHKjVLX0Y0Ulm1mtYHcOZ5eMTzqUi7D/xRmuTOFDsf+bPm5If/pUxja12tbr4b37VV4vVtL0Ml+1hQWdQZpZa1HphMGuAVCzKbp1uFhqdx/JrKoPce59LS6LJ5grRZI7apQf0uVAdvB2Ij8bL0FZTz3TeOUZnTrqqcYlvae5x2ZGauQyuBq0BCIr7MxhSCQ/lakmm8dcvRbTjeSDMXY7wN0rLnUjmVHDKKDxmEJhp/I9PvbUu5qDP7tAlTUjc4RXimglvjCqsvhEJAJm0xClhrjoKI4SFq/EeCM13frWfbJLx+yHp6gwN6BGOSrLsDd30csSnMPuySwszqFvHsFsBB89BC3JJqrtJHShruFoH8pSbPtWa/RsRvsbb8GmRRfl1u9xNBLNfbAkd1cLQYICOmSLgmrXcP77Ff5ygj5NiDYSXZ8cr/CbkKljhSX+ogc5XvR6odhKlaYQRdhE0068eL1/LyE6WeJ7j/G6wdUN5nBfgmt3RAOe9hNSweqhuKGGACxTb0kfmwVn305yRbuReNAYL0hKm8icak9U1UYiEpOlsLD584puFLO8LwnRNpff206EIJn/3JFsHLr2mNoRX0qtU9wfB+tswY97V4Oe2PKaQUYBW2myS8BsNC6T8mn51QZT3mD/xxW6tbhJIgPfrUwe+djQ7GW0ExN6E83yH9VQG3QplWa0UUSVor09p3nrQHx82q3kAj+h3hElafLeV9n5uKa4kVDPFAejRGw5sohuZEjPZpin57inz3EbCUZWSYLfbEieXEmvMJugbx+hrsT5zS2W6OlETo26xhiDzzP8s+fo6YT5BxuSdc7VqxHrX6tI1tIY+4dix+e7dtto/4pq9r9+/f13+OukU0BoRKmo6JYR6VWwgFYKHxlUJfOOKpnTTcULUTnQm5L0PEK9Eoeow0Ag9Zi6l7+L4Y/U4f1saC/B7eE/Z/yApwN0gfqManCpGOqPjzv0E09xGBFVIglWDrKzFm0dWC+6kZsjTO3InteoDtb39LamUaGRjoRs6tMFe2TGB7RGV/I13Smsh+KWYnySMH64wcUG1XbYec7Fu5Mw57lFNeKVZ+e7Kd14K5KLCsjPOo6/mQ+JgH1fkyz7k09kEeUNBSolWXmyS0e9mxJVFl3ZMKoYo3dnsFwNAygqTfBFCcs1zCb4OMJlEbrr5EU5J45i0ykmSUTxOR5BgEt1Yxk9Kbl8Y4rSHh0Sy33XDQLBXoLyK45nHa4X8pZ0TYsBcfmqRZS1vqvYy1NUlkqTWDe4qsIfzGl2IhElnXds3j5ieT+SyX7tB6s4m21dCXxEsM0L6RmNGha+qaGZMigfe+FZNwIdyZxrvROh24j5g45oY0kWDenTtXimpDHdTsrzb2QDlt83r/Eajr5nGX98xc7tfdb3w0vXQcfjA1PbMKBB3nhUcDCziTC3PvKYUtPsWR7/U8fRn0yJC8f5H4yp7rSo0hOv4N4fV0TLim6W0Y0MV68nstDDY7oYTn49HqTRPZcADPAqiTxv5YO7Wi1hZt1YU++agUDLLizKj4gvp/hSShfVl6bWyqJvWvTlQtjayUSgyquF9C15BnWNOz4Rj3mgPhrJzCygtScqnRhshd/ZO1kMqNKX4PrsxFMwxFFRNCw2lwmsp9pOVH1pDJciBXajmC7T6E5Cai9fz7C5OIr1Hu292EuMf7bQoQtNar0LOPlg8QyuYOmV+pSTQRdgR93Kgly8HJEuDOk0QjlPPRPmt9qXDCRTb3dM0zAoNF0af6pj7Z9jf7lEFrrXoLqtjsfHXnb7NlhZVxpqxeqeIirCwtgYJg80k6eW+Hghv3Anw+Zafq/a/hcX8ljtRJpr3W17GZtsWWE06EDQ2SyoTgNLrCXmim6ksWmC17eIFiXqgweiXR/luOWKPmKnH+DwZ+chfMGLYayVxlNlmdTz4xHJeYlNx7IOAN16VOc/nRryJbs+c9OqtJKtVPVx5+AmHVERYw9m6KtAfgS5ZzOLaUeigV7fTiUVupKGVDeevZ/UtFNDcWBIrqAbK7pcGk5TyZHdTcJYXvA6d6l88PXOVjIQr0Q+bBPRzkcrL8e+gdVdQzPrySMpe5KFnCSTR47s0mJqKz7qFxuwji6fRy1LqgAAIABJREFU043doJchNK293ECpYMKaB0eyVqHaUKJlohyNLmJUKzHuXot+J14pqkNPMzecfe0GyVJ4iG7kB0Kqt/frCbh4FU4w25NxDKOQ3oTybp9w+qihHOplzF5Dl8vUUzPReJ2xG0b01PlS5LmAzjMpV0c5KoqwZ+eisFysJTl8Z47fbKSeTyTwzcXyeuLYApH4Zlor0oVNwee1t/6ir8+84H0/xtV1wy6oKjOkTdNjxU5IBh/Y1GYiE0mq8wGFIEwldSRnBaaaUO2ZwI4GbXqw3giw9xD2qzpQiYi/WiPwpnKKnZ9bTBXMUN220RwfO5KFCv4sQbnXAp18YDZTpGcNLo1Yv7lLet6QLDzJlcZmfitTDwteBrNDWdUxDJhA2IG1BxtcD6zCjp2QNkEM6DXgPdrKzd2zITb32ExckfvTz4kmS5r5aBs0LOWYvAcu9dLoao9LBDLtApeUrOS97pTcCDrwDdXNEdlZhZ/kRDcOBUIklB9NgzcGPZ0GGXAlFn6NNKHm4ADaBsIATn/6uUhhSrHH9k0jtftfm8n9VV8vBks6mUxX1xrN8fMOXXWi9TBGsGIgXnckY4mzGah46/EBFqyOUtILLeane2KToTopMUSpKGhFehUsnkcyhGFKtfWqyWWMb3PTyFB3Ij9X7alPGbHGK7nZlINmRz6oekeBihjdmDJ93JEsOkzZcvDnFZOnE57+bjzg9L0e32YMOVGqVRB7XLT1nsRrzFIHT5zQ6GpRcHojp5XNIJI1JrCpk50eL64P5VEo4QiLO2JQY0qIg0PXYjWuWiGAVCuuxViGx6pjRHUbCL7RczlZN7ci6p0xyTpnc3RAvf8qhA1m7yct2dMVPHgqVojjPAx6hPidohB+YFODHxMVimqZUu0Z6RXyfHAJHjwhvwSQJLzogtdKQqi8Jyo8yaVGdzJnp4IijyhCxRG6cUSVQ3cGh9/Ww0pG9MQyW0z7nQklg98e1/3YXjsJuvjIE4XFDqGu7bYuBLoTCNJFPYMr39fGAkdGpezyzdyhrCK5kg8ivfJkz0t8pEUn7xz54xU7H+yxfFmmmVCy+HToXVQvTXbbgXFpMD2+E/wewuuJgM6DU8NzstmWAFNt35SHRetFsAYMak3CAIquNaoVFEk3gBf1ptTtWlhlRV+9CaIUSWp5eaiIN4p4KYhVOzb0xq7trpxmV6/FjCdzpp88Ec/KKILYCZsbRQPsrKoG04iU2+QdpolQNrzmPqfqS3Z9dnmwDo2MtZjaYXNFO3FsbsTkP9vgk1iUe/MpummhaFE2GT7Y3tPdReBH0LYKryLyc8v8QUc7lqM/WVgu34pl5E6FGrYFXQZnrJXEUdZzLQRVJeaqaEmj1t016bANO2AH6yOHV5AstnWIcrB8RbO5PePouyXRusHlMXaUEBeO2SdaLKSVYPA+Yggb7l9Xeq5pZ1tzJq/FTNWmfpAy9ypLm3m89qiV2U5VeQb/+uzYUO85XC43pS41LnWoLqxgz3BydWNPtIFUQsjJLq4tdqVpZwIGOOQ5u9RTJ3JaRoW8j30uVmcRr50INjcN8e+8xej9Y+zJ6TC87ctS/GeyLNRn4bU1BtOIF6UvSyl74UtTyvTXC+3wvmvxPkV1opvwsRcipG5EXgpiSZHE6KoBPw4153XoQ0oPm4q3TDeKmDztmD4oMesaO05xUSzlQwjj6iMnk4UnuxJyKVkIudSHktkEUCIx6BWONg1aGATKNIWcCGLdJ7sfTmC9zZ2U+aKkujmi2jFs7siNoZz8ft0prJGFrbqA0vS1c4A3ScGOHcrpgU/oUZ1+8fv+NHP97t/fFGL+Gm0UbRpq5MiLfs4BJsC5Th4bpOHtcvGNHCBU5PuSK9H7FLelme5tRqRXEEJPBYtCFU5K3fUR9wY/HaEXMpE1XL2ScpxjaifTYzoQdYkm6rptruyX7PpsNh0qcOsBv1WzGc1+ilcamylmxxp/co7qLH5/JnYX55eYNKfaT8RGI0iBe0iwncpCU05R7xjq3ZjsyqOrjvGJI7uSOJzxiZNkulZstJsdTTeKWN2NQ3ylot73tFOIV1qw+8FjUoRf0UYSL1zsaXal2bNpL3WWkqm4pfBRjrZQ3DRSRvXwX9g5VSfqSd0psf4IjaAKO6ScLNI/+Eh6DK9FktDr6GUBS/xOf7P2HpkuhqhSOK3wicfHPmjzpV43lQYTcPi+PBqBV/L7THgMl4QBmFbQG2WlBxo+TuRxTSOlXrKU8rHvUXQHUavRT07pTZcGpMVadBzTHc24+p2OJOtIP5KZ2PjJRZCVXBOLXU+I+RVeLywP9m2Hrppg0QzLNy2r16ZMfxrkq1rjsxTVdphFSVSPZTfpX7/b7nB9FHxUhsWVaFTpiZYVPtZUe2lQP4aU7um23h2UkZnsdKoTmFIWqAr/toXs2okfauv+eXjtw7igkl3Uy2PZZNtvKBsa15rB7cyzRWr6Kaz+tED5gUnuyx4fidw4udKhvAmCOM3wvkBo7FVY9KnChxtWtVKeucSHNA6FU/LcHZ52Ls/DZoHFrfrXDa4KN40WmXMf4tY/B90K3+GjQGQ5eQ+6kSFOYmjAtZ3A0s4js6hhcu1ZRpO5wEv4gOm3gtb4a3Dkv3Ww5DD4EWYsj89Q7kCo8FqiZ7z3UNXoTY3vVX6LFdMHY9KrhOV9IaxcIji+qRWkgWUNp6bXCpdFnHx9QjNny76GJtRUbCPjI6j3Pd3IkyxkTC8qRevSTQIy5BSmZLDM6wc1euMlnAp6G4EiR6ct2WmF7kZcvmm2Kdou2O8FXL4vk/p52sHir1H4ayiTDhh8f0O5SAa+u7GnmRNOC3lLB6QH2UhMpSmPpGx0qUOZ4JnpFM4JAmTqcLMB1aHDVIr8+VZy0TfwphLXry4T7FxOJo+1shHEK0X63A9q0vFxS3a8+ZTl3gAx9tJlo4jWiuRSDJd0Y2Wxx5GI1bThi0rR/iKuF9DD6y2ZYCVqMllIY9ZO1BBdQ2dRIcvTVxWmaMkfr4QQaZEFo7YfyoAtRwrdOFykhxG6HhHxYbAdJXlM16eRTK3kw6/khvFGtDYu89uU6kRq+evmTL3DsEulBh0/9sTLFl00ZOct2XlgMIMMARjqZF1vERcIix55HGlModfh9LLnfrRQWymxxNuGYZJKB3/7nnvoT0IhvZSUU15uHN2qoYfoxXiqU6QXQlz1QrMuk12/l0brVoZ2okKF09XL7EC7hYOH4fTYbB2frxnYDnoqo2h2HDb3RLXDlK3cEL39yHX9+791OzwwaJuVxq5WkgYxljr08iueG1EUNNCebp4Tz6bYs3PsNEW3lr3315Q3cja3jDCMqRqmhvp6+fKtXKaRxoCC0bGXGnPjRG/98QaXR1y+mQ01r9d+UE6aJhBUDpQNjsDdFu5Db1GTfpdWVnbJ9X2o90bs/1VMdlJw4083rN+Yc/6VaEi+7nUuygafGy3llKnFsMlFYuHXw6iqE2sPH0mZY2q5kfMrTztSNDvX399QgoQyL15vyyoc+DRodyJplNOFltJtLOVSVKhh1G502tFODOWeoDIuktnfqPSYVsYh27GinYosoJnJZhEV0oAv78ckuxE7P08GuUA/j9rP3VZ7ERzVJE9yeT8u1rg0lXHBL+H12b0le3mvVuAc3L1FeRhRHTp87Dn4MEGvCpnYSWMUGqoG4zV2PsIUDaZ2VAcJLg6JEDVkF14ix8eSs9RMFT7UudkF7P50Tfq8ICkc9UFInUs13UgaYXTwi7Sh3ElkR3NZb8URdriwW3oDvfWGrrU0hl5q33bmuXoXzr+e0OxMGD/rAE097+Mht/1HVG/Rld7RrD8xfLStk6UkU+Qniukjx/i5JVmKyWg72xrFDg1wgPvSK48zWvT5fd2i+pNJGvBkGXwxQ89hc0FmNncMh3++QLNt7Lux7PZRIYPr8UY0O6YRCUeXM8Rf9rGfk6cVFGIzTteKPNx51O0jTr85Jn0cc/iDmmjdoT56JIl7Adz4G251v+Lrs5c08KkXEVUymY4CtJc0N2NET2M9bpqhskyGEOoOl0boxpKs3RBJaUoJ0urr7UEKHNARZ8DFmuZoTHkjY3MUUe1K0pupZQFKjSxPq/85GdYOltpxWIjhTOtT6HQbDFStICC+R2EajbKK5TstT383ZvaLmvFTKVV6fN+rYPuhpUz5VPnhQmLgSI50l3hGzxTJwjP7uGT0eCPvXSMllkv8VghmGZjR7MrSW/oNf3ZqKHlc4oeGn1CK2FSkurqFq6/MBt4gWW3FaC7ZCtCiQnRH4tmuSK9keqwX6tHJYDnWDjyMt5Zud0Q78UyeOsqDWPiLohgikD51fQnKGfgcE08YCe/taev8iaE6VNhxjKrFb9BEBjcRm2y/WKKO5OxW65L5X5bMJjnVzTGqc6zvJCRL0J0f0IV2Kru3aT3VUcr6pmhzcNIvoIKQKt7q1OPCf1o7DwJNRltnsB6h6BlG5RmCDUwtu6juwKGYfRATlZ6P/9OE7Ewx/9BTHskAimkCWWQDNt7X68if2bFo8ruxZ+9HiunjluSqxlwIQWdTE1wZAKUGWTQOsjPP7Bct2ZM1i1f2tiVNFG7OHuIO8oX0mXAaMpwirsvxWkqWZmpEm1N4kisJWF7fldeaXm4jPK/bDwJMnnZEZRdyYAMfoZ2wr7Xj/J2cdtfJJqeADx4Mm+GA0CjNl0YMz4sueBWgKaXRrWhDbQYc1TS7CRGIpqYM5p1aiSZjU9PujdCA2pSodUHWObrdnLgQZkcFJMQZabwI/HhxYKQE0uDC9JLNRYPuA8SrwyKmHxK5Bj96A7oQKM9bcCMnO3ut0bXcRCJpCD/jpNZu5sJeHnxPsXzN08wUyZWn3gE3E2xdoEy5c3o9fFTKTdONPdNPYO/HBdGyktnQPEVvSuJFSpoqmmk0vG7dBrHbypE9WUMkUmbR34bXknhUExCm8BbBNVSolZ7Cporx02sokt42rX1fUO1DEgeUKmVosr1BonMaK+VLlsoAeCVOwr7rWL0i75dpIKokVr63Dfy0J+avHp3prxfH4a1FxRHmsiC7zGknhu445fxdzfiD2/ifPxB/k6uFqObaDk7OsbenmN0JTEco72n2cxYvJ9Jkeh/Ui6F+vYTZw5bNjQibSnPVjaR80rXoW7za7sr9zu7Chyl+7YKLuxjauSc7UcGQX3bfZu5DfH2/MNSw4zsjTebpb3h23tfc+n9F+lDua0bPBadvpwziMlMF94NO+IJmxzN+rJg+akWj01ncNEevK3xkiK4KxmVLvJb3DyA7a4hOlqAUF795yOXbinZm5Xl1iEJxWNhS3mSnMg4JPe6uBKGKxaYkKkLJF5Cc3mU5WUnNXtxUuEOJGUWJdDuqPN0kJlojvVrbosayWWGtDH2/vmH2nQmm6Rj/1TEujoITcMB9+0V+HZr8FV8vvOABufPrRvy+Q+1rSgSlMQbfp0T0VyMRit1YBpV1EB71TGM76usBhrxVXbtBe6NbBvx6kO32dD2hnOgFZGGn69EYEASi2ZFdOLmSRZ5eSMPYTqUed5mgHaZW+E4Wf7RRXH3VsXo54ta3LXs/qbh4J5PEu1ayocQQSgWOQR578hjijSMuOsw6jLz1cHZnwTq8McQXFfFSy1D21RJ/uEf10pTz9xR24tCFxiVBXqDApY5oZXCJlCgiA5DX0UfwaK9wiGBMD3Yjgsb0gQ8ukFPphUgMJEVFDbu82CHabUrJ/q5UVusNaj6lWaYcPLaYUiBIV5ZBEvzXdvR/IN/Iv8/1ArDktc4b8Ks16XlDfNPgtRAa6zd3GX38EJyXoYJMunpflsQXFXaSUNxMJOggDgxqLCwmBL3M0jN53NBOZRxQOY8qCLOdQpQoL4tUEdCJTOrqyTNL1UkJFC8FlUB5YVnDHOn6ZdnR4rUaFn5UeNqJFiuQ3a0+xmeeaCXl1pNvabxKGT2VSMrsLOD0yZa2TxYQL0XXnl06ovMSIo3PYtEfjTKBRqsWXVR4o2le2uH8m1O60RGbexafOMzSowvRuffMre5kWNwbT3qqyc/8cPqBOCnr1ofnowZEaVBOIn1CvSsbQHolMGVUbUuiLd8QHCSKEn14wPLdA6Z/5TFxzC/+8xvs/CV47cieLPEXV0OiI19CDU1/vfgOH5Ip3HpDfLrGq5z0yrN5t+GsTLn3f/jBMQuQOBRrUXWLG8UiGMsJyEzvxCshV6MzS3rVsnopHeyrB1WhCoIvw9axtwtuwJFkuzZjHUqdcCpUgm7oVlHvO0ExQmRNO/WhdlfYVBGvJJBBt/L3diYiKzFbksbXGyhesuhKYyopIcZPPONjF4RXbpigip8uZPQxjlBNKy9gnEMlzaCdjzj5xoTNHWiOWnAKVWvM0gTRmUxd4dUwBOK1J39mSFbSlArTLbi6qYJStJONqZkz6OxNu+UB2qm8/8mCEBkU+pxWPILiwhOVHaq1MpCtFfnzCk7Psa/fpbzp2PupwyYa9/FDQWa8w7dfjlr9b7teHKXpTfydgWcnROWh7AybSCLb51PxmAzaeJyT0bCqQVcx6UJstZtpgMYqz+GfL1BNR/HynM2tVJAYD81cSJxmFqj7WoYoTBOaxlDP1LueYgou0kTFNkWkZyFBEW20GKzOAulke4mC0PXNbqjHQ35o/EwWmyw+RXnopdntFGjZxW3uqA4AA7pSjJ/EqC4WN2Ry4qUstG4U4MBMgtS6iRPUpXWYUqPXJjSTPvQFApW6nmzSkFxoGWlc+4Cty42dnfneZXsY/+ud2KJCvqYLiLycSPmJDL80Owquws2gFDZWHH5vTXSywM1GEk2f56AU8cfHkGU8+g9mZHcX6HZEVHTCuvaeRMbg3ZcLmbl+fS5vSd/Kne/qGtNKOeAzS3UnaC2cwzuHnkzE/i1NZWTMaNLLBuVjvJanMP+kwseG9atTyj1Nn+Fkc4QBjCTrU9cBNlMEAZWcCipQ7e0E6l1ZYOmlD67AfbK2nO3JUr7X5opm7sLIndTGqg3Y/MQLgVNIbZtc+UD7C51e3bB4BdFKiZ6k3DovLN+RnRrjIeDmIDuzsLy9HEC07sIWBxw+EgSmr9WVV9ApucFLRX4anM4iteUAgtRZLEjktbcTQYjy52rQAnXZNpKzd1Ju5jIz2yZbB4hmL8NsQg5XWdMrHX3X4dcbitca1CbFa0W8FJ2Nb1qRBDcNXzYvmuvXC8OSYrKj8EFBN37a0OYps79KWH6tpvz1++Tf+UD8CasK8jlqbwd3eo6Zjmj3RuRPNuS/EAKq3ZOjXbey89hU2ErVKRFR1QGm9JBsvExR1R4fKapd6cpMLSFo7UQSQLqRCti07NrxxmOq4CL2/7d3Jj+WZdtZ/+29T3u7uNFnW5X1qnu9n/38bD97YCEsg7ABycAAIQYYWUJMGCMxZQriH2DABAnJSAghywxAgAW2sfFrq82sqmwjI6O97Tn3NHszWPuceyNfVb1XVVnlrMq7pFJWZNy8TcTaa6/mW9/nmq0pTdl1kidXzWK2TyNCP8SpVLsEHk7kwMWnhqoDs+ekLesq7zChw4wCTwsoDq5zPzUufPHpUyichwrMtRwOLTeOKKMoOvelXakLqWlsKIINdSK6sA3+ZbEp+Trgu11ygEzmD4CB9MRSdjV12KQugkfShXRpTC5TXcH0OGwUoOoadz6G/R1sHMHBIXpnG4Ct/xkTThYEd4+pnWczLqtlh+YpdHb4pCkNSJ8VQzAt0FVMlQCVZvxcQOdHPezRsfDFb2/iwkB2Iec59bUBNpJ/p0rL/HLs+/mKYkPSi3DaSEuKk4ZzR3xekzySMff8SspiYCh6TSPaD4Aa0lSFJwdqNJykoAuypTCC9ZiUYK7aiafySxLNzqo1gB9uLTZdS/ofzCA9EFLYpohWSm4ji2oHXHXHLnvo5mKvHyuRHKTVanIBdQUzSfOawVgxULSK3z13YXHcGdcWzAJg8wjG8bJTpWs/0Q39zMGv4kl9s4RGSLvTUm4mRI9mIpzcS1Fljep1Wby0j8oM3cOaYCbErCgtga9Z2n5KaPXezz5B0ep/af6DmeMxyaiDDQzKheTbUD6/izk7B61RswzX76CMwZ6cAXsUw4DAt+ts4ImEYojPlEfuuRaH3mBX8k3D5Hq/XRWUhWy3RFYqSE788sJM0pB8ywuf1Z72OvFtSiW/aLMQBxf8ikRj12wvKc8VbwWHjhXMSd2RdCac+umuam4W5W8M2i0pk2upEfwtoCrfbcmkQxRk8loNRKNO5EAuhmpJxRH4g2RkwBaOhG1ZxJglRQMv0jaX52oGTmHmmO8KWC/fkuifPpJ2ptRPUse0e8F5jXIO3r2L3t7CljXq/iHsbHLr7xuu/aFPn157R6boiwXYeunsq/7xlNnHn7Q25pyQL80ywkmNHgpFxvz5mvGNhO3bQxE4c04gw50UN52hS4tTRtpYLKeBMorHr/UpNK6NPNLGVG1x5gJptVm/mR9Om+gl3QZnoDaSyzZLDsFcYLN1vCRwRXvnBhrC1MbRWvq/1LbTV2FME1Y0F0otkJwITDo+W5K9Vsmy362sakf2uvCFcbFkOnBaUrAqkSjuPATChpICNbj3yD9H7QUZmlqmoeELpwhFuGgikJxZzMJS9OWHpZxQdzRCcfGZP0T+8we5A61Q80okii5tYh6dYxcLzr+zx87VU+KznhDjRpGQryotbAZVxV82//tPs4+f0gCruIn6+Jj4do/RjUv07lpmz8HRd2Dz908kwne2BZOxv4PyMjA27FFsRKR3RqRHFVUqejTFho9yqZ+a+qJSe+x3lco13ixUaL/9E41kE6h/v6JKtagL+hQiPZSes6phMRAJxWzPkRx7vhhFS2cnObQcpMWWgNz7t6ROKDaknVd3LaqCUnsWhAGEE9U6ni5FXhNoGcNkEqxaXvyyTVOc76xY0aWaLW+iBtCVHnouyUiif92Rr8PxEvko9IN4wib5fj7U4pAV1D2ph4KZ8/SEimzXL8XPhFRLTxzh7SPqwyPst14V2crxFBXHHP6qQ7+xRadnCaeVj+yOVokPlkOmp9DZ4ZNOWhu9J+tkS/3kHNQlaTUaCwMZR7t8IfKHYYAddjG9Lmo6x2Qp+W5EtdUlHJeoOpSisqtEItICK7ll7bscugYqyXWdkWvdhp5DvpYc1PUkyRVOSkmRoqll5vdU2yLUc784BcrL5TQL2i6QlmiQL7eopB+uyCNZOLFe3qZuBjz4m6GghQM0mP3lzeHaGsGGrq0bonPdpjfyuIb2u/l5+2mw5+DUZUPB55YLIx5iUXaXqNNm8aSOpOgGLxzhHItNhc7lMcEc4lGNyzLQCj0vhIHCaFQY4roVw+8JDKT7+pnw0pcrQg1PCQf8h9lHx8M3topzdhalDTbLCTd3KfuG6Nyw6Cm60yHhw7GkMw5UKCy0nJxinGZxqUsxCOjcm2K7sbBXleKkkpcL1tsslhyOyYkiOYHoXGToVS35rCnEQUIP3Co2ZGtK0hZFHei2S6Os4OejsSMee6XuGrnOreTAyndLonNZmEALzt75NElZP4P3BaQQL638F8hNVQ5FwK0a2PZ7Tkl6FJ1rkiNN50AGR9JCVC2ZlEKcs46l5171HQr5eYQThbZyMMIZ7X6vDfH7AMrTqCgW2/K6ZqFaTE3D7R/O5LNHM0s0Eky72dkGrWE6Q6Upj/7a81gbsP1aSffuDPf2bXlzOA8kbHLBp9fZgY+Jh4efKE5EgUIRP5wRTSwmc4QjzfE3ItTmhuBq8lzIT0D6tvOccCr5XrnToXN/TjSVjoWql4jDRkSskYFv8NvBQlKB5u9bCZ1qBSLsC9MGCSjdCNUWws1ztHR+mSM5tR5SrPxqoeekSfwSebeZzkor0UWupbqQ9+5/uBUeFgAo6fIEc3HUaCSreM1ovyGmatYTm8PdRPU6kp1bk4nyoLRHm4JVMDNlx++2Gn84Uij6jqq/XIJxAa1ghK4E6aj8tDuc1pisFNbfNBHKc8D1Uo6/U7P9Wk3VNai7DzHbm0tKbHiq8DIfZp8spVk1W+Mw6HsHdIYJi2FK9z6cfzfnvegKz/2bIzkUdQ1xhN7bwZ2eEz/KUC6l7AWkowWD7z8ieGWH6WXxZBWKI1MhUjaFRKMgd+SbQg9S9CWtiUYezJVo8qEWvajEkRw1uqqOzbcLcDC7EuKUYvy8vtDiM/532HlUU3Y11ijCuSXbFqFkF0A0Upgj1a76NW3JhvGrWehWFsKxblkUorFrWRqaBY1WF9bn51UqXadGDtMUcopsLIOq9GgZQZ2C9EjWHsseoEUIzgUyedWVYHwaGAFKIMh1hBTgBcQji0gP1SR3R3D/EL70HPVGB/32XVQn5c3f3UH3coK5ZxYrK9Gdsg6lHE8Tld5Psyfj8Ctrf3Y6IzydU0cd2eaZBWSXa/Sgjx1PUNM5zhhcN4UsR88XqCrBxZpymGAiQzguifqGbFv74ktdWJ+7IJCgvDO45eS1SiUlsJ6XJpjLZlQ0tZi8ZnY1ofTrbhc+hs+1s31FHQegBJsSzWi3paKRaxGJjVIJcz/5TF0rYxmMtV9ogZZ5uPKpRLPXrJdALRvKbmudCF6nud2aGyqc+MGWrzGa7lHvTkaxGVEMQv+zoJ1GC7vC0vHbRXIf0Z2GcG6JjwTAxsNj4QyNI3QmGrD12Tmdl88pvr8JqiS9M2oFD9ph0+fE2eGT5PCPmzZCIR0EcDaiemGfYqAZvKOYfanGJdt03z7DZRnaQfncFjqMUfcfojb6ZHsR8ZmwlgXnGdGoIrsSt/h4tIffWt9nLv0VbiS6mULycV3JwnLZ89QTM0U4l/Zc92DBwa92RCamJ6ArG3tIcOgPSEOgFDZc64p8U5OeOq8TJdNbUTpRLTQ6yBQulLQhPfTERhOpD/r3S+KJTDqF7Uz+rez0KrL95UArHklv3+QyQ5DDJXWNsl6u88SSb2pcCNNrEcECaR40B9DQck2VNdr/AAAb0ElEQVQaf2jCjBZtGY8cwcIjS+/MKYexyN4UBXp7S1jj7hzgyorpb/8c+bTD/p+XdO6McXcPZBhVeeL5z0kq09jHz+Hfx1xd42oBiSUnFcqKU6pcc/ZVh7u6TyN2Fh7NUPMFGEPw3qE4jnPYQFNud2Vgs5CI3QgJNzRwgPAYev6UFgPuMSMNJYW0+PAtTcf0ulCINPR2NvKFaaY8IpEWdFWlS5QhStgVqpQVnkgf4aPlul1yJNR2eCx5PLbEZw1zQNDSkDQibUVfOO6bFcXkVNIcs3Ats0HzdVO3RJNa6AnDpTbWoq9JzusLt0LlyZgaqRxZUPE3lYc1hJnFTBck98a4eweoXlcE0k5EmFhd2Wd0w9C/Y6ljBYfH0sFR+mK//XNkTy7Cr1TnKgiITEK1kVLHgtEuv5lx9vyArT86lhpOGwgMSmmIQqKbR4y+vYcLNOGkkraY05SpJpzLZn2VCmuA8S0/56Na1VEtO4FNJOLbEJJjSR+6hxZTOs5fDqRzkkIjohZNpKYUDMkSP+6MawvcZrk8nMp7cAFUfZZMA6ESycxIaDrikZySfFOT7RkWm5piQ8THhCHNd2o8p058Lu8DaOn5bCzRv2nDRlMnbdXLAfmWzA5qL+VpA0U0dUsIgvHUe0Z69M2gTjco0AqiuSM9LjHzEg6PUfs75F/aARTutXdwZcmDf/RV6hR692uicQVv3F5i3Z8yktSf1Z6cw0PbmlLawHROmG5w+lXZac22HOF+Ru/+LurdA5R1sFjI5DWJUFboqsttkUbUpZWob4zAhKGllHBGUhpdQ50q0OL8VVdwJmYhbUvloHtYUyWKyXN+LNtMUH3Ua9qRdcRFCg/l++jQdl+kWEZez7cgm8fqEvb/eEQ0V5y/HGJjOXjlYOlwQSa3VjwSeLN0mqBz5IgnVg6TWbIJoOUwWa9qkm8aOeSmQZD6+qQQJ1bOI1bNclJc+bTPFH6a7Ad53cOKYFai3rqNunYZ20+IHozgtXfQcUT+m9+i7Gj2/t8CXTqSNx5gJxOWHJFPd/vxg+zJpTQro2RXC62DmS6IzwS7zcJQlQHH30jQz1+TKZ2nb3OhgTDAHR7TuTOmGATY2GAmOenhguTUigiax3kDLatXUzw22BVd+omqdXQPa9KHC+b7ui3+Lr5n2h3YRk4mnPir33qu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&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [26]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="c1"&gt;# To read dicom daga&lt;/span&gt;
&lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;pydicom&lt;/span&gt; &lt;span class="k"&gt;as&lt;/span&gt; &lt;span class="nn"&gt;pd&lt;/span&gt; 
&lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;pydicom.data&lt;/span&gt; 
&lt;span class="c1"&gt;# To plot it&lt;/span&gt;
&lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;matplotlib.pyplot&lt;/span&gt; &lt;span class="k"&gt;as&lt;/span&gt; &lt;span class="nn"&gt;plot&lt;/span&gt;

&lt;span class="n"&gt;base&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="s2"&gt;"data/"&lt;/span&gt;
&lt;span class="n"&gt;pass_dicom&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="s2"&gt;"IM-0001-0001.dcm"&lt;/span&gt;
&lt;span class="n"&gt;fn&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;pd&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;data&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;data_manager&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;get_files&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;base&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="n"&gt;pass_dicom&lt;/span&gt;&lt;span class="p"&gt;)[&lt;/span&gt;&lt;span class="mi"&gt;0&lt;/span&gt;&lt;span class="p"&gt;]&lt;/span&gt;
&lt;span class="n"&gt;ds&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;pd&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;dcmread&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;fn&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;

&lt;span class="c1"&gt;# To view read image&lt;/span&gt;
&lt;span class="n"&gt;plot&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;imshow&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;ds&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;pixel_array&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;cmap&lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt;&lt;span class="n"&gt;plot&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;cm&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;bone&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;div class="output_wrapper"&gt;
&lt;div class="output"&gt;


&lt;div class="output_area"&gt;

    &lt;div class="prompt output_prompt"&gt;Out[26]:&lt;/div&gt;




&lt;div class="output_text output_subarea output_execute_result"&gt;
&lt;pre&gt;&amp;lt;matplotlib.image.AxesImage at 0x7fde850be490&amp;gt;&lt;/pre&gt;
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xrMdvjw750+NTnAndwmO73L9+pq2bamqkravebOEoMgTml7RzIZhqggsyxpq3w5VlH//s/z5Kda+SOB/+9wXcVj2Xbzve/2+NTN5qf2/bSHpLRl4jI5ZlqWpVMGUxeIJ5+eveP78t5w8O+X85TnnX5xz9uIMKQVPT09whKTt4Ju3H0iWCVffXvKnf/6Gmzc3bG435GnGanmpS1F6CtMkPmEyPUNKh8nkBCmdoXhTWBILi44OYQmCcILjeLSdXqx1rWvJTK0bQNc1gIXnBgjpDAvbdX3oqVNKFShV0jYNdV3Rti1lkaPStk8NSNquY11XxEHA1PdxbMk8jqhEx+Z2Q5XrmKyuWjDWyrLA6mOxrsUSOsemr+8+5P9xMMTa+3f42f7c5Cdg0fZl3034IfEXO+/pOoaaLLi/g+4jY0Zc1yeKZkymJ4ThjPn8grOX58wvZrz8Ty/57e9eUdY1vzk/x7Vt3i2XvLu+4e3v31DlFevbDZvbDek6RZUVRZFS960GprPzPu6LkI5NulkP8Y7j+OT5htX6irrWFi+MZlRVgZQ2RZHiuv6A4GmKVM/YsJ2+li3HErJHSX39PYUGc8oyG5C/qspRquiLQlukI/Ejn66FIA6omwbPcbCltkxfPr8gT3K6VpffnD19MoAZQtrI3oLRdZR9jm3873AjoPGzO8SF3Fe2TwG/fpryGS3aIYu0v4M9tKM9dK7DSdJxQ5t992V/d3UcF9+PmUxOmExOefr0Nzz78iXPfvuUaB7z9f/0G6QQRJ7HPAz54+Ul33zzlvXNmqZuKPOK5HZDnhas7+7I8w1VmQ+LMQpnhHGMkHphN1VLVeVYlkBVRU/abUnTO6qqADTHMI4XTKengxumFU5Q16UGSNqGWpV0aCVy3ZCzs5dIaeO6Ab4fEgYThJQ0TYMQkqLIsHsF9b0Y13fwI+3GNo7AsiBwHN7c3RG6LmEcgC1wPB0LOraL1bkURULXtjR9dXddVz1ySu9CtjvW7OHuW/Bxqtb458/Lqn1Gi3bfSu1anIfisf3375/z4XIWuK9Y4wVgcmVBEBNHc04WT5mf6JgsXky4+OKCpm0JgkATe+/uuF1vUGXF1XdXlHlJnuTcfViSp9nAdLcdnRdbra7paHE9h7KouHzzjqJIAVCq0HmqIqVpG6TUFk5Ke2g7oFsXaMXcNuYRuG6A5/q4XoDr+vh+xMnJU1zfHb6v6zk9XD8lXSfc3LwhCGJUVVLJkvX6GvudTVUq8qTAdmzKvOTVswtcW9L197sqSuJ53Ne21ZR5yWazQAhBpUratkapgLquBsBGu/B6qZm+Jbv3f+xSPpzjvP+sfz7yyOx9Y1l2gQiz9g2EbBb9+IFs5WPKdzjQ1ue5v1PuImQabPD9iMnkVFOqFk+IZiF+5PN3//Rb8rLCs23qtuVqs+H1mw/cfViSLhPWN2uSu4TkbkNdN5r9LmyicIaqK1zX5/T0GULYZJscAMd2ybsNTVMPldZtp9kWGi6v2Ww21HVNVRb9t2+RwtZwvu0OFlpIGwvdNsG23QEUCeKApm5wXBsv8imSnLqumExOaduGssxQqqSqCla31zRKK4ZOvM+ZzmIuplNi3+fF4gSAm7sVXdvhuPZQfHpzJSiKtAdolP4ubdtbNV3dMC61MTHi4U3xYyHCx4776cqjuo5bl2HX9A+LZeRmbN29fQU5FCwD6MTt/c/i3jkOuS5CiKEierG44OLiK55++Zwv//Ernnz1hDwvefnkjInv8/r6hnfffmBzm3D7/par764okoI8yanKEtuW1LVGAIM4QgoH29bsCtf3aGpdwWw7Lkmy7Hf5mrLMybI1+vK2DXeMIjZNjRTawlmWRRhNhxgoCGIcx0NKm8XiKWEc06iaWtV0bYcfB5oH6diUmQI6JrMFqipxHBd68EUKG2nbeIGHF3g0bUtJi2obbCE4iWMSVSEcQVXqYtS6VNSlUSDV07K6HowJhj4p2zxhi7D05x1mihxyH8fP/uehXGP5jOx9fTPHyJlRMGPJdkmo2/fsizluu0O27DZhvs/82N9JTT2ZzpmdEU2mhFPdFkAIwW9fPWMRRXx7c0OjaoQtBxQuuUvINillmevYSQqm8xNczyGax5RZSZmVSFtQZiXnr865eXPTw/yaK1jXFU297c3YNAphSYSw8X2nv1aF5wXkRaJZGk0zkHylsPtq7imO46FKTYtqa0U4CSjSgmASUOYlShX4fsj8Yo60JZvlEqUqbY0a7RJubjfYjo0XekxOJzybz6mahu9ubghdFyawtFdIW+J4LpPFlLqudM6uKnrXsRmg/ixbj9zfLUB1uEJiP442z368Bn5eyvbZUcfvT2Z++g09BNuPoXujiOazxnC+43j4XkgUTVksnjKZx7z6+5e8+t0LPMfGcxxWWcYqSSnSkuWHO/IkZ32zpmu1Yti2sTY+k0U8UJ/8qEcKbYGwJfkmp6pyks0dXduQ5Zvt9++6IRkspI1t23Qd2LaHbTt4XoiUtna9ugZVlai6IgjiYdOybQ1qVHmFHwVYlkW2znADlyAOOBNPsF0b13cRUuB5AULYFHlCUaSItcB2bbJNpmlil0v+3XX44vSU54sFri355uqacBbyMnxJUzckdxtN+fJCyiKlkA6O7VI3ijRdDa6kEd3jcltQu/8Mt3//FBfypy+P2nt/tz/8tmc83Hfnvp/tvd0JD71/eNceyjh+/5YBYuN5AUE4JY4XuL7H7GJOrRoqVfN8vqBQFe9XK/J1xvWbK65eX6NKRddqaNxCUNeaEOx6Dm3T4bgObdPHKb01a1RNXdVUvYK0XYuUzuByGb6jJQRNo/ruVdWQ23O9QCOMhsjbbxaO46NUNSSw86SgrhvSdUpVKqQjKZIcKbfE3myT0aiG2cWcyXxCFM9xXZ+qKiiSnLZuWN+sef1vrynSQm80WUbbwfPFAs93kY7ECz3CWYTrusTxbGihBwwWe/+ZmE1PjDov7z9//ey2Mwbukw3unfmBv3/q6z+e/CQs2tbKtA9YtUMw/26C+ZCimgdpYhzZ54T06/o4XVvm47oBUTRlOj3j7Pkpp89OiWYhTxczvSjLCte2UVWNkBJVKvIkJ1vnCGkxPZkNnx3NYx1T1ZopoaqaKtcKUOUVWZYMVKqyzHpFcVGVdq06un5Z6TjNthlABAMoGYXqOk3ytaxXuI5HUyuSZAk92gngBT7SloTTiLKosF0dq3mBx/Rkgu06muxcVHheSFGkSMdmc5fghR5SSv74f/+Rd7HPs6+f0z3vmIcRi/mE199+oGtapqdT2qZFKUUeJX2Dn20fyaavhRs/J9OHcj8FMH6G/W8czqd+Cmjy03AzH13RxqUS4xIU/VPuEFMPIVKfWpw5fn3sRu4/PCFk34ZgShyfMJ0vmD9ZMDufMn+ywJE2r+/u8Gyb2+WabJ1p8CMtqKuauq6RnWTxZE6Rlj0zf0k0DdncrnE8F2kLLGGR3qXc3LzpG5eWQ1yG2RDaergPtu2wWl338VSkK697j0BVhW58WhWaJVJplojsSb7DPaDD9yKWt9c4jku2SYnnE6YnEywpCGIdT9ZVjapq/NDH813a25r18o44npIsU57+ZsLp81NsR3Lz5poXT86QQlD0nbnCWUStGrzQw7IsfD/SqQNVUpVF3xxW3HPfzXPaKtzHymjg09HI8fE7q+J7jv/x5NEV7RBbYKwwOr4a++y7fvzYih16IObvY+UdFyferzOT/cKYMJmcEC9iJouYcBpxOp2gmppZEHCTJFSlIlkm2I5ux61KRde0dEJQFZXuDSIt8kRD8fMnC9JlyuXr9whhc3PzhiS5A/RubtsO7chlktIZXKm2bUmTJXmRcHLyHMuS25xaXY1ae9dDB2STyDZ9/T0vwBKCIIixLJ1oroqK9998YHIyoa5qgtjHdh2CONAIojLPp8XpY7h0leKHPrPzKbOLOX/+7h2rLEPVDSfPTqirmkb1BOaV7n6sG8dmBOEEVVeYEhvY7YZs4rbts2enrbn+/S91+T6/JTPyqIpmLBbsxlbjXUz2/eaNHGISPERSHZdxWJbYSZiavvXbcwoMF9BxdCMak3uyhNDNceKY682aroPNOmV1uSRbZywvl3i+S9foNm5W3WAJQTSLUKViejodXEbpSHw/ZLNZ9pbKpaoKXMdH1VXPWdSM/brZtvS2+4EXJumdpkvaNsa23eE7aFe7HbiSbVti286WWV/XtE1BRzdQt0xVdnKXDCBJNIvwQo/Z+Uy3RVBzkvUKISw2NxuEEBSzAi/VvSfPn50S+z6rLKPMtQscTELypMCPPOLpbGhZZ4pDLUugb7+907rciHbrW+7nTseezRh1/r547acln42CZazO+Gab4XqH/PV9GefexrJVpvbe8fvupOO4xH0JzHx+wfzkjKe/ecrsfIYXeFhSUNUNUgg2q4Tb93fYtqRIC+4+LBFSIITQHYKnIU9/85QgDnA9h7MX53Rdx+Zmw93NTd8jUbPt67pCSJ3GGDaCfkJMU6uekCsHa2zb7lDv5bo+6/UNjuNh25r5MZ2eMZ+fUxaZrmsb+IyZ7qIldVOdMIy1q1ZpCx8vYuYXM+J5RDyLKLISaUv80KPKFEJKbb3bDikF0rHxQ4+6aYmjgH969QphC/K6xhJaaetKUWYlyXpFWebDQA2dD1TDMxpD/OZ5mHVx6Fnv/YWfi4IZeVSLNvbP96lPsHXzDrmUh2T8+jb/dN9i7scFRjSDItCUq3iBF3rUSn/+YjGlrGtUU3N3s+Luw5IiLdjcbiiLClVWVEXF7Ey7U0EcUCQ5XujhhRFVUZJvNKQ+nS8oipSqKoYkbjuKx/R1yqGtgGUJbekswXR61t87zbgvinRn02jbBs/V5GFVV0jbGeI+Cw0AGatYliUUHXmxoW1bnn39jOnZFsR5/rvn3L69YXW9xo8DqqIiWa6J5zpWCyYh0tFL5naTcDPZ4DkO8yjEsXUctrndaEZKH6OVZUZZpP0Go3pGyK6SQfcAC+ghWt7PS8ngM8H7ZtHv51XgvnKNXcd9l9IgceME9xgm3i0j2X04ZjaZ4/oEfqzrzyYhk4VGDFerDYHjcD7RbqDsQQOzY1uWRTDRi9H1HKQt+4rrGNvtO0fZWols1yaOFwRBrGHvkZLosUn1znAJwwYpy2w4xsD5RZEOlq3pJ8BgCZLNXY90Kpq20RXWjaJWmnPoeSFdp13cLNugVIkXePr6fQfbsWlUTVX0bmel0xCWECxvbqiKis3thps3NzSqwXFs6qalUBWObVP1752cTHTDWKGZMFbPABlbbyntoUhVyy5rRye5d4kMW/l5kYmNfNa+jvuKMW7MObZEh5Ru/zyHrN44ZttHs4QQuF6AlA5Yol8U4McBAM8vzhCWRVaVeKHH7fu7gaHftS1t21HmJbZtUxUVtutQpAXxPCKahVx9d9V3A9ZTYNq2HvJfTVsP8aMpkTFzzMx3adsGLDFYeSkkTaO/g+eF2NJhs7nVvUxcXw+mqBWO4yMwHM9mQDQ1p1Hg+xHz+QVNU7O6XuG4Dt/963d6g5GCzc1G58WmAW7g0qiabKOrv+NFjHQ0+7/tOspa8Zvzc6q6Ia8qHbuGHrZr4wU+SWL11QFur1hiZ1N5KMdp4ulDr+ln+POKz+Az5tG6PnaAMbJoAA6xgxTqY7YKaJRwn/kBu5Zx32UcI5ZC2Ni2qzmOXkAQhTrp6jmcPjshLUsKVbG6WvP631/zz//H/0OaLjUY0XWUZcb5xUuC2KdIC4q0oOtgebnk9Pkp2Srjm//xx+Gzs2xDXVcDPcnkjjT4I+g6nbA2lckaOOond7YNTdsMijqbnQ8zzoIg1uN2u5bW1IcJGyFMuUq50+7AdQMmJxM2txtWl8seMGmoq5rJyYSLLy9YXCxYXa/49l++pSp0sjxdp7z/43ukLYcGrleWxRenZ4Suy5PZlOVpQl1pJQonIZuVBppcV7P5qzLvN5PxzO37sfM4djeUvPub6c9HyeDRUcddHqP+KXbgrwX6AAAgAElEQVT+rm96c28327/RY+U6BBeP5f5nbt2TIIjx3IAgDnBcXSZSlYoky0mXKTdvr/nuX79jcXHCE/8p12+uaduG0ydPEVJQ5tridR2oSrt33/zzn0hWKcvV5XDd2+mbDRZ6MzHulLkPuxuOYJhTbYm+SLMlDKe6JKXMqWs1LOJalT1osu3TYdsuXdtQN4qmViihY0T1oSDLNJoYhjMWT06JpiGTkwlOX1rTtq3ecNaahmVZlrZwtW5Hnic5XuCRliWOlDyZzvjGu9bgzMmEYpMPyO4Qg/et88zgjPEzGf9//9mPUWQtPy8lg88AhsD2pmoXASzkPZTQgCT7ijN2Ix8updl1Fw8lvy1LD2bvuu2s6Hg+4fTZCY1q+PCn9+RJQVWUXHxxQbJKaOuW81fnpMuEcBr1iV5FtsmJ5hGu5VBmJavrNWWZYdvuMABQK1U9KFZdV4P1NiwP40Ya0dZOo5Ft0yKFZDo9oyxSVF31Raqhtg5di2s7+H60Q8VCSKzeIoqmGdogtG1DGC7wAr9X6Ja7yyVBHLCslzrea7QLF05CyqykVvUwlWbqTjmZxCzTlKQoOI1jIs/TJOxvdVGrZu37SKFLeMbPxjwDvQ6ag0QG85z1fRpvtt9Xl/jTk0eF9w8FuMZV2k1Stvd2ukM73kM+vPHv9xPj5j1CCDw3xA8mfafhC6YnM8JpwPmrc54/O2dyOiU+nWA7NpbQ76/ykmyTs7lbD5Sqrut0/qyowLJIVxnJZkXdd4WSQoBl9T07yn5zkUOs4jguOkXUaaTQ0uQrQ0dzHL9f9DXnF18SRTOS9A6lSmzpcHL6YuBEWpZFGE7R5C29OE1dW3+x2NJBqYI4nut4zrJo267nQha6d/8ipmta8iSnbTvyJNf8zH6SaDgN8AKPzhV89eSCruu4ThI822aV9EMPK10FkKyW1E1F2bdOMKOBx8/UoI77XspDXoux+P0T5ecAkDw6GHKfFnXYYn0Mlt+3TPtAiIlxhGDg2O2W3nQ9SCCw2AbdZVayud2wmE9p+hgwXaWsr1fUqtGLbq07WLmui6oU4SRECIu26Vhe6tIXk/S2LIuyzKhH8aammLUDrN80Nd1okxFCQtfRdtvmQm4fX83nF+TZejg2iGa9q6hRRsfRzVod26XqWkRnQdcNjX7qRqHSJa4bIIWNbUsQPfhSt0hbx4V37+/I1hnS7jfBvn7O8TRQVJVqSFSvsozQdUnLEtfW5+w6XYUgbYnbVwYYjqYZXC8sARZD+wPTm3L8XMcMfyMaMNuvVfzpW7VHhffhPtKoJ5NsexqOE9mH3D24D3iY380OaCzAQxW8hubUdbpxadu2dK2mHFlCkFUlWa7dvc3tBtt1+vOjUTXbJc9TbNsmuUu4eXeLkBruF9bWQtd1Rd3UfV8PDdVLaSOFPUD4xpKbVgF0mlRs2+6gOOY1zwt133thDwwak6vSrIq6dyObrSK3mqIl+hiw7bthbZI70nQz3JNsk2E7Ui/4Ro/8dQMNFom+5szxHGzXpq31fSmSnLppmEcRZ5MJr99eUhYV0tbMGlVWA61Mjropt22DqqtByQywNd5UzRoQQhAGE6JoNrTlM6//nKzao1o0x3F3FAAMY98ow302x1jGyjdmhbTtbufe8bHmPPdTC6JXODGUp9RKW555GKG8mj/867fMn8xZ9+Nu27Yb3tu2LUJaeKHHybMTbEfiZiWNakjWK6pKx1ZROCXLN5Rlrndx6NsVNFslM9/HEj1zXyuQFBJpOz08n+scWtdQVjmO46HHKFWk6RrLsvD9CY7jaiJvr4gG2jf3pu1aaBqaJkWpYrD2Uso+j6aYnE7wQ1/3QNnkA5JYWnpOdrbJ+uR+Q0fHMk0plWIyj/nu376jzErWt1qJBzaINHm1bSxmwI0xsjhGlc3fyzJDSHuoeDBrZny8uY/bnz8tK/eoFm2clB1bIrPg9ksp9sGTfWl7yPsQIDJmu48f4i44ot/nONveG9Esom4aLi/1GKVspRcVaIXVMH7LdL7Aj3wuvtBUq+XlimSZ4vgOliUH/qLsW4oPTVIbNbiPZrc398bA89J2ekJwjyD2i221ukJYso/tvEEhiyKlqZVGI6uyr1HT7qkuAfIHiD8IJriuh+f62NIhTVe0bYNtu0xOpkzPpjSqIV2lBHFA2+wOHVSlTtgL2bvGqkYKgS0ldd3gBt52qo1qejZIX6nQqG19EtuyqEMhgklsy/7+mJna+llrd3H8/kMcyZ+SPHpzHpOU3boGhq3e7OTVhNi1UGOr9FCCeqxM9zst3VdYU74hhI0buISTkKZu+Ld//gObZUJyl/Dtv3xLmRcsLk7ouo6iyJguFkSzaKBkCSmJFzH5JqMqdGMaANcL+jbcmokx3mgMwXpcnbCfOzTuo6Yt1ZR9x6w0XQ1QvjLo4miDGnecGn/XtqkHipfr+vhehO24+trXGZvbNW7gDsyWMit12qLv4T+bnWNZFo5r4/q6SWtZ16xz/X2nUcD7SukGRVVNnqSDRRuew85z3EUax/kz23aGPKI+7j5ApuVQhf6nFoA+ntV79BnW+7kufQN3icFmp9pnhYx/mt/3oft9ovJ9l3HM9m/6EvsaVerd8vbdLZYFk3mMF+jE7Ic/veftn/+M6/oEkaZYTc+mxIuYqqj0TOjBVU05e/qUq7dvh/qyrmuxbXeI0Sws6n4BGg7gbo6xwUzXNNeZpmts20WpkjRdDjVfpvOxsew6VtsCBjoJbvfX52BLh6rvejU/Oe9HNFlYUiBHbAzbsaly3evEdEWuVUWySojmkX6OTUteVRBFrPKMu6XuoWLKhISUupJc6e+4BYN23foxQmyeXzN8rxYpt3Fc/1S/Z6X9tNxG+EwUrPGNdfqyj6ard8poDsmhmM38HLub5oEd+lzz/zEC2rYttq2rpmu/JpyELJ7MOZlPufjigm/+32/4l//r/+Pu7hJhSSbzmHSZMr+YaTpW0+p6rkIz3ru2xQ9i0nSJhaYhZT1a2HXdQMFiuP6GtmmxHW9wZ8130m6dQ1lmrNc3WJaFLR2k1MpTN0pbtqogTZfE8XywAHQdQm67Zpm2csYdK/OC02cndB1IKQimIdE00v1G+gpy6WhLqGlXDW2tS4NWVyueff2cWRCQFJoVY4phhbD63Jyi65qhYsEo28c2Q33tzfATxt2m93Nof6n8rc7z6fJZYjTYsyz94jqkZGMWB+wWbD5EGh4nP/eJzOP4bGwFq1KRrTO6tiWIfc4WM5KyoCoqFk8XzM5nTCa6r6ElLGpVk66yfmLMhtX1iiDWg+GXN7dsNrfDkPWiSIeErYkzum7b2bc/6WCVhtd7ZXRdXWGQ5wlhMMHztUXZtjPQyGSS3JHnyTD21gx21/Gi7qglhdQ9/E3VQF9pnW1yDahEHuk6I12mvfLbSNsZYsGiSMnWGU3T8uGbD6yLnNNJTKmUTnBLC2HLgSVjvvcYddx/vrsb4O5a2GWKHGpp8X2y32/kh77/byOPqmiO4w7Vv+P8yD6KOLZU++CJ+bshIG/zLYf7hox775vzHLJoVVHpwF/ond1zHJq6pcor0mXK7HyO4zhI28F2NfO8rhR1pXSbgmXKd//2mre/f9PzC2XvmpaoqhyQPwPSbJvTiD7P1G8Aw0QWOSgQwJdf/CMXF18QxXNAx29iQE41d1OpitubtwPcv0Xl9L2WUg6pg7atyfMNb3//hrsPS06eLnRSulRkKx0LFkmuh1/YLnG80HSts1Pm5zMN87ctbdORFCWBqz2TMivpDPiEHj9l9WiqkV263S4TZEsEl/fCgv4p8pe7hp8vDfCoimZ2LPNPiO0csP182UOKY14fP6R92P+h8+zuni10evxQUaQ4rq0h/qrWUHevfNIWA4wfzWOUKqhVrbv02hIv8vtZ05r9X5Z53xOkGJC2tmt7eNtmn+Noxi8ZBcMS0O1yILuuI4ymhOF0GFxoWrnBlv0hhKAoUzab274R625hrFZ0p0+46979m80tl2/eUfUx6vXra8qsJFtrZcvTTG8SjT6/47m6ADTyKdMC17GJfQ/VNEO/S0sIurbVwEfbDGkNM1fg8LrQ3ofOqe72jtmlbP0wZTlkRT+HPKqimZu3Y516qHtf9q2PkbGbMbZm5tixpTDH3T93OyRNTfl8kRa0TYsf+QSei2fb/cK3KLOS23e3LK90zVdbt7iBi+u7+JHPyfNTTp6dEM1jPC/oQYtqQBFNrGVyZQa6NtcrLDHkvbb3yoxoqnSv/XrbHxHAdtyeGe/TdR1yFLclyR1Zuh7OIfuqa53I13GSqSbQ8Z4kuUt03dxcV1pXhSKaj+rn6AY00/Ec4lnE89+9QApBWvajfB2btm5Il2mPWGpCtPk+4+c2BrLGz3YL5lg7a+CHK4yhsv2trOFfJ5+FGbLvOsJ26oiRQ/C8kXFAvZ+HGVu78fHjn/fdUN1CrlY1VVFSNw2B6xJNdH8NL/SQjk4aV6UmGtuuQ6OaHgBQOpaRgiAK+3KUftqLqvqe+FuWh1EMIbT1GuIlA/X3x7R92UzVj9Q1rHfz+jAhVEht4friUJ2T0znGcVxs2BTGytW15md6XoC0BcVGM/KffHmB6zvcvLkmTZaD5bQsNPzv6KaubuAyDQIsLESfYxR9O/SyqPoi1Zqq71C8vw4OhwRt/x12K+X3n+lhq3Y/F7e7dnaV+jHlURXNuEFmhx/HIEbGinMYxOh2drrdZOdDvdwZAJUxOmlYIVWZUyQ5qlRUhSJNtNXI06JvgtpBq687CCdUpdIdirtuSGaXWdkXgG6pUXWtm6SqfrKKjlu2YIxlCZy+ac5ghbsWM2bX3BvL0mNyTVMby9JTb2ypmf71iM4ketdU19rp+MgwMgzdzSi0bbu4rm64k65T6rrh7nLZJ6QlTdMibWe4n03TIqXuYiwdiZQC17Y5n05Icg0cLT/cQbutNRwYKb3SH/JS9mXslTyUM7tvmX4YUPLYivao8L5xpUz8YVwRrXz6mEO5NqNg+xzIfcTKLKDxTTTv2XdBDOevbRvqpqaqKmxb8/y6rmOZZcznE/58tdID+LoeROh3WtuW1JWiUQ21qvFCr+8EdbtTwGkWmBQSNUZcuw7VF4Dqvxlalz3cGxOrmM5XOvmr55lJqdHAuq6GYlTLsmi7th90OBlcsKZno4xr/4yb2TQN0SykrhQfvntNGM0IJ5qdX1U5m81t3+bOoq5LPZIqKUhXKWcvz0iKAikEqqzI1hqFzZOCLEmpa83zbNtaX8PIld4+s8N81n0PpX+1/7lPJrYO/G1fzOu7rKPHks+SRxvvaBpxMwq42/tjfJxRPvMA9mOwfeUbv/dQPND01cpd1+pmNjC0S7Ndm7brKFSFJXTBY9ehE9tVSaUKwklINNXMfS9w+yEWEsvattUTwsZ1fd1yzbKGRd91mr3u2C6VKkebS7OzoUghafr1ML43vh/RNPUwW01bRldXCvTFoLJ3Kbf3U7vmmvSsyb7mvpRZiRt4OIXXfzZslskQ95VlznR6iusGxIuYr/7Ll8wvFty+vdXczom2Zo7rDDPiiiIhTZeUZY5S2uU1o4HNNY2fzRjUum/JHlK4eytseP2+xdpHMB83Vnv0CmsDXQ90pL18yZhx/9BudxjgGNer6WTn9wEiXae75Ha0fYcqKNKSdJniey61arBdm65psV1dHVxWmorUqHpomd22nR45WyntZgJmkLsZ/KAtWzN8prYSY0qWschtH8PpOjbYcjqNhRQ9lW1cqWxyao7t4joe9Eqtld7qk9o1TT9K1+qrttNEW72TJ+dEkykAqtBty/M86fN4OpHueA7hNKRWDdEs4u9ePef3r99yd7XUubd1ihA67ZHnCXXPCGnbmqoqdvKkhxDi/Wd9qEZtVw5ZsF0F7j+NsXJuN/HHs2qPDu/DbmK67Rf8uM0c3L/x+wTjcay2X2s2HqwwzsfsX4spZanKos89oXl6PYvfcWzdT77vCBXPJv3ssQjQYAA9CKAnr+SoshpiMSllT/HqmQ69kmi3bbuIxnlAuychC2HvNLJpGjW8T0i7z88V/aJpt255p+Mqum5omaAtaXMvHgbdoi7Z6Mk4TZ+28EKPMJ6QZ2uurl9TlaO2BFKweLJA2ILbNOH5xRle6PWpEB3XpelGV3L3jBDT03Lsvh+K08bP/JAXcmBFjX5u84Xj+H6bErhvPR9THp3raH6aHaXrtq7Wofqx/Zt9yGU81LV4DLqM3cnxewdUDj00wqCJlmWham2BhBTE84jkLsELtFuZ3CVDd9/kLqFtGlRVs75ZsV7foFQPgigNn7d93pAeBGn6nJS5JlNbtm3JJrCsduBAjtFFnZ7S1soAFTp+1BNp3L5KoO1a2q6BtmfB9ACJaasAugVdXVe4XkCWbIgmU8qiomtarq/fUvZD6s19lrYYKq0b1VCqmqTQIFDXaoZMmZVDMWpZZkOifsgTstvf89DaGK+RQ7H69lmOLVrHvu4citX3Q43Hks+iaNv/77Y22I+x4L67cF8Jxc4DNMdsY7ltGcru+7Y7W913By7SkuRuw/pmzeLJgsD3WLdrhJRIW7C+WXP28oxoGpIsU7zAo0yLwarl2WYEgOiRTh1bC2v1NKttzNQB7eBKGrqUqop+nNN2+o3hCRqX1wAZwDCM0BAADFlaWALXE4Au1wH62dgepk+HZQmiaN4PK9TJe9mjmWaQvOdHCCG5eveOMtM1aWcvz7l6d0OVa/e1zHXpTFPrmQBVua11M1NlDj3XfS/GKKGpR7tvfbqRkgEPxGv773tsC7Yvj5ywbndcPVOXNe65Pt7FHro55pim2c0TjcWwDIzVOng9/Sxl869tW4QtNaghLCJvOzmzqfU13r6/RdiSsxenAMSLCUIIbMfGcb0hbqrreqd/o77merBghi1hFoSe4NlP/xyVlrRtSxTNd65bl5Bsp2kqpa1nU2uGiZlNXZRpP1VUbS3BcG+3xadpqpFEfW3O0LxHz6TWo6LSdInnhbz6hy9YPF1w9d0VV99d6eutFKurFcldQrpKNd9SmYk3+RCbfmyx7z/3hy3OQyUuu4q7v2Hvv/bYivfoCeuty7RbtLe/e+3vRvuo1DgnNob9xzd4yNXtuQvD546CYZO7MoWNZVZStw0nz3X1tLEYWbLh8ttLVFXTNi1Vrnd4VVTDZ1dVTtsvUGO9TIMc486aAlAhxND5SvQxGGwJ2Ob4ZqBbOYMbqV3Ieji3kPYwNF6piqoq2WzuBpdUqbLvGrzt0wH0xxd6OEbXDZ9vrmG1vKRpap799gWTkwkvfvecF3/3gunplKqouH1/R5Hkur/KWie5NdpY7Fzf/jrYb5K631Rpfx1smR3beGwX4ufee8ZAymND+mN5VEUbt1IDa+dG73e+2leQe0ryET9/3H9kLOMbbWI9pcrt/OZaEc0imqbh8ttL/vQfr8nXOaqqdT8NR5LnCVfvv6PrOl79/UvixYRoHnH64gzPC3roXW3jMjQSaLHLxbT7dtlm0zHf23TJsiyrr4renR4zkI273WS9lJodYlnb4sqyn+ZiXFKAqtIV4loRC1RVUJQpliX1oA3a3pJpxDLLVrRdw8niGbJ3DZeXK17/+2vCSUCt6n4oY0Gy0vOrm1Y3HKrKov+8h2l0ZgMz/zevjyszdmUfgRyvgfvu4n1FvY94PoY8epnM2HXcv9FwmAi8lV3Ltg/77j/MjwW+Bp3U/xRZtiHPdXzmhz7/8F9/x//y3/4Jy4LLby8RttQ99nsrsL5e97HcnLv3d9y8u0EppbtgIQalaNuWpq2HRLS+HtF3Hm7vuVVmkzA0LtcN+mmgxdCOoCj0sMGBe+joIRfmnBhXtGsHRbNt04mqHSxVXSuEtPF9zWk0FQBFkfb5OJ+zs5e8evWfmZ0tNPqqam7eXuMFOq2RbzJqVVPmJVWVU5vBFmWmrfZodNZYgcaL/dCm+dBmOpb9tbH78/4aMEr52EoGn6nd3CHofvz3ffRwK4cZ+uPfxwDHoTza+OFurWPTx2uKMi24fnPN6/MZVd3wP//D1/iTgP/+v/937U7WNU3b8ObPf6IqKs5enjE5mWBZFm/+8C1t21KpYhjwIGU3oIzjjcX87ZAYBoehWglh98MH9QZlmCJS2tB1ujmqkNS1GnqTmGN0VbfTszSqAfIvy03fgDUaas0MQmjbuvej54X9PGqPYBIQTgLiWUyySnB8DcCUWYkqFarQ7ccrVVKrqh/ZlA+NiHa/3/1NcHxvtq9v2T6HYqrdtbCbjO66rQJvaw+/L13w48lnY4YcguMfupn7TXb2LdghBGv/HIfyJ+OHYGZJY+nZ06pUBI7Dn66uWH7QHXybRrd0U0pblyzZcPtWK5DtbHvlB8GEut4SaU1LAlN0Cbst78aUNA1YNKh2G6M1pilNfz7fj+i6bhjh1FS7jBLRT8oBkOGkv4ZiiEu1RWtQSiuv5wVUlc6VmW7JUTSj6kf2hpOAk2cneL7uJ3L+6pyTpwuuX18j+yk0XdfpGLDVBa0d3cFnOt5sx2kZw1zZ3Yz3e3s+/HxH/8MolPmM/fjtc4Ahn4UZAvfduUO0G3OcAUvuuwLsnMu8digf99CNHYCGHsQw503uNtysN4SBjxd4hJOQ81fn3N6+0z0/6ookWenYpq1JNneofoiFTlK3OLaLEO0AihggQs8v24IBJn4SlqDt2mHypy0dmqZmvb4xX3RY0GYIYVXlQ65OSt2HcXn3Hsf1mUxOCIJ41PTIJPRVPyF07Fo6enKosMnyDWm6GiyadGwc12H+ZIEqFa7nEHke7yodCpRZSVnmNE1Nlq+1C9nPQjNEhEPPbWzlzXE/FLAwlm8f7n9oLX0snPgx5dGnyexbpP0469BD+dh7tqje7sin8QPVY5HqnXPsX0/XteR5Qplr7qEX+XSNjhOkI/EjDykFi8VTbm/fkmUbLEuwXH7ohwzmmkfI1g2ue1jd5MOMO2fcPHMdJh4a2oDbbl+ZbA09+o1ymN6YRrpO9w1x3WCwiH4wGZA+01Jcx4NqaE2nk91qOLdlWRRFihCSokjp2nZQtPn5HMtCM0c8h3/8x69JS52ozlYZltDnz7NN3wq9HVIKh8CO8X3f92oOhQVjl3Bsnbbr4mOWbvv6oef/WPLoeTQjY9N+GPi4jzbCLgS83zHJxFz7lmyshIdcGb0wtDvV9m6jvt5Oj6a1JXlSYLs6djH5JZNrqmulBzp4PpYlsaUzup5tRyrH8bSV8eOBwTFOqFtYmgwsbbreysym58xm54PraKhMnhcQx7MBnTSKLKVDFE0JggllmXF9/VojgbUGajYb3ba8qRVVuUUEpbRpajW8bjsucTzDjzwsYenB9+uMeB4x9QPefHdJutQb0+YuIU1X+n6yHQ889jD2N8qHvI2HkOfRE9t7X7fzt/31M3YjP6c8uusI9xXKBMv7N/wQtWos+xzHsXwsVXDvPMNIpZaqLGmaZmA8hJ5LVfUJX2ERRDHixsayNKLmun7ff9GlKnO6TvcJMclyA93btjNQnpq2HgjD5r6MmRoGXfTcgMn0BCxLu6FSEkUz0nSFZVlE0RTfj4bh8E2j+n4gmnKlp7nofvlZvhksVtPWrNZXmsFPh+/HNE1NkifUdYXvR/1Q+5IiLRFCM/zrSl/3P//xz6xv1lSl7pmSbtbk+YaybwrU9rMAHiIKHJKHFWs44oG/39+cjQKaU+17S7+CGE3ulPcD/Yzl5qNf/qHXdnsh7lq+ptmdsXYoFTBYxFZbM9AkW/ppngCyR70cz8H1XWg7HEeXpOjz6mavwDBCdgAwRsCH5waD62ZAk7G1NRMxjZtrCM+mA5W0nX6YoE9dq4GsbD5X9mmBJLkbwBIhbHw/Ik1Xg5JJqSdwDnQwtu6pAWgMDUtbYZcPf77Edh1e/N0Lvnr1jG/ffCBP8n5qTD1YWd1zUg+J39/YDoUJ+78//LwPrQvjEm5dw93UwX13df/Zf6y14d9aPkvhp5Hxw/g+BPJQbDa2ePvHHwJXxsq1dV23+SzDeazrhq7vs1/3bs9kEZOtdXtwzwtQVaGrmlWJkDab9S2VKuj64s2O7cQY19VlK22zpT9ZWHiuj9W3zWt6OphJ8HquT0c3wO5lmWFLPaU0CHRvEj31Mx9yb23bkGVr8jwZhkKsVlfkeYJju0jHHYAlz1uQpSsqVeIOKQ99L7Q19Xnx4mv+8X/9L3ihrlObnk25XK50XNjn1Mw873EpjznXIZfwoWf6kGv/cUu2C9l/zGvZnuthsOTHlM828XNc0v4ppnwfrRqfZ/818/f99+27DkMc1dRUVa57cxQpm5sNZy/O9K4dB0RhQO7lhNMQP9bjaYOwIc+TwQI5rkfT1gRxrEtY0C4plkVd1wSBP4y5NWCIuY4B/pc2XddzK0dJ3qrKUarEEhLHcQcovGlcPC8cvrdSFUEwGRr4aOXUxGA/iAHQI3wbLKvuIfiWokgQQi+FIIh59uxrnn/5BZOTCXQdL//+JUIInizmfLhbUqQFqlK6oVGtlVsXnepmR8bCfSzdMn42hzbE/jd2Gfo7R7HvNn6fYo+VUt/7g5f3o8hnHxZv/v5QnHXIv95///gc+7/vvz62lvuf1zSKokxRZUW+0a5h5HkUSlH3uSLXc3DdgPX6hixbDfGZ54U9MOEQRT5Zth6QN9DIounKDFqpzIzp8bWNS2bM3wx07jjuwEs0r9u2OxCZpbSZz88xKYeqKgh7y2bQyixd03QNXdcMLqrr+pj+IlE41f03Hd1Cb3Iyocor3MClVFqBkruE9c0aVSrSdNMTl/Xn5fkGpYqDz3IM3489kYet2ccs0/Z3gzyOz/exc38O1PGzDSJ8qC30ISj/oePGYtA343cfsmwPvdeUsjQ9O0Spfo71XULxXFG3jR7SV7fYrtMTgbVyGTjbuF1KpQMKKCwz6E+DA0EQa2CjV8yyzEiSJUWR3PvOllCuCioAACAASURBVGU6Z7VD52EYtWBodYGn3Y91uj+/2hkWdq1KPWUG3Q+/Uy1pqjcCrYT+ALbM5hf4fogXekxPp8yfLJC2JPA9lknK7dtb8k1GcpeQ9Uz9NF2R5xraN5Sy/U1w/POhtTF+Ip8mu1Zt/DkPbcqfci0/hjx6Hg0OK8n+QjO/H7ox+769WVBjtv4+0njIohkZu6FmsF+2yljfrNmsU93OoOtQlULaYhgMYVrIabczH2agTaYneK7fgwK7wydms3OqKme9vh5tArqFwTCrDQus7djhbQHoduYZJsktbFzXVGWbxqO6k1ZVFVg0SD9C9vPFmkb1qKLTM0M0D1LaDlE4xXV8wlmE6zn4kY+Q+vveXS2pior1zZp0raeaZllCkW+GJHyliqHKYPzMDm1y42ehv9N4HvlD7uK9lXRwbe2e61NjwR9XPouiwS6g8dBrh6piD8Lze+cYW8sx+HHoc7quG1wogFpVZNkaIXV//aZucDyHaBoSz2OauqFp3g7na2o19FM0C10PApTUjcLzQpTS01X04PhyYGQYa2RZYqBXCbFtpjoeJC9HJTTaTZSD+2gsuWUJDbL4EZYlcV1vGBwfBlOyfD009VF9SkC3FdfpBD+I8XzNhMHSkH5T6w7EbqB78m9uN7rtQd1XUPfgTd3UQ63bofhsvPj3F/5+bPXDlGDXbRyff9+N/FQ84MeQzxqjfeyL71qeLVy7fy6DJMLh3arrdstJ9h+q+btpzV03iqapWV2t8OOArN+9gzigqRvW12uCOMC67h9kDxPbfYlKXQO9kti2SxhOKEs5WD7z+bKfgNm2zZCDG88BM5C/Yerbtju4g+Z6HUfHh7rWzCidQ1UWOK5H27Zk2RopHdabG4oiQakKKW2iaEZRpNg928Qothu4OK7N7HzG/GI+bFSqrDR5uP+Zb/Kh7blJH5RVvkO5OuRB7Hsoh4GQH6IIH09E74Nin0PJ4DMlrOEwMPIwWHIY4Dj0voe4cmOFPOSGNo0arI3pDCylZHW1IpyGqFLHYnmSc/X2fT8tJtuZ/eV5waAgBrzQLH5J01RYCNquHuB8Q+Dtuq7nMbbD9JXt2GCdJjDEYuOGAvhepBWrynuqldA1Zqpkc/mNTlvUakAcV8vLofZsMlloa+p4xPFCD6M/PSVeTJieTXF9l8nJBOn0sxHajnSZUKuGbK2nj2bZmixbY2Znc0Cp9pVtPzY/hAr/MLm/CZvP/lxKdUg+S8L6L0GCzHv22SL7u+f+8eNj9DWInfMY2VYha7qSUhWb2w3RPKKuap1D813CaciTl89J0yXJ5q5vd63f6/shXduSJksqVfL/t/dl7XHjyJaHBHcyN8mSXdW3+64Pd/7l/M556Z4e93jRkhv39T4EAIJMMiVXuShXNc73+bOUSTJTIIIInIg44XkhTNNCnp9Juo2DYnYld/lEkSrt0WAY0p1kvOq7l41rpDhr05DUttNU/OFAPa7P5yfkWcz7CtBky3JSocq5xICQ41uv3/F6Nw++H2F1s8Ldn+9IhMi2UFc1GKOWVoeHI7I4R3ZOKVBdFTL7Q8T6RDL0nAcxdc9ft9IMA9P8bIiV79q5c9df2oVc2HUcFnwKDP/oy6DiFHs055ZcXxm7C8NUiRTBmhVFijyLZWO9Mqf9zKe/fkZ8iJHFGVw3gOdHSmqTKeNhAMXQsuyE0+kRtuWgKHO5n5LfqSOBHRIqteXeS7CWMAyUnNo3IILCNc/+NyRRQhn4NcnmlRnKitSBRTwrTY9yRbdtF4wHvukzKfVrdbPC+nYNxkxs7jYwDKCtWySnlFdVH3B8POK8j5GmZ8Txge85c0mqqG76eP89tyebxrRBzR8z/IyxoX/bZ/82WNTQ1OTS8eaYcBmEFJhisATGjJJKoozjKWonyfEGum4qqdhU1SWqokSRFjg+HJHyuJoXenj8x4OMG1E4IB/8LcNe3CVaZxg7Eg0uBINoGJTLKHQXZefTrhvomoj6MRgGHIeyNYQasBA46kV7HD4GfTGo2BfatkPKV8EKvr/G5uYGfuQhWPnYvt8BAMJtBMZMpOcMp6cTGp4FUmS5TDwWmSkFT6xW74Ew7DEDPL5v82SImAsqAzk3P8Q9vJwv45+vvfZb4s3ofZqYauRfDOrL54r/x4M5t8FWb77quqpPXdqn1bz9bMb3XxWSY4zklOD2p1sw1istp8mRx6EcdF0o2yABkK4eybV5g5Wsr3xu4TgeJzNatPQF5eQzTTZIPO7QAdzo6rqk85pGsoe0RwzgeaHMzpd1cPw902RA18HihnZ7+xOi9Qa7Dzv4kQ83cPHuX96hzErYLnXLMU0TRZJj//WAeH+mllDpWbqLZZFJl3HMEL/m4XidDBH/v5buH15/6tpj6n8pvBm9TwMhfxu9ft2vn/p/ak825UqKCS8CzMPPaWXOIbFpB2yrHe7/co9oF8m8vmgbgT3YUiOxKnOEwRp5kcK2XRiGgaosAIPUqNSOnoZBBZ1iL0YB3j7DX6z6qgspkoHF32YpicFr10fB2T+RndI0NTzefjfLYk7QUOqWaZpwHJ9aNTGbOsMwhtufb7G+XcM0Tfyv//gLPh0OeE4OlIYW50gOMc4nMjKxitZViSyPL0qTptw2YDpJgfaganKveu+FgakGNzVHpkM3U7hW8fFb4k0MjSbWtAtAf/swNjLFNtJ1LoOdqvsoshRUjCt+xTlifyGuS507M6TnFPH+jM27DW5+vpEpSIxZsC0HLVc6Nk1LGjEJl3rKFyXVKbF6NQZJ0ZGeh8VJkVYyl0K3g5kMgb+S3TvBY16GWcG2PbgOfUYQbtDwkh0RE4yiHU8Do5xJ34+klqTrBgiCNcJ1hPf/9h6u78LxHdz8dIMqL9G0LRyLyaB9vD8jPWeIk8PAbUyz04vJw1Ormnr8ZeXGFPGhGtw88zx0O8V702GhpfGmcTRg/GR5eRDnnpZq+tXUTZ2ilcU11ONbnuIkXEii9TuUeQEvJEmDcBtivb4lxq1I0HWdDA2Ia9PK1rdJcl2qC6P4VwjLspDnqfwOlmXJDp5peqYMey+E50cI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&lt;/div&gt;&lt;/div&gt;</description><category>nilearn</category><category>python</category><guid>https://AbdulSayyed.github.io/notebooks/nilearn-001/</guid><pubDate>Thu, 23 Jul 2020 19:14:41 GMT</pubDate></item><item><title>nipype-workflow</title><link>https://AbdulSayyed.github.io/posts/neuroscience/nipype-workflow/</link><dc:creator>Abdul Sayyed</dc:creator><description>&lt;div&gt;&lt;h3&gt;My setup of nipype&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;I have successfully created a conda environment for &lt;code&gt;nipype&lt;/code&gt;. it is located here (/home/sayyed/anaconda3/envs/nipype).&lt;/li&gt;
&lt;li&gt;The directory I have chosen to work is &lt;code&gt;/home/sayyed/neuro-science/projects/nikola&lt;/code&gt; the listing is given as below.&lt;/li&gt;
&lt;li&gt;Since this package works with all existing neuroimaging software, it is recomended that it is installed on a machine where all other software can be installed and configured properly to work with &lt;code&gt;nipype&lt;/code&gt;.&lt;/li&gt;
&lt;li&gt;Once it is installed using &lt;code&gt;conda install --channel conda-forge nipype&lt;/code&gt;. Its &lt;code&gt;.yml&lt;/code&gt; file can be created using &lt;code&gt;conda list --explicit &amp;gt; nipype.txt&lt;/code&gt;&lt;/li&gt;
&lt;li&gt;Though the list is long but it does not install &lt;code&gt;ipython&lt;/code&gt; or say a kernel so theat we can workwith jupyterlab. If ipython is installed , one can start the interactive shell and start working from terminal or command prompt. In reality &lt;code&gt;ipython&lt;/code&gt; is not necessary as &lt;code&gt;nipype&lt;/code&gt; install &lt;code&gt;python&lt;/code&gt; packeage to srat with.&lt;/li&gt;
&lt;li&gt;&lt;code&gt;ipython&lt;/code&gt; is  only necessary if you decide to work with &lt;code&gt;Jupyter&lt;/code&gt;. It is same as python that is an interpreter but works interactively with Jupyter environment and hence knows as Python execusiton background in Jupyter environment. &lt;/li&gt;
&lt;li&gt;Having said that &lt;code&gt;ipykernel&lt;/code&gt; can still be installed in nipype environment using &lt;code&gt;conda istall ipykernel&lt;/code&gt;. This will also install &lt;code&gt;jupyter_cliend, core and other necessary packages. Once installed, ipython can be started from terminal and the availablity of&lt;/code&gt;nipype&lt;code&gt;package can be checked using&lt;/code&gt;import nipype as ny&lt;code&gt;and&lt;/code&gt;ny.get_info()`.&lt;/li&gt;
&lt;li&gt;To check the proper installtion when the command was run it produced an error that &lt;code&gt;pytest&lt;/code&gt; is not instlled use pip to install. So I did then ran a test.&lt;/li&gt;
&lt;li&gt;When installation was tested using given instructions, it complained about the &lt;code&gt;Sphinix extension documenter not found&lt;/code&gt;.&lt;/li&gt;
&lt;li&gt;Furthermore, when example was started I encountered an error saying &lt;code&gt;nilearn&lt;/code&gt; is not installed so I installed it as well.&lt;/li&gt;
&lt;li&gt;today on 24 July 2020, I again encountered some problems so I read the instructions again and found that I need to install &lt;code&gt;scikit-learning&lt;/code&gt; as well. So I installed it using &lt;code&gt;conda -install scikit-learning&lt;/code&gt;. Aslo checked &lt;code&gt;nilearn&lt;/code&gt; again and install it using &lt;code&gt;conda install nilearn&lt;/code&gt; and one package was installed. It happened with &lt;code&gt;nilearn&lt;/code&gt; as well all other dependencies were installed only this one was left.&lt;/li&gt;
&lt;li&gt;To download data nipype uses a pyton module called &lt;code&gt;datalad&lt;/code&gt;, use &lt;code&gt;pip install datalad&lt;/code&gt;.&lt;/li&gt;
&lt;li&gt;When working in notebook, I frequently encountered a problem with traversing the file path.&lt;/li&gt;
&lt;li&gt;So I open the evironment in spyder but it says you need to install sypder kernel in your evnironment. so I did using &lt;code&gt;pip install spyder-kernel&lt;/code&gt;. Then use `python -c "import sys; print(sys.executable)"&lt;/li&gt;
&lt;li&gt;Once done you can open spyder from base environment and then using &lt;code&gt;Preferences -&amp;gt; Python Interpreter -&amp;gt; select the python&lt;/code&gt;&lt;/li&gt;
&lt;li&gt;While starting to work with given examples again encounter a problem so I ran a test &lt;code&gt;nipype.test()&lt;/code&gt; and it said &lt;code&gt;VTK&lt;/code&gt; was no found and nipype.interface WARNING: tvtk wasn't found&lt;code&gt;, upgrade&lt;/code&gt;DIPY` verson.&lt;/li&gt;
&lt;li&gt;Tried to upgrade and found that it is not installed so I installed using &lt;code&gt;conda install DIPY&lt;/code&gt;. Then got thewarning &lt;code&gt;Nipype 1 wrokflows have been moved to the niflow-nipype1-wrokflows padkage.&lt;/code&gt; &lt;code&gt;pip install niflow-nipype1-wrokflows&lt;/code&gt;.&lt;/li&gt;
&lt;li&gt;Got error about &lt;code&gt;sphinix&lt;/code&gt; installed &lt;code&gt;conda intall sphinx&lt;/code&gt;&lt;/li&gt;
&lt;li&gt;Still getting an error about &lt;code&gt;sphinxcontrib napoleon&lt;/code&gt;, using &lt;code&gt;pip install sphinxcontrib-anpoleon&lt;/code&gt; though it said requirment already installed and instlled `pockets, shpinxcontrib-anpoleaon.&lt;/li&gt;
&lt;li&gt;And finally &lt;code&gt;import nipype; nipype.test()&lt;/code&gt; scucceded to run, it took 10 minutes or more to run and utilize all 8 processors, all memory and Gpu 3d up to 54%.&lt;/li&gt;
&lt;li&gt;In the end one error I recieved and it was about workflow.&lt;/li&gt;
&lt;li&gt;Today I ran another test using the following as mentioned in dcoument:&lt;/li&gt;
&lt;/ul&gt;
&lt;pre class="code literal-block"&gt;&lt;span&gt;&lt;/span&gt;&lt;code&gt;&lt;span class="c1"&gt;# Import the nipype module&lt;/span&gt;

&lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;nipype&lt;/span&gt;

&lt;span class="c1"&gt;# Optional: Use the following lines to increase verbosity of output&lt;/span&gt;

&lt;span class="n"&gt;nipype&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;config&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;set&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s1"&gt;'logging'&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="s1"&gt;'workflow_level'&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="s1"&gt;'CRITICAL'&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="n"&gt;nipype&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;config&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;set&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s1"&gt;'logging'&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="s1"&gt;'interface_level'&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="s1"&gt;'CRITICAL'&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="n"&gt;nipype&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;logging&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;update_logging&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;nipype&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;config&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;

&lt;span class="c1"&gt;# Run the test: Increase verbosity parameter for more info&lt;/span&gt;
&lt;span class="n"&gt;nipype&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;test&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;doctests&lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt;&lt;span class="bp"&gt;False&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;/code&gt;&lt;/pre&gt;


&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;No this tiem I get this erro: ERROR: usage: ipykernel_launcher.py [options] [file_or_dir] [file_or_dir] [...]
ipykernel_launcher.py: error: unrecognized arguments: --doctest-modules
  inifile: /home/sayyed/anaconda3/envs/nipype/lib/python3.8/site-packages/nipype/pytest.ini
  rootdir: /home/sayyed/anaconda3/envs/nipype/lib/python3.8/site-packages/nipype&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;This time again using &lt;code&gt;conda install doctest&lt;/code&gt; installed a new packgage called &lt;code&gt;doctest-2.4.0....&lt;/code&gt; but the test did not suceeded.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;pre class="code literal-block"&gt;&lt;span&gt;&lt;/span&gt;&lt;code&gt;&lt;span class="err"&gt;⋊&lt;/span&gt;&lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="o"&gt;~/&lt;/span&gt;&lt;span class="n"&gt;n&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;p&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;ll&lt;/span&gt;                                                                                                         &lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;base&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt; &lt;span class="mi"&gt;17&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="mi"&gt;32&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="mi"&gt;36&lt;/span&gt;
&lt;span class="n"&gt;total&lt;/span&gt; &lt;span class="mi"&gt;52&lt;/span&gt;&lt;span class="n"&gt;K&lt;/span&gt;
&lt;span class="n"&gt;drwxrwxr&lt;/span&gt;&lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;x&lt;/span&gt; &lt;span class="mi"&gt;12&lt;/span&gt; &lt;span class="n"&gt;sayyed&lt;/span&gt; &lt;span class="n"&gt;sayyed&lt;/span&gt; &lt;span class="mf"&gt;4.0&lt;/span&gt;&lt;span class="n"&gt;K&lt;/span&gt; &lt;span class="n"&gt;Jul&lt;/span&gt; &lt;span class="mi"&gt;10&lt;/span&gt; &lt;span class="mi"&gt;21&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="mi"&gt;35&lt;/span&gt; &lt;span class="n"&gt;demosite&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;
&lt;span class="n"&gt;drwxrwxr&lt;/span&gt;&lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;x&lt;/span&gt;  &lt;span class="mi"&gt;6&lt;/span&gt; &lt;span class="n"&gt;sayyed&lt;/span&gt; &lt;span class="n"&gt;sayyed&lt;/span&gt; &lt;span class="mf"&gt;4.0&lt;/span&gt;&lt;span class="n"&gt;K&lt;/span&gt; &lt;span class="n"&gt;Jul&lt;/span&gt; &lt;span class="mi"&gt;18&lt;/span&gt; &lt;span class="mi"&gt;00&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="mi"&gt;27&lt;/span&gt; &lt;span class="n"&gt;Ex_01&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;
&lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;rw&lt;/span&gt;&lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;rw&lt;/span&gt;&lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;r&lt;/span&gt;&lt;span class="o"&gt;--&lt;/span&gt;  &lt;span class="mi"&gt;1&lt;/span&gt; &lt;span class="n"&gt;sayyed&lt;/span&gt; &lt;span class="n"&gt;sayyed&lt;/span&gt;  &lt;span class="mi"&gt;28&lt;/span&gt;&lt;span class="n"&gt;K&lt;/span&gt; &lt;span class="n"&gt;Jul&lt;/span&gt; &lt;span class="mi"&gt;16&lt;/span&gt; &lt;span class="mi"&gt;18&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="mi"&gt;15&lt;/span&gt; &lt;span class="n"&gt;installed&lt;/span&gt;&lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;moudle&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;txt&lt;/span&gt;
&lt;span class="n"&gt;drwxrwxr&lt;/span&gt;&lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;x&lt;/span&gt; &lt;span class="mi"&gt;13&lt;/span&gt; &lt;span class="n"&gt;sayyed&lt;/span&gt; &lt;span class="n"&gt;sayyed&lt;/span&gt; &lt;span class="mf"&gt;4.0&lt;/span&gt;&lt;span class="n"&gt;K&lt;/span&gt; &lt;span class="n"&gt;Jul&lt;/span&gt; &lt;span class="mi"&gt;21&lt;/span&gt; &lt;span class="mi"&gt;18&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="mi"&gt;23&lt;/span&gt; &lt;span class="n"&gt;mysite&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;
&lt;span class="n"&gt;lrwxrwxrwx&lt;/span&gt;  &lt;span class="mi"&gt;1&lt;/span&gt; &lt;span class="n"&gt;sayyed&lt;/span&gt; &lt;span class="n"&gt;sayyed&lt;/span&gt;   &lt;span class="mi"&gt;31&lt;/span&gt; &lt;span class="n"&gt;Jul&lt;/span&gt; &lt;span class="mi"&gt;21&lt;/span&gt; &lt;span class="mi"&gt;16&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="mi"&gt;11&lt;/span&gt; &lt;span class="n"&gt;nik&lt;/span&gt;&lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;nip&lt;/span&gt;&lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;vscode&lt;/span&gt; &lt;span class="o"&gt;-&amp;gt;&lt;/span&gt; &lt;span class="o"&gt;./.&lt;/span&gt;&lt;span class="n"&gt;vscode&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;Nikola&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;code&lt;/span&gt;&lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;workspace&lt;/span&gt;
&lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;rw&lt;/span&gt;&lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;rw&lt;/span&gt;&lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;r&lt;/span&gt;&lt;span class="o"&gt;--&lt;/span&gt;  &lt;span class="mi"&gt;1&lt;/span&gt; &lt;span class="n"&gt;sayyed&lt;/span&gt; &lt;span class="n"&gt;sayyed&lt;/span&gt; &lt;span class="mf"&gt;8.1&lt;/span&gt;&lt;span class="n"&gt;K&lt;/span&gt; &lt;span class="n"&gt;Jul&lt;/span&gt; &lt;span class="mi"&gt;16&lt;/span&gt; &lt;span class="mi"&gt;18&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="mi"&gt;13&lt;/span&gt; &lt;span class="n"&gt;requirement&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;txt&lt;/span&gt;
&lt;span class="err"&gt;⋊&lt;/span&gt;&lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="o"&gt;~/&lt;/span&gt;&lt;span class="n"&gt;n&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;p&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;nikola&lt;/span&gt;    
&lt;/code&gt;&lt;/pre&gt;


&lt;ul&gt;
&lt;li&gt;The &lt;code&gt;demosite&lt;/code&gt; I do not need and it will be deleted.&lt;/li&gt;
&lt;li&gt;Mysite directory is the main directory of nikola blog.&lt;/li&gt;
&lt;li&gt;The &lt;code&gt;vsocde workspace&lt;/code&gt; is saved in &lt;code&gt;.vscode&lt;/code&gt; folder and pointed by &lt;code&gt;nik-nip-vscode&lt;/code&gt; link ( it is uselss at this moment)&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;How &lt;code&gt;notebook&lt;/code&gt; differs when created in &lt;code&gt;nikola&lt;/code&gt; or in &lt;code&gt;jupyterlab&lt;/code&gt;?&lt;/h4&gt;
&lt;ol&gt;
&lt;li&gt;Notebook can be created in many ways. But when nikola does its scanning it throws an error if it does not find the meta data it requires for a notebook  to be a part of the nikola.&lt;/li&gt;
&lt;li&gt;It does not matter where it can be created from, the meta data can be easily added. Inorder for nikola to open and work with notebook, it has to have some meta data inside it. It is not a rocket science as I had gread difficulty dealing with notebook when trying to open them with pelican or embed them in markdown file. Though I have not been successful to embed notebooks in markdown files using short code as described by nikola docuemtation.&lt;/li&gt;
&lt;li&gt;Follwing is a meta data entries when the file is created by jupter lab selecting particular ipython kernel. Ipython kernil is just a python interpreter name that you have created in your conda or pip environment and given it a uniqure name. For exampe when I created &lt;code&gt;nipype&lt;/code&gt; environment I installed different version of differnt software that can work together. This version is knows as your particular python kernel or interpreter.&lt;/li&gt;
&lt;/ol&gt;
&lt;pre class="code literal-block"&gt;&lt;span&gt;&lt;/span&gt;&lt;code&gt;&lt;span class="s2"&gt;"metadata"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="p"&gt;{&lt;/span&gt;
  &lt;span class="s2"&gt;"kernelspec"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="p"&gt;{&lt;/span&gt;
   &lt;span class="s2"&gt;"display_name"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="s2"&gt;"Python (nipype)"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="c1"&gt;# This is added when you choose you particular python kernel&lt;/span&gt;
   &lt;span class="s2"&gt;"language"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="s2"&gt;"python"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;
   &lt;span class="s2"&gt;"name"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="s2"&gt;"nipype"&lt;/span&gt;
  &lt;span class="p"&gt;},&lt;/span&gt;
  &lt;span class="s2"&gt;"language_info"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="p"&gt;{&lt;/span&gt;
   &lt;span class="s2"&gt;"codemirror_mode"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="p"&gt;{&lt;/span&gt;
    &lt;span class="s2"&gt;"name"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="s2"&gt;"ipython"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;
    &lt;span class="s2"&gt;"version"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="mi"&gt;3&lt;/span&gt;
   &lt;span class="p"&gt;},&lt;/span&gt;
   &lt;span class="s2"&gt;"file_extension"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="s2"&gt;".py"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;
   &lt;span class="s2"&gt;"mimetype"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="s2"&gt;"text/x-python"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;
   &lt;span class="s2"&gt;"name"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="s2"&gt;"python"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;
   &lt;span class="s2"&gt;"nbconvert_exporter"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="s2"&gt;"python"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;
   &lt;span class="s2"&gt;"pygments_lexer"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="s2"&gt;"ipython3"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;
   &lt;span class="s2"&gt;"version"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="s2"&gt;"3.8.2"&lt;/span&gt;
  &lt;span class="p"&gt;}&lt;/span&gt;
&lt;/code&gt;&lt;/pre&gt;


&lt;ol&gt;
&lt;li&gt;The above detail is enough for jupyter to open the file but not for nikola needs to know more to deal with correct theme and template to open notebook data. Follwing information is needed and can simply be added into the above meta data.&lt;/li&gt;
&lt;/ol&gt;
&lt;pre class="code literal-block"&gt;&lt;span&gt;&lt;/span&gt;&lt;code&gt;&lt;span class="s2"&gt;"nikola"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="p"&gt;{&lt;/span&gt;
   &lt;span class="s2"&gt;"author"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="s2"&gt;"Abdul Sayyed"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;
   &lt;span class="s2"&gt;"category"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="s2"&gt;"nipype"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;
   &lt;span class="s2"&gt;"date"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="s2"&gt;"2020-07-10 15:43:54 UTC+01:00"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;
   &lt;span class="s2"&gt;"description"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="s2"&gt;""&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;
   &lt;span class="s2"&gt;"link"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="s2"&gt;""&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;
   &lt;span class="s2"&gt;"slug"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="s2"&gt;"001_intro"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;
   &lt;span class="s2"&gt;"tags"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="s2"&gt;"python, jupyter, nipype"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;
   &lt;span class="s2"&gt;"title"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="s2"&gt;"001_intro"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;
   &lt;span class="s2"&gt;"type"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="s2"&gt;"text"&lt;/span&gt;
  &lt;span class="p"&gt;}&lt;/span&gt;
&lt;/code&gt;&lt;/pre&gt;


&lt;h4&gt;How to create a notebook with vscode.&lt;/h4&gt;
&lt;ol&gt;
&lt;li&gt;Using command pattlet we can use &lt;code&gt;&amp;gt; create notebook&lt;/code&gt; command. There are other worth exploring as of importing as well.&lt;/li&gt;
&lt;li&gt;Running notebook in vscode and setting it properly can be handy. The scroll bar shows, wchic environmen is selected. If the wrong one is selected, by clicking on the status bar on the infromation it will open different environment where the right one can be opened. Once the right one is opened. The notebook already have installed module such as &lt;code&gt;numpy, matplot or nipype&lt;/code&gt; exposed api avilable to use.&lt;/li&gt;
&lt;li&gt;On the right hand top corner, vscode also shows the local server and the right kernel selected.&lt;/li&gt;
&lt;li&gt;It is very handy that in my one &lt;code&gt;notebook&lt;/code&gt; folder created in &lt;code&gt;nikola&lt;/code&gt; top level directories, I can have different notebooks set and ready to be used with different environments.&lt;/li&gt;
&lt;li&gt;They can all be opened from one place and knows which environment they are to be used as in their meta contents this information is saved.&lt;/li&gt;
&lt;li&gt;If not the right kernel can be opened from the right corner.&lt;/li&gt;
&lt;/ol&gt;
&lt;h4&gt;Running code from different kernels&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;It is possible to run code from different kernel or executional environment in one note book.&lt;/li&gt;
&lt;li&gt;Use &lt;code&gt;%%bash&lt;/code&gt; or &lt;code&gt;%%HTML&lt;/code&gt; or &lt;code&gt;%%&lt;/code&gt; and run the particular command to execute it.&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;How this repo is committed&lt;/h4&gt;
&lt;ol&gt;
&lt;li&gt;Since I am using nikola, whatever I do I keep the work under &lt;code&gt;mysite&lt;/code&gt; folder so that it is also published as well.&lt;/li&gt;
&lt;li&gt;I always work in dev branch. To publish my site , I switched to &lt;code&gt;src&lt;/code&gt; by using &lt;code&gt;git checkout src&lt;/code&gt; from here I use &lt;code&gt;nikola github_deploy&lt;/code&gt;. This takes care of eveything and only deploy the output folder and whatever is necessary to produce a websit.&lt;/li&gt;
&lt;li&gt;I also wanted to be able to use my repo with windows so I cloned it to my windwos environment but realised that it does not have any contents, it is only a publish html file repo. No markdown contents.&lt;/li&gt;
&lt;li&gt;To resolve this issue I had to create a new repo which I named &lt;code&gt;https://github.com/AbdulSayyed/nikola-website&lt;/code&gt; and added a remote in my local &lt;code&gt;dev&lt;/code&gt; branch where I usually work from.&lt;/li&gt;
&lt;li&gt;To add a new remote to a same repo I used this command &lt;code&gt;git remote add niksrc https://github.com/AbdulSayyed/nikola-website.git&lt;/code&gt; as shown below. Now I have my dev branch set to a remote repo name &lt;code&gt;nikola-website.git&lt;/code&gt;. This branch is added or referenced in my config file as &lt;code&gt;niksrc&lt;/code&gt;. To pus or pull I would use &lt;code&gt;git push niksrc dev&lt;/code&gt; or &lt;code&gt;git pull niksrc dev&lt;/code&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;pre class="code literal-block"&gt;&lt;span&gt;&lt;/span&gt;&lt;code&gt; &lt;span class="o"&gt;~/&lt;/span&gt;&lt;span class="n"&gt;n&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;p&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;n&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;mysite&lt;/span&gt; &lt;span class="n"&gt;on&lt;/span&gt; &lt;span class="n"&gt;dev&lt;/span&gt;  &lt;span class="n"&gt;git&lt;/span&gt; &lt;span class="n"&gt;remote&lt;/span&gt; &lt;span class="n"&gt;add&lt;/span&gt; &lt;span class="n"&gt;niksrc&lt;/span&gt; &lt;span class="nl"&gt;https&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="c1"&gt;//github.com/AbdulSayyed/nikola-website.git                      (nikola) 12:59:21&lt;/span&gt;
&lt;span class="err"&gt;⋊&lt;/span&gt;&lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="o"&gt;~/&lt;/span&gt;&lt;span class="n"&gt;n&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;p&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;n&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;mysite&lt;/span&gt; &lt;span class="n"&gt;on&lt;/span&gt; &lt;span class="n"&gt;dev&lt;/span&gt;  &lt;span class="n"&gt;git&lt;/span&gt; &lt;span class="n"&gt;remote&lt;/span&gt; &lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;v&lt;/span&gt;                                                                                &lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;nikola&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt; &lt;span class="mi"&gt;12&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="mi"&gt;59&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="mi"&gt;43&lt;/span&gt;
&lt;span class="n"&gt;niksrc&lt;/span&gt;  &lt;span class="nl"&gt;https&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="c1"&gt;//github.com/AbdulSayyed/nikola-website.git (fetch)&lt;/span&gt;
&lt;span class="n"&gt;niksrc&lt;/span&gt;  &lt;span class="nl"&gt;https&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="c1"&gt;//github.com/AbdulSayyed/nikola-website.git (push)&lt;/span&gt;
&lt;span class="n"&gt;origin&lt;/span&gt;  &lt;span class="nl"&gt;https&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="c1"&gt;//github.com/AbdulSayyed/AbdulSayyed.github.io.git (fetch)&lt;/span&gt;
&lt;span class="n"&gt;origin&lt;/span&gt;  &lt;span class="nl"&gt;https&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="c1"&gt;//github.com/AbdulSayyed/AbdulSayyed.github.io.git (push)&lt;/span&gt;
&lt;span class="err"&gt;⋊&lt;/span&gt;&lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="o"&gt;~/&lt;/span&gt;&lt;span class="n"&gt;n&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;p&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;n&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;mysite&lt;/span&gt; &lt;span class="n"&gt;on&lt;/span&gt; &lt;span class="n"&gt;dev&lt;/span&gt;  &lt;span class="n"&gt;git&lt;/span&gt; &lt;span class="n"&gt;status&lt;/span&gt;                                                                                   &lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;nikola&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt; &lt;span class="mi"&gt;12&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="mi"&gt;59&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="mi"&gt;49&lt;/span&gt;
&lt;span class="n"&gt;On&lt;/span&gt; &lt;span class="n"&gt;branch&lt;/span&gt; &lt;span class="n"&gt;dev&lt;/span&gt;
&lt;span class="n"&gt;nothing&lt;/span&gt; &lt;span class="n"&gt;to&lt;/span&gt; &lt;span class="n"&gt;commit&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;working&lt;/span&gt; &lt;span class="n"&gt;tree&lt;/span&gt; &lt;span class="n"&gt;clean&lt;/span&gt;
&lt;span class="err"&gt;⋊&lt;/span&gt;&lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="o"&gt;~/&lt;/span&gt;&lt;span class="n"&gt;n&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;p&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;n&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;mysite&lt;/span&gt; &lt;span class="n"&gt;on&lt;/span&gt; &lt;span class="n"&gt;dev&lt;/span&gt;  &lt;span class="n"&gt;git&lt;/span&gt; &lt;span class="n"&gt;push&lt;/span&gt; &lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;u&lt;/span&gt; &lt;span class="n"&gt;niksrc&lt;/span&gt; &lt;span class="n"&gt;dev&lt;/span&gt;                                                                       &lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;nikola&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt; &lt;span class="mi"&gt;13&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="mo"&gt;00&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="mi"&gt;10&lt;/span&gt;
&lt;span class="n"&gt;Username&lt;/span&gt; &lt;span class="k"&gt;for&lt;/span&gt; &lt;span class="err"&gt;'&lt;/span&gt;&lt;span class="nl"&gt;https&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="c1"&gt;//github.com': Abdulsayyed&lt;/span&gt;
&lt;span class="n"&gt;Password&lt;/span&gt; &lt;span class="k"&gt;for&lt;/span&gt; &lt;span class="err"&gt;'&lt;/span&gt;&lt;span class="nl"&gt;https&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="c1"&gt;//Abdulsayyed@github.com': &lt;/span&gt;
&lt;span class="n"&gt;Enumerating&lt;/span&gt; &lt;span class="nl"&gt;objects&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="mi"&gt;111&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;done&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;
&lt;span class="n"&gt;Counting&lt;/span&gt; &lt;span class="nl"&gt;objects&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="mi"&gt;100&lt;/span&gt;&lt;span class="o"&gt;%&lt;/span&gt; &lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="mi"&gt;111&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="mi"&gt;111&lt;/span&gt;&lt;span class="p"&gt;),&lt;/span&gt; &lt;span class="n"&gt;done&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;
&lt;span class="n"&gt;Delta&lt;/span&gt; &lt;span class="n"&gt;compression&lt;/span&gt; &lt;span class="n"&gt;using&lt;/span&gt; &lt;span class="n"&gt;up&lt;/span&gt; &lt;span class="n"&gt;to&lt;/span&gt; &lt;span class="mi"&gt;8&lt;/span&gt; &lt;span class="n"&gt;threads&lt;/span&gt;
&lt;span class="n"&gt;Compressing&lt;/span&gt; &lt;span class="nl"&gt;objects&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="mi"&gt;100&lt;/span&gt;&lt;span class="o"&gt;%&lt;/span&gt; &lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="mi"&gt;97&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="mi"&gt;97&lt;/span&gt;&lt;span class="p"&gt;),&lt;/span&gt; &lt;span class="n"&gt;done&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;
&lt;span class="n"&gt;Writing&lt;/span&gt; &lt;span class="nl"&gt;objects&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="mi"&gt;100&lt;/span&gt;&lt;span class="o"&gt;%&lt;/span&gt; &lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="mi"&gt;111&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="mi"&gt;111&lt;/span&gt;&lt;span class="p"&gt;),&lt;/span&gt; &lt;span class="mf"&gt;259.39&lt;/span&gt; &lt;span class="n"&gt;KiB&lt;/span&gt; &lt;span class="o"&gt;|&lt;/span&gt; &lt;span class="mf"&gt;7.63&lt;/span&gt; &lt;span class="n"&gt;MiB&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;s&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;done&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;
&lt;span class="n"&gt;Total&lt;/span&gt; &lt;span class="mi"&gt;111&lt;/span&gt; &lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;delta&lt;/span&gt; &lt;span class="mi"&gt;41&lt;/span&gt;&lt;span class="p"&gt;),&lt;/span&gt; &lt;span class="n"&gt;reused&lt;/span&gt; &lt;span class="mi"&gt;6&lt;/span&gt; &lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;delta&lt;/span&gt; &lt;span class="mi"&gt;0&lt;/span&gt;&lt;span class="p"&gt;),&lt;/span&gt; &lt;span class="n"&gt;pack&lt;/span&gt;&lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;reused&lt;/span&gt; &lt;span class="mi"&gt;0&lt;/span&gt;
&lt;span class="nl"&gt;remote&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="n"&gt;Resolving&lt;/span&gt; &lt;span class="nl"&gt;deltas&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="mi"&gt;100&lt;/span&gt;&lt;span class="o"&gt;%&lt;/span&gt; &lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="mi"&gt;41&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="mi"&gt;41&lt;/span&gt;&lt;span class="p"&gt;),&lt;/span&gt; &lt;span class="n"&gt;done&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;
&lt;span class="n"&gt;To&lt;/span&gt; &lt;span class="nl"&gt;https&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="c1"&gt;//github.com/AbdulSayyed/nikola-website.git&lt;/span&gt;
 &lt;span class="o"&gt;*&lt;/span&gt; &lt;span class="p"&gt;[&lt;/span&gt;&lt;span class="n"&gt;new&lt;/span&gt; &lt;span class="n"&gt;branch&lt;/span&gt;&lt;span class="p"&gt;]&lt;/span&gt;      &lt;span class="n"&gt;dev&lt;/span&gt; &lt;span class="o"&gt;-&amp;gt;&lt;/span&gt; &lt;span class="n"&gt;dev&lt;/span&gt;
&lt;span class="n"&gt;Branch&lt;/span&gt; &lt;span class="err"&gt;'&lt;/span&gt;&lt;span class="n"&gt;dev&lt;/span&gt;&lt;span class="err"&gt;'&lt;/span&gt; &lt;span class="n"&gt;set&lt;/span&gt; &lt;span class="n"&gt;up&lt;/span&gt; &lt;span class="n"&gt;to&lt;/span&gt; &lt;span class="n"&gt;track&lt;/span&gt; &lt;span class="n"&gt;remote&lt;/span&gt; &lt;span class="n"&gt;branch&lt;/span&gt; &lt;span class="err"&gt;'&lt;/span&gt;&lt;span class="n"&gt;dev&lt;/span&gt;&lt;span class="err"&gt;'&lt;/span&gt; &lt;span class="n"&gt;from&lt;/span&gt; &lt;span class="err"&gt;'&lt;/span&gt;&lt;span class="n"&gt;niksrc&lt;/span&gt;&lt;span class="err"&gt;'&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;
&lt;span class="err"&gt;⋊&lt;/span&gt;&lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="o"&gt;~/&lt;/span&gt;&lt;span class="n"&gt;n&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;p&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;n&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;mysite&lt;/span&gt; &lt;span class="n"&gt;on&lt;/span&gt; &lt;span class="n"&gt;dev&lt;/span&gt; &lt;span class="err"&gt;◦&lt;/span&gt; &lt;span class="n"&gt;git&lt;/span&gt; &lt;span class="n"&gt;remote&lt;/span&gt; &lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;v&lt;/span&gt;                                                                               &lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;nikola&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt; &lt;span class="mi"&gt;13&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="mo"&gt;01&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="mi"&gt;08&lt;/span&gt;
&lt;span class="n"&gt;niksrc&lt;/span&gt;  &lt;span class="nl"&gt;https&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="c1"&gt;//github.com/AbdulSayyed/nikola-website.git (fetch)&lt;/span&gt;
&lt;span class="n"&gt;niksrc&lt;/span&gt;  &lt;span class="nl"&gt;https&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="c1"&gt;//github.com/AbdulSayyed/nikola-website.git (push)&lt;/span&gt;
&lt;span class="n"&gt;origin&lt;/span&gt;  &lt;span class="nl"&gt;https&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="c1"&gt;//github.com/AbdulSayyed/AbdulSayyed.github.io.git (fetch)&lt;/span&gt;
&lt;span class="n"&gt;origin&lt;/span&gt;  &lt;span class="nl"&gt;https&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="c1"&gt;//github.com/AbdulSayyed/AbdulSayyed.github.io.git (push)&lt;/span&gt;
&lt;span class="err"&gt;⋊&lt;/span&gt;&lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="o"&gt;~/&lt;/span&gt;&lt;span class="n"&gt;n&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;p&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;n&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;mysite&lt;/span&gt; &lt;span class="n"&gt;on&lt;/span&gt; &lt;span class="n"&gt;dev&lt;/span&gt; &lt;span class="err"&gt;◦&lt;/span&gt;    
&lt;/code&gt;&lt;/pre&gt;


&lt;blockquote&gt;
&lt;p&gt;The reason it was done because I was having difficulty with shared folder with VBox and Ubuntu 20.04. As there are some material, especially some images that I wanted to use with nikola site.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;ul&gt;
&lt;li&gt;Though I have started working from both machine, I need to understand that I can only work or update the contents from one machine, push it to the remote. And then when starting to work again in another machine I need to pull a repo and started woking with it. I can not start to wrok in both machine with the same repo as it would created confilicts and I will loose my work.&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;Problems faced with working nipype.&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;It has been a week I have not been able to solve the issue with an error I recieved, it comes when this package tries to read the bids file. It does not give any error when reading but it doe when I use &lt;code&gt;BET&lt;/code&gt; and tries to output.&lt;/li&gt;
&lt;li&gt;I can not run nipype on windows.&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;When looking at the examples of nipype I found a new term &lt;code&gt;BET&lt;/code&gt;&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;As I have not worked with &lt;a href="https://AbdulSayyed.github.io/files/WhyNhow_FSL_final-WEB.pdf"&gt;&lt;code&gt;FSL&lt;/code&gt;&lt;/a&gt; software but here is an overview of &lt;code&gt;FSL&lt;/code&gt; software&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Tools used in FSL:[Taken from FSL oxford]&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;fMRI:&lt;code&gt;FEAT, MELODIC,FABBER, BASIL,VERBENA&lt;/code&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;sMRI: &lt;code&gt;BET,FAST,FIRST,FLIRT, FNIRT, FSLVBM,SIENA, DIENAX,fsl_anat&lt;/code&gt;&lt;/li&gt;
&lt;li&gt;dMRI: &lt;code&gt;FDT,TBSS, eddy,topup&lt;/code&gt;&lt;/li&gt;
&lt;li&gt;GLM/ Stats:.&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;other tools: &lt;code&gt;FSLView, Fslutils,Atlases, Atlasquery, etc&lt;/code&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;code&gt;BET&lt;/code&gt; or Brain Extaction Tool is uses to delete non-brain tissu from an image of the whle head. It is used to estimate the inner and outer cell surfaces and outer scapl surface out of T1 and T2 images.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;&lt;/div&gt;</description><guid>https://AbdulSayyed.github.io/posts/neuroscience/nipype-workflow/</guid><pubDate>Tue, 21 Jul 2020 17:24:13 GMT</pubDate></item><item><title>Nipype introduction</title><link>https://AbdulSayyed.github.io/notebooks/001-intro/</link><dc:creator>Abdul Sayyed</dc:creator><description>&lt;div&gt;&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h2 id="Starting-with-nipype"&gt;Starting with &lt;a href="https://nipy.org/packages/nipype/index.html"&gt;&lt;strong&gt;nipype&lt;/strong&gt;&lt;/a&gt;&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/001-intro/#Starting-with-nipype"&gt;¶&lt;/a&gt;&lt;/h2&gt;&lt;ul&gt;
&lt;li&gt;&lt;code&gt;Nipype&lt;/code&gt; probably pronouncec as &lt;code&gt;nipee..yipee&lt;/code&gt; is an abbreviation for &lt;strong&gt;Neuroimaging in Python pipleline and interfaces&lt;/strong&gt;&lt;/li&gt;
&lt;li&gt;It is a Toolbox for anylysing data coming from neuroimaging modalaties. It is written in Python.&lt;/li&gt;
&lt;/ul&gt;
&lt;ol&gt;
&lt;li&gt;Installation&lt;/li&gt;
&lt;li&gt;Check your installation&lt;/li&gt;
&lt;/ol&gt;
&lt;h3 id="Beginners-Guide"&gt;Beginners Guide&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/001-intro/#Beginners-Guide"&gt;¶&lt;/a&gt;&lt;/h3&gt;&lt;ol&gt;
&lt;li&gt;It is year &lt;a href="https://miykael.github.io/nipype-beginner-s-guide/"&gt;2017 guide&lt;/a&gt;, it can be tested and re written for others&lt;/li&gt;
&lt;li&gt;The main purpose of this toolbox is to provide an easy way to build a workflow termed as a pipleline, to facilitate the existing technologies used in neuroimaging analyis. All popular technololgies such as &lt;code&gt;SPM, FreeSurfer, FSL etc&lt;/code&gt;can be used.&lt;/li&gt;
&lt;li&gt;It allows to combine these techonolgies in an specifed workflow, it is what you decided to use which technology for which prupose.&lt;/li&gt;
&lt;li&gt;For example&lt;/li&gt;
&lt;li&gt;The whole idea is to provide an environment where reasearch can be reproduced with the same data by sharing with others.&lt;/li&gt;
&lt;/ol&gt;
&lt;h4 id="Nipype-architechture:"&gt;Nipype architechture:&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/001-intro/#Nipype-architechture:"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;p&gt;It consist of many components, important ones are &lt;code&gt;interfaces&lt;/code&gt;,&lt;code&gt;Workflow Engines&lt;/code&gt; and &lt;code&gt;Execution Plugins&lt;/code&gt;.&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&lt;strong&gt;Interfaces&lt;/strong&gt; are the python programs (scripts) that are used to interface with existing technologies like &lt;code&gt;MATLAB,AFNI,ANTs etc&lt;/code&gt;.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Workflow Engine&lt;/strong&gt; is a part that deals with the complexities involve in executing diferent task by gluing eachother. It uses following terms interchanably.&lt;ul&gt;
&lt;li&gt;Node:An interface needs the information about the technologies it is dealing with and it is given in the form of node. A node describes these information.&lt;/li&gt;
&lt;li&gt;MapNode:It is similar to node and takes multiple inputs of same type. For example 10 patient of same  data analysis is performed on them. &lt;/li&gt;
&lt;li&gt;Wordflow:It is graph a kind of directed acyclic graph or forest of grapsh that describes the dataflow interms of its Nodes, MapNodes or Workflows it self.&lt;/li&gt;
&lt;li&gt;Execution Plugins: They descirbe how to execute your workfow in a physical machine by leaverging the power of differnet cores.&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;h3 id="A-conventional-way-of-neuro-imaging"&gt;A conventional way of neuro imaging&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/001-intro/#A-conventional-way-of-neuro-imaging"&gt;¶&lt;/a&gt;&lt;/h3&gt;&lt;ol&gt;
&lt;li&gt;Acqusation of MRI data: you need to know how it is taken what varibales and terms are used. Which series of MRI is uses commonly known as modalaties. There are many like ( DTI, fMRI etc).&lt;/li&gt;
&lt;li&gt;The format of resulted images: Different scanners uses different formats e.g. &lt;code&gt;DICOM , PAR or REC&lt;/code&gt;. To analyse these images they are to be converted into different format so that un necessary details can be removed. Initially data is kept in &lt;code&gt;K-space&lt;/code&gt; and converted into different space. Mostly the format used is either &lt;code&gt;nifti&lt;/code&gt; and now recetnly is &lt;code&gt;gifti&lt;/code&gt;.&lt;/li&gt;
&lt;li&gt;Design of the experiment: Which kind of experimental design is used what parameters to take into accunt etc.&lt;/li&gt;
&lt;li&gt;Preprocessing of data:&lt;ul&gt;
&lt;li&gt;Slice Timing Correction (fMRI images needes to be correcyted )&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;h5 id="The-below-is-taken-verbatim-from-nipype-Micheal-tutorial."&gt;The below is taken verbatim from nipype Micheal tutorial.&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/001-intro/#The-below-is-taken-verbatim-from-nipype-Micheal-tutorial."&gt;¶&lt;/a&gt;&lt;/h5&gt;&lt;p&gt;Because functional MRI measurement sequences don’t acquire every slice in a volume at the same time we have to account for the time differences among the slices. For example, if you acquire a volume with 37 slices in ascending order, and each slice is acquired every 50ms, there is a difference of 1.8s between the first and the last slice acquired. You must know the order in which the slices were acquired to be able to apply the proper correction. Slices are typically acquired in one of three methods: descending order (top-down); ascending order (bottom-up); or interleaved (acquire every other slice in each direction), where the interleaving may start at the top or the bottom. (Left: ascending, Right: interleaved)&lt;/p&gt;
&lt;p&gt;Slice Timing Correction is used to compensate for the time differences between the slice acquisitions by temporally interpolating the slices so that the resulting volume is close to equivalent to acquiring the whole brain image at a single time point. This temporal factor of acquisition especially has to be accounted for in fMRI models where timing is an important factor (e.g. for event related designs, where the type of stimulus changes from volume to volume).&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;blockquote&gt;&lt;p&gt;Chec If nipype is working use &lt;code&gt;import nipype&lt;/code&gt; or &lt;code&gt;import nipype&lt;/code&gt;. Run the cell if gets error it means it is not working otherwise it is present.&lt;/p&gt;
&lt;/blockquote&gt;

&lt;/div&gt;
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&lt;li&gt;Thouth the module has been imported successfully but it does not have any attribute or any function &lt;code&gt;help()&lt;/code&gt; it thorws an error. 
The above command succeeded, it means it is working. we have nipype on our path. To see where it is loaded from use &lt;code&gt;shift + tab&lt;/code&gt;&lt;/li&gt;
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&lt;h4 id="Getting-ready-for-dataset"&gt;Getting ready for dataset&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/001-intro/#Getting-ready-for-dataset"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;Make a directory &lt;code&gt;data&lt;/code&gt; in current folder that is underneate your &lt;code&gt;notebook&lt;/code&gt; folder. Then using &lt;code&gt;datalad&lt;/code&gt; install dataset. Note the cell is used to execute &lt;code&gt;bash&lt;/code&gt; programe, here it is refered as &lt;code&gt;bash&lt;/code&gt; kernel. Other kernels can be used as well.&lt;/li&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;%%bash
mkdir -p data
&lt;span class="nb"&gt;cd&lt;/span&gt; data
datalad install -r ///workshops/nih-2017/ds000114
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&lt;pre&gt;install(ok): /home/sayyed/neuro-science/projects/nikola/mysite/notebooks/data/ds000114 (dataset)
install(ok): /home/sayyed/neuro-science/projects/nikola/mysite/notebooks/data/ds000114/derivatives/fmriprep (dataset)
install(ok): /home/sayyed/neuro-science/projects/nikola/mysite/notebooks/data/ds000114/derivatives/freesurfer (dataset)
action summary:
  install (ok: 3)
[INFO] Cloning dataset to &amp;lt;Dataset path=/home/sayyed/neuro-science/projects/nikola/mysite/notebooks/data/ds000114&amp;gt; 
[INFO] Attempting to clone from http://datasets.datalad.org/workshops/nih-2017/ds000114 to /home/sayyed/neuro-science/projects/nikola/mysite/notebooks/data/ds000114 
[INFO] Attempting to clone from http://datasets.datalad.org/workshops/nih-2017/ds000114/.git to /home/sayyed/neuro-science/projects/nikola/mysite/notebooks/data/ds000114 
[INFO] Completed clone attempts for &amp;lt;Dataset path=/home/sayyed/neuro-science/projects/nikola/mysite/notebooks/data/ds000114&amp;gt; 
[INFO] access to 1 dataset sibling datalad not auto-enabled, enable with:
| 		datalad siblings -d "/home/sayyed/neuro-science/projects/nikola/mysite/notebooks/data/ds000114" enable -s datalad 
[INFO] Installing &amp;lt;Dataset path=/home/sayyed/neuro-science/projects/nikola/mysite/notebooks/data/ds000114&amp;gt; underneath /home/sayyed/neuro-science/projects/nikola/mysite/notebooks/data/ds000114 recursively 
[INFO] Cloning dataset to &amp;lt;Dataset path=/home/sayyed/neuro-science/projects/nikola/mysite/notebooks/data/ds000114/derivatives/fmriprep&amp;gt; 
[INFO] Attempting to clone from http://datasets.datalad.org/workshops/nih-2017/ds000114/derivatives/fmriprep/.git to /home/sayyed/neuro-science/projects/nikola/mysite/notebooks/data/ds000114/derivatives/fmriprep 
[INFO] Completed clone attempts for &amp;lt;Dataset path=/home/sayyed/neuro-science/projects/nikola/mysite/notebooks/data/ds000114/derivatives/fmriprep&amp;gt; 
[INFO] Cloning dataset to &amp;lt;Dataset path=/home/sayyed/neuro-science/projects/nikola/mysite/notebooks/data/ds000114/derivatives/freesurfer&amp;gt; 
[INFO] Attempting to clone from http://datasets.datalad.org/workshops/nih-2017/ds000114/derivatives/freesurfer/.git to /home/sayyed/neuro-science/projects/nikola/mysite/notebooks/data/ds000114/derivatives/freesurfer 
[INFO] Completed clone attempts for &amp;lt;Dataset path=/home/sayyed/neuro-science/projects/nikola/mysite/notebooks/data/ds000114/derivatives/freesurfer&amp;gt; 
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&lt;li&gt;Looking into the dataset.&lt;/li&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="n"&gt;ls&lt;/span&gt; &lt;span class="n"&gt;data&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;ds000114&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;
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&lt;pre&gt;CHANGES                   &lt;span class="ansi-blue-intense-fg ansi-bold"&gt;sub-08&lt;/span&gt;/
dataset_description.json  &lt;span class="ansi-blue-intense-fg ansi-bold"&gt;sub-09&lt;/span&gt;/
&lt;span class="ansi-blue-intense-fg ansi-bold"&gt;derivatives&lt;/span&gt;/              &lt;span class="ansi-blue-intense-fg ansi-bold"&gt;sub-10&lt;/span&gt;/
&lt;span class="ansi-cyan-intense-fg ansi-bold"&gt;dwi.bval&lt;/span&gt;@                 task-covertverbgeneration_bold.json
&lt;span class="ansi-cyan-intense-fg ansi-bold"&gt;dwi.bvec&lt;/span&gt;@                 task-covertverbgeneration_events.tsv
&lt;span class="ansi-blue-intense-fg ansi-bold"&gt;sub-01&lt;/span&gt;/                   task-fingerfootlips_bold.json
&lt;span class="ansi-blue-intense-fg ansi-bold"&gt;sub-02&lt;/span&gt;/                   task-fingerfootlips_events.tsv
&lt;span class="ansi-blue-intense-fg ansi-bold"&gt;sub-03&lt;/span&gt;/                   task-linebisection_bold.json
&lt;span class="ansi-blue-intense-fg ansi-bold"&gt;sub-04&lt;/span&gt;/                   task-overtverbgeneration_bold.json
&lt;span class="ansi-blue-intense-fg ansi-bold"&gt;sub-05&lt;/span&gt;/                   task-overtverbgeneration_events.tsv
&lt;span class="ansi-blue-intense-fg ansi-bold"&gt;sub-06&lt;/span&gt;/                   task-overtwordrepetition_bold.json
&lt;span class="ansi-blue-intense-fg ansi-bold"&gt;sub-07&lt;/span&gt;/                   task-overtwordrepetition_events.tsv
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="c1"&gt;# We have one anatomical image in every folder. Lets make sure it is there.&lt;/span&gt;
&lt;span class="o"&gt;!&lt;/span&gt;ls data/ds000114/sub-01/ses-test/anat/
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&lt;pre&gt;sub-01_ses-test_T1w.nii.gz
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&lt;h4 id="Using-BET-from-fsl-that-we-imorted-in-first-step."&gt;Using BET from fsl that we imorted in first step.&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/001-intro/#Using-BET-from-fsl-that-we-imorted-in-first-step."&gt;¶&lt;/a&gt;&lt;/h4&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;os&lt;/span&gt;
&lt;span class="kn"&gt;from&lt;/span&gt; &lt;span class="nn"&gt;os.path&lt;/span&gt; &lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="n"&gt;abspath&lt;/span&gt;

&lt;span class="kn"&gt;from&lt;/span&gt; &lt;span class="nn"&gt;nipype&lt;/span&gt; &lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="n"&gt;Workflow&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;Node&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;MapNode&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;Function&lt;/span&gt;
&lt;span class="kn"&gt;from&lt;/span&gt; &lt;span class="nn"&gt;nipype.interfaces.fsl&lt;/span&gt; &lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="n"&gt;BET&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;IsotropicSmooth&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;ApplyMask&lt;/span&gt;

&lt;span class="kn"&gt;from&lt;/span&gt; &lt;span class="nn"&gt;nilearn.plotting&lt;/span&gt; &lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="n"&gt;plot_anat&lt;/span&gt;
&lt;span class="o"&gt;%&lt;/span&gt;&lt;span class="k"&gt;matplotlib&lt;/span&gt; inline
&lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;matplotlib.pyplot&lt;/span&gt; &lt;span class="k"&gt;as&lt;/span&gt; &lt;span class="nn"&gt;plt&lt;/span&gt;
&lt;span class="kn"&gt;from&lt;/span&gt; &lt;span class="nn"&gt;nipype.testing&lt;/span&gt; &lt;span class="kn"&gt;import&lt;/span&gt;  &lt;span class="n"&gt;example_data&lt;/span&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="c1"&gt;# reading file in a variable&lt;/span&gt;
&lt;span class="n"&gt;working_dir&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;os&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;getcwd&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;
&lt;span class="n"&gt;data_dir&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;working_dir&lt;/span&gt; &lt;span class="o"&gt;+&lt;/span&gt; &lt;span class="s2"&gt;"/data"&lt;/span&gt;
&lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;data_dir&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="n"&gt;input_file&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt;  &lt;span class="n"&gt;abspath&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;data_dir&lt;/span&gt; &lt;span class="o"&gt;+&lt;/span&gt; &lt;span class="s2"&gt;"/ds000114/sub-01/ses-test/anat/sub-01_ses-test_T1w"&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="nb"&gt;print&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;input_file&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="n"&gt;fn&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="s2"&gt;"./sub-01_ses-test_T1w.nii.gz"&lt;/span&gt;
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&lt;pre&gt;/home/sayyed/neuro-science/projects/nikola/mysite/notebooks/data
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="n"&gt;bet&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;BET&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;
&lt;span class="n"&gt;bet&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;inputs&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;in_file&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;input_file&lt;/span&gt;
&lt;span class="n"&gt;bet&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;inputs&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;out_file&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="s2"&gt;"T1.nii.gz"&lt;/span&gt;
&lt;span class="n"&gt;res&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;bet&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;run&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;
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&lt;span class="ansi-red-fg"&gt;---------------------------------------------------------------------------&lt;/span&gt;
&lt;span class="ansi-red-fg"&gt;TraitError&lt;/span&gt;                                Traceback (most recent call last)
&lt;span class="ansi-green-fg"&gt;&amp;lt;ipython-input-19-8f66ff4bee62&amp;gt;&lt;/span&gt; in &lt;span class="ansi-cyan-fg"&gt;&amp;lt;module&amp;gt;&lt;/span&gt;
&lt;span class="ansi-green-intense-fg ansi-bold"&gt;      1&lt;/span&gt; bet &lt;span class="ansi-blue-fg"&gt;=&lt;/span&gt; BET&lt;span class="ansi-blue-fg"&gt;(&lt;/span&gt;&lt;span class="ansi-blue-fg"&gt;)&lt;/span&gt;
&lt;span class="ansi-green-fg"&gt;----&amp;gt; 2&lt;/span&gt;&lt;span class="ansi-red-fg"&gt; &lt;/span&gt;bet&lt;span class="ansi-blue-fg"&gt;.&lt;/span&gt;inputs&lt;span class="ansi-blue-fg"&gt;.&lt;/span&gt;in_file &lt;span class="ansi-blue-fg"&gt;=&lt;/span&gt; input_file
&lt;span class="ansi-green-intense-fg ansi-bold"&gt;      3&lt;/span&gt; bet&lt;span class="ansi-blue-fg"&gt;.&lt;/span&gt;inputs&lt;span class="ansi-blue-fg"&gt;.&lt;/span&gt;out_file &lt;span class="ansi-blue-fg"&gt;=&lt;/span&gt; &lt;span class="ansi-blue-fg"&gt;"T1.nii.gz"&lt;/span&gt;
&lt;span class="ansi-green-intense-fg ansi-bold"&gt;      4&lt;/span&gt; res &lt;span class="ansi-blue-fg"&gt;=&lt;/span&gt; bet&lt;span class="ansi-blue-fg"&gt;.&lt;/span&gt;run&lt;span class="ansi-blue-fg"&gt;(&lt;/span&gt;&lt;span class="ansi-blue-fg"&gt;)&lt;/span&gt;

&lt;span class="ansi-green-fg"&gt;~/anaconda3/envs/nipype/lib/python3.8/site-packages/nipype/interfaces/base/traits_extension.py&lt;/span&gt; in &lt;span class="ansi-cyan-fg"&gt;validate&lt;/span&gt;&lt;span class="ansi-blue-fg"&gt;(self, objekt, name, value, return_pathlike)&lt;/span&gt;
&lt;span class="ansi-green-intense-fg ansi-bold"&gt;    328&lt;/span&gt;     &lt;span class="ansi-green-fg"&gt;def&lt;/span&gt; validate&lt;span class="ansi-blue-fg"&gt;(&lt;/span&gt;self&lt;span class="ansi-blue-fg"&gt;,&lt;/span&gt; objekt&lt;span class="ansi-blue-fg"&gt;,&lt;/span&gt; name&lt;span class="ansi-blue-fg"&gt;,&lt;/span&gt; value&lt;span class="ansi-blue-fg"&gt;,&lt;/span&gt; return_pathlike&lt;span class="ansi-blue-fg"&gt;=&lt;/span&gt;&lt;span class="ansi-green-fg"&gt;False&lt;/span&gt;&lt;span class="ansi-blue-fg"&gt;)&lt;/span&gt;&lt;span class="ansi-blue-fg"&gt;:&lt;/span&gt;
&lt;span class="ansi-green-intense-fg ansi-bold"&gt;    329&lt;/span&gt;         &lt;span class="ansi-blue-fg"&gt;"""Validate a value change."""&lt;/span&gt;
&lt;span class="ansi-green-fg"&gt;--&amp;gt; 330&lt;/span&gt;&lt;span class="ansi-red-fg"&gt;         &lt;/span&gt;value &lt;span class="ansi-blue-fg"&gt;=&lt;/span&gt; super&lt;span class="ansi-blue-fg"&gt;(&lt;/span&gt;File&lt;span class="ansi-blue-fg"&gt;,&lt;/span&gt; self&lt;span class="ansi-blue-fg"&gt;)&lt;/span&gt;&lt;span class="ansi-blue-fg"&gt;.&lt;/span&gt;validate&lt;span class="ansi-blue-fg"&gt;(&lt;/span&gt;objekt&lt;span class="ansi-blue-fg"&gt;,&lt;/span&gt; name&lt;span class="ansi-blue-fg"&gt;,&lt;/span&gt; value&lt;span class="ansi-blue-fg"&gt;,&lt;/span&gt; return_pathlike&lt;span class="ansi-blue-fg"&gt;=&lt;/span&gt;&lt;span class="ansi-green-fg"&gt;True&lt;/span&gt;&lt;span class="ansi-blue-fg"&gt;)&lt;/span&gt;
&lt;span class="ansi-green-intense-fg ansi-bold"&gt;    331&lt;/span&gt;         &lt;span class="ansi-green-fg"&gt;if&lt;/span&gt; self&lt;span class="ansi-blue-fg"&gt;.&lt;/span&gt;_exts&lt;span class="ansi-blue-fg"&gt;:&lt;/span&gt;
&lt;span class="ansi-green-intense-fg ansi-bold"&gt;    332&lt;/span&gt;             fname &lt;span class="ansi-blue-fg"&gt;=&lt;/span&gt; value&lt;span class="ansi-blue-fg"&gt;.&lt;/span&gt;name

&lt;span class="ansi-green-fg"&gt;~/anaconda3/envs/nipype/lib/python3.8/site-packages/nipype/interfaces/base/traits_extension.py&lt;/span&gt; in &lt;span class="ansi-cyan-fg"&gt;validate&lt;/span&gt;&lt;span class="ansi-blue-fg"&gt;(self, objekt, name, value, return_pathlike)&lt;/span&gt;
&lt;span class="ansi-green-intense-fg ansi-bold"&gt;    133&lt;/span&gt;         &lt;span class="ansi-green-fg"&gt;if&lt;/span&gt; self&lt;span class="ansi-blue-fg"&gt;.&lt;/span&gt;exists&lt;span class="ansi-blue-fg"&gt;:&lt;/span&gt;
&lt;span class="ansi-green-intense-fg ansi-bold"&gt;    134&lt;/span&gt;             &lt;span class="ansi-green-fg"&gt;if&lt;/span&gt; &lt;span class="ansi-green-fg"&gt;not&lt;/span&gt; value&lt;span class="ansi-blue-fg"&gt;.&lt;/span&gt;exists&lt;span class="ansi-blue-fg"&gt;(&lt;/span&gt;&lt;span class="ansi-blue-fg"&gt;)&lt;/span&gt;&lt;span class="ansi-blue-fg"&gt;:&lt;/span&gt;
&lt;span class="ansi-green-fg"&gt;--&amp;gt; 135&lt;/span&gt;&lt;span class="ansi-red-fg"&gt;                 &lt;/span&gt;self&lt;span class="ansi-blue-fg"&gt;.&lt;/span&gt;error&lt;span class="ansi-blue-fg"&gt;(&lt;/span&gt;objekt&lt;span class="ansi-blue-fg"&gt;,&lt;/span&gt; name&lt;span class="ansi-blue-fg"&gt;,&lt;/span&gt; str&lt;span class="ansi-blue-fg"&gt;(&lt;/span&gt;value&lt;span class="ansi-blue-fg"&gt;)&lt;/span&gt;&lt;span class="ansi-blue-fg"&gt;)&lt;/span&gt;
&lt;span class="ansi-green-intense-fg ansi-bold"&gt;    136&lt;/span&gt; 
&lt;span class="ansi-green-intense-fg ansi-bold"&gt;    137&lt;/span&gt;             &lt;span class="ansi-green-fg"&gt;if&lt;/span&gt; self&lt;span class="ansi-blue-fg"&gt;.&lt;/span&gt;_is_file &lt;span class="ansi-green-fg"&gt;and&lt;/span&gt; &lt;span class="ansi-green-fg"&gt;not&lt;/span&gt; value&lt;span class="ansi-blue-fg"&gt;.&lt;/span&gt;is_file&lt;span class="ansi-blue-fg"&gt;(&lt;/span&gt;&lt;span class="ansi-blue-fg"&gt;)&lt;/span&gt;&lt;span class="ansi-blue-fg"&gt;:&lt;/span&gt;

&lt;span class="ansi-green-fg"&gt;~/anaconda3/envs/nipype/lib/python3.8/site-packages/traits/base_trait_handler.py&lt;/span&gt; in &lt;span class="ansi-cyan-fg"&gt;error&lt;/span&gt;&lt;span class="ansi-blue-fg"&gt;(self, object, name, value)&lt;/span&gt;
&lt;span class="ansi-green-intense-fg ansi-bold"&gt;     72&lt;/span&gt;             The proposed new value &lt;span class="ansi-green-fg"&gt;for&lt;/span&gt; the attribute&lt;span class="ansi-blue-fg"&gt;.&lt;/span&gt;
&lt;span class="ansi-green-intense-fg ansi-bold"&gt;     73&lt;/span&gt;         """
&lt;span class="ansi-green-fg"&gt;---&amp;gt; 74&lt;/span&gt;&lt;span class="ansi-red-fg"&gt;         raise TraitError(
&lt;/span&gt;&lt;span class="ansi-green-intense-fg ansi-bold"&gt;     75&lt;/span&gt;             object&lt;span class="ansi-blue-fg"&gt;,&lt;/span&gt; name&lt;span class="ansi-blue-fg"&gt;,&lt;/span&gt; self&lt;span class="ansi-blue-fg"&gt;.&lt;/span&gt;full_info&lt;span class="ansi-blue-fg"&gt;(&lt;/span&gt;object&lt;span class="ansi-blue-fg"&gt;,&lt;/span&gt; name&lt;span class="ansi-blue-fg"&gt;,&lt;/span&gt; value&lt;span class="ansi-blue-fg"&gt;)&lt;/span&gt;&lt;span class="ansi-blue-fg"&gt;,&lt;/span&gt; value
&lt;span class="ansi-green-intense-fg ansi-bold"&gt;     76&lt;/span&gt;         )

&lt;span class="ansi-red-fg"&gt;TraitError&lt;/span&gt;: The 'in_file' trait of a BETInputSpec instance must be a pathlike object or string representing an existing file, but a value of '/home/sayyed/neuro-science/projects/nikola/mysite/notebooks/data/ds000114/sub-01/ses-test/anat/sub-01_ses-test_T1w' &amp;lt;class 'str'&amp;gt; was specified.&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
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&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="Start-working-with-nipype"&gt;Start working with nipype&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/001-intro/#Start-working-with-nipype"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ol&gt;
&lt;li&gt;Importing few things&lt;/li&gt;
&lt;/ol&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [3]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;os&lt;/span&gt;
&lt;span class="kn"&gt;from&lt;/span&gt; &lt;span class="nn"&gt;os.path&lt;/span&gt; &lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="n"&gt;abspath&lt;/span&gt;
&lt;span class="kn"&gt;from&lt;/span&gt; &lt;span class="nn"&gt;os.path&lt;/span&gt; &lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="n"&gt;relpath&lt;/span&gt;

&lt;span class="kn"&gt;from&lt;/span&gt; &lt;span class="nn"&gt;nipype&lt;/span&gt; &lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="n"&gt;Workflow&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;Node&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;MapNode&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;Function&lt;/span&gt;
&lt;span class="kn"&gt;from&lt;/span&gt; &lt;span class="nn"&gt;nipype.interfaces.fsl&lt;/span&gt; &lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="n"&gt;BET&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;IsotropicSmooth&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;ApplyMask&lt;/span&gt;

&lt;span class="kn"&gt;from&lt;/span&gt; &lt;span class="nn"&gt;nilearn.plotting&lt;/span&gt; &lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="n"&gt;plot_anat&lt;/span&gt;
&lt;span class="o"&gt;%&lt;/span&gt;&lt;span class="k"&gt;matplotlib&lt;/span&gt; inline
&lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;matplotlib.pyplot&lt;/span&gt; &lt;span class="k"&gt;as&lt;/span&gt; &lt;span class="nn"&gt;plt&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [3]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="c1"&gt;# will use a T1w from ds000114 dataset&lt;/span&gt;
&lt;span class="n"&gt;input_file&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt;  &lt;span class="n"&gt;abspath&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s2"&gt;"/data/ds000114/sub-01/ses-test/anat/sub-01_ses-test_T1w.nii.gz"&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
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&lt;/div&gt;

&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [5]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="n"&gt;bet&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;BET&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;
&lt;span class="n"&gt;bet&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;inputs&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;in_file&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;abspath&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s2"&gt;"data/sample-nifiti-file.nii"&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="n"&gt;bet&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;imputs&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;int_file&lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;input_file&lt;/span&gt;
&lt;span class="n"&gt;help&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;bet&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;inputs&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

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    &lt;div class="prompt"&gt;&lt;/div&gt;


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&lt;pre&gt;
&lt;span class="ansi-red-fg"&gt;---------------------------------------------------------------------------&lt;/span&gt;
&lt;span class="ansi-red-fg"&gt;NameError&lt;/span&gt;                                 Traceback (most recent call last)
&lt;span class="ansi-green-fg"&gt;&amp;lt;ipython-input-5-125541a3dc72&amp;gt;&lt;/span&gt; in &lt;span class="ansi-cyan-fg"&gt;&amp;lt;module&amp;gt;&lt;/span&gt;
&lt;span class="ansi-green-intense-fg ansi-bold"&gt;      1&lt;/span&gt; bet &lt;span class="ansi-blue-fg"&gt;=&lt;/span&gt; BET&lt;span class="ansi-blue-fg"&gt;(&lt;/span&gt;&lt;span class="ansi-blue-fg"&gt;)&lt;/span&gt;
&lt;span class="ansi-green-intense-fg ansi-bold"&gt;      2&lt;/span&gt; bet&lt;span class="ansi-blue-fg"&gt;.&lt;/span&gt;inputs&lt;span class="ansi-blue-fg"&gt;.&lt;/span&gt;in_file &lt;span class="ansi-blue-fg"&gt;=&lt;/span&gt; abspath&lt;span class="ansi-blue-fg"&gt;(&lt;/span&gt;&lt;span class="ansi-blue-fg"&gt;"data/sample-nifiti-file.nii"&lt;/span&gt;&lt;span class="ansi-blue-fg"&gt;)&lt;/span&gt;
&lt;span class="ansi-green-fg"&gt;----&amp;gt; 3&lt;/span&gt;&lt;span class="ansi-red-fg"&gt; &lt;/span&gt;bet&lt;span class="ansi-blue-fg"&gt;.&lt;/span&gt;imputs&lt;span class="ansi-blue-fg"&gt;.&lt;/span&gt;int_file&lt;span class="ansi-blue-fg"&gt;=&lt;/span&gt; input_file
&lt;span class="ansi-green-intense-fg ansi-bold"&gt;      4&lt;/span&gt; help&lt;span class="ansi-blue-fg"&gt;(&lt;/span&gt;bet&lt;span class="ansi-blue-fg"&gt;.&lt;/span&gt;inputs&lt;span class="ansi-blue-fg"&gt;)&lt;/span&gt;

&lt;span class="ansi-red-fg"&gt;NameError&lt;/span&gt;: name 'input_file' is not defined&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;

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&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [17]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="n"&gt;bet&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;inputs&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;out_file&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="s2"&gt;"sample_bet.nii.gz"&lt;/span&gt;
&lt;span class="n"&gt;res&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;bet&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;run&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;
&lt;span class="n"&gt;res&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;outputs&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

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    &lt;div class="prompt output_prompt"&gt;Out[17]:&lt;/div&gt;




&lt;div class="output_text output_subarea output_execute_result"&gt;
&lt;pre&gt;
inskull_mask_file = &amp;lt;undefined&amp;gt;
inskull_mesh_file = &amp;lt;undefined&amp;gt;
mask_file = &amp;lt;undefined&amp;gt;
meshfile = &amp;lt;undefined&amp;gt;
out_file = /home/sayyed/neuro-science/projects/nikola/mysite/notebooks/sample_bet.nii.gz
outline_file = &amp;lt;undefined&amp;gt;
outskin_mask_file = &amp;lt;undefined&amp;gt;
outskin_mesh_file = &amp;lt;undefined&amp;gt;
outskull_mask_file = &amp;lt;undefined&amp;gt;
outskull_mesh_file = &amp;lt;undefined&amp;gt;
skull_file = &amp;lt;undefined&amp;gt;
skull_mask_file = &amp;lt;undefined&amp;gt;&lt;/pre&gt;
&lt;/div&gt;

&lt;/div&gt;

&lt;/div&gt;
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&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [18]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="n"&gt;plot_anat&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s2"&gt;"sample_bet.nii.gz"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; 
          &lt;span class="n"&gt;display_mode&lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt;&lt;span class="s1"&gt;'ortho'&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;dim&lt;/span&gt;&lt;span class="o"&gt;=-&lt;/span&gt;&lt;span class="mi"&gt;1&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;draw_cross&lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt;&lt;span class="kc"&gt;False&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;annotate&lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt;&lt;span class="kc"&gt;False&lt;/span&gt;&lt;span class="p"&gt;);&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

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" y="-6.6"&gt;&lt;/image&gt;
   &lt;/g&gt;
  &lt;/g&gt;
  &lt;g id="axes_3"&gt;
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" y="-6.6"&gt;&lt;/image&gt;
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&lt;div class="prompt input_prompt"&gt;In [ ]:&lt;/div&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt; 
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&lt;/div&gt;&lt;/div&gt;</description><guid>https://AbdulSayyed.github.io/notebooks/001-intro/</guid><pubDate>Sat, 18 Jul 2020 17:06:24 GMT</pubDate></item><item><title>Reasearch Methods</title><link>https://AbdulSayyed.github.io/posts/neuroscience/reasearch-methods/</link><dc:creator>Abdul Sayyed</dc:creator><description>&lt;div&gt;&lt;!-- mklink /H K:\ABC-Docs\@Archives\2015\Learning-Hugo\sayyed-blogs.com\content\post\neuroscience\Research-methods.md K:\ABC-Docs\@Archives\2018\Admission-2018\@Drafts\Research-Methods.md --&gt;

&lt;!-- mklink /H K:\ABC-Docs\@Archives\2015\Learning-Hugo\sayyed-blogs.com\content\post\neuroscience\Research-Methods.md K:\ABC-Docs\@Archives\2018\Admission-2018\@Drafts\Research-Methods-Issues\Research-Methods.md --&gt;

&lt;blockquote&gt;
&lt;p&gt;This course is about searching online Database for research purpose and be able to critically evaluate scientific paper and put down the review in an SLR &lt;strong&gt;( Structured Literature Review)&lt;/strong&gt; essay which is the demand in academia.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;h3&gt;Objectives&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;How to be a Research Psychologist / Scientist&lt;/li&gt;
&lt;li&gt;Be familiar with theoretical and practical complexities involved&lt;/li&gt;
&lt;li&gt;How to develop oneself to be a Researcher&lt;/li&gt;
&lt;li&gt;Be able to use &lt;code&gt;Qualitative &amp;amp; Quantitative&lt;/code&gt; techniques&lt;/li&gt;
&lt;li&gt;Become an independent Researcher&lt;/li&gt;
&lt;li&gt;Become proficient in &lt;code&gt;Scientific Writings, skills and technique&lt;/code&gt;&lt;/li&gt;
&lt;li&gt;Learn to use Google Scholars and other dedicated Search Engines&lt;/li&gt;
&lt;li&gt;Be aware of Neuro ethics&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;Module Assessment&lt;/h4&gt;
&lt;blockquote&gt;
&lt;p&gt;Two written assessments required&lt;/p&gt;
&lt;/blockquote&gt;
&lt;pre class="code literal-block"&gt;&lt;span&gt;&lt;/span&gt;&lt;code&gt;&lt;span class="o"&gt;+&lt;/span&gt; &lt;span class="mo"&gt;010&lt;/span&gt;&lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;Structured&lt;/span&gt; &lt;span class="n"&gt;Literature&lt;/span&gt; &lt;span class="n"&gt;Review&lt;/span&gt; &lt;span class="p"&gt;[&lt;/span&gt;&lt;span class="n"&gt;due&lt;/span&gt; &lt;span class="nl"&gt;date&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="mi"&gt;18&lt;/span&gt;&lt;span class="n"&gt;th&lt;/span&gt; &lt;span class="n"&gt;November&lt;/span&gt; &lt;span class="mi"&gt;2018&lt;/span&gt;&lt;span class="p"&gt;]&lt;/span&gt;
&lt;span class="o"&gt;+&lt;/span&gt; &lt;span class="mo"&gt;011&lt;/span&gt;&lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;Critical&lt;/span&gt; &lt;span class="n"&gt;Research&lt;/span&gt; &lt;span class="p"&gt;[&lt;/span&gt;&lt;span class="n"&gt;due&lt;/span&gt; &lt;span class="nl"&gt;date&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="mo"&gt;06&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="mo"&gt;01&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="mi"&gt;2019&lt;/span&gt;&lt;span class="p"&gt;]&lt;/span&gt;
&lt;/code&gt;&lt;/pre&gt;


&lt;ol&gt;
&lt;li&gt;
&lt;p&gt;&lt;em&gt;Element-010:&lt;/em&gt; An Essay of ( 2500-3000 ) words long on SLR of a Psychological topic related to your research interest i.e, Final Dissertation. { 60 %}&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;em&gt;Element-011:&lt;/em&gt; An essay, critically reviewing a recent ( within last 5 years) Scientific Paper ( published and peer reviewed Research Paper) related to your dissertation.&lt;/p&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;blockquote&gt;
&lt;p&gt;No Book is required but must see reading list&lt;/p&gt;
&lt;/blockquote&gt;
&lt;h4&gt;Week-1: On-line Database and Structured Literature Review&lt;/h4&gt;
&lt;ol&gt;
&lt;li&gt;Conducting a structured literature Review ( SLR )&lt;/li&gt;
&lt;/ol&gt;
&lt;blockquote&gt;
&lt;p&gt;Understanding Sources of information&lt;/p&gt;
&lt;pre class="code literal-block"&gt;&lt;span&gt;&lt;/span&gt;&lt;code&gt;&lt;span class="err"&gt;- Sources of Information are commonly categorized as "Primary" or "Secondary" depending upon their emergence and originality and work done on them.&lt;/span&gt;
&lt;/code&gt;&lt;/pre&gt;


&lt;/blockquote&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;A &lt;strong&gt;Primary&lt;/strong&gt; source is a first hand account of an event or a thing which includes original material e.g., a discovery of a site or an object or an unusual event containing some information.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;While &lt;strong&gt;Secondary&lt;/strong&gt; source is based upon Primary source so the research is done on Primary material to come up with some conclusions of what happened or what would have happened etc.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;Examples of Primary and Secondary Sources&lt;/h4&gt;
&lt;hr&gt;
&lt;table&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th align="left"&gt;Primary&lt;/th&gt;
&lt;th align="left"&gt;Secondary&lt;/th&gt;
&lt;th align="right"&gt;Examples&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td align="left"&gt;-----------------------&lt;/td&gt;
&lt;td align="left"&gt;-------------------------------&lt;/td&gt;
&lt;td align="right"&gt;-------------&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td align="left"&gt;Personal Diary&lt;/td&gt;
&lt;td align="left"&gt;Research done on it&lt;/td&gt;
&lt;td align="right"&gt;Famous Authors' Work&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td align="left"&gt;Interview, survey&lt;/td&gt;
&lt;td align="left"&gt;Review on Work done&lt;/td&gt;
&lt;td align="right"&gt;Critics' works&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td align="left"&gt;Original Speeches&lt;/td&gt;
&lt;td align="left"&gt;Future interpretation&lt;/td&gt;
&lt;td align="right"&gt;Politician's speech&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td align="left"&gt;Patents, Technical Reports&lt;/td&gt;
&lt;td align="left"&gt;Articles written about them&lt;/td&gt;
&lt;td align="right"&gt;Critical Review&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td align="left"&gt;Original Document, birth cert,etc.&lt;/td&gt;
&lt;td align="left"&gt;TextBooks, Criticism&lt;/td&gt;
&lt;td align="right"&gt;Challenge the authenticity&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td align="left"&gt;Experimental search Result&lt;/td&gt;
&lt;td align="left"&gt;Article and Journal on Result&lt;/td&gt;
&lt;td align="right"&gt;Result Challenge&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td align="left"&gt;Art, Music etc.&lt;/td&gt;
&lt;td align="left"&gt;Books or seminar on them&lt;/td&gt;
&lt;td align="right"&gt;Famous piece of art and music&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td align="left"&gt;Autobiography&lt;/td&gt;
&lt;td align="left"&gt;Bibliographies, Biographic works&lt;/td&gt;
&lt;td align="right"&gt;One's job or interest&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td align="left"&gt;Original Sounds&lt;/td&gt;
&lt;td align="left"&gt;Reference books, encyclopaedia, atlases&lt;/td&gt;
&lt;td align="right"&gt;Electronic Waves&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td align="left"&gt;An original religious event&lt;/td&gt;
&lt;td align="left"&gt;Different interpretations, Scholarly work&lt;/td&gt;
&lt;td align="right"&gt;Religious personalties&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td align="left"&gt;----------&lt;/td&gt;
&lt;td align="left"&gt;----------------&lt;/td&gt;
&lt;td align="right"&gt;-----------&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;hr&gt;
&lt;h4&gt;Primary Research&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;There are three types of primary research specifically commissioned for the problem at hand&lt;ul&gt;
&lt;li&gt;
&lt;ol&gt;
&lt;li&gt;Qualitative &lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;ol&gt;
&lt;li&gt;Quantitative&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;ol&gt;
&lt;li&gt;Experimental&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h5&gt;Qualitative Research&lt;/h5&gt;
&lt;ul&gt;
&lt;li&gt;It is about understanding decision-making&lt;/li&gt;
&lt;li&gt;It is about one's feelings, urge or deep desires&lt;/li&gt;
&lt;li&gt;It is about uncovering the key to either a problem or a solution&lt;/li&gt;
&lt;li&gt;To access the hidden information,find out what drives one to do something&lt;/li&gt;
&lt;/ul&gt;
&lt;h5&gt;Quantitative Research&lt;/h5&gt;
&lt;ul&gt;
&lt;li&gt;It is all about dealing with data, numbers and statistics&lt;/li&gt;
&lt;li&gt;It is about measuring unmeasurable so it can be quantified and used in representation.&lt;/li&gt;
&lt;li&gt;It is about scaling feelings / emotions on the scale of e.g., 1 ..2...3....10&lt;/li&gt;
&lt;/ul&gt;
&lt;h6&gt;Comparison&lt;/h6&gt;
&lt;ul&gt;
&lt;li&gt;In quantitative survey questions are asked exactly the same way and in the same order while qualitative research uses a less structured discussion guide. A  set of discussion topics with open-ended questions and probes that lead to the discussion. As a result, the moderator / experimenter can easily  push respondents / participants  to reflect and explore their feelings, perceptions, and behaviours. &lt;/li&gt;
&lt;/ul&gt;
&lt;blockquote&gt;
&lt;p&gt;Expectations: &lt;/p&gt;
&lt;pre class="code literal-block"&gt;&lt;span&gt;&lt;/span&gt;&lt;code&gt;&lt;span class="err"&gt;+ A student and specially foreign student should adapt to an academic style thinking, leaving other preconceived notions aside, showing skills and talent in a way that is more acceptable in scientific socities.&lt;/span&gt;
&lt;/code&gt;&lt;/pre&gt;


&lt;/blockquote&gt;
&lt;h4&gt;Writing an Essay&lt;/h4&gt;
&lt;p&gt;To be able to write a technical piece of scientific research one should know the difference between different type of &lt;strong&gt;Essays&lt;/strong&gt;. For example there is a difference between writing with emotions for the betterment of humanity and writing for the science and social sciences.&lt;/p&gt;
&lt;h5&gt;Difficulties faced by students&lt;/h5&gt;
&lt;ul&gt;
&lt;li&gt;Grasping the question, the need to write and making logical and visible structure to guide them along in process of writing.&lt;/li&gt;
&lt;li&gt;Dealing with Grammar and Punctuations and also sticking to rules.&lt;/li&gt;
&lt;li&gt;Not making a habit of writing in same style.&lt;/li&gt;
&lt;/ul&gt;
&lt;h5&gt;Is writing an Essay a skill you learn or you are born with ?&lt;/h5&gt;
&lt;p&gt;Undoubtedly we all differs in what we can do, children born in a same family seems to be doing good in different areas. Similarly one of us may write better than others depending on  educational backgrounds but having said that it is not like an abnormal difference in cognition or in special activity in neural pathways on the contrary it is an art / skill  that can be learnt just like a sport. It requires your interest, your concentrated effort and your focused single mindedness. It goes like this, &lt;strong&gt;The more you use it the better it gets&lt;/strong&gt; so it acts like a human muscle. &lt;/p&gt;
&lt;p&gt;Students who do not seem to do well in this area may need to look at their innate behaviour. In order to make things work, sometimes machine needs tuning. This tuning of machine is to &lt;a href="https://AbdulSayyed.github.io/Add/ref/to/examples"&gt; change one's habits &lt;/a&gt; which involves two main aspects:&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;First is to be aware of your own action and reaction.&lt;/li&gt;
&lt;li&gt;Consciously swapping the usual response. &lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Once something is done consciously it remains in working and as well as in long term memory compare to things which are done unconsciously on auto-mode. If you are asked to answer this question &lt;code&gt;How many times did you drink water yesterday?&lt;/code&gt; First you will be surprised to learn this question and shrug your shoulder and say &lt;code&gt;who cares?&lt;/code&gt;&lt;/p&gt;
&lt;p&gt;The key to the problem lies here !  &lt;code&gt;Who cares!&lt;/code&gt;. We do not tend to care things which are already on auto-pilot. For example our pattern like &lt;code&gt;breathing, walking, involuntarily movement of body parts, sleeping&lt;/code&gt; and so on. This list goes on and on and also differs from one person to another. As we all gather many things from our environment over the years advertently or inadvertently. &lt;/p&gt;
&lt;p&gt;The normal person can not be bothered about drinking a glass of water and would reply to the question as &lt;code&gt;who cares&lt;/code&gt; compare to the one who already know the importance of drinking enough water as a sport person. When a patient who is suffering from the kidney pain is made aware of the fact that the kidneys need more water. Once he is consciously accepted / registered this information, he would care about drinking water making sure that he/she drinks more than required minimum amount. Many times a person who usually drinks a can of coke after a meal would stop and swap it with a glass of water or some other beneficial liquid or a juice. This conscious change comes after being aware of the problems.&lt;/p&gt;
&lt;p&gt;Thus for a student who is facing difficulty of writing an structured essay need to be aware of the shortcomings and &lt;/p&gt;
&lt;h4&gt;Referencing Tools&lt;/h4&gt;
&lt;p&gt;A software used for the purpose of incorporating references in an essay , research paper or in dissertation and in Phd thesis is often known as by the following name:&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;Referencing software&lt;/li&gt;
&lt;li&gt;Refraining tools&lt;/li&gt;
&lt;li&gt;Reference Management Software&lt;/li&gt;
&lt;li&gt;Citation software and so on&lt;/li&gt;
&lt;/ol&gt;
&lt;h4&gt;Abstract&lt;/h4&gt;
&lt;p&gt;When reading scientific paper should be able to gather following things&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;Importance&lt;/li&gt;
&lt;li&gt;Purpose&lt;/li&gt;
&lt;li&gt;Methods&lt;ul&gt;
&lt;li&gt;Design&lt;ul&gt;
&lt;li&gt;Qualitative&lt;/li&gt;
&lt;li&gt;Quantitative&lt;/li&gt;
&lt;li&gt;Combination&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;Sampling&lt;/li&gt;
&lt;li&gt;Data Analysis&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;key Findings&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Discussion / Conclusions&lt;/p&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;h4 article journal structure a of&gt;What does a Research Article consist of?&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;It is organized in a following way&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Title&lt;/li&gt;
&lt;li&gt;Keywords&lt;/li&gt;
&lt;li&gt;Abstract&lt;/li&gt;
&lt;li&gt;Introduction&lt;/li&gt;
&lt;li&gt;Methods / Experimental&lt;/li&gt;
&lt;li&gt;Results/Findings&lt;ul&gt;
&lt;li&gt;Tables, Figures
*&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;Discussion , limitaton, conclusion/Summary&lt;/li&gt;
&lt;li&gt;Referecnes&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;First thing comes a &lt;code&gt;Title&lt;/code&gt;. It can contain one or more of the following&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Topic&lt;/li&gt;
&lt;li&gt;Client Population&lt;/li&gt;
&lt;li&gt;Methods&lt;/li&gt;
&lt;li&gt;Interventions&lt;/li&gt;
&lt;li&gt;Theory Tested&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;blockquote&gt;
&lt;p&gt;Examples:&lt;/p&gt;
&lt;/blockquote&gt;
&lt;ul&gt;
&lt;li&gt;Does Public Image of Nurses Matter?&lt;ul&gt;
&lt;li&gt;This only contains a Topic&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;The Efficacy of a Brief Motivational Interventions for individuals with Eating Disorders: A Randomized Control Trial&lt;ul&gt;
&lt;li&gt;This contains Topic, client population , Research Design&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;How to read an Journal Article / How to get most out of it&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;It is two face process&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Do the quick Survey&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Look for the figures, data, key words Title &lt;/li&gt;
&lt;li&gt;Read the abstract&lt;/li&gt;
&lt;li&gt;Read the conclusions&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;If the above makes sense then the second phase starts otherwise stop.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;Read the Experimental&lt;ul&gt;
&lt;li&gt;How work is done, what was done to better understand the meaning of the data and its interpretation&lt;/li&gt;
&lt;li&gt;Take a note ! ( important)&lt;/li&gt;
&lt;li&gt;
&lt;/li&gt;&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h5&gt;What to be done when submitting your dissertation&lt;/h5&gt;
&lt;ul&gt;
&lt;li&gt;How to submit the dissertation&lt;ul&gt;
&lt;li&gt;Your dissertation is two parts one is the thesis of 90 % and 10 % Presentation. Both are essential and can not be missed at all. It is a 10 minutes dissertation.&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;Important Dates:&lt;ul&gt;
&lt;li&gt;Ethics Jan 2020&lt;/li&gt;
&lt;li&gt;Clear Ethics Feb 2020&lt;/li&gt;
&lt;li&gt;Present Slides 5th Sep 2020&lt;/li&gt;
&lt;li&gt;Presentation on 6th Sep 2020&lt;/li&gt;
&lt;li&gt;Feedback 12th Sep 2019&lt;/li&gt;
&lt;li&gt;Disseraton 27th September 2020 by 2pm&lt;/li&gt;
&lt;li&gt;Feedback 15th November 2020&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Your Writing should be:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;based on apa style&lt;/li&gt;
&lt;li&gt;clear, consice wording and accurate&lt;/li&gt;
&lt;li&gt;Even choice of wording makes a difference&lt;/li&gt;
&lt;li&gt;Straightforward objective and less reflective ( not your personal stories)&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;When doing literature review, you can not only say that&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;A did this&lt;/li&gt;
&lt;li&gt;B did that and so on,&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;On the contrary you need to build an argument saying that &lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;this is what they are doing&lt;/li&gt;
&lt;li&gt;it is what I think, this is my opinion&lt;/li&gt;
&lt;li&gt;these are strenght and weaknesses&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Search High valued journel&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;You Need to know the journel credibility&lt;/li&gt;
&lt;li&gt;Nature journel is the topmost one very high credibility&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Define &lt;code&gt;Key terms&lt;/code&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;EE refers to Expressed Emotions of .......&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Use same words if they are used before&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Children were the subject ....... Yongsters who did this.... { ambigious if youngsters is refering to Children then children must be used.}&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Understand the use of Past , Present and Present Perfect tense.&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Present: facts and truths generally accepted&lt;/li&gt;
&lt;li&gt;Past: reporting an event &lt;code&gt;Smith reported&lt;/code&gt;, event happend in particular time in past&lt;/li&gt;
&lt;li&gt;Present Perfect: An event started in past and completed in present.&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Do not use passive voice ( Avoid ) unless necessary&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h5&gt;Thesis or Final Dissertation&lt;/h5&gt;
&lt;ol&gt;
&lt;li&gt;It takes more than two semister to be finished so you need to be clear from the day one what are you going to do because every project you do can help towards your dissertation.&lt;/li&gt;
&lt;li&gt;Your are automatically enrolled in a module called &lt;code&gt;MOD002540&lt;/code&gt; in your last tri semester&lt;/li&gt;
&lt;li&gt;Thesis is composed of two parts&lt;ul&gt;
&lt;li&gt;
&lt;/li&gt;&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;All submission ar online&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Presentation is in both ppt and pdf&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;How it is done.&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;W-1: Project list is emailed, read it and make a mind and make an appointment straight away to the supervisor.&lt;/li&gt;
&lt;li&gt;W-2: Identify three top projects of interest.&lt;ul&gt;
&lt;li&gt;Note: You can change your project in a week or so but you can not change your supervisor.&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;W-3:Fill in MSc project choice survey&lt;/li&gt;
&lt;li&gt;W-5: Allocation announced&lt;/li&gt;
&lt;li&gt;W-6 to 8: Prepare for the literature Review taking into consideration your literature Review&lt;/li&gt;
&lt;li&gt;W-9: Monday ( 19/11/2019) dead line for literature Review&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Start working towards Ethics application ( Allow ample time for that and check ethical issues look for the dates for MSC dissertation)&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;Check your e-vision to see your date &lt;/li&gt;
&lt;li&gt;Online MSc-project survey&lt;/li&gt;
&lt;/ol&gt;
&lt;hr&gt;
&lt;blockquote&gt;
&lt;p&gt;Note : If you want to work on something which is not there, make a case , &lt;/p&gt;
&lt;/blockquote&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;write two pages proposal stating&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Research Question&lt;/li&gt;
&lt;li&gt;Rational &amp;amp; hypothesis&lt;/li&gt;
&lt;li&gt;Proposed Methodology&lt;/li&gt;
&lt;li&gt;Executive plan
Discuss: &lt;/li&gt;
&lt;li&gt;Strength of proposal&lt;/li&gt;
&lt;li&gt;Match with your supervisor expertise&lt;/li&gt;
&lt;li&gt;your academic performance&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;W-6: Comments with your Supervision&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;W-7: Submit student led project from you to supervisor within 10 days of allocation.&lt;/li&gt;
&lt;li&gt;W-8: Supervisor make a decision and project choice is settled&lt;/li&gt;
&lt;li&gt;W-9: Monday  deadline for submitting literature Review&lt;/li&gt;
&lt;li&gt;W-10: Start working towards Ethics application&lt;/li&gt;
&lt;/ul&gt;
&lt;hr&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;Note: Listen to your project supervisor&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Contract must be signed with a supervisor&lt;/li&gt;
&lt;li&gt;Meet your supervisor every two week&lt;/li&gt;
&lt;li&gt;Use Gantt chart&lt;/li&gt;
&lt;li&gt;
&lt;h3&gt;Your dissertation is never complete- it has to be checked by your course leader- He/She gives you advise. Leave at least 15 days for this process alone, otherwise it will be rejected.&lt;/h3&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Be aware of keydates&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;Develop thesis statement&lt;ul&gt;
&lt;li&gt;How do you do it&lt;/li&gt;
&lt;li&gt;Select a topic of interest&lt;/li&gt;
&lt;li&gt;Ask research question about that topic area that could be answered by examining the current literature&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;To come up with answers ask question in your area&lt;/li&gt;
&lt;li&gt;Be inquisitive&lt;/li&gt;
&lt;li&gt;Answerers will become thesis&lt;/li&gt;
&lt;li&gt;Your paper or publication is the story of why your thesis is the answer to the questions&lt;/li&gt;
&lt;li&gt;Keep it simple and direct&lt;/li&gt;
&lt;li&gt;Make it clear from the beginning what you are saying&lt;/li&gt;
&lt;/ul&gt;
&lt;blockquote&gt;
&lt;p&gt;For example: Creativity and psychopathology&lt;/p&gt;
&lt;p&gt;Ask question
? are artist or creative writer often depressed than less creative individuals ( if answer is yes) you opine as
Artist and Writers are at great risk of mood change.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;ul&gt;
&lt;li&gt;Sometimes on same topic critical evaluation can be contradictory. If this is the case why is it so?&lt;ul&gt;
&lt;li&gt;Discuss different methodology&lt;/li&gt;
&lt;li&gt;Any other reason&lt;/li&gt;
&lt;li&gt;Certain type of research&lt;/li&gt;
&lt;li&gt;Are sample comparable&lt;/li&gt;
&lt;li&gt;Do the studies really address same hypothesis / question&lt;/li&gt;
&lt;li&gt;What is power and power calculation ( % chances of findings)&lt;/li&gt;
&lt;li&gt;When it comes to publish your paper&lt;ul&gt;
&lt;li&gt;Think like a publisher&lt;/li&gt;
&lt;li&gt;Understand politics of publishing work&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;you can re examine other people work&lt;/li&gt;
&lt;li&gt;Do not editorialize: Avoid evaluative terms such as &lt;code&gt;horrible&lt;/code&gt;, &lt;code&gt;ridiculous&lt;/code&gt; or &lt;code&gt;indefensible&lt;/code&gt; etc&lt;/li&gt;
&lt;li&gt;Avoid negative words lke &lt;code&gt;foolish&lt;/code&gt; ,&lt;code&gt;completely ....&lt;/code&gt;&lt;/li&gt;
&lt;li&gt;Avoid saying, &lt;code&gt;it is obvious that it is correct&lt;/code&gt;&lt;/li&gt;
&lt;li&gt;Do not use footnote&lt;/li&gt;
&lt;li&gt;Do not use vague pronouns&lt;/li&gt;
&lt;/ul&gt;
&lt;pre class="code literal-block"&gt;&lt;span&gt;&lt;/span&gt;&lt;code&gt;&lt;span class="err"&gt;do not say: This indicates&lt;/span&gt;
&lt;span class="c"&gt;say: This result indicates&lt;/span&gt;
&lt;/code&gt;&lt;/pre&gt;


&lt;ul&gt;
&lt;li&gt;Do not include more than one point in a paragraph&lt;/li&gt;
&lt;li&gt;Keep sentences short&lt;/li&gt;
&lt;/ul&gt;
&lt;hr&gt;
&lt;h4&gt;26/10/2018&lt;/h4&gt;
&lt;p&gt;&lt;strong&gt;Qualitative Research&lt;/strong&gt;&lt;/p&gt;
&lt;table&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;Qualitative&lt;/th&gt;
&lt;th&gt;Quantitative&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;Obsesrving ,Talking, Interviewing,Listening,Videoing&lt;/td&gt;
&lt;td&gt;Numbers&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;The techniques are known as &lt;code&gt;soft skills&lt;/code&gt; and are improved like other skills, most jobs require a &lt;code&gt;psychologist&lt;/code&gt; to have an &lt;code&gt;Evaluation skills&lt;/code&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;All clinical / counselling work is done using Qualitative Research&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;There are three main techniques&lt;/li&gt;
&lt;li&gt;&lt;a href="https://bizfluent.com/info-8580000-six-types-qualitative-research.html"&gt;Taken from bizfluent&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;Phenomenological Model
    &lt;code&gt;Describing how any one participant experiences a specific event is the goal of the phenomenological method of research. This method utilizes interviews, observation and surveys to gather information from subjects. Phenomenology is highly concerned with how participants feel about things during an event or activity. Businesses use this method to develop processes to help sales representatives effectively close sales using styles that fit their personality.&lt;/code&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Ethnographic Model
    &lt;code&gt;The ethnographic model is one of the most popular and widely recognized methods of qualitative research; it immerses subjects in a culture that is unfamiliar to them. The goal is to learn and describe the culture's characteristics much the same way anthropologists observe the cultural challenges and motivations that drive a group. This method often immerses the researcher as a subject for extended periods of time. In a business model, ethnography is central to understanding customers. Testing products personally or in beta groups before releasing them to the public is an example of ethnographic research.&lt;/code&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Grounded Theory Model
    &lt;code&gt;The grounded theory method tries to explain why a course of action evolved the way it did. Grounded theory looks at large subject numbers. Theoretical models are developed based on existing data in existing modes of genetic, biological or psychological science. Businesses use grounded theory when conducting user or satisfaction surveys that target why consumers use company products or services. This data helps companies maintain customer satisfaction and loyalty.&lt;/code&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Case Study Model
    &lt;code&gt;Unlike grounded theory, the case study model provides an in-depth look at one test subject. The subject can be a person or family, business or organization, or a town or city. Data is collected from various sources and compiled using the details to create a bigger conclusion. Businesses often use case studies when marketing to new clients to show how their business solutions solve a problem for the subject.&lt;/code&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Historical Model
    &lt;code&gt;The historical method of qualitative research describes past events in order to understand present patterns and anticipate future choices. This model answers questions based on a hypothetical idea and then uses resources to test the idea for any potential deviations. Businesses can use historical data of previous ad campaigns and the targeted demographic and split-test it with new campaigns to determine the most effective campaign.&lt;/code&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Narrative Model
    &lt;code&gt;The narrative model occurs over extended periods of time and compiles information as it happens. Like a story narrative, it takes subjects at a starting point and reviews situations as obstacles or opportunities occur, although the final narrative doesn't always remain in chronological order. Businesses use the narrative method to define buyer persona to identify innovations that appeal to a target market.&lt;/code&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h3&gt;Software use in Qualitative Data Analysis&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;There are loads of software used in this area a google search will give an idea about used software in market.&lt;/li&gt;
&lt;li&gt;Udemy has a cours of &lt;a href="https://www.udemy.com/qualitative-data-analysis-using-maxqda/"&gt;using  MAXQDA&lt;/a&gt; software which uses mixed model i.e., Qualitative and Quntitative  and mixed mode &lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;Methods in Researcdh&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;Ontology&lt;/li&gt;
&lt;li&gt;Epistemology&lt;/li&gt;
&lt;li&gt;Methodology&lt;/li&gt;
&lt;/ul&gt;
&lt;blockquote&gt;
&lt;p&gt;You need to understant these term and how they apply to research.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;When these methods are clearly understood and critically evaluated it helps student to &lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Stay competent&lt;/li&gt;
&lt;li&gt;Make better decission&lt;/li&gt;
&lt;li&gt;Keep client safe&lt;/li&gt;
&lt;li&gt;enable you to decide what should be applied to your practice&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Ontology&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;It is a term used for beliefs about reality&lt;/li&gt;
&lt;li&gt;Different kind of study is based upon different beliefs about what we think truth is.&lt;ul&gt;
&lt;li&gt;Does Truth really exist?&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;What we think reality is, shapes/ has shaped / will shape what we think we can find out about reality.&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;blockquote&gt;
&lt;p&gt;Thus in order to discover something / find out about something we need to first start change our thinking pattern towards it.&lt;/p&gt;
&lt;p&gt;In other words our perception of &lt;code&gt;Truth&lt;/code&gt; influences what we think we can discover / find out / we can know&lt;/p&gt;
&lt;p&gt;Similarly our pre conceived notion influences our thinking consequtively influences the discovery / findings or / knowing / knowledge&lt;/p&gt;
&lt;/blockquote&gt;
&lt;h4&gt;There are two types of Ontology and they are opposites&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;Realism and Relativism&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Realists believe that only one truth exists. It is either dark or bright. In essence they believe black is only black and there are no shades of black or white.&lt;/li&gt;
&lt;li&gt;Therefore Realist believe that &lt;code&gt;Truth&lt;/code&gt; exist and it can not be changed. It is discovered using &lt;code&gt;objective measurements&lt;/code&gt;.&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;If you belong to this group of realist and have this view about the reality then this view always influences the researcher every decision is made in the study.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Relativism, it is an opposite view of realism&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Relativist believe in existence of multiple realities&lt;/li&gt;
&lt;li&gt;What is real is shaped by the context or meaning you attached to it&lt;/li&gt;
&lt;li&gt;Truth does not exist without meaning&lt;/li&gt;
&lt;li&gt;Reality is created by how we see things, thus it evolves and changes depending on experience&lt;/li&gt;
&lt;li&gt;And if it is context bound it can not be generalized instead it can only be transferred to other similar context&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;table&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;Realism&lt;/th&gt;
&lt;th&gt;Relativism&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;One Truth Exists&lt;/td&gt;
&lt;td&gt;Multiple version of truth exist&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;it does not change&lt;/td&gt;
&lt;td&gt;It changes and evolves&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Objective measurement&lt;/td&gt;
&lt;td&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Generalizable&lt;/td&gt;
&lt;td&gt;can be applied to other similar contxt&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;blockquote&gt;
&lt;p&gt;taken from &lt;code&gt;statisticssolutions.com&lt;/code&gt; they offer help towards dissertation&lt;/p&gt;
&lt;/blockquote&gt;
&lt;pre class="code literal-block"&gt;&lt;span&gt;&lt;/span&gt;&lt;code&gt;&lt;span class="n"&gt;The&lt;/span&gt; &lt;span class="n"&gt;Literature&lt;/span&gt; &lt;span class="n"&gt;Review&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;Part&lt;/span&gt; &lt;span class="mi"&gt;1&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt; &lt;span class="n"&gt;What&lt;/span&gt; &lt;span class="k"&gt;to&lt;/span&gt; &lt;span class="n"&gt;Include&lt;/span&gt;

&lt;span class="n"&gt;This&lt;/span&gt; &lt;span class="n"&gt;blog&lt;/span&gt; &lt;span class="k"&gt;is&lt;/span&gt; &lt;span class="n"&gt;about&lt;/span&gt; &lt;span class="n"&gt;what&lt;/span&gt; &lt;span class="k"&gt;to&lt;/span&gt; &lt;span class="n"&gt;include&lt;/span&gt; &lt;span class="k"&gt;in&lt;/span&gt; &lt;span class="n"&gt;your&lt;/span&gt; &lt;span class="n"&gt;literature&lt;/span&gt; &lt;span class="n"&gt;review&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt; &lt;span class="k"&gt;In&lt;/span&gt; &lt;span class="n"&gt;short&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="n"&gt;literature&lt;/span&gt; &lt;span class="n"&gt;review&lt;/span&gt; &lt;span class="k"&gt;is&lt;/span&gt; &lt;span class="n"&gt;a&lt;/span&gt; &lt;span class="n"&gt;snapshot&lt;/span&gt; &lt;span class="k"&gt;of&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="k"&gt;current&lt;/span&gt; &lt;span class="k"&gt;state&lt;/span&gt; &lt;span class="k"&gt;of&lt;/span&gt; &lt;span class="n"&gt;research&lt;/span&gt; &lt;span class="k"&gt;on&lt;/span&gt; &lt;span class="n"&gt;your&lt;/span&gt; &lt;span class="n"&gt;topic&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="k"&gt;including&lt;/span&gt; &lt;span class="n"&gt;research&lt;/span&gt; &lt;span class="k"&gt;on&lt;/span&gt; &lt;span class="n"&gt;study&lt;/span&gt; &lt;span class="n"&gt;variables&lt;/span&gt; &lt;span class="k"&gt;and&lt;/span&gt; &lt;span class="n"&gt;major&lt;/span&gt; &lt;span class="n"&gt;concepts&lt;/span&gt; &lt;span class="k"&gt;or&lt;/span&gt; &lt;span class="n"&gt;theories&lt;/span&gt; &lt;span class="k"&gt;of&lt;/span&gt; &lt;span class="n"&gt;your&lt;/span&gt; &lt;span class="n"&gt;study&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt; &lt;span class="n"&gt;The&lt;/span&gt; &lt;span class="n"&gt;literature&lt;/span&gt; &lt;span class="n"&gt;review&lt;/span&gt; &lt;span class="n"&gt;also&lt;/span&gt; &lt;span class="n"&gt;helps&lt;/span&gt; &lt;span class="k"&gt;to&lt;/span&gt; &lt;span class="n"&gt;support&lt;/span&gt; &lt;span class="n"&gt;your&lt;/span&gt; &lt;span class="n"&gt;research&lt;/span&gt; &lt;span class="n"&gt;problem&lt;/span&gt; &lt;span class="k"&gt;and&lt;/span&gt; &lt;span class="n"&gt;rationalize&lt;/span&gt; &lt;span class="n"&gt;why&lt;/span&gt; &lt;span class="n"&gt;your&lt;/span&gt; &lt;span class="n"&gt;study&lt;/span&gt; &lt;span class="k"&gt;is&lt;/span&gt; &lt;span class="n"&gt;necessary&lt;/span&gt; &lt;span class="k"&gt;by&lt;/span&gt; &lt;span class="n"&gt;identifying&lt;/span&gt; &lt;span class="n"&gt;gaps&lt;/span&gt; &lt;span class="k"&gt;in&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="n"&gt;literature&lt;/span&gt; &lt;span class="k"&gt;and&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="n"&gt;methodological&lt;/span&gt; &lt;span class="n"&gt;weaknesses&lt;/span&gt; &lt;span class="k"&gt;of&lt;/span&gt; &lt;span class="n"&gt;previous&lt;/span&gt; &lt;span class="n"&gt;studies&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt; &lt;span class="n"&gt;Below&lt;/span&gt; &lt;span class="k"&gt;is&lt;/span&gt; &lt;span class="n"&gt;what&lt;/span&gt; &lt;span class="k"&gt;to&lt;/span&gt; &lt;span class="n"&gt;include&lt;/span&gt; &lt;span class="k"&gt;in&lt;/span&gt; &lt;span class="n"&gt;your&lt;/span&gt; &lt;span class="n"&gt;literature&lt;/span&gt; &lt;span class="n"&gt;review&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;

&lt;span class="n"&gt;Include&lt;/span&gt; &lt;span class="n"&gt;recent&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;peer&lt;/span&gt;&lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;reviewed&lt;/span&gt; &lt;span class="n"&gt;studies&lt;/span&gt; &lt;span class="k"&gt;and&lt;/span&gt; &lt;span class="n"&gt;articles&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt; &lt;span class="n"&gt;These&lt;/span&gt; &lt;span class="k"&gt;are&lt;/span&gt; &lt;span class="n"&gt;really&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="n"&gt;meat&lt;/span&gt; &lt;span class="k"&gt;of&lt;/span&gt; &lt;span class="k"&gt;any&lt;/span&gt; &lt;span class="n"&gt;literature&lt;/span&gt; &lt;span class="n"&gt;review&lt;/span&gt; &lt;span class="k"&gt;and&lt;/span&gt; &lt;span class="n"&gt;what&lt;/span&gt; &lt;span class="n"&gt;your&lt;/span&gt; &lt;span class="n"&gt;literature&lt;/span&gt; &lt;span class="n"&gt;review&lt;/span&gt; &lt;span class="n"&gt;should&lt;/span&gt; &lt;span class="n"&gt;primarily&lt;/span&gt; &lt;span class="n"&gt;contain&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt; &lt;span class="k"&gt;Any&lt;/span&gt; &lt;span class="n"&gt;historical&lt;/span&gt; &lt;span class="k"&gt;or&lt;/span&gt; &lt;span class="n"&gt;informational&lt;/span&gt; &lt;span class="n"&gt;material&lt;/span&gt; &lt;span class="k"&gt;on&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="n"&gt;topic&lt;/span&gt; &lt;span class="n"&gt;should&lt;/span&gt; &lt;span class="n"&gt;be&lt;/span&gt; &lt;span class="n"&gt;included&lt;/span&gt; &lt;span class="k"&gt;in&lt;/span&gt; &lt;span class="n"&gt;background&lt;/span&gt; &lt;span class="n"&gt;sections&lt;/span&gt; &lt;span class="k"&gt;of&lt;/span&gt; &lt;span class="n"&gt;your&lt;/span&gt; &lt;span class="n"&gt;Introduction&lt;/span&gt; &lt;span class="n"&gt;chapter&lt;/span&gt; &lt;span class="k"&gt;or&lt;/span&gt; &lt;span class="k"&gt;in&lt;/span&gt; &lt;span class="n"&gt;a&lt;/span&gt; &lt;span class="n"&gt;brief&lt;/span&gt; &lt;span class="n"&gt;setup&lt;/span&gt; &lt;span class="n"&gt;section&lt;/span&gt; &lt;span class="k"&gt;at&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="n"&gt;beginning&lt;/span&gt; &lt;span class="k"&gt;of&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="n"&gt;literature&lt;/span&gt; &lt;span class="n"&gt;review&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;

&lt;span class="n"&gt;Articles&lt;/span&gt; &lt;span class="n"&gt;should&lt;/span&gt; &lt;span class="n"&gt;ideally&lt;/span&gt; &lt;span class="n"&gt;be&lt;/span&gt; &lt;span class="n"&gt;recent&lt;/span&gt; &lt;span class="n"&gt;within&lt;/span&gt; &lt;span class="n"&gt;five&lt;/span&gt; &lt;span class="n"&gt;years&lt;/span&gt; &lt;span class="k"&gt;of&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="k"&gt;time&lt;/span&gt; &lt;span class="n"&gt;you&lt;/span&gt; &lt;span class="n"&gt;anticipate&lt;/span&gt; &lt;span class="n"&gt;completing&lt;/span&gt; &lt;span class="n"&gt;your&lt;/span&gt; &lt;span class="n"&gt;dissertation&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt; &lt;span class="n"&gt;This&lt;/span&gt; &lt;span class="n"&gt;five&lt;/span&gt;&lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="k"&gt;year&lt;/span&gt; &lt;span class="n"&gt;window&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;however&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="k"&gt;is&lt;/span&gt; &lt;span class="k"&gt;not&lt;/span&gt; &lt;span class="n"&gt;always&lt;/span&gt; &lt;span class="n"&gt;required&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt; &lt;span class="k"&gt;Some&lt;/span&gt; &lt;span class="n"&gt;schools&lt;/span&gt; &lt;span class="n"&gt;allow&lt;/span&gt; &lt;span class="n"&gt;articles&lt;/span&gt; &lt;span class="k"&gt;to&lt;/span&gt; &lt;span class="n"&gt;be&lt;/span&gt; &lt;span class="n"&gt;recent&lt;/span&gt; &lt;span class="n"&gt;within&lt;/span&gt; &lt;span class="n"&gt;five&lt;/span&gt; &lt;span class="k"&gt;to&lt;/span&gt; &lt;span class="n"&gt;seven&lt;/span&gt; &lt;span class="n"&gt;years&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="k"&gt;and&lt;/span&gt; &lt;span class="k"&gt;some&lt;/span&gt; &lt;span class="n"&gt;schools&lt;/span&gt; &lt;span class="n"&gt;have&lt;/span&gt; &lt;span class="k"&gt;no&lt;/span&gt; &lt;span class="n"&gt;requirements&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt; &lt;span class="n"&gt;However&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="n"&gt;intention&lt;/span&gt; &lt;span class="k"&gt;of&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="n"&gt;literature&lt;/span&gt; &lt;span class="n"&gt;review&lt;/span&gt; &lt;span class="k"&gt;is&lt;/span&gt; &lt;span class="k"&gt;to&lt;/span&gt; &lt;span class="n"&gt;give&lt;/span&gt; &lt;span class="n"&gt;readers&lt;/span&gt; &lt;span class="n"&gt;a&lt;/span&gt; &lt;span class="n"&gt;sense&lt;/span&gt; &lt;span class="k"&gt;of&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="k"&gt;current&lt;/span&gt; &lt;span class="k"&gt;state&lt;/span&gt; &lt;span class="k"&gt;of&lt;/span&gt; &lt;span class="n"&gt;research&lt;/span&gt; &lt;span class="k"&gt;on&lt;/span&gt; &lt;span class="n"&gt;your&lt;/span&gt; &lt;span class="n"&gt;topic&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt; &lt;span class="n"&gt;So&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="k"&gt;in&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="n"&gt;spirit&lt;/span&gt; &lt;span class="k"&gt;of&lt;/span&gt; &lt;span class="n"&gt;writing&lt;/span&gt; &lt;span class="n"&gt;an&lt;/span&gt; &lt;span class="n"&gt;accurate&lt;/span&gt; &lt;span class="k"&gt;and&lt;/span&gt; &lt;span class="n"&gt;effective&lt;/span&gt; &lt;span class="n"&gt;literature&lt;/span&gt; &lt;span class="n"&gt;review&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;recent&lt;/span&gt; &lt;span class="n"&gt;sources&lt;/span&gt; &lt;span class="k"&gt;are&lt;/span&gt; &lt;span class="n"&gt;recommended&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;

&lt;span class="n"&gt;Additionally&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;most&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="k"&gt;if&lt;/span&gt; &lt;span class="k"&gt;not&lt;/span&gt; &lt;span class="k"&gt;all&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;material&lt;/span&gt; &lt;span class="k"&gt;in&lt;/span&gt; &lt;span class="n"&gt;your&lt;/span&gt; &lt;span class="n"&gt;literature&lt;/span&gt; &lt;span class="n"&gt;review&lt;/span&gt; &lt;span class="n"&gt;should&lt;/span&gt; &lt;span class="n"&gt;be&lt;/span&gt; &lt;span class="n"&gt;peer&lt;/span&gt; &lt;span class="n"&gt;reviewed&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt; &lt;span class="n"&gt;Peer&lt;/span&gt; &lt;span class="n"&gt;reviewed&lt;/span&gt; &lt;span class="n"&gt;means&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="n"&gt;article&lt;/span&gt; &lt;span class="n"&gt;has&lt;/span&gt; &lt;span class="n"&gt;been&lt;/span&gt; &lt;span class="n"&gt;reviewed&lt;/span&gt; &lt;span class="k"&gt;and&lt;/span&gt; &lt;span class="n"&gt;deemed&lt;/span&gt; &lt;span class="n"&gt;worthy&lt;/span&gt; &lt;span class="k"&gt;of&lt;/span&gt; &lt;span class="n"&gt;publication&lt;/span&gt; &lt;span class="k"&gt;by&lt;/span&gt; &lt;span class="n"&gt;several&lt;/span&gt; &lt;span class="n"&gt;experts&lt;/span&gt; &lt;span class="k"&gt;in&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="n"&gt;field&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt; &lt;span class="n"&gt;Usually&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;these&lt;/span&gt; &lt;span class="n"&gt;experts&lt;/span&gt; &lt;span class="k"&gt;are&lt;/span&gt; &lt;span class="n"&gt;professors&lt;/span&gt; &lt;span class="k"&gt;and&lt;/span&gt; &lt;span class="n"&gt;researchers&lt;/span&gt; &lt;span class="n"&gt;who&lt;/span&gt; &lt;span class="k"&gt;are&lt;/span&gt; &lt;span class="n"&gt;published&lt;/span&gt; &lt;span class="k"&gt;and&lt;/span&gt; &lt;span class="n"&gt;familiar&lt;/span&gt; &lt;span class="k"&gt;with&lt;/span&gt; &lt;span class="n"&gt;scholarship&lt;/span&gt; &lt;span class="k"&gt;in&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="n"&gt;field&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="k"&gt;as&lt;/span&gt; &lt;span class="n"&gt;well&lt;/span&gt; &lt;span class="k"&gt;as&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="n"&gt;nature&lt;/span&gt; &lt;span class="k"&gt;of&lt;/span&gt; &lt;span class="n"&gt;scholarly&lt;/span&gt; &lt;span class="n"&gt;publishing&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt; &lt;span class="k"&gt;To&lt;/span&gt; &lt;span class="n"&gt;discover&lt;/span&gt; &lt;span class="k"&gt;if&lt;/span&gt; &lt;span class="n"&gt;an&lt;/span&gt; &lt;span class="n"&gt;article&lt;/span&gt; &lt;span class="k"&gt;is&lt;/span&gt; &lt;span class="n"&gt;peer&lt;/span&gt; &lt;span class="n"&gt;reviewed&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;consult&lt;/span&gt; &lt;span class="n"&gt;Ulrich&lt;/span&gt;&lt;span class="err"&gt;’&lt;/span&gt;&lt;span class="n"&gt;s&lt;/span&gt; &lt;span class="n"&gt;guide&lt;/span&gt; &lt;span class="k"&gt;to&lt;/span&gt; &lt;span class="n"&gt;periodicals&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;which&lt;/span&gt; &lt;span class="n"&gt;can&lt;/span&gt; &lt;span class="n"&gt;be&lt;/span&gt; &lt;span class="n"&gt;accessed&lt;/span&gt; &lt;span class="n"&gt;through&lt;/span&gt; &lt;span class="n"&gt;most&lt;/span&gt; &lt;span class="n"&gt;university&lt;/span&gt; &lt;span class="n"&gt;libraries&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;
&lt;/code&gt;&lt;/pre&gt;&lt;/div&gt;</description><category>neuro</category><guid>https://AbdulSayyed.github.io/posts/neuroscience/reasearch-methods/</guid><pubDate>Wed, 15 Jul 2020 19:41:55 GMT</pubDate></item><item><title>Nikola Basics</title><link>https://AbdulSayyed.github.io/posts/nikola/first-post/</link><dc:creator>Abdul Sayyed</dc:creator><description>&lt;div&gt;&lt;h3&gt;&lt;a href="https://getnikola.com/getting-started.html"&gt;Nikola&lt;/a&gt; :  A modern static site generator with builtin jupyter notebook functionality&lt;/h3&gt;
&lt;hr&gt;
&lt;h4&gt;Nikol commands used.&lt;/h4&gt;
&lt;pre class="code literal-block"&gt;&lt;span&gt;&lt;/span&gt;&lt;code&gt;    &lt;span class="mf"&gt;1.&lt;/span&gt;  &lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;version&lt;/span&gt;
    &lt;span class="mf"&gt;2.&lt;/span&gt;  &lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;init&lt;/span&gt; &lt;span class="o"&gt;--&lt;/span&gt;&lt;span class="n"&gt;quiet&lt;/span&gt; &lt;span class="n"&gt;sayyedblogs&lt;/span&gt;
    &lt;span class="mf"&gt;3.&lt;/span&gt;  &lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;init&lt;/span&gt; &lt;span class="o"&gt;--&lt;/span&gt;&lt;span class="n"&gt;demo&lt;/span&gt; &lt;span class="n"&gt;sayyedblogs&lt;/span&gt;
    &lt;span class="mf"&gt;4.&lt;/span&gt;  &lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="o"&gt;--&lt;/span&gt;&lt;span class="n"&gt;help&lt;/span&gt;
    &lt;span class="mf"&gt;5.&lt;/span&gt;  &lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;build&lt;/span&gt;
    &lt;span class="mf"&gt;6.&lt;/span&gt;  &lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;serve&lt;/span&gt;  &lt;span class="ow"&gt;or&lt;/span&gt; &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;serve&lt;/span&gt; &lt;span class="o"&gt;--&lt;/span&gt;&lt;span class="n"&gt;browser&lt;/span&gt; &lt;span class="ow"&gt;or&lt;/span&gt; &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;serve&lt;/span&gt; &lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;b&lt;/span&gt; &lt;span class="ow"&gt;or&lt;/span&gt; &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;auto&lt;/span&gt;
    &lt;span class="mf"&gt;7.&lt;/span&gt;  &lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;new_post&lt;/span&gt;
    &lt;span class="mf"&gt;8.&lt;/span&gt;  &lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;new_page&lt;/span&gt;
    &lt;span class="mf"&gt;9.&lt;/span&gt;  &lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;new_post&lt;/span&gt; &lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;f&lt;/span&gt; &lt;span class="n"&gt;markdown&lt;/span&gt; &lt;span class="ow"&gt;or&lt;/span&gt; &lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;f&lt;/span&gt; &lt;span class="n"&gt;ipynb&lt;/span&gt;
    &lt;span class="mf"&gt;10.&lt;/span&gt; &lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;help&lt;/span&gt; &lt;span class="n"&gt;new_post&lt;/span&gt;
    &lt;span class="mf"&gt;11.&lt;/span&gt; &lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;new_post&lt;/span&gt; &lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;F&lt;/span&gt; &lt;span class="c1"&gt;# To list all available format&lt;/span&gt;
    &lt;span class="mf"&gt;12.&lt;/span&gt; &lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;new_post&lt;/span&gt; &lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;f&lt;/span&gt; &lt;span class="n"&gt;markdown&lt;/span&gt; &lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;t&lt;/span&gt; &lt;span class="n"&gt;about&lt;/span&gt; &lt;span class="c1"&gt;# new page with about.md created with tile set to about&lt;/span&gt;
    &lt;span class="mf"&gt;13.&lt;/span&gt; &lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;theme&lt;/span&gt; &lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;l&lt;/span&gt; &lt;span class="c1"&gt;# To get the list of install theme&lt;/span&gt;
    &lt;span class="mf"&gt;14.&lt;/span&gt; &lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;theme&lt;/span&gt; &lt;span class="o"&gt;--&lt;/span&gt;&lt;span class="nb"&gt;list&lt;/span&gt;&lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;installed&lt;/span&gt;  &lt;span class="c1"&gt;# to see the list of installed theme&lt;/span&gt;
&lt;/code&gt;&lt;/pre&gt;


&lt;h4&gt;Related Blogs&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;&lt;a href="https://getnikola.com/handbook.html#jupyter-notebook"&gt;Nikola-documentation&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href="https://jiaweizhuang.github.io/blog/nikola-guide/"&gt;By Jiawei Zhaung&lt;/a&gt;.&lt;/li&gt;
&lt;li&gt;&lt;a href="http://www.jaakkoluttinen.fi/blog/how-to-blog-with-jupyter-ipython-notebook-and-nikola/"&gt;Jaako Luttinen&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href="http://louistiao.me/posts/how-i-customized-my-nikola-powered-site/"&gt;by Louistiao&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href="https://AbdulSayyed.github.io/posts/nikola/first-post/"&gt; yet to come&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href="https://bootswatch.com/"&gt;Bootswatch&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href="https://bootswatch.com/"&gt;Bootswatch&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href="https://www.brainsorting.dev/posts/create-a-blog-with-nikola/"&gt;by Mathieu Dugu&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href="http://groupbcl.ca/blog/posts/2019/static-site-generator-candidate-software-nikola/"&gt;Brian&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;[Randlow](https://randlow.github.io/posts/python/create-nikola-coding-blog/&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;How nikola works&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;It is a python static site generator that used help from other existing site generators such as hugo and pelican. It has number of small pulgins that do the jobs. &lt;a href="https://plugins.getnikola.com/"&gt;Here&lt;/a&gt; is the list of plug in that it uses.&lt;/li&gt;
&lt;li&gt;For example &lt;code&gt;notebook_shortcode&lt;/code&gt; is a plug in that allows embedding the notebook into the markdown files. But be careful, it may not work and distrub your settings.&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;Installing Nikola&lt;/h4&gt;
&lt;ol&gt;
&lt;li&gt;Create a Python virtual environment.&lt;/li&gt;
&lt;li&gt;Either create or choose your working directory, I created &lt;code&gt;mkdir -p nikola&lt;/code&gt; in my project.&lt;/li&gt;
&lt;li&gt;Cd into nikola, activate your virtual environment &lt;/li&gt;
&lt;li&gt;Install nikola using pip with extras &lt;code&gt;pip install nikola[extras]&lt;/code&gt;. On windows it takes time.&lt;/li&gt;
&lt;li&gt;Check the version &lt;code&gt;nikola version&lt;/code&gt;. I have &lt;code&gt;v8.1&lt;/code&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;h4&gt;Initialize nikola&lt;/h4&gt;
&lt;ol&gt;
&lt;li&gt;Run &lt;code&gt;$ nikola init --quiet sayyedblogs&lt;/code&gt;. This will create a new directoy name &lt;code&gt;sayyedblogs&lt;/code&gt; and create the following directories and one file. &lt;code&gt;conf.py  files/  galleries/  images/  listings/  pages/  posts/&lt;/code&gt;.&lt;/li&gt;
&lt;li&gt;All these directories are empty. The file &lt;code&gt;conf.py&lt;/code&gt; comes with default installation options available.&lt;/li&gt;
&lt;li&gt;Get the help run &lt;code&gt;nikola --help&lt;/code&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;pre class="code literal-block"&gt;&lt;span&gt;&lt;/span&gt;&lt;code&gt;&lt;span class="n"&gt;Available&lt;/span&gt; &lt;span class="n"&gt;commands&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;auto&lt;/span&gt;                 &lt;span class="n"&gt;builds&lt;/span&gt; &lt;span class="ow"&gt;and&lt;/span&gt; &lt;span class="n"&gt;serves&lt;/span&gt; &lt;span class="n"&gt;a&lt;/span&gt; &lt;span class="n"&gt;site&lt;/span&gt;&lt;span class="p"&gt;;&lt;/span&gt; &lt;span class="n"&gt;automatically&lt;/span&gt; &lt;span class="n"&gt;detects&lt;/span&gt; &lt;span class="n"&gt;site&lt;/span&gt; &lt;span class="n"&gt;changes&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;rebuilds&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="ow"&gt;and&lt;/span&gt; &lt;span class="n"&gt;optionally&lt;/span&gt; &lt;span class="n"&gt;refreshes&lt;/span&gt; &lt;span class="n"&gt;a&lt;/span&gt; &lt;span class="n"&gt;browser&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;build&lt;/span&gt;                &lt;span class="n"&gt;run&lt;/span&gt; &lt;span class="n"&gt;tasks&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;check&lt;/span&gt;                &lt;span class="n"&gt;check&lt;/span&gt; &lt;span class="n"&gt;links&lt;/span&gt; &lt;span class="ow"&gt;and&lt;/span&gt; &lt;span class="n"&gt;files&lt;/span&gt; &lt;span class="ow"&gt;in&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="n"&gt;generated&lt;/span&gt; &lt;span class="n"&gt;site&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;clean&lt;/span&gt;                &lt;span class="n"&gt;clean&lt;/span&gt; &lt;span class="n"&gt;action&lt;/span&gt; &lt;span class="o"&gt;/&lt;/span&gt; &lt;span class="n"&gt;remove&lt;/span&gt; &lt;span class="n"&gt;targets&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;console&lt;/span&gt;              &lt;span class="n"&gt;start&lt;/span&gt; &lt;span class="n"&gt;an&lt;/span&gt; &lt;span class="n"&gt;interactive&lt;/span&gt; &lt;span class="n"&gt;Python&lt;/span&gt; &lt;span class="n"&gt;console&lt;/span&gt; &lt;span class="k"&gt;with&lt;/span&gt; &lt;span class="n"&gt;access&lt;/span&gt; &lt;span class="n"&gt;to&lt;/span&gt; &lt;span class="n"&gt;your&lt;/span&gt; &lt;span class="n"&gt;site&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;default_config&lt;/span&gt;       &lt;span class="n"&gt;Print&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="n"&gt;default&lt;/span&gt; &lt;span class="n"&gt;Nikola&lt;/span&gt; &lt;span class="n"&gt;configuration&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;deploy&lt;/span&gt;               &lt;span class="n"&gt;deploy&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="n"&gt;site&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;doit_auto&lt;/span&gt;            &lt;span class="n"&gt;automatically&lt;/span&gt; &lt;span class="n"&gt;execute&lt;/span&gt; &lt;span class="n"&gt;tasks&lt;/span&gt; &lt;span class="n"&gt;when&lt;/span&gt; &lt;span class="n"&gt;a&lt;/span&gt; &lt;span class="n"&gt;dependency&lt;/span&gt; &lt;span class="n"&gt;changes&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;dumpdb&lt;/span&gt;               &lt;span class="n"&gt;dump&lt;/span&gt; &lt;span class="n"&gt;dependency&lt;/span&gt; &lt;span class="n"&gt;DB&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;forget&lt;/span&gt;               &lt;span class="n"&gt;clear&lt;/span&gt; &lt;span class="n"&gt;successful&lt;/span&gt; &lt;span class="n"&gt;run&lt;/span&gt; &lt;span class="n"&gt;status&lt;/span&gt; &lt;span class="kn"&gt;from&lt;/span&gt; &lt;span class="nn"&gt;internal&lt;/span&gt; &lt;span class="nn"&gt;DB&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;github_deploy&lt;/span&gt;        &lt;span class="n"&gt;deploy&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="n"&gt;site&lt;/span&gt; &lt;span class="n"&gt;to&lt;/span&gt; &lt;span class="n"&gt;GitHub&lt;/span&gt; &lt;span class="n"&gt;Pages&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;help&lt;/span&gt;                 &lt;span class="n"&gt;show&lt;/span&gt; &lt;span class="n"&gt;help&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;ignore&lt;/span&gt;               &lt;span class="n"&gt;ignore&lt;/span&gt; &lt;span class="n"&gt;task&lt;/span&gt; &lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;skip&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt; &lt;span class="n"&gt;on&lt;/span&gt; &lt;span class="n"&gt;subsequent&lt;/span&gt; &lt;span class="n"&gt;runs&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;import_wordpress&lt;/span&gt;     &lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;a&lt;/span&gt; &lt;span class="nn"&gt;WordPress&lt;/span&gt; &lt;span class="nn"&gt;dump&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;info&lt;/span&gt;                 &lt;span class="n"&gt;show&lt;/span&gt; &lt;span class="n"&gt;info&lt;/span&gt; &lt;span class="n"&gt;about&lt;/span&gt; &lt;span class="n"&gt;a&lt;/span&gt; &lt;span class="n"&gt;task&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;init&lt;/span&gt;                 &lt;span class="n"&gt;create&lt;/span&gt; &lt;span class="n"&gt;a&lt;/span&gt; &lt;span class="n"&gt;Nikola&lt;/span&gt; &lt;span class="n"&gt;site&lt;/span&gt; &lt;span class="ow"&gt;in&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="n"&gt;specified&lt;/span&gt; &lt;span class="n"&gt;folder&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="nb"&gt;list&lt;/span&gt;                 &lt;span class="nb"&gt;list&lt;/span&gt; &lt;span class="n"&gt;tasks&lt;/span&gt; &lt;span class="kn"&gt;from&lt;/span&gt; &lt;span class="nn"&gt;dodo&lt;/span&gt; &lt;span class="nn"&gt;file&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;new_page&lt;/span&gt;             &lt;span class="n"&gt;create&lt;/span&gt; &lt;span class="n"&gt;a&lt;/span&gt; &lt;span class="n"&gt;new&lt;/span&gt; &lt;span class="n"&gt;page&lt;/span&gt; &lt;span class="ow"&gt;in&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="n"&gt;site&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;new_post&lt;/span&gt;             &lt;span class="n"&gt;create&lt;/span&gt; &lt;span class="n"&gt;a&lt;/span&gt; &lt;span class="n"&gt;new&lt;/span&gt; &lt;span class="n"&gt;blog&lt;/span&gt; &lt;span class="n"&gt;post&lt;/span&gt; &lt;span class="ow"&gt;or&lt;/span&gt; &lt;span class="n"&gt;site&lt;/span&gt; &lt;span class="n"&gt;page&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;orphans&lt;/span&gt;              &lt;span class="nb"&gt;list&lt;/span&gt; &lt;span class="nb"&gt;all&lt;/span&gt; &lt;span class="n"&gt;orphans&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;plugin&lt;/span&gt;               &lt;span class="n"&gt;manage&lt;/span&gt; &lt;span class="n"&gt;plugins&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;reset&lt;/span&gt;&lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;dep&lt;/span&gt;            &lt;span class="n"&gt;recompute&lt;/span&gt; &lt;span class="ow"&gt;and&lt;/span&gt; &lt;span class="n"&gt;save&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="n"&gt;state&lt;/span&gt; &lt;span class="n"&gt;of&lt;/span&gt; &lt;span class="nb"&gt;file&lt;/span&gt; &lt;span class="n"&gt;dependencies&lt;/span&gt; &lt;span class="n"&gt;without&lt;/span&gt; &lt;span class="n"&gt;executing&lt;/span&gt; &lt;span class="n"&gt;actions&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;rst2html&lt;/span&gt;             &lt;span class="nb"&gt;compile&lt;/span&gt; &lt;span class="n"&gt;reStructuredText&lt;/span&gt; &lt;span class="n"&gt;to&lt;/span&gt; &lt;span class="n"&gt;HTML&lt;/span&gt; &lt;span class="n"&gt;files&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;serve&lt;/span&gt;                &lt;span class="n"&gt;start&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="n"&gt;test&lt;/span&gt; &lt;span class="n"&gt;webserver&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;status&lt;/span&gt;               &lt;span class="n"&gt;display&lt;/span&gt; &lt;span class="n"&gt;site&lt;/span&gt; &lt;span class="n"&gt;status&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;strace&lt;/span&gt;               &lt;span class="n"&gt;use&lt;/span&gt; &lt;span class="n"&gt;strace&lt;/span&gt; &lt;span class="n"&gt;to&lt;/span&gt; &lt;span class="nb"&gt;list&lt;/span&gt; &lt;span class="n"&gt;file_deps&lt;/span&gt; &lt;span class="ow"&gt;and&lt;/span&gt; &lt;span class="n"&gt;targets&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;subtheme&lt;/span&gt;             &lt;span class="n"&gt;given&lt;/span&gt; &lt;span class="n"&gt;a&lt;/span&gt; &lt;span class="n"&gt;swatch&lt;/span&gt; &lt;span class="n"&gt;name&lt;/span&gt; &lt;span class="kn"&gt;from&lt;/span&gt; &lt;span class="nn"&gt;bootswatch.com&lt;/span&gt; &lt;span class="nn"&gt;or&lt;/span&gt; &lt;span class="nn"&gt;hackerthemes.com&lt;/span&gt; &lt;span class="nn"&gt;and&lt;/span&gt; &lt;span class="nn"&gt;a&lt;/span&gt; &lt;span class="nn"&gt;parent&lt;/span&gt; &lt;span class="nn"&gt;theme&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;creates&lt;/span&gt; &lt;span class="n"&gt;a&lt;/span&gt; &lt;span class="n"&gt;custom&lt;/span&gt; &lt;span class="n"&gt;theme&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;tabcompletion&lt;/span&gt;        &lt;span class="n"&gt;generate&lt;/span&gt; &lt;span class="n"&gt;script&lt;/span&gt; &lt;span class="k"&gt;for&lt;/span&gt; &lt;span class="n"&gt;tab&lt;/span&gt;&lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;completion&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;theme&lt;/span&gt;                &lt;span class="n"&gt;manage&lt;/span&gt; &lt;span class="n"&gt;themes&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;version&lt;/span&gt;              &lt;span class="k"&gt;print&lt;/span&gt; &lt;span class="n"&gt;the&lt;/span&gt; &lt;span class="n"&gt;Nikola&lt;/span&gt; &lt;span class="n"&gt;version&lt;/span&gt; &lt;span class="n"&gt;number&lt;/span&gt;

  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;help&lt;/span&gt;                 &lt;span class="n"&gt;show&lt;/span&gt; &lt;span class="n"&gt;help&lt;/span&gt; &lt;span class="o"&gt;/&lt;/span&gt; &lt;span class="n"&gt;reference&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;help&lt;/span&gt; &lt;span class="o"&gt;&amp;lt;&lt;/span&gt;&lt;span class="n"&gt;command&lt;/span&gt;&lt;span class="o"&gt;&amp;gt;&lt;/span&gt;       &lt;span class="n"&gt;show&lt;/span&gt; &lt;span class="n"&gt;command&lt;/span&gt; &lt;span class="n"&gt;usage&lt;/span&gt;
  &lt;span class="n"&gt;nikola&lt;/span&gt; &lt;span class="n"&gt;help&lt;/span&gt; &lt;span class="o"&gt;&amp;lt;&lt;/span&gt;&lt;span class="n"&gt;task&lt;/span&gt;&lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;name&lt;/span&gt;&lt;span class="o"&gt;&amp;gt;&lt;/span&gt;     &lt;span class="n"&gt;show&lt;/span&gt; &lt;span class="n"&gt;task&lt;/span&gt; &lt;span class="n"&gt;usage&lt;/span&gt;
&lt;/code&gt;&lt;/pre&gt;


&lt;h4&gt;Build your site&lt;/h4&gt;
&lt;ol&gt;
&lt;li&gt;Run &lt;code&gt;nikola build&lt;/code&gt; since we don't have any contents it will build an empty site.&lt;/li&gt;
&lt;li&gt;By default &lt;code&gt;nikola&lt;/code&gt; build a site in &lt;code&gt;output&lt;/code&gt; directory. Following files are created&lt;/li&gt;
&lt;/ol&gt;
&lt;pre class="code literal-block"&gt;&lt;span&gt;&lt;/span&gt;&lt;code&gt;Mode                 LastWriteTime         Length Name
----                 -------------         ------ ----
d-----        11/07/2020     01:33                assets
d-----        11/07/2020     01:33                categories
d-----        11/07/2020     01:33                galleries
d-----        11/07/2020     01:33                images
d-----        11/07/2020     01:33                listings
-a----        11/07/2020     01:33           3451 archive.html
-a----        11/07/2020     01:33           3669 index.html
-a----        11/07/2020     01:33             93 robots.txt
-a----        11/07/2020     01:33            736 rss.xml
-a----        11/07/2020     01:33            916 sitemap.xml
-a----        11/07/2020     01:33            745 sitemapindex.xml
&lt;/code&gt;&lt;/pre&gt;


&lt;h4&gt;Start the server&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;Though we have not put any of our contents yet we can start the server &lt;code&gt;nikola serve --browser&lt;/code&gt;. It starts the browser and serve it on local host port:80000. You can start the server on a different port &lt;code&gt;nikola server -p 2320&lt;/code&gt;&lt;/li&gt;
&lt;li&gt;When site is built all configuration files are read from &lt;code&gt;conf.py&lt;/code&gt;, we will refer this file as config file hereafter.&lt;/li&gt;
&lt;li&gt;By default it uses the many options already set to default values.&lt;/li&gt;
&lt;li&gt;Nikola creates a directory named &lt;code&gt;ouput&lt;/code&gt; where all files and folders are created that is served to the website.&lt;/li&gt;
&lt;li&gt;The landing page is created at the root of the &lt;code&gt;output&lt;/code&gt; directroy as &lt;code&gt;index.html&lt;/code&gt;. This page is created automatically.&lt;/li&gt;
&lt;li&gt;It has three sections:&lt;/li&gt;
&lt;li&gt;Html &lt;code&gt;meta-data&lt;/code&gt;&lt;/li&gt;
&lt;li&gt;Page &lt;code&gt;nave-bar&lt;/code&gt; taken from the theme used&lt;/li&gt;
&lt;li&gt;Page contents ( not defined yet)&lt;/li&gt;
&lt;li&gt;Bottom script.&lt;/li&gt;
&lt;li&gt;Since everything is generated automatically, we are not goingto touch it yet we have to.&lt;/li&gt;
&lt;li&gt;By default Nikola uses &lt;code&gt;bootblog4&lt;/code&gt; theme, we are going to use a different one.&lt;/li&gt;
&lt;/ul&gt;
&lt;blockquote&gt;
&lt;p&gt;Note: Commit time.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;pre class="code literal-block"&gt;&lt;span&gt;&lt;/span&gt;&lt;code&gt;&lt;span class="n"&gt;sayyed&lt;/span&gt;&lt;span class="nd"&gt;@neuro&lt;/span&gt; &lt;span class="o"&gt;~/&lt;/span&gt;&lt;span class="n"&gt;n&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;p&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;n&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;mysite&lt;/span&gt; &lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;dev&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;&lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="n"&gt;gitcommit&lt;/span&gt; &lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="n"&gt;m&lt;/span&gt; &lt;span class="s2"&gt;"@dev:Structure is working."&lt;/span&gt;                              &lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;nikola&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt; 
&lt;span class="p"&gt;[&lt;/span&gt;&lt;span class="n"&gt;dev&lt;/span&gt; &lt;span class="mi"&gt;8&lt;/span&gt;&lt;span class="n"&gt;c4958e&lt;/span&gt;&lt;span class="p"&gt;]&lt;/span&gt; &lt;span class="n"&gt;dev&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="n"&gt;Structure&lt;/span&gt; &lt;span class="ow"&gt;is&lt;/span&gt; &lt;span class="n"&gt;working&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;
 &lt;span class="mi"&gt;7&lt;/span&gt; &lt;span class="n"&gt;files&lt;/span&gt; &lt;span class="n"&gt;changed&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="mi"&gt;335&lt;/span&gt; &lt;span class="n"&gt;insertions&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="o"&gt;+&lt;/span&gt;&lt;span class="p"&gt;),&lt;/span&gt; &lt;span class="mi"&gt;32&lt;/span&gt; &lt;span class="n"&gt;deletions&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="o"&gt;-&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
 &lt;span class="n"&gt;create&lt;/span&gt; &lt;span class="n"&gt;mode&lt;/span&gt; &lt;span class="mi"&gt;100644&lt;/span&gt; &lt;span class="n"&gt;pages&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;about&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;rst&lt;/span&gt;
 &lt;span class="n"&gt;create&lt;/span&gt; &lt;span class="n"&gt;mode&lt;/span&gt; &lt;span class="mi"&gt;100644&lt;/span&gt; &lt;span class="n"&gt;pages&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;index&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;rst&lt;/span&gt;
 &lt;span class="n"&gt;create&lt;/span&gt; &lt;span class="n"&gt;mode&lt;/span&gt; &lt;span class="mi"&gt;100644&lt;/span&gt; &lt;span class="n"&gt;posts&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="mi"&gt;001&lt;/span&gt;&lt;span class="n"&gt;_intro&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;ipynb&lt;/span&gt;
 &lt;span class="n"&gt;create&lt;/span&gt; &lt;span class="n"&gt;mode&lt;/span&gt; &lt;span class="mi"&gt;100644&lt;/span&gt; &lt;span class="n"&gt;posts&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="mi"&gt;002&lt;/span&gt;&lt;span class="n"&gt;_basics&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;ipynb&lt;/span&gt;
&lt;span class="n"&gt;sayyed&lt;/span&gt;&lt;span class="nd"&gt;@neuro&lt;/span&gt; &lt;span class="o"&gt;~/&lt;/span&gt;&lt;span class="n"&gt;n&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;p&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;n&lt;/span&gt;&lt;span class="o"&gt;/&lt;/span&gt;&lt;span class="n"&gt;mysite&lt;/span&gt; &lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;dev&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;&lt;span class="o"&gt;&amp;gt;&lt;/span&gt;    
&lt;/code&gt;&lt;/pre&gt;&lt;/div&gt;</description><category>nikola</category><category>static site generator</category><guid>https://AbdulSayyed.github.io/posts/nikola/first-post/</guid><pubDate>Wed, 15 Jul 2020 17:10:06 GMT</pubDate></item><item><title>002_basics</title><link>https://AbdulSayyed.github.io/notebooks/002_basics/</link><dc:creator>Abdul Sayyed</dc:creator><description>&lt;div&gt;&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
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&lt;h2 id="Python-basics-needed-to-do-neuro-imaginag"&gt;Python basics needed to do neuro imaginag&lt;a class="anchor-link" href="https://AbdulSayyed.github.io/notebooks/002_basics/#Python-basics-needed-to-do-neuro-imaginag"&gt;¶&lt;/a&gt;&lt;/h2&gt;
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&lt;/div&gt;&lt;/div&gt;</description><guid>https://AbdulSayyed.github.io/notebooks/002_basics/</guid><pubDate>Fri, 10 Jul 2020 15:45:20 GMT</pubDate></item></channel></rss>