Jekyll2022-09-17T12:11:32-05:00https://harish3110.github.io/through-tinted-lenses/feed.xmlThrough Tinted LensesImmerse into the lesser known.Decoding Fastai Midlevel APIs2021-12-09T00:00:00-06:002021-12-09T00:00:00-06:00https://harish3110.github.io/through-tinted-lenses/data%20processing/fastai/2021/12/09/Fastai-Midlevel-APIs<!--
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<p>Processing your data is one of the most time-consuming tasks in building any ML model. Fastai provides elegant ways to solve this problem of data processing by making the process almost too easy.</p>
<p>We have already seen the <code>DataBlock API</code> as explained in my post, <a href="https://harish3110.github.io/through-tinted-lenses/computer%20vision/image%20classification/2021/09/29/Building-an-image-classifier-using-Fastai.html#The-DataBlock-API">Building an image classifier using Fastai</a> which in itself is an already streamlined way to work with most types of datasets in a beautifully simple manner.</p>
<p>In this blog post, we'll be looking at how this DataBlock API came about and what happens under the hood by using the various Mid Level APIs Fastai provides for the purpose of data processing.</p>
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<h2 id="Data-Gathering">Data Gathering<a class="anchor-link" href="#Data-Gathering"> </a></h2>
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<p>For this post, I'll be working the <a href="https://www.kaggle.com/c/aptos2019-blindness-detection">APTOS 2019 Blindness Detection Challenge</a> which is a Kaggle competitition to predict and prevent onset of Diabetic Retinopathy in pateints by predicting the degree of severity of the disease among patients.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1">#collapse</span>
<span class="n">dataset_path</span> <span class="o">=</span> <span class="s1">'/media/harish3110/AE2461B824618465/datasets/aptos_blindness_detection'</span>
<span class="n">path</span> <span class="o">=</span> <span class="n">Path</span><span class="p">(</span><span class="n">dataset_path</span><span class="p">)</span>
<span class="n">Path</span><span class="o">.</span><span class="n">BASE_PATH</span> <span class="o">=</span> <span class="n">path</span>
<span class="n">train</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">read_csv</span><span class="p">(</span><span class="n">path</span><span class="o">/</span><span class="s1">'train.csv'</span><span class="p">)</span>
<span class="n">train</span><span class="o">.</span><span class="n">head</span><span class="p">()</span>
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<th>id_code</th>
<th>diagnosis</th>
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<td>0</td>
<td>000c1434d8d7</td>
<td>2</td>
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<td>4</td>
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<td>1</td>
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<td>002c21358ce6</td>
<td>0</td>
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<td>005b95c28852</td>
<td>0</td>
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<p>We can see that the diagnosis is numerically labelled which isn't quite useful so lets create a dictionary that can be mapped to these values to get what each value actaully represents.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">label_dict</span> <span class="o">=</span> <span class="p">{</span>
<span class="mi">0</span><span class="p">:</span> <span class="s1">'No DR'</span><span class="p">,</span>
<span class="mi">1</span><span class="p">:</span> <span class="s1">'Mild'</span><span class="p">,</span>
<span class="mi">2</span><span class="p">:</span> <span class="s1">'Moderate'</span><span class="p">,</span>
<span class="mi">3</span><span class="p">:</span> <span class="s1">'Severe'</span><span class="p">,</span>
<span class="mi">4</span><span class="p">:</span> <span class="s1">'Proliferative DR'</span>
<span class="p">}</span>
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<h2 id="Using-the-DataBlock--API">Using the DataBlock API<a class="anchor-link" href="#Using-the-DataBlock--API"> </a></h2>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1">#collapse</span>
<span class="n">item_tfms</span><span class="o">=</span><span class="n">Resize</span><span class="p">(</span><span class="mi">480</span><span class="p">),</span>
<span class="n">batch_tfms</span><span class="o">=</span><span class="n">aug_transforms</span><span class="p">(</span><span class="n">size</span><span class="o">=</span><span class="mi">224</span><span class="p">,</span> <span class="n">min_scale</span><span class="o">=</span><span class="mf">0.75</span><span class="p">)</span>
<span class="c1"># Fastai's presizing trick </span>
<span class="n">dblock</span> <span class="o">=</span> <span class="n">DataBlock</span><span class="p">(</span>
<span class="n">blocks</span><span class="o">=</span><span class="p">(</span><span class="n">ImageBlock</span><span class="p">,</span> <span class="n">CategoryBlock</span><span class="p">),</span>
<span class="n">get_x</span><span class="o">=</span><span class="n">ColReader</span><span class="p">(</span><span class="s1">'id_code'</span><span class="p">,</span> <span class="n">pref</span><span class="o">=</span><span class="n">path</span><span class="o">/</span><span class="s1">'train_images'</span><span class="p">,</span> <span class="n">suff</span><span class="o">=</span><span class="s1">'.png'</span><span class="p">),</span>
<span class="n">get_y</span><span class="o">=</span><span class="n">Pipeline</span><span class="p">([</span><span class="n">ColReader</span><span class="p">(</span><span class="s1">'diagnosis'</span><span class="p">),</span> <span class="n">label_dict</span><span class="o">.</span><span class="fm">__getitem__</span><span class="p">]),</span>
<span class="n">splitter</span><span class="o">=</span><span class="n">RandomSplitter</span><span class="p">(</span><span class="n">seed</span><span class="o">=</span><span class="mi">42</span><span class="p">),</span>
<span class="n">item_tfms</span> <span class="o">=</span> <span class="n">item_tfms</span><span class="p">,</span>
<span class="n">batch_tfms</span> <span class="o">=</span> <span class="n">batch_tfms</span>
<span class="p">)</span>
<span class="n">dls</span> <span class="o">=</span> <span class="n">dblock</span><span class="o">.</span><span class="n">dataloaders</span><span class="p">(</span><span class="n">train</span><span class="p">)</span>
<span class="n">dls</span><span class="o">.</span><span class="n">show_batch</span><span class="p">(</span><span class="n">max_n</span><span class="o">=</span><span class="mi">3</span><span class="p">)</span>
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" 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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">dsets</span> <span class="o">=</span> <span class="n">dblock</span><span class="o">.</span><span class="n">datasets</span><span class="p">(</span><span class="n">train</span><span class="p">)</span>
<span class="n">dsets</span><span class="p">[</span><span class="mi">0</span><span class="p">]</span>
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<pre>(PILImage mode=RGB size=3216x2136, TensorCategory(1))</pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">dblock</span><span class="o">.</span><span class="n">summary</span><span class="p">(</span><span class="n">train</span><span class="o">.</span><span class="n">iloc</span><span class="p">[:</span><span class="mi">10</span><span class="p">])</span>
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<pre>Setting-up type transforms pipelines
Collecting items from id_code diagnosis
0 000c1434d8d7 2
1 001639a390f0 4
2 0024cdab0c1e 1
3 002c21358ce6 0
4 005b95c28852 0
5 0083ee8054ee 4
6 0097f532ac9f 0
7 00a8624548a9 2
8 00b74780d31d 2
9 00cb6555d108 1
Found 10 items
2 datasets of sizes 8,2
Setting up Pipeline: ColReader -> PILBase.create
Setting up Pipeline: ColReader -> dict.__getitem__ -> Categorize
Building one sample
Pipeline: ColReader -> PILBase.create
starting from
id_code 001639a390f0
diagnosis 4
Name: 1, dtype: object
applying ColReader gives
/media/harish3110/AE2461B824618465/datasets/aptos_blindness_detection/train_images/001639a390f0.png
applying PILBase.create gives
PILImage mode=RGB size=3216x2136
Pipeline: ColReader -> dict.__getitem__ -> Categorize
starting from
id_code 001639a390f0
diagnosis 4
Name: 1, dtype: object
applying ColReader gives
4
applying dict.__getitem__ gives
Proliferative DR
applying Categorize gives
TensorCategory(3)
Final sample: (PILImage mode=RGB size=3216x2136, TensorCategory(3))
Setting up after_item: Pipeline: Resize -> ToTensor
Setting up before_batch: Pipeline:
Setting up after_batch: Pipeline: IntToFloatTensor -> AffineCoordTfm -> RandomResizedCropGPU -> LightingTfm
Building one batch
Applying item_tfms to the first sample:
Pipeline: Resize -> ToTensor
starting from
(PILImage mode=RGB size=3216x2136, TensorCategory(3))
applying Resize gives
(PILImage mode=RGB size=480x480, TensorCategory(3))
applying ToTensor gives
(TensorImage of size 3x480x480, TensorCategory(3))
Adding the next 3 samples
No before_batch transform to apply
Collating items in a batch
Applying batch_tfms to the batch built
Pipeline: IntToFloatTensor -> AffineCoordTfm -> RandomResizedCropGPU -> LightingTfm
starting from
(TensorImage of size 4x3x480x480, TensorCategory([3, 1, 2, 3], device='cuda:0'))
applying IntToFloatTensor gives
(TensorImage of size 4x3x480x480, TensorCategory([3, 1, 2, 3], device='cuda:0'))
applying AffineCoordTfm gives
(TensorImage of size 4x3x480x480, TensorCategory([3, 1, 2, 3], device='cuda:0'))
applying RandomResizedCropGPU gives
(TensorImage of size 4x3x224x224, TensorCategory([3, 1, 2, 3], device='cuda:0'))
applying LightingTfm gives
(TensorImage of size 4x3x224x224, TensorCategory([3, 1, 2, 3], device='cuda:0'))
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<p>The aim is try to recreate this same dataloader using Fastai's Mid Level APIs na dunderstand all that is going on behind the scenes and tools Fastai provides to make this process better!</p>
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<h2 id="Using-Fastai-Transforms">Using Fastai Transforms<a class="anchor-link" href="#Using-Fastai-Transforms"> </a></h2>
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<p>In my previous post <a href="https://harish3110.github.io/through-tinted-lenses/natural%20language%20processing/sentiment%20analysis/2020/06/27/Introduction-to-NLP-using-Fastai.html#Side-Note:-Text-Pre-processing">Introduction to NLP using Fastai</a>, I introduce the concept of <code>Transforms</code> in Fastai as an <strong>almost</strong> reversible function which is the basic block for processing data in the Fastai library.</p>
<p>This reversibility of a transoform is especially useful when trying to perform different types of data transformations needed before we can batch them and pass them through a dataloader. We saw trasnforms like <code>Tokenization</code> and <code>Numericalization</code> for making text data ready and similarly for an image classification like the one we have at hand we would need to do sequence of transformations on our images like resizing them, performing certain data augmentations and maybe converting them to tensors for training a PyTorch model.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="k">class</span> <span class="nc">TitledImage</span><span class="p">(</span><span class="n">Tuple</span><span class="p">):</span>
<span class="k">def</span> <span class="nf">show</span><span class="p">(</span><span class="bp">self</span><span class="p">,</span> <span class="n">ctx</span><span class="o">=</span><span class="kc">None</span><span class="p">,</span> <span class="o">**</span><span class="n">kwargs</span><span class="p">):</span>
<span class="n">show_titled_image</span><span class="p">(</span><span class="bp">self</span><span class="p">,</span> <span class="n">ctx</span><span class="o">=</span><span class="n">ctx</span><span class="p">,</span> <span class="o">**</span><span class="n">kwargs</span><span class="p">)</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="k">class</span> <span class="nc">Tfm</span><span class="p">(</span><span class="n">ItemTransform</span><span class="p">):</span>
<span class="k">def</span> <span class="fm">__init__</span><span class="p">(</span><span class="bp">self</span><span class="p">,</span> <span class="n">vocab</span><span class="p">,</span> <span class="n">o2i</span><span class="p">,</span> <span class="n">lblr</span><span class="p">):</span>
<span class="bp">self</span><span class="o">.</span><span class="n">vocab</span><span class="p">,</span> <span class="bp">self</span><span class="o">.</span><span class="n">o2i</span><span class="p">,</span> <span class="bp">self</span><span class="o">.</span><span class="n">lblr</span> <span class="o">=</span> <span class="n">vocab</span><span class="p">,</span><span class="n">o2i</span><span class="p">,</span><span class="n">lblr</span>
<span class="k">def</span> <span class="nf">encodes</span><span class="p">(</span><span class="bp">self</span><span class="p">,</span> <span class="n">o</span><span class="p">):</span>
<span class="k">return</span> <span class="p">(</span><span class="n">PILImage</span><span class="o">.</span><span class="n">create</span><span class="p">(</span><span class="n">ColReader</span><span class="p">(</span><span class="s1">'id_code'</span><span class="p">,</span> <span class="n">pref</span><span class="o">=</span><span class="n">path</span><span class="o">/</span><span class="s1">'train_images'</span><span class="p">,</span> <span class="n">suff</span><span class="o">=</span><span class="s1">'.png'</span><span class="p">)(</span><span class="n">o</span><span class="p">)),</span> <span class="bp">self</span><span class="o">.</span><span class="n">o2i</span><span class="p">[</span><span class="bp">self</span><span class="o">.</span><span class="n">lblr</span><span class="p">(</span><span class="n">o</span><span class="p">)])</span>
<span class="k">def</span> <span class="nf">decodes</span><span class="p">(</span><span class="bp">self</span><span class="p">,</span> <span class="n">x</span><span class="p">):</span>
<span class="k">return</span> <span class="n">TitledImage</span><span class="p">(</span><span class="n">x</span><span class="p">[</span><span class="mi">0</span><span class="p">],</span><span class="bp">self</span><span class="o">.</span><span class="n">vocab</span><span class="p">[</span><span class="n">x</span><span class="p">[</span><span class="mi">1</span><span class="p">]])</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">labeller</span> <span class="o">=</span> <span class="n">Pipeline</span><span class="p">([</span><span class="n">attrgetter</span><span class="p">(</span><span class="s1">'diagnosis'</span><span class="p">),</span> <span class="n">label_dict</span><span class="o">.</span><span class="fm">__getitem__</span><span class="p">])</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">vals</span> <span class="o">=</span> <span class="nb">list</span><span class="p">(</span><span class="nb">map</span><span class="p">(</span><span class="n">label_dict</span><span class="o">.</span><span class="fm">__getitem__</span><span class="p">,</span> <span class="nb">list</span><span class="p">(</span><span class="n">train</span><span class="p">[</span><span class="s1">'diagnosis'</span><span class="p">]</span><span class="o">.</span><span class="n">values</span><span class="p">)))</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">vocab</span><span class="p">,</span><span class="n">o2i</span> <span class="o">=</span> <span class="n">uniqueify</span><span class="p">(</span><span class="n">vals</span><span class="p">,</span> <span class="n">sort</span><span class="o">=</span><span class="kc">True</span><span class="p">,</span> <span class="n">bidir</span><span class="o">=</span><span class="kc">True</span><span class="p">)</span>
<span class="n">aptos</span> <span class="o">=</span> <span class="n">Tfm</span><span class="p">(</span><span class="n">vocab</span><span class="p">,</span><span class="n">o2i</span><span class="p">,</span><span class="n">labeller</span><span class="p">)</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">train</span><span class="o">.</span><span class="n">iloc</span><span class="p">[</span><span class="mi">0</span><span class="p">]</span>
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<pre>id_code 000c1434d8d7
diagnosis 2
Name: 0, dtype: object</pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">x</span><span class="p">,</span><span class="n">y</span> <span class="o">=</span> <span class="n">aptos</span><span class="p">(</span><span class="n">train</span><span class="o">.</span><span class="n">iloc</span><span class="p">[</span><span class="mi">0</span><span class="p">])</span>
<span class="n">x</span><span class="o">.</span><span class="n">shape</span><span class="p">,</span><span class="n">y</span>
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<pre>((2136, 3216), 1)</pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">dec</span> <span class="o">=</span> <span class="n">aptos</span><span class="o">.</span><span class="n">decode</span><span class="p">(</span><span class="n">aptos</span><span class="p">(</span><span class="n">train</span><span class="o">.</span><span class="n">iloc</span><span class="p">[</span><span class="mi">0</span><span class="p">]))</span>
<span class="n">dec</span><span class="o">.</span><span class="n">show</span><span class="p">()</span>
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" 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<h2 id="Setting-up-the-internal-state-with-a-setups">Setting up the internal state with a setups<a class="anchor-link" href="#Setting-up-the-internal-state-with-a-setups"> </a></h2>
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<p>We can now make our Transform class automatically state its state from the data. This way, when we combine together our <code>Transform</code> with the data, it will automatically get setup without having to do anything. This is done by adding a <code>setups</code> method in the Transform definition</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="k">class</span> <span class="nc">Tfm</span><span class="p">(</span><span class="n">ItemTransform</span><span class="p">):</span>
<span class="k">def</span> <span class="nf">setups</span><span class="p">(</span><span class="bp">self</span><span class="p">,</span> <span class="n">items</span><span class="p">):</span>
<span class="bp">self</span><span class="o">.</span><span class="n">labeller</span> <span class="o">=</span> <span class="n">Pipeline</span><span class="p">([</span><span class="n">attrgetter</span><span class="p">(</span><span class="s1">'diagnosis'</span><span class="p">),</span> <span class="n">label_dict</span><span class="o">.</span><span class="fm">__getitem__</span><span class="p">])</span>
<span class="n">vals</span> <span class="o">=</span> <span class="nb">list</span><span class="p">(</span><span class="nb">map</span><span class="p">(</span><span class="n">label_dict</span><span class="o">.</span><span class="fm">__getitem__</span><span class="p">,</span> <span class="nb">list</span><span class="p">(</span><span class="n">train</span><span class="p">[</span><span class="s1">'diagnosis'</span><span class="p">]</span><span class="o">.</span><span class="n">values</span><span class="p">)))</span>
<span class="bp">self</span><span class="o">.</span><span class="n">vocab</span><span class="p">,</span><span class="bp">self</span><span class="o">.</span><span class="n">o2i</span> <span class="o">=</span> <span class="n">uniqueify</span><span class="p">(</span><span class="n">vals</span><span class="p">,</span> <span class="n">sort</span><span class="o">=</span><span class="kc">True</span><span class="p">,</span> <span class="n">bidir</span><span class="o">=</span><span class="kc">True</span><span class="p">)</span>
<span class="k">def</span> <span class="nf">encodes</span><span class="p">(</span><span class="bp">self</span><span class="p">,</span> <span class="n">o</span><span class="p">):</span>
<span class="nb">print</span><span class="p">(</span><span class="n">o</span><span class="p">)</span>
<span class="k">return</span> <span class="p">(</span><span class="n">PILImage</span><span class="o">.</span><span class="n">create</span><span class="p">(</span><span class="n">ColReader</span><span class="p">(</span><span class="s1">'id_code'</span><span class="p">,</span> <span class="n">pref</span><span class="o">=</span><span class="n">path</span><span class="o">/</span><span class="s1">'train_images'</span><span class="p">,</span> <span class="n">suff</span><span class="o">=</span><span class="s1">'.png'</span><span class="p">)(</span><span class="n">o</span><span class="p">)),</span> <span class="bp">self</span><span class="o">.</span><span class="n">o2i</span><span class="p">[</span><span class="bp">self</span><span class="o">.</span><span class="n">labeller</span><span class="p">(</span><span class="n">o</span><span class="p">)])</span>
<span class="k">def</span> <span class="nf">decodes</span><span class="p">(</span><span class="bp">self</span><span class="p">,</span> <span class="n">x</span><span class="p">):</span>
<span class="k">return</span> <span class="n">TitledImage</span><span class="p">(</span><span class="n">x</span><span class="p">[</span><span class="mi">0</span><span class="p">],</span> <span class="bp">self</span><span class="o">.</span><span class="n">vocab</span><span class="p">[</span><span class="n">x</span><span class="p">[</span><span class="mi">1</span><span class="p">]])</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">aptos</span> <span class="o">=</span> <span class="n">Tfm</span><span class="p">()</span>
<span class="n">aptos</span><span class="o">.</span><span class="n">setup</span><span class="p">(</span><span class="n">train</span><span class="p">)</span>
<span class="n">x</span><span class="p">,</span><span class="n">y</span> <span class="o">=</span> <span class="n">aptos</span><span class="p">(</span><span class="n">train</span><span class="o">.</span><span class="n">iloc</span><span class="p">[</span><span class="mi">0</span><span class="p">])</span>
<span class="n">x</span><span class="o">.</span><span class="n">shape</span><span class="p">,</span> <span class="n">y</span>
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<pre>id_code 000c1434d8d7
diagnosis 2
Name: 0, dtype: object
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<pre>((2136, 3216), 1)</pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">dec</span> <span class="o">=</span> <span class="n">aptos</span><span class="o">.</span><span class="n">decode</span><span class="p">((</span><span class="n">x</span><span class="p">,</span><span class="n">y</span><span class="p">))</span>
<span class="n">dec</span><span class="o">.</span><span class="n">show</span><span class="p">()</span>
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" />
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<h2 id="Combining-our-Transform-with-data-augmentation-in-a-Pipeline">Combining our Transform with data augmentation in a Pipeline<a class="anchor-link" href="#Combining-our-Transform-with-data-augmentation-in-a-Pipeline"> </a></h2>
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<p>We can also take advantage of fastai's data augmentation transforms if we give the right type to our elements. Instead of returning a standard <code>PIL.Image</code>, if our transform returns the fastai type <code>PILImage</code>, we can then use any fastai's transform with it. Let's just return a <code>PILImage</code> for our first element:</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="k">class</span> <span class="nc">Tfm</span><span class="p">(</span><span class="n">ItemTransform</span><span class="p">):</span>
<span class="k">def</span> <span class="nf">setups</span><span class="p">(</span><span class="bp">self</span><span class="p">,</span> <span class="n">items</span><span class="p">):</span>
<span class="bp">self</span><span class="o">.</span><span class="n">labeller</span> <span class="o">=</span> <span class="n">Pipeline</span><span class="p">([</span><span class="n">attrgetter</span><span class="p">(</span><span class="s1">'diagnosis'</span><span class="p">),</span> <span class="n">label_dict</span><span class="o">.</span><span class="fm">__getitem__</span><span class="p">])</span>
<span class="n">vals</span> <span class="o">=</span> <span class="nb">list</span><span class="p">(</span><span class="nb">map</span><span class="p">(</span><span class="n">label_dict</span><span class="o">.</span><span class="fm">__getitem__</span><span class="p">,</span> <span class="nb">list</span><span class="p">(</span><span class="n">train</span><span class="p">[</span><span class="s1">'diagnosis'</span><span class="p">]</span><span class="o">.</span><span class="n">values</span><span class="p">)))</span>
<span class="bp">self</span><span class="o">.</span><span class="n">vocab</span><span class="p">,</span><span class="bp">self</span><span class="o">.</span><span class="n">o2i</span> <span class="o">=</span> <span class="n">uniqueify</span><span class="p">(</span><span class="n">vals</span><span class="p">,</span> <span class="n">sort</span><span class="o">=</span><span class="kc">True</span><span class="p">,</span> <span class="n">bidir</span><span class="o">=</span><span class="kc">True</span><span class="p">)</span>
<span class="k">def</span> <span class="nf">encodes</span><span class="p">(</span><span class="bp">self</span><span class="p">,</span> <span class="n">o</span><span class="p">):</span>
<span class="k">return</span> <span class="p">(</span><span class="n">PILImage</span><span class="o">.</span><span class="n">create</span><span class="p">(</span><span class="n">ColReader</span><span class="p">(</span><span class="s1">'id_code'</span><span class="p">,</span> <span class="n">pref</span><span class="o">=</span><span class="n">path</span><span class="o">/</span><span class="s1">'train_images'</span><span class="p">,</span> <span class="n">suff</span><span class="o">=</span><span class="s1">'.png'</span><span class="p">)(</span><span class="n">o</span><span class="p">)),</span> <span class="bp">self</span><span class="o">.</span><span class="n">o2i</span><span class="p">[</span><span class="bp">self</span><span class="o">.</span><span class="n">labeller</span><span class="p">(</span><span class="n">o</span><span class="p">)])</span>
<span class="k">def</span> <span class="nf">decodes</span><span class="p">(</span><span class="bp">self</span><span class="p">,</span> <span class="n">x</span><span class="p">):</span>
<span class="k">return</span> <span class="n">TitledImage</span><span class="p">(</span><span class="n">x</span><span class="p">[</span><span class="mi">0</span><span class="p">],</span> <span class="bp">self</span><span class="o">.</span><span class="n">vocab</span><span class="p">[</span><span class="n">x</span><span class="p">[</span><span class="mi">1</span><span class="p">]])</span>
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<p>We can then combine that transform with ToTensor, Resize or FlipItem to randomly flip our image in a Pipeline:</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">tfms</span> <span class="o">=</span> <span class="n">Pipeline</span><span class="p">([</span><span class="n">Tfm</span><span class="p">(),</span> <span class="n">Resize</span><span class="p">(</span><span class="mi">224</span><span class="p">),</span> <span class="n">FlipItem</span><span class="p">(</span><span class="n">p</span><span class="o">=</span><span class="mi">1</span><span class="p">),</span> <span class="n">ToTensor</span><span class="p">()])</span>
<span class="n">tfms</span>
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<pre>Pipeline: Tfm -> FlipItem -> Resize -> ToTensor</pre>
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<p>Calling setup on a Pipeline will set each transform in order:</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">tfms</span><span class="o">.</span><span class="n">setup</span><span class="p">(</span><span class="n">train</span><span class="p">)</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">tfms</span><span class="o">.</span><span class="n">vocab</span>
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<pre>(#5) ['Mild','Moderate','No DR','Proliferative DR','Severe']</pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">x</span><span class="p">,</span><span class="n">y</span> <span class="o">=</span> <span class="n">tfms</span><span class="p">(</span><span class="n">train</span><span class="o">.</span><span class="n">iloc</span><span class="p">[</span><span class="mi">0</span><span class="p">])</span>
<span class="n">x</span><span class="o">.</span><span class="n">shape</span><span class="p">,</span><span class="n">y</span>
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<pre>(torch.Size([3, 224, 224]), 1)</pre>
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<p>We can see ToTensor and Resize were applied to the first element of our tuple (which was of type PILImage) but not the second. We can even have a look at our element to check the flip was also applied:</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">tfms</span><span class="o">.</span><span class="n">show</span><span class="p">(</span><span class="n">tfms</span><span class="p">(</span><span class="n">train</span><span class="o">.</span><span class="n">iloc</span><span class="p">[</span><span class="mi">0</span><span class="p">]))</span>
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" 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<h2 id="TfmdLists-and-Datasets">TfmdLists and Datasets<a class="anchor-link" href="#TfmdLists-and-Datasets"> </a></h2>
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<h3 id="Using-TfmdLists">Using TfmdLists<a class="anchor-link" href="#Using-TfmdLists"> </a></h3><blockquote><p>One pipeline makes a TfmdLists</p>
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<p>Creating a TfmdLists just requires a list of items and a list of transforms that will be combined in a Pipeline:</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="k">class</span> <span class="nc">Tfm</span><span class="p">(</span><span class="n">ItemTransform</span><span class="p">):</span>
<span class="k">def</span> <span class="nf">setups</span><span class="p">(</span><span class="bp">self</span><span class="p">,</span> <span class="n">items</span><span class="p">):</span>
<span class="bp">self</span><span class="o">.</span><span class="n">labeller</span> <span class="o">=</span> <span class="n">Pipeline</span><span class="p">([</span><span class="n">ColReader</span><span class="p">(</span><span class="s1">'diagnosis'</span><span class="p">),</span> <span class="n">label_dict</span><span class="o">.</span><span class="fm">__getitem__</span><span class="p">])</span>
<span class="n">vals</span> <span class="o">=</span> <span class="nb">map</span><span class="p">(</span><span class="bp">self</span><span class="o">.</span><span class="n">labeller</span><span class="p">,</span> <span class="n">items</span><span class="p">)</span>
<span class="bp">self</span><span class="o">.</span><span class="n">vocab</span><span class="p">,</span><span class="bp">self</span><span class="o">.</span><span class="n">o2i</span> <span class="o">=</span> <span class="n">uniqueify</span><span class="p">(</span><span class="n">vals</span><span class="p">,</span> <span class="n">sort</span><span class="o">=</span><span class="kc">True</span><span class="p">,</span> <span class="n">bidir</span><span class="o">=</span><span class="kc">True</span><span class="p">)</span>
<span class="k">def</span> <span class="nf">encodes</span><span class="p">(</span><span class="bp">self</span><span class="p">,</span> <span class="n">o</span><span class="p">):</span>
<span class="k">return</span> <span class="p">(</span><span class="n">PILImage</span><span class="o">.</span><span class="n">create</span><span class="p">(</span><span class="n">ColReader</span><span class="p">(</span><span class="s1">'id_code'</span><span class="p">,</span> <span class="n">pref</span><span class="o">=</span><span class="n">path</span><span class="o">/</span><span class="s1">'train_images'</span><span class="p">,</span> <span class="n">suff</span><span class="o">=</span><span class="s1">'.png'</span><span class="p">)(</span><span class="n">o</span><span class="p">)),</span> <span class="bp">self</span><span class="o">.</span><span class="n">o2i</span><span class="p">[</span><span class="bp">self</span><span class="o">.</span><span class="n">labeller</span><span class="p">(</span><span class="n">o</span><span class="p">)])</span>
<span class="k">def</span> <span class="nf">decodes</span><span class="p">(</span><span class="bp">self</span><span class="p">,</span> <span class="n">x</span><span class="p">):</span>
<span class="k">return</span> <span class="n">TitledImage</span><span class="p">(</span><span class="n">x</span><span class="p">[</span><span class="mi">0</span><span class="p">],</span><span class="bp">self</span><span class="o">.</span><span class="n">vocab</span><span class="p">[</span><span class="n">x</span><span class="p">[</span><span class="mi">1</span><span class="p">]])</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Used to create separate train and validation transformed lists when creating TfmdLists</span>
<span class="n">splitter</span> <span class="o">=</span> <span class="n">RandomSplitter</span><span class="p">(</span><span class="n">seed</span><span class="o">=</span><span class="mi">42</span><span class="p">)</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">splits</span> <span class="o">=</span> <span class="n">splitter</span><span class="p">(</span><span class="n">train</span><span class="p">)</span>
<span class="n">splits</span>
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<pre>((#2930) [3578,3510,791,2745,707,3395,2294,2868,3118,2426...],
(#732) [1506,2110,558,1514,3640,3184,1354,3061,2514,276...])</pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Presizing to 480</span>
<span class="n">tls</span> <span class="o">=</span> <span class="n">TfmdLists</span><span class="p">(</span><span class="n">train</span><span class="p">,</span> <span class="p">[</span><span class="n">Resize</span><span class="p">(</span><span class="mi">480</span><span class="p">),</span> <span class="n">Tfm</span><span class="p">(),</span> <span class="n">ToTensor</span><span class="p">()],</span> <span class="n">splits</span><span class="o">=</span><span class="n">splitter</span><span class="p">(</span><span class="n">train</span><span class="p">))</span>
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<p><strong>Note:</strong> TfmdLists calls <code>setups</code> on each of transforms provided above and thus need not be called again.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">x</span><span class="p">,</span><span class="n">y</span> <span class="o">=</span> <span class="n">tls</span><span class="p">[</span><span class="mi">0</span><span class="p">]</span>
<span class="n">x</span><span class="o">.</span><span class="n">shape</span><span class="p">,</span><span class="n">y</span>
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<pre>(torch.Size([3, 480, 480]), 1)</pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">tls</span><span class="o">.</span><span class="n">vocab</span>
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<pre>(#5) ['Mild','Moderate','No DR','Proliferative DR','Severe']</pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">tls</span><span class="o">.</span><span class="n">show</span><span class="p">((</span><span class="n">x</span><span class="p">,</span><span class="n">y</span><span class="p">))</span>
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" 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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Another method to show</span>
<span class="n">show_at</span><span class="p">(</span><span class="n">tls</span><span class="p">,</span> <span class="mi">0</span><span class="p">)</span>
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" />
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">dls</span> <span class="o">=</span> <span class="n">tls</span><span class="o">.</span><span class="n">dataloaders</span><span class="p">(</span><span class="n">bs</span><span class="o">=</span><span class="mi">64</span><span class="p">)</span>
</pre></div>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">dls</span><span class="o">.</span><span class="n">vocab</span>
</pre></div>
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<pre>(#5) ['Mild','Moderate','No DR','Proliferative DR','Severe']</pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">dls</span><span class="o">.</span><span class="n">show_batch</span><span class="p">(</span><span class="n">max_n</span><span class="o">=</span><span class="mi">3</span><span class="p">)</span>
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iwdP/m1z0QPlzFftYKBuFGL455QL7gbIgkzwy2MVxYNI0Z7frfPs1JLbBO8OQHajDw4RkZ3+2soZnfFxXYGlVirag7JUZ8WWuhqq7I1zJrYOgHm4XCI+gnDJjiCYESwE9/h23Ex4h6KhBOS5nYEpZrhVZAkIAXxCSyf7Itsx1cdyjZIEqZFkaQpQo2n3ZpjwvZM4WjGUeFs2KRFpKJeQYRUO3IeiRuvpBxODQlUnS4bOUPfO30n9BnoYKzCxScry3NCXmUWixWSV4xFuONT/xNXxqNYA37ScQEeu0Nw3Q8fpZy1gNsn4VSc+qa5YYvjw5j7zOjtHoxTyIDHCfOkLAnPtQJLnLw65BXPfRJ/4s7zPEkLLtdQjZ5ARQxnYKSjMwGrSF5Q8zF5HNABjq4WchLGB1fo4qn0TzO6w3dzfN+Aby7S3ZIpfgXJPX0vUFcUOyLlnrGMaF4gtsYGxRnQRcKH8/ze1Z6f/c0/4J3v3nClFMyMJIa5tHv2pmiNbEAbj9LGS2ZjdVq2yMgsNhZvJkxOR/8n52k+d3MH7eT5z94+l5vlEEiL7uD60f200Vvksn3u0eZA+Okluj32zO3NIZ4cBGbHCzGff+Nlt5AE6igcDYYcOFmgVFgPwjJDnx01ZRSjc2H0irZrqgauMVvJhSqw0nAkCtClXVSSEKo6tUYkXpvTmQFLLSqSuEu1hGFx8eaoC2UQjqujSeiXABZrQiCZAxnxZgBUGFoUKcTnYwokwrwhFLUyFKFUoV9GVFRFyDjmgomTRcgikCoIrIuQDUxiPSZ1OoONh6Oi5sgKOk+YBFLhUumtoxBBAcQYLhXQhHhFGlI4MqEHMYbqzo//9oZ3XBraGpDrKtI/apk7BHAyehWcZ6wS//zvfRgmXThsbjiKlXDnvCpWAw1VcTDHUYobYhMyoA05CAeRYlizb1KbMZVAWiIKDiOdJQwdnqBaILjWdAKBOAmCG7gYpzPV4VxUlC6cFRKI7QKiWLGBmE6j4M1La3pPaEESNZwdL4gptSEASSTQA9iiAO7aAtcpENs5AyANdUt4DVQOmaEeoSxI2ra5002BGkK1iO63wRzzoCnWprhsg6ekhktDIFLoD00F1UzuYJkqXRa6zsJh7o2uU/LS6VfCYplYns8sVgdYt0Ak80WvOeYHf+m3GBt2HKhKfOFYy+NzCOYKf4JNJi9xvjjncn0nYHYBDTW43l5TRH8aHYjzx8+UFKptHYJOlIU5RaAkxc156vmej3rmrXzEnec4nwrGEQsxOu05SkLvaWtcVRPVKpoS7oKwIOUNWkd8bVx595ok5+C2A1a3Kbq5h+P7hYU/FS4sqfogQkYX4NUwP6ZWR3UZ122K+gapCWRN1vM4I07FxRjFeeD4PL/85su88XfupVoHjDGW1RgkFOHWvE4L8Qxk4GFzso1V2/ywQx90iog1hWcJJ+ZvmvfTc/1I5hlunkNwFhLQVP8JaH8O9M8N+PbYWaS4O99k9E+iW9d/qoTDDF/ysgtIFVzh2jWhYCxXU6SfcDd6E0yE6iMimYLhNZRyat86EpBvl41FG95N14yxRzqBHM5DIp4PVSG7U8xwS6CGidA7DBbRt3ggzXUEq+GC1A76hcUgaKQtzDQcASLido2IT1uKwiaNV2OE1Z0uKWNxhhJRWorHAhVnqBpQr0AnIAunT85oyqYIXQoTgcV8dQ5ri0xHGSIyOOygJKhVUPW4Bo8UyIhRDDpVsk/RXYQNKvHQGBIQLs5ClP9wb+Hf/u41wKlPEIRgkoTz7AsLvv21z2EgU0qleqWaI2ahM2s8o+6OFOimuXHHqQ+DDiUsGMkFc2tpFQ9j7btAwpGI3pvBSQhuGuhoQ5gi4NMYf5lMYeiQQBDiu5OBU8KpoK1dERxrSJludRYANqXQwlmY0LcSy689HS214vqwbKh7pKJaNmOCRXb3r3Htyi5dG7rPAKNaQvCGABgZQbXZMTcKHaoWKZoUiMkkE1LQ7girCREHjcBDNKJ6FUeT0SWly0af4/u0N1LvpCT0C2V5oPQLY3mQOLhFIV+AbgHa8cyP/z3u29xHYYcUuPvjdwjmcgIe3v7n4ed/RA7BFmY947Otp8kJFEFF2mIOmYgQ7pBFsASFjgtSeNnznslLPhju7K9SWTAIJEYkdZh2dF7xVMko4h2jGy6JroPj0TCvdJIQ34CtGO6/DNcW9OeX5FuPyTowPJCx/il0t1TIA3jFBqOwodZINYgscN0g3pEwxs0xiyTgC7Ar+Kpj9JG86aksqDLQ05N9xZuPlR/51Xt45wOX8OoUb7k4cWrjPJjNotrwG05MyRwhmMbyeg6Bs3P+TjsEp7c90nmGm+sQTHD1WUZ+GrcT2zmFIpzab8op3+gYRVogs1vhz3ty5pUvOAjl2HKcmyOhmOCLWIedVGxygM1RSQE0tjRCxnGB2lCvBCzdMRFMPayjhXE0U5DadJ7SIbi21J165OM9Xhk3ISlWlWEAKXHOrgsjLrmiwAYBD5hZxFi7kApkhSpxDhdpaapK51uoBCzR5UqtwliEsUBWx7MwIbDQgr+qkJzcO4jGOHoozeLQmVLNGUtwHtxCOa96QVNDSWqs7+IW8+cCBqZGkhRYdluVVWIsk4ajkzSMVlblV95R+Lm3HGF2tiL9o5azHAJx+PCnLPlnf+c5DK4MpVDc0AoYlFoZ3SNV5KEjpDqdKSIFJ1Enp6ClVwMa0VgLpSEBWIx7s5m6daZh60i7o664S0uugVukqGJSZ2ugrV9rqI24ob4z4zA9O7t0aXxhrLsI1puz0SACn+yBR2Tv0nJC7RrPggYDKImUSUrTRwaugAZKgU7eSXMG4rqqKaqhM1Ub9UbYomJVw6AnEYxCQQMR0JgXXCKtpzAOICnuPVIVcd1JAxnLKVJ5y2xIcrSDlJWcIS9gtRS6PrNaKcsLTn9BobuAphVO5s5P+h3uP34X1TWc9j9sh+DECSaY2c/0CbYTKXJSgcrpM6sjBqLN2M+iXPVdumD+XRorgZqEhOIIQ6o8ve/5kpc9jdsOF3Q2MLaEapGBlBJqiSLGIhtCJbkzjIrmJY6gvZIojKOyKceodrgtWJA4euu76FYXObhNsONrjJvb0Fudes7pfURKApxhGEGPcF226F3QZFg1ssTDmbxjKJfI2pG0o7CilCMkjVjNdJLokjOMA3THrPMH8UO/esRv/u49VE+4KMpImR7QaXxOOQRzEueUepl4FDIzcjvn7uEklBsa/CmNM8XaM6U+l5tHKtyZ6hORvG9RRwDOWuwP4xac2u80gXBSaqddD3Hhz3zYguc/fcmyfdmGiIovXxFIgvQ1SK3NidAaee+w5qHkxCG7Y2qo5AbxO3STwgKVlj+XSUmFE5jF6VwxMUoRijhuDpICMUCoxzCWgD/pnVUfd1RqRP0Fx6WCp0jTIYwYgrJUp7RUhiBIijioM2HwxttoRqLXinmmFGcYjdTHs59NGDUiXxNpUVKk/cQESc4aJwN9FTbmrI+JfLA4WZS+d7RLZK9Uly3Z1gSyG1UmVCAi3SqQJZyJagEvRxASUW6nkTt/9zXj+/7DpZviECRRn6ftBOg18YZvewFeAgEpZsEfrBWvwZcwC0jeJttYHC1O1gRUTGIMmu0BYr4jNdDGyAzzEtG4hds4pQykRRduwdvQnKCOuDdyndDSE82WN4fACPQoHDQhi2+5SHNi39whEC9AQ21bEO8UEj3Vg/w64QOhvpxIbaVdwGQ7XSYIVifnuKXAJgTDBFEnqYMHHue0lJgLWMKToYSxnoiUSbQ5BEHCDee1NJQlSLrSOAduzX5VjVSlGIi1tRchR44HHlVYJEGTozmQg5QSeeEsl0K/gMVCOXfQ0503unMZWZ6HfI5alDv+9Jt4cLy6TRtczyG4YZXBjWRuJM4iB0J4Td6G2N2RmVGP6dr5mNAmeKagIRZQh+AWD65PITANClRh6cqFwwM+9SVP5yVPX8OxUdJVSANrIC0C6pGaIifEOuB7GRHPuCmrfI6r8iCr1UWkbhjpKKmQWJE0vLTjUhm7JctujV09T3/Lc+D296ClJzGSamGTxrj37Ixjj20Sy2VHYY1bR6dOssJYjikISS7QlWPWudDLMYIivqI0+GkcElkMt55z9TKf94IF6YV3sdkc82/uXvIzv/4OUonxqISFN48FtJurk87BPPXiZ8Azp53Es5yB+T565tJ64sjciM/vbFI081qC4PHb9pj5GvWZmT9NHJyGcffb/PuVL3zpIbccKmLOhngmrDHmSxVSBvGmIN0QVUp1rDhDFZa90mVnNEFVGmoQ+VLvrR0byilrVB8kE6pCp0J1KJODIKC9k0qLysdACooTjOalsOgMDKpE5KfqWAlEoyIkhRFr+U4heWVs/AVJgV4lieirAEWU3sE7J5c4l4mBCn1WbBAsGaPOkjbmYZgS9OIUDXA410AxNi2oLCXg4b5r5MeiZK+MXVx/8kiTiAjVpOmZOFfYCd+mpDuBUWtUAaF0WiieMHFuO3fzqrRPkNwEXnjbkv/la5/NWENpeo1UiNURLxLXbwH5R7WKb6tWtuQ9Cd6F28lnQImxn2B5kRm/QGocb9IC56jc8AlJqC1EFA8CJxokTxTR4CvUCTHyxvyf/DOfeCeyDeon/g5AkhQk2omT0GB/iKqJ0EmO6LQP0Mh8J7gLHkTYqTIgDtOA7RuBFp10prTUBtNFhn5N1pg8sRaj8iJSYlW8IU/SaoIaOkAgUF497oUgtToeVTNJCPJhjeo3hIoigyPJqF5xa+lsVYomrEaVmdvkcI0sXRErJLmEiuGp4+Kh8dCl5lzdIMx/zA7BlEt2pEUEO5kg5waCMOVsg4zCdnBj4hsO5VE2Nym2ycFL3hieM4PWeUCSoJzTzKc//4N50Z2XWaQHsbpi7Jyk56h2jOoBZUykXFBRSl3T9R02jjGAWql2DUuJVX+RstkE27bb0KlgWslaqBtBrxTOpwUpLVnd9iRYXqWrhcIaK4JaIg0bAIp1ZDVqGhjrNfruIJwCyYx1wGRJMqHrOqooCzWKD/F5OaJPSxb9AcfjVSqVXITxeECXicrIIBs++UMzL3vWHbzhTffxS28ZEO8QG0F2JYjJwhBMMi839DmU1rZcT04TDudOgk3Q3uQkTP+fefk3U05H6w+H+3dm3LHZlp1Mz5E2hyF+iyhrfp7TiEJC+eKPOeTiImEGNZhSW/di2CQMp1dDRFHzMLjV2BSlbCIqKCWg7H4yjhKQuHmFIlh2llmxXPESJVE1GTk7bkKXDbW4XnfQIoyjYaNSWq59sXByH/c3RfllUsvuJK3IGNGMu5E17jjpLOJqoxhERnBX1KBTizLCltITUTpziho5BQlRR6FW8AI1GZAYs5GiMIAkSsYpIhSJNP+gYcStCqyFnKGo4LUZlex4UqrVyDmnuEoDkkd1BDhR/QAbiVSEpmYQk5KsabB6cx2CGGP40AuJf/LaZzPWBI0nUM0jkjdBRakVxGvoT2/IjDliked3jfU3VR8FP8C3Uf/0x82Y6prDgGpz1CINFQTMljKQ3FK5rTxwek4ajC8BRiE+lUtLjLERZYvNLmwRt4ng2yQIjrvoP4kEmtkQiB2/qUX7/vD5inJHqDVK/qIcMCouaI6LE06kTwiG7K7KZ9/fzPc24J3qCaBVSejWqyBJc16aAZzSJe0245gZMpJIUX3hBfVAZhpAElU/Lq0SIzGkErkHgteTcDKGuCIXrvBn/sr9vP3y8c5hkuuv48eFENxIdFabNiEA8yj1tMadpwjimHaeKSfpU3QT3uhBl/jMj3wqz71tZMklRmDQjlSOSUlxcoO1CiobkveQBejILjgDqj2QUemQNCKyIktBswY0enQJWZ8Pj6x2HJQlQ3YWTz5mky8jY6LW5vh4IusCNJFybrCZ48OGrAZliLxkP7Kpm2CKKxQTkA1CB96DHpM5iLTCWOh0jbvim0PyamBIHT6O9FXR0vPkYeTPv/iAT3npXfxfv3I3v/AHFZ33LJggPZ/9eoaISIPTTs7vIzHmcyjz9LabLacZ/jB57adSJb5Dp05vR3ZGfld6KFhzBrYR7ezfCUH4kj95nk4VrY5VhxTEvtEloiVzukTL+7fnGlh4wqRyJQudBiSYM+QJv0hBvncJY54JboB4RJ2afFMAACAASURBVNSCkV0QF3o1qoNL5JdrVcZSkXWiCOTOWXSO5BYNWaQVwOjQKBdTYTTw5PQlDDLirFSoGLUGTGqtnDGRYrt7OAwtgsJCCZs5xY1UYzyyJkpv5AKbqlEamCq5XX+nibIdWSO5U0zJZvhSSRuF4hSNyoxahTpWVFvw4Er2QE8COw4Uw6s0XWVU0cijpzaNrVx5BHKFmsofypp8LDIhsk877Pj2r38OxVKgppX2s61KE0otEUyhUCL/H/B/C9S2nJJwZyOvrNv1OyEE20c4cP9GNmwRafurksDG5t560xsJkWC3uNP6Dcg2XaDURrLzQJM0kJuJaqBTJYTvCImYN3RgouJVxOLJ9uawhDMUOh4KbMseFU+KNOK5SBAmfXroG5nbrcMpuDRujsgWsYsrL2AdmkamVEQ4BfGcZWnBsACu2OQiTEuuwVA+pQuA4jWuWWSb0kB2KZ5MPPNiAmQqE9GyQf9e0BR0YWo4uNG7I2NqvOo1D/KLbzli27riDCdpLo/aIbhePvlEOVv7fJ5DjghydsBMi07jcZaPUWdOgkmUIT33tgO+6KNvYelrNsUZU49mC+hm4SQ5pNo1VBRRpe8uovkKZTyC3ONjZZF7fDxA9AgU1r7msFSk9FgZsSMj1QtI7mHxJI65l04OkGHBeOkqsirI4gir2qLuhCVFMqzHS8iiJ68N6UZSgmLHSJdDiaUlw1A41x1SWIMJY900ktOSlAujjYhv0KHHssIFR2VBXwckJwaOUe8o3RHGktV4hc94kfLyD38e//QNv8cDZYgSIA8I7TR3QLfKezJ83gzfyTmcxPzkti3h54z1cHrbvJnH+1r8xMqMLWehZrv0AezAyrYut1AHE5h1as+Hi+D81Y+9QAcMVAZTUgqlrO50AsMQqSztHLWYiGqRv6/qLDrFs9Blj9Iui+jYk5NMEG1NtFJjLIujbmgSxqqoGNSA+F3jOwavUJRxnUg4/TLYykZ7fhBUQmELYTwywYIeGqRadLKZMvUxatcAhuI1ojQaoBthaHxq4jTmAzrjqtQ2sN4pnRpjEawmXCPqHamQNaokmtLN4pgrC8C6MNxaHe8NCngF3yipI8iWNXo8iAQfIlBrJweNndJy8xIWkgkviooJYe5nv69FRDDt+cFveA5jq883Tw0VaOV2Du4FiMjaq20j8UiLWKP6RyoHiwqtErMfgZI7ydM2FTChQ42jeuqawkg2QD+qC6Slil13uoXGSfCpiVo4nuqJ0eO6koaj6ObRcyA4fYi2VIdoi3ob+qi6fS6lsfS3Ksd3hIipUiFKY+OkU9kv6BaVyNVxjaoHw1swSTQ5ms+7NKeChHlFZSoCpnFyDDUwbaWbLQ04pTggkKkikQKf9IlAQyPCmO8seKtAsIagOJgrqlBN41a1bFMGJKOTxFEyii34tbc+REIb+Tj0yuSMnCWPCSGYK/wTFQdnbJsfc/q4ndc4HX+2U5BdWOK84iM+jBf1D3AokYt16SluWDKUSAskOaDrEuNRIudlKB2OKQX6/pDjTdc6pBXyouDXCnlzQLYDro3OwWqFLIXuMFO4TLYD4N1s7q70y5HuSWtyztjVDJc/COQI1w2FAbGH4uErPVqOkQyJQ2xcAJfxYmhSsvT0fQavuC3AIpeWpNGDuQLDkuoX6c8FlLlujUNqqahWxG5j7SOqPV0nrSuccsHv4zWfumTQu/ihn38Xv/Xuq4wekexp7sAjCeLPIhfOy0+v13/g9Dazm6hNm9m+HkEwVMVUpBRbJpZze0a3aZDp4Z32nLsEsj1X4ss+9jCaveB0CLVF6YY3RrUxjsKii34DhebZS8ubK5RsLBVysOzwBK6OmSBayZJoPgYmgUDUqkGMa4VNbuCpRnLDBB871utgKvcdkKJMLFkrzRJntEg1TXpj43HtipJb90BQqMIVol4cDaNp1SIqb70E3Az3RC+FjDJgjO36aOPuxHeO4kitdElYasDYoxnjtURSo+tBkiAJssFRFVKN3g3SVZLCeq1sjsLQ9zkQmdGcVIVNM0ijRu18lM8JI9HMKWULIqRroBFVt9B1EYueCDdJOjp++huehUlHrVE9YrXiVvEa48zUvW/ic4m1WveoTKI5ne4TZhtkO22BchUlG7iUMJpTAI1u89STodJG1PM5Ccm9NZ8Lgpx72kL0Xg1pTXoiTSFUasDaTqvEieAluaA6opLDOUggZlRXtkzZoJnirToiHFkJ1CklzEojTLLtOaAtVN9B9e1ZkxpEUwueW1LFS2P0ozFsXoOl71Hmq1K3iEioh53DWFv5IO16ZRohiR4LxS3SHBLVDB7+TzRLiuEOLeTh9JvFlKbJaTbBSzhSGxKSUvSXwLGsHEt0Dl2y5nP/5O18x8+/e9vV9noBzCTv1SE4He2djgbnJTDzQGrqCTAtlAkF2CrP9v/JMKnvygm1VRpk7zArLLrMa15xO7et7oP3AGvjqLuGHTmLg0MqB3RyjIkiWVmPI10G9+OAcCyh0lMKLA8PWJcH6Mpl9OoF8vHTGDqBg5HVciClYOkmhoCA7ArDg86FwwWL5YDLguzOJle6XFHWVFE2Y2asS1arStYKmwPqxlBWuD9EnwupU6puSO7UekSl0nWZUq6SSop8/9EhqV6kv2iMXKXWPqKTMiI60EuGssAtkxfXKN7hJgxFUYE+1aifGh/gcz9qyc+95Tw/8Rv3QhkC3mpevE3eaQRH27zYbgYfPt9nEwl9ayznDT2eKCkD2EX4u58Pj+znpn7CB1yaozBf3Gcet9suKF/+p85RWn50Op8R5YIqCc2V4TjKmRaLcFOWCKM6PcraBRmjW9lik1gnwiFosG8Sa4bZSCglBTlsU6Llb2p196gztqopH5UywFiMrjkDSadOfYGjREQYDZBKS46IRyopxsFa4C9QI+boGjnP8cbMBojInhrGYeGOeKI0cprgrfLBGdwD2m7GOjU9oalSXFmhDKMzVqUOTteFQ9JZDnKhRovjrCApYF5GizSFBnzRCYgG4S04SJNFCAUoJmyqMa4TuY98NgSoEco6lHt+WGnU+06+98ufhZ9bUotTrEakWGrrMSCAYlYb8hFpHwzcKomMWuvb2Ay4WNpG7NJQ8QDKM0H2023znUlUY3Ji+AIFivRPbFedG9vcDLG3FF2kyFSMikwWjykxLlOAIuBe8SAbbAMOV8dLuM1TZcOkuMSCRwLeHIvmtLTviC4FMc/uDhJ6TRsKZq6xLrVSNZwoTTQHYjLmKbgOEseEU5PQVmGTcUaZlTl6OO2RurYtQdHqtE+gY2a1VdBNOjiekExD+Dy4Mkm1zRtMnVU2FohPrUbSxFgcHQOxQKNq6Ktenfj1N1/gTfc8RKW1lb5B8eANHYIbwcI3EpsZfjg7Ij3NGZiOiH2dpD3uzouf8RT+7IvPcyuX8M0hfrGwWV/jotzCNasISsrHeF0hKWHjNZREzottVCrbGpYBH+9lOSiL42fifU+6YyBzGdHzVBZ01RhqwdQQWZAO1qzfuWFhS9JBT1RiVrquQ/0KVhTxJV13jTpuYEi4Jnw14mZ06UEWfpHhSBkvPYTkgqvS5wWlDtTjI0TPUV1Ji4SfU47TNbJF//cuaWst2lHKiPo5TC+T8shoiZR6St2gqSLlPCPrSEdXxX3k5c98kBf9Z7fynW98gHdeGlsu6jRS0LY1OPV6sfzJteAP+wzvcBmuixrcDDndTGge3cv254Qc7ByGSU73GtidZ9fKeO5G/c2PPrf1AEqiRWDanEsHMYYK6zUcLC1KwySFIktQi7NAqNnRohyrIVkYG2qRiQqSqT2rEGSw0YVFUsgB9VZpzooJw0bYrMPALVpNf62+a4vtwZnpWlmViwb0OY3Gtjoo+v0nQFS2EXZVQwNEJexQ5KiTRCRYAN02FJnG3Fk3Bb2RMGSdwtgQGfNEdqMo6MJZFaUWwQfoLO5Pk9GpUoT2DoiI8ksysiRGD5TBRbBm0KPXgDCVcQJIMlZZGNsLRYYipNze4aAajH236Olwk+SWu1aMBWp1SmnQeRVqjd4CDmjtqB55bnwMB88liKetvC9mUSk+kqwRUYj1JI0rgCthRmc5cGDqZ2Hb4MEQyS0mcPChdXxtiOSUTJDW0GcymGWXTjCtSEtnTcZYtulF3+qRZIpvm+FtY+5Ae5lSkkaaiIdKczgavdEKIt2W0xBEx7o7T2uSlBCgoprb57azSZJaaWNzwoQgInrwaDrXKMFtN6cN7remD1Or8qjN6RVzkuTQJVroautNQKBpWhsnQpqOkmgk5l4bKVFIauCZoUbJspZKVkEKbAZnkZQf+JoLvPTLRu4fj2Msb6CaHzOp8EaS+45SKtwAJlY9y6jsNh2kyqv+9DP4L5YPkBVYdLhdRQdlee4Cm/sKq4vncbnCaJluARu7xrmuxz3YyklydBtkCHirDti1A85zG/lpS0yvshmPWFxZYAdClWuYd3Spo+tWrMs9jA8c0UuH9YeQrqI1B+M5JcpQMB/QzoBKqkukliBcjYKQKdJjfhU9rCxWirBk9A0jm8jDDis6HRhxhiwwdqwsobKho2tN4YQsCdEOfMA5RvRJqAeMJgjFBg6yByxsy1gUyTlOt3BLOeBLX+7823cs+Zk3vRO8bI3gPLXfNY7BjboFXK8rJYAz8LC60Zss2xrm9u/DI/ozegZwfVhtcjCcnac/7f3fv/Q8uZsY7sbSlFGmF5pECWA2Z1xH/bOpNAcs5kOropmIzapiOdj+PgbEv9CAVq1F1Jkg9/UVJEckW0yinHGI3gHDOjFKYZmdRR9RnOB4ETKyLbFctOvEBbdGdArgM1441FIIOYIWkkBRp5uiSQmDb0SKr24Rlgh9VBXzQDRCYRqphsMgFj0RRoeFKBWLBjskerMwBEnIYsF/qAY5UACnkk1R10g5eER+BYs8KzRUzBrsqowe0HBA3K30skSnuYmHN5YgRVeFlIw+S4s+b464RaOgUgtukR7SKsERqYp7ici6cQeiN39joltE4FNzJhqCUDyIaLmtwa3hbga3UoPtLpFHD85HRM7hFCS8NoMsBJHNiVQVU+4/IsHt+05k6jobhnOqIDFt6JOA1dasivAOp/cMqFWsbQ+KR7wfI/gzKdatgUnjQ8g0Z7H+KiWeXxOUgptug1Qr4dwqBUlhFkM/xg7u0/MRDrcRLwMzFKQEPEVz1NsYhrsRf9RaxQJTz4LYN4nH3DVHR5KSWn8RMRpyEmgO23tOgUDUiitYjQo6DLwKwxDvauirMiZlmeEX/u5TeMlX38M1W3OjKoNH1Jjo9D5zo/De0IM5W13myngK2ieIsA2QeOa5dz6FL3khDFxF05OizahsMN1gNYP0HL9noDvXsViC5RHXTE7nUa2Rbqg9riOqBl45emjN0u6ge+qSfrXBGRhMUZ0Gu1AwFnS4JZZL4cr9b+Xyu0Z8LVy46xY66QGnWoXsmF2e3Uwwfm1j6MEyyF9jYeGQPF6yYroCXcdCrAbSI9VQlhS5huQep+JeqGODynKUQJVBo/Y1lS3sVzUcr/itx2Wg1hFIqCSSR360eoI0sjDF0pP4e294Gw8drVFXrFosKtvNhfnZ8/neiITvTdyvc+I/QlENYPB0ZQGcNPwy++30neyQhPhtS2ZiyrMKr3zBkhfc2lNLGG1JAUNH3/hoKuHVWQ9Q1sLqXI1IXKDPwXBfOlBinocUBKta4k1/y67RgqYGKha5c9coJRsLDEfCukTlihBVCV3XyFat57qqISWIgUrUqOcGFUWuVLZ3LVpRSVEqOUYXwtSQh4wziKCm0ewnAKbIn6rQxXt14hmjBtNfAXMWEu8tSFU4nsrRmsPUarhAodMGj1o0aJLW58DGhpIsQ28MrohPcHTCpdJZJmmMsXkNo1Nb8+YJYanNORJt5XLhIGmrkx8MpMTbI1cNwflf3/TQTXF3f+ZbP8KdSi0Co0PL39dqW25QNSMVw6ZOe+bxnoL2PorQ5rY11pFmiGoSafA3OJ1qMOzxIFgCrWYBJN6AGC9GmqJotj0GjIT5iMxizXgxEY07EwTS1CoAJrswUX/d4+2U0Za4lYpOiE5LTVRrTbncye2dFVPrYHfHtLUzntINPk89xJsGpfENtAGDOmYMp0pwYLYInDveqiXi5Vu+NeaTwzv1iPBWMTARFWUy+j41corrmzeSE2HndFgrhKN1AW3jpw2x8xmOKaIcb6LDYu4ETRVN0vhx0VX0YJFZHQrLldMtY8yf/dfvYTTn2mY4cx0/Ygxs3hhjGuRp+7TtRsc9vNnNyRRC8ohYPuMjP4y/8YKBYx2p3YLMNYqsMR2oGEaKm+2FNB4zeMU2PW4HsVCFIFD0lWV/yEIPqOMVbuuezbkPOqQ7HEFGxqGjrws6X9N7tCdd+IhLplK5fOWYzSU4l85x/vwFLBU0xfsEUq4YGxg7pCxw6zEWmHT0y3PU48SyCodkNhhjgiIF1yPMj0gOnSZMrlDqEWO61Ag0G5wjXI7ouqa8yRwXAR0QEmM9B3YBNodNEazJ6RBJgQmL9+R0AN4jLFivr6Das6gZ04zLvbzu42/hJXc+bQefz9M2fnLO5nM3Ly+cO4Q7gqicWCfzY26WhLppa3TaNl2Tz8GMHU6wAyQ5cdzkGuwCxYiCX3J74vlPzpRA4ynurWNcPOTSGMDmYAN0K4ITQEubIXQOqTXrKRqhQdZwBjuFTZEoOrKo69dWbjauE9cuC5ceFIZBWIhzceUcHhqrg0rOoSQiUI986ZiM7C332SLkiI4UU9BEVDJIBg1ugaqQg721TTN0Hs1nireOdC50Nf46YQgW2SJHipI83jzY6VRABb1IvJFRw/DE2xOjEyEt3VKKIK4t8jI8eXROLHE9SaBLUFu5ZWcZTzVe8lQaya2EIUgi9LIjzG0cajMM4u3NihIER1Und8Kyc7yzLZ/+ZoiZbYljiJGSoWLb6FzcyB7BWi9CppC1omJBPNVC0kJKRhIlqSGM0R7X4vy1RqrRqlBrBCZTrjtSU412u3XiSji8MkusGduGVFh7Vipbkq41I8/UybDxHybZ2gmP3vtAwO8W5aEt3t7m2+uUOJPdsTq9ZMtjfOa6TCgRzIvTkcgidClQILHmILR+ASlAFnb1+yd1o8pcM+yCJCUc9qCxNOLh9lXEc2eg6UvCsc3NqU0TmaLpGhFvbQYm3RqpouAUaSsHleByuDRycWKslVoqZePUQVBZ8Dkvuo3uBjr5hg7BWbXoKaWHbbvecfPBSo05OWlbdeK97xKw4bll4is/+Vl87B0PcrXrONTMyhbU3CFSw5v3JaIFqrC4uKQse9KxUn1DnyvuV+hFwSp9dxHJRrF7kUsfTHl6oa7W1HKV4biL17WmI6pP5VmZ6hcpfpnKMXlxmfW1NUfHA4vzPQtLqBXELyOsWdQKdSCLkiks6UnjBinK4cLpMZzCeZxUnKyHiHl0IfToKpZZkftFvNY2GYw9UhJaE2jBklBlZJkqSAUV+q7i+gCSDClCL+fABqT2QbyR1BogCYU1h6tbQY6j3MudtF6wsZHPe37mL3zMM0CWdNqR28tqkqcoFvOurUk70YnwLOfgRpyB+cK/GRJe9cnU1ZZtKztjPyEA3n7ZIQK7n1sPXXb73roSXvm8VeQG1RlbE63j4u1NsFHqlKQwFIMEnUY1gGoo9pUJOgY5Dol66gyk6vQW6M0yCcWDGLjZCJsiHB0JVy7DeoDUw2pldAeCZiN10qDNeHGRpFBgokGyc4nrsuTbN7gK8VlCWLggUqhm25yxGlHK2nLW1YTcDGpq0dUGsCE6EeoIUjwMMbXVu7f2xx4OxjIJXYq3MfYSJLXsrbOoJUqBIjWqKyTak0eLE91ex0Kdmo1eYhzo4l30QqKk9trkZjziTXThUIhBh8GU18W375fQFr1VrY3xHPN2U8WCWJfbq3vdGvbsEdnD5PTVnUGWnSFrvk4zXk7SREpCzo5oQZMhMr1m2qklU6o1wpttz+M2NSVqDgmRSgKiAgoh5xTpGJpTXpth3BESgHhN9uSKm+2euuCt2m67T7pnrksE6CIdwRQ5N0M6C1Rtppu0Rd4Ccc8NuBJxckpM7x9pqm+ru1SaU9zRximM71ROHW9pbOeXVj3nkTzR6V3kgGhCZGdHd9cFolGm61sUQrfIQzgm0yzL7G9LK/iEhsRA1FoZi8brykehbsA3lW/54p47lsvrLrEbOgSnGeYBUdX3uu+NnYWGCDYOQZbErQpf+YoP4en9fcE0RnBPqAwsqpJdqRoKTNWgM6pU+oMON6cfzkUdqTsDRqfnUdlQj99Fvf8CB0+/FUkbxnGNSk/XRRQkJFQ7oKPWinZrhkFYSuHyvfexGDouPr3H5ZhOdqkSq5FmOFyuSAgdQirO+eWK3K9xBurYaFbWcpnlKtmXpAodAyIdmwKDD6QslLIGKkkXiB/AkGFUpFYSSvYV2BX8+DI6drgWEgX1AS8bpI6obVik3KIwR2ohyTH6/1P3br22bdl916+13vsYc67L3uduV6Vsl+MoNihWZMeObTkJClEuWCgOCCSEuAiEBEIBReH2wgsCiWe+ABIfIW+8BQneEOKBpyBkhaDI2HWqzjn7suYcY/TeGg+tjbHW3nXOqWNLVduM0qmz91lrzTXHmGP03tq//S82cC6A49VwNRYW/sxHn/PXf+V9xDuqyneez/y3v/sRf/df/EVqPixf9zl/3b3yJ+U4YLfjiQQ5Hqw3v8/hkBjCDxcLb+IG4YnxH/7WHeJKE6XlzG+vKBZL8o+DWMW2Sinh1V+Lc9MqxcJQR6oHrF8Hte2/PNtYc5YHeHgpvL7AenG218LlUpAK8xluTiT5LwVZIwKAijonSZMVSRkiu0NfdFtoehso6RwQngPDUm6WdCAbAUc2SSjaw7SoiaYILDkoaUS0CQxKyPe2IIa1JCNMhJJIzGgFJohCODfjiEo2ukApAf8D9OQ8oOHkqMOhwqRCK0ITp5S0TS4RmTtyda8CDGFYCTa+w3ClebL28yYoWSBVJKLUVQ8vgnd1FE+UgFSA2IblUiwI5JoEb6O54IwgRe6drma3KqEPUY2BgEqui7ozSwQfBbcCXpN0GQRSyfVQJIh4/qR7DpjfYoygdqBKqMS4NMcd+3MYwoDggYhrEvvItNnYMAJ6DwRI2AsggycI5dhRCCHRhUQfdhRiL0YsGwKPsUEYHsWX1CPXoiRSSj5DoobKSFlwegPsq0JaMBaLz2lHwmqOO8LcKAqAIQORp2vk47/FwaweBMndv0UQLFNA98TC8XR1cuLmHaQTZXz/GNA3YVmFdYXrIqy98g//m4++8j77I5MKvylfYH+zu8aVvHyHOY4UNjF+809/xL/6y/eM8TkXn5iKB6ReO24nxtiwVjOFbAVmfHuFtvdpXqmf3LB+//s8fF65+XBm9AEn5/LiD2ifvc/NL3wHKV8wbAsyRqmM0cFqaKEHTDcTZld8bZzK4MVnn1E+P3P65CPGnVGHYX0DX1EqrQj4Hb6tqGzIKNRaWdaKlJdUabhUzC9obXgx2M64dSadWXpltJVzeYaNT1FfmeSE+5a6q3t8e0kRQ6Uz2MDOmE9oWRgMzAsnEa42gq/gRuXE1l8itWDLF9xPjaUkY5UTZp0+NjY36tQxq/y171z5q7/wM1hfkS1oRD87f85/9a/8HP/dP/jH/L9LRMyOfJjetvl5+tm/PVJ41+OC/Yg9Ne/NdKh7YxTij4SxuFd/uKDxJ/+/rwX/6V95Fhtwaq5Lso03V7w4zSsj1HesuQidJicqB8GuDsWwueDqPK9wEaEvyhjGdnEuW3BTShFqgaqGqqJNaGuYqbQSXZ+W8LPoEhty/pqAup0kMBEmLUFrCH5LLoDqHkxmhEYsXmqFax+cm2ZBEQ6BQpqwCBCDvIhNFo+4WCFJg51JhVIC7lbXnKUG+bDk+xMXVIxZlV5CORFIVRDghiuNWKzNnVMVRhfGatS2ezfEealHt2WaxEWPmflmseCZxKx3dmF1Yfe7Lx7l0FageszMh0Cx4CJsw96+LX5iRxgQRXiRDE+xW/wdT2JfbrSa86hjnOdEAXcUCXt3+Si/3MMUheCkBNM/fo8FDYsIPQtmu2S7KhocjCiwLKPq9Q11jqrjo1B0UDzhfjFIAyQPa83sbuPeFSolZYxRZLy5gR7PryQxUSxJtuHbIhIJokA6JQYSlEJDigdHBAKRE/NQ9myCGkiLnxsS7P4gzsabLGrhebBlo5GoxKS7CmH3eQhsMkqB2O9qfmVIkm49xldZAjyxatYcAxiqSf9NZHMvVPasuJ6VlXq8J1SyCRWuGtwjRVAdLA8Tt+ev3vZ/JIfg7Rnx09nx28fTyvSYpzypVEVShqVhx/q3f+VP8Xf+7AnWzxCRMPyhslpKgvSKlkLzqNTHEFQqeEWkxQxKT8h7J+ZhjMugqqPbp5yWb6Pf/mlG+ZRt6yzLglo8NOcpjFWLFtrUuG7fD4SgdOThFf17g9InuFvZrg90NrbJQO8Y6WbVx4Whhqmz6MrKa7RcMBuMseHTlbt2Zi6Nkovf1CqLLLSpRSTsWJjTlCrg1MGwjTEWXOBUIpTWXXBWpmmibw0h/BmsDoZ0dDiTFKRccJ/w68K5VPrY8LWgHh2FqsNm4TxnMIniprTlBTJeI/4FwmvWbaW8/oz/+C99i9uM+PxRe/tB2nlyX7z993dzyEGUi8fWD9e0/diLgS8jkcuX/NtF+Ju/MDGXSJW0HgvFskuXxCkS+usqMRIbXThNUBpMUpjWdNSXmPGfqkdm+UW5vDYuL4yHS3RTdSqcb4XzvVNvhGl25tOgVoPurIsEMzu7uiZBdqoCMoRiMT6QHeIXiyCjPN96xLoCCb5WkmwozrNz5BVMGs9XK1B2xzaJZ9xjd6CoxvknAawQnd8Og67kXFcd0xHFsjirWETlSqgnRINrIBoxxDEe9cxRCK6FaJizMAJF/FWh3gAAIABJREFU8ZGWxeIh41KnFpgEGk6LOULIJqOpptUMhBKlAJsbbTiFmOc2RpLsPJjc7+iwkSSUncQ3LKODHSwIfdnT00c/AOVqjwUS7M/keByDuR8qhP0fJVACcIr22Iw1trnRjTEKY4Q1r1nFPbhbIhpyPQFJ6/ideHtA+TtyQMG9o0OB/f08KbgMzHveY3F+EOdSPP0mNLZaK3acyxsaY7LIyHJVCH5B9SgAqwvVg9siEgVn0UAhImE3nqG2oycSIxVRC1TYjeKdyYQ5KLW5PjyF9vN9MNJj4ynXAER6rq+SI70CZMYCsdYc3gX6JIPF4rx3tGHnFuCFjtCJtV27sprThzHWyrY5y/rVFtzf+A5/e3H/uu4vIKA4oR3a0HQyU4Fbg3/9L3yLv/adTtErZZ4RM4zBqq+QKiwLrLYiElKa1py5VpRO0xtcK1v7Isga5ZZXfaOqs1wvtM+e0376PU7PP6cShUDTZxTrTBTaKLRWKeUV9I3tVaO0e+zhB6z/dGPye07fuYt56zQh0ui9IHKOnIN0FJQCg40yFTYVegUvisuEj8YDDwx6Vr0r2xaBMMPW6NzKa9Y+UaZbhjh9ErxMDBmMMhiyxiIrxqRC9xeUe2XYgpeocN3OiM5QjDqU1gdTfUanJou9BJxkV3ysMCmizqQTaitTfYU4FBOszAxbqX3gOrNcX/Cf/50/g9UZl8pTH+y3CaZvFwJ/Uo4UKeWf4zjQgicPrKBf6leAB4z+tD95Pgm/9rMnVpP8Wmrt9y41pW9Fc25vMReU2dDh6OpYBypIFUTjMX/xQvjsM6dflGGF083g7rny3nvG7cmYJcyNyOpfilNrkMDWS+HhEt4VYhYQPLGBDokOc1jMU4srzaNQChg2u28NYq8SqIZYOSJcTzizCtULBagUJnUmEc6qTCm7MuwYO+wEPdIr4WowNlghTIxcU6YWxYdZRPgCmERqXK1QqyA1SH7KTroKKNeR4CwYjE25XoCLUzeljkIFThINSJGYcU8iVA0iolbC1jg5EKI75JqhNSbh8gccOvp3cMQzJikzjJnybpBT9kLF01xK/FE9oG+iYfGvgM/FHg2KYKdKZFmRBDeRWC9Ew+9fpAT50DUKAfZNf5+JWyJoIwvsfPqkIx6daSgBOyL59743kfm74OCAQFohqyCWRDTZx03jGBlA1IXxXuN61EM5FfD7znNwBmoxmtgN8cLbI2Smob4A90hoHBrWzgHra9qMx/1ttisi9tjjcSw0T1dBl13lEdfIc0QgtMxwGMGR8ScoT3xr3OOWEtlEafZ7QiQcJjeD3YmyJ+/H3Vi95PhAWLuxXYx1++q9+4+lMjhO8ksW/i//b4EMzDhDZ37mOx/zy5+MYNaz26s2uivid5gUZBrUGvMU0Y3R40KVUtDaKdoQv8e10U6N+49/iuvFmR7O+OkjXD+nr/D65Q2UxqQLp+mWUjtDBz42xnqDcOJ0qlhf+fwPr9j5ntO3Ztoc0hkfG8KCsLKWhcXPYVwkwWAWPzO6Jr8gUrTMEg6jhjzHHdUKMrNtYS0LE5WKypXeM7all0iGkwGmbFsPQzg/sxiIF7brYJKZSU8UNG0+C9YLPk7c3DZafaBVYfgdgwyRkTtsm6KD09jgVlPGuEF4TqZ1M+v7NAUsLWT77/Nf/u7PcTc9JQS9OR76MnXBn5xj75XeLACAg8wUx1vEw/3fQi4Ge1Uv/N2/dJvSUUEsbEjBEFN8BFmulDDwifSx4JE0YoPxNaRsKlC0Mzq8+Ny5vIoupp7h2XO4f1Y5n5wqHfPQ6Q+JWf6afgStOWVySo1Ncb3CZSGY4iizhkSwph1wWMXGpk92akbEJQsjlBI5a1YxlEHzyBAI+DYXM/HYYAWIfoQJ55QExlKio1exNA4SJjemJswIIoPdnz0m2XGVldBTK4EQNDW0ejiPqiQZMhoMV6FIdkAmbF1Yr/D6UnhYnE4PsiNhR4wZ1aCoHCFHKoEQSI3CSN3xMhALL5NQ+cW2V97h7S0maWxDbBa7VTGD3YrY97mzh82tmoKn9W4MiACSB/UkpdBJ+Z3GrFvsUAVIqi1EIupaS8zTPe13o0CJbt59J8FpSG2JYlLZkeIf5p8NibWTJ/uG5bgjwrlCZi0jUSaLAji8+3fDn+z4j504UBDXx5l+JSFq1yBOiyCEBEgLRwdQdWQiYwl+j5dArIji6WAmeKhnJImdamkO5eAyMNnP9fGmGTwWL8ExiM8pZL+NQow+JJEU1cdGJP48kngZn33dxy+QCpwoBFU0SYaBPEsP+XLfCusGX6E4jN/zje7Gt44vUx983bF/2+bw579zz7//54WtPrAVp9YZlTDjmYfQxEJCmzrTeJNnXF8dla75whjGND1DpwXaCyb/PvN1Yrq9Y5l+j9Fh24y7Z88w3TiVZ0hZGb1g1YN0V1+CrPQO3jca96yXL2KjlTtUnanMzHrLrLfItjL7hraa2NIDzhr+16XgbrTWaK0h5YrocjBlnQF1gzYY5QErGypXCo0x4sM/oDsGZkotM0rFe2NIYZjQdKPqgvpDsHtVQV+CXGnzYFsdGRPiwiYLroK2ytYv1EnQ4el9MKCuAdvygGoLN7DxBYyOeqdpmJ6019/jP/idP/c2Gvf/kyO0Abtn/uPw4O3vIr/yVY9EfMe//WtnxJRudryKS+QeDgalhHZ7Z7MXD6OQ85Tkoh52vdZCZz+2yqsv4PIgnG7g5n3hg+fGfBPkz27GZhUbsOV813YAVKBrdFNlgjYHIrCtheUKXAUfMJPIgkApTlXLOTBojY5Z1RnULGaUc3Emic7diU20qTIVZ1ZlqgHbioTNa1M/9P2zxn1ZxRAtgaEoYa6FpZdBifyFRE9ivY4FLfIejNX2DjjGFFMraN0TC2Px0hp7ybaCawQ7TcWZlCNeV1Oy2JB8z5607ihuJmLr0mDKoVYyqCZkoUYw+uuX3Dc/qSPyCwByPGLJznfFLL1J0n9gJ2Yj2USZ5yYzHqWAlufnWTJ7yZnBOEyNJNdg92DgF4VSPcK2asnCYv+n0iWCleAJokEhdPxBCo81vSASI4Wam2SVNMDySMc8YHWvqGVZJzl6DlojEPfbJj3GQYS7H4SnhefXRf3Je8p7zAykHCoBc4uZvipawlIorncSGrG0Eh75Wnp8bZfpHNB9Vg1BqtyZn7sjZMnzyoY+uRphKhWumpKOmMMsr9mIz3iMQ9L4tg3A47qWnAo8g/eM1YHhWDe2DbavKQh+pHXxftGfHl9HGpN9nsjjsisu1FL4137tu/z6tyeu9n3CFt0w7YgYtQr4BrrC+j46XTC75epObVD0I6R0oFGqMpaF6/aCWQrtezPWVx5uJ6b3J/TVHHrv04zzwLnesFrHtikcq5ZOLSfKuuGyIVWwy/do5T3mD34KTgOzIMBoE/qyHPIYE0c3QITa3g91QBFWGwycaSj4gqjSt0bZiSZuOAulFAozdKV7obWCrqBUpFSMzsjOx0XQ0bGyca6wbULrZ7RMyLUj5w3YGOuMirBuHWcLf3drCCujd66jMM+NDgwXip4Y/YT464AXizOx8uALNm5wv+LqjE1pGq5X//v/9n9RTY/K921yYRhv2Bv3yyNM+W4riafGRHvXchQAT8aOe5f19hH/Xfkbv1D5aJrpw5nUWVJxU6SgPhguOSPP2T/CpUc1XzLeuLiyqjMXZ7kKl4dYID/60DmdRi510RGthJYeCzOTST1IUwx8K3EO5kfEryLMxUOj3IWHzZBVmMhzrBJZHUXQEh2+mAbz2UFKMsixg7WtI7MRJAqYjRhxmEdRvVleUTXUJENr0u+9CZL2sKsJg46irANULdQII5MVkwyoJT6dcHuEK9FJRXe6UVToEsZHa2rvixj9Gu/82WygEQ1s3Y/OaoeuXRXVzvCKSWyOQ6DV3azH6ZkbIVt8lqqe/u/v7j52D6OqnXg2fL/PYGeeOyOTDdPMJ7lYj9r+4HGoVLx0JNMtj2fXJTew2JD2NBqBx3Ayj+w8kQ1tmnB0GFxprzF2ybm/J1lTyKbQd2fAkSmGkmhPkiDx9PV3jowEdrfJGvvDvmU9gd/3sYFpFMojLX/3OTwQMcuPHMrjeuD7eGSvNoL8KnVgm8NasTnWc+8gUkOSaUaRQs066pGblKmMieRRwqjIc5MPh0bPPIdEr/IzVRFOFlC/eiA4wwNhFCHUHnl93R6LnLKPjfK9u5AppB7P1ias7rQhyCSU/uVKQfiGCMGXcQe+ifws/h4P4e/86s/yF39uYPaHTGVGucU9LFNncSqNSkPGe5T5s/jYdEVrT6Zl3njuwDVS0bxTPxP6NmPnxsxK2R6YT89ok1JqQGoMY6jgtYOtzPMt7sG+ZxjjstFfnnj58AV6s6E0ip6CqTmMWoRhr0HCC7rWelSaANKNOsLGNR7MvLiquFREp/ywniHMMbOXQtEz27bSdGEqSyAOegG9UsuK+IiKVUNPWvQUWQjyQJ063Z2OMewK2KGTdXrcbMNoFE7NozK1OeajPGB8TisrZQyKd65eGT4jbQlZJ2BS6Kr8r/+38g//yeswzPmKz/vrUCNBubm5/ya32o/l2Ik4AYS/aUD0tFZ5uuQfHUj8EGc1fv3bt2n1LCwOe6FtNuimDHeka8zqc+a4bcAczduwaBTUYazOy1egRfn4E+P5bcyuB7B1YXMP736HdTgz8bBOOD7CVc01SYk5sx/iyStwyhRyxPPZYHIQRzYPyeID2CWsjVV6qHokipXqgWoUYl6P2G60eMzS3WLz6R6bbMxfY4paJa5VIAmh0+77zFqjyC3FUS1Bcq3Bpj58TJPgZSrHeANGyCgBilObIVPwAML8pcRrWnAVTjnqwJxu0SkV1xidS3RpygiEwXa7ZWeqcRdUietRy+6ACKC4fPVC+uM+9tGjjChiNMwCIu1VQh2yFwYiKc+U3ZYryJcxugxkBPeUdycEfTy3iczmOrYTAnfZ7pukckN0SwY/acb1lostgfzE74/7QDXm8Lu8cOdmHM+eCGp7KFDMzZGeGv98vwxUgw9Tn8ze4xw9r1k+8y5hOiWOlGxQLMnaOXqwnjwI4zD4iaTBgawNHSRbKBaEoG2Mx/WupxlXFs9R3ERjoESDJ8lV2E2wOM56R2QE3J6gFp4mS4pIyf4/ijpLVKHsRYDnGCf5S7t1s9lIUibYpvTV6MvTUembx9ciBF8/EnhcVgMxSAjSAzp0j9NsUvmNn/kp/vk/FdDWKFuQgkTQEplaYKz+krnU1N3HfHzYlYFQpxnxwWl6BtXo6wfU8n3a659ia5X200b/bEP6PYwSM6ASH65Kw6ZCsQeqTlCu2PoCGytjHZSitNLZNuXm9gNqKbTmLP2KSqf2JTbxUrH9hvHBXAfbOmilYAZFKyoj41MNozLGghEd2opR9FVO8TrWt5DniKDlzDBDhtNqpdtKQVlY2GzlNM30sVH1vaP6Bagm9NFpZ8VtQQzGng2O06qi5tjoNL+y2oJIw8cZ9wfAKLWw2WB4oUjMqF6jtMtKO0PvE//gH30R79sfWa47US+GWD9cJL6JIA0ulxdfd6v92I7o7r/szyH0efuIs3mCJSRv4r/4y3eBM1j8VB8S93q+jpmHg1529xZsH0YXbmcyhW6widAxtgdlbs6HHztzg3WzYMiPcLVssVzjHvr6zS3Xzcd5a0mYew9m2d+NSHxOWpxZiAC7OWVYHXQYY9OAEU8SHAQvFHc8B+XhIBd6/s3DOrjFGJ5dfub5/jZCNRCzf9IZMX5ePDYg9XBEVIkQGHRE7HDqsqJsiIxn8V0FHx9IHzEHV8m0uXTHkxIGRqXGaGEZciCPvneLppj0sE52CcnlboJnUR5Wj85uDEs/f6LDFY3r4JkUuBO93sGxQ9MRdBbrpydx2yyhZPe4Zz0UERFFHTI7CZlAokoxZ0ayM+bRRnhvgICDY7CTFveizbNoi/e1J/Ep2+7HT5o75cYoOa46Dt/vi0Aa3ROdkEA1EBDpx+v7Ua/II9cgR1mWPAHJDt+tERDu43UL0mO8rm7RdccJPnlJIaKkBcRLvu+QyxoWIXYl3KyCL5aqAII7ge9jjL0YSgBfJDk56dPxxMAoAoos98q441WSFFj8KMRENYmk+3ghmxrhGB0clsnO8RnFr42R9E40rZMeSMmXHV+LEHxTCdkx69fHz12zc7kpg3/pl26YMXpfsX4OyZwZtVY6K9R9KlopFZQbKAUpN5TpnhD/FLQIIjNeFk7bDT6duPnknul0Q6s19Kb1zHx3BqCUxjRPNIFJbui20LeQ4OEzXWZElP7wknm6cnqvYFzZthXjGprrDVQmhApjpTCCZTqMU1PmKhTfoF9QVrAr2BW1zlSgyWfUMejXz5lKiTlQMU7nRsVpYmysDB1I0zDXkNtIyLoqp/kW941JZlp9zVQ6hUHNGZyIMNGYZGIq97E5yA3IoNo54CeZcCu0eo6briy4F0YPvGuSiUkmGhNmhbOd8fUGnUEZ/Oon8xtM5R91z/zJUhm8ebypEH4LCTh+5vF/EMY7IjU68HzwJzGaBHw+Et6WnnashO3pOoQyBRTvKpgXGslInoQPP4H5FFn1O4ToyRDoZKKdwB4ZK0jo0RODrcTnUzVgwpZQ/T7J3WfJRQzUaGrMzZgmZT4HUW9cC+NSaB6Ig+zqNmITXz2GsaLOSmRjbKmJ7hadjrsHOgKsIxjaSui3i4f1stZQ5agHd8AJaaOlO5tZQUVpZSSMHIqN6IpJpUygMCsCFtyEInJAO0Ujn8ApqKeFdBZx3aPzc4tZ/ITQ0uHODLp2vARxtkikInZxhgdyw1GQvZvDRzQaQsyvZd9EzB8JZGlcY8PZzNgDhUI7UvYP9gnKG+S1KCAeNe5H0SyB8JTM3JBEHySLiF1Cp1GpUTOZdQwnuAx2JNrGJpjx326wz9b33IIMmwrnV0UTXQpSI0kuD4TjIDHDkRMAWSCXLd/jvh9FkYxLmjcpWJBeS83XLkksPZzYkkyZ2TG1xM/7CHphoFuavyPGXVYAouh9RDXyeu338VsoqmYBIDmO2o2aLMcP8d5zhKLhv2HOcQ32OGvxQO32NexAS0YYCZqF06/nqGnYHxMh2F/8bQb5l/sSEIvi8WdnboX/7G99l218D653yA34AJEJqStXW2kabG0EVhHoYb4TVsdBAmrVGEWwpTNsUJbBKve09wquV2aEpd1Rnt+G699YE6IemG+4KevyEH/vhWGFUoVSJpbtU64PM31dub/r8WEPp8kJZGMU4dpfBZGpG69+8JqJG8zPGB1zYxuKy4lSFlSithzDkZNxXz7ET8L99An96lwvG2p3FDrzyWGK2ZDQ2MxRbegIl8LSHjCZ0XFDCacYhg2Um0AMKlmBVYYsaH/FitH9JUWiwIoc72CJj/GKqjOjOzpmXAdmExHaOdgdNscyaPcKZcW54Xd+tfHnXn2L/+F//v0vrS7fNiV6elO+62M3EcrimUej1KOWj+8TCX6IEw9/bv6I85/8lXuu+fBtMoKE5jEaUIlAn8x3Qw1qiYL42oX5NJhLEJuuW2jfb6rzwa0hJQrOzZOpTYanVGfrkQNQreC90GTvJMjsAQ6ofbil5bAHO9qdXiJSNpxRNCRmYlSITa8CE2yL46uzDEFn8Bojg1E055Nh5xv3mYEbxTR93gV6dCaaSopiwWCXYkH00kABNkrAszU2tWJ6RCj3kpu5gxBSQWccC/Quv4+r3LOri3l6jJDDtEmKMxbo28BrsNLNgyS3W+OvBiqDaoUpIE3GAN1y08PZbHeXs4OMOqT8eKJhv/ERxWBB8NFD6+6PqFcYD4F7z2IwSM4iGpG5bBkIlHLENwoDYQ/cCMY/kJuReiHzNcNaN5+Px4fKMRnZgQulpBpgOFpqaOj1ibHQvinmExP8hXqgFVE4bLiX3aMoRw77qCA3xHjjb6xH+zaLSaC1kOfLMX8vuise0r0zkxeNnSBIbOTZYUcnbmgtjB522qIj7je1QAq1MjYDiULNHiGNeEafFAIlr5lkUqe4RJCReFpse4x+xqDuiAAFs5SaSqB3wyP/Z1c9PBZygWxsWWSZO4gSXnxO6cKX8aT240eODL7KgCg+W3/j+2K2ERe6Ivy9v/HL3Pvv46cT62WhbGfOVbGxUc/CNvIiaXj3F4V5PmG24Sm10hKa7JtyYvD9QIP8fXivYMuVdj9xvXQqheErl+vg/r1PKAUeHh5oU9gSl1Loyyuo9xS5YfgDqsb1B526CtP5nhgwRcUZXZdFznpZWb6/4nLP+x98hJVY/MXWYB/7hVbjZpR+G5rP7QVeb1hKCs5RqFfOzwQtF+pSuW5ntheDocL53ND6KYIipTDGivT3cbZAT8aC1AY+BTNVNtY1OAY+rtyUEw+6Ue1EkUvkwq+E0mg0qmSxI44ysckFqbDZEnwGd1wrpRt9GTAXVqsUrijwi+fOb//8x/wvv/e9Y065P9+7pfOXFQbv+tif8f14+udHgC8OPRaAfLTE+LVvzZRijB66a0+rU2RQVDELFve2Q5oCm9lhs1o1OquXr2MRPO2KLI+I4rHD8NYT1lXoxonwCdgs9db5jBVRiidK4M6RbCkZB2ye8r19kRhUF6wEjB+Ow4LroIjSppAz9g4sJYyL6o475vXQJFIHiIolYqHijJIOhU8gz+h0SoQGSTxWxROq9fhMpISPgA5jWKUwQPwY2WxO2LCyn6cEPuFhquU7DN2FVqOYK4C1CHZplrbHCZVLIgYIT9CYkH/GjZDnZEoEprP3llG8lIHVd3dPW9o7mu+yvkNUn1ce8O0I51EsHTp3pwDNDVHwIXEPEs+xkn4EJMSvca9KFkX7GKLlOKajFBnEyrbHGucblVR3JBweaqyOe4wyI9W25Ca/7yE72ZEsNAv4Hk0dCZU78lP0cd+xJ+6LcdY72c6PkRbuuCpeU3mRckEXyzhjopDJz9py9BUFy2PCoMgITtrI9EKNCGLX/CxaZHe4S3bwpE14vN9CELIl0zg5RhlRWBWHhajLhEfvCJOd0Jmxynv3byTHJsjLQ54g+hKvax6SRhsOZhSLhtL7V2/7P7Lo/SYL+9MNogBDb/l3f+vbfFw+Y/NOm86Id2S5YapXxhrVVtOOaWXoRu1CkUa3gdNRm6ntklroRi0bdbyPA+PGaW2iVo2FrRm9VdRfcT99Gx/Gtr6iamF96NTmqfs+I0VCMjYuXNcrejnj/n3quQawZgVwNmucyoL1zusvbrk9fRu5f2D4BdcJG6+oslG1UazRe0VaYZMLVl/i64nmLxgYImfMO6VEzjXbDRcz2s0VnQtow2ywvb6DPiNcGdJo8wPCirc73GaGC6YD8wXRiTYWUGUUCc6DvqYq9NFhTAwfnEXYWNmIHPUiStUOGFsX5ip0n6juLNsDk96i+gKXQRsTxkIbM6V1fvefVf7R92759MWrTNoCjur9qwvIWHDfzWL6di38tAjwJ//tUYXwdG0T/uovzbHv5KJnRDelrqwekGOXiLOO3IIwFRk9pXbA64swFuHuPqHMGguXEjDf6nuKG1RzhoZlKlt0W+qkBE5BI7gnsjVi4dzPsZCOfkQnYoyAM3GqEkx/i7hl9+h9RYmCfIoN8ro6ugUpsYhgGlcmZrVpVIMes+cwC8ruXgRKKBzKMUTV7Eg8UhQzT+FgS4vSJN5nwelW6XTUg7sQDn3CVMObIyyNJTb7IfQS16tKjBPOKjyMEYFOHpjQwNlpceoeNrqkCY15mN4QaXHdB03CRKZLeEeYhnNheXecQtwFkfIYgxskiEANMlNALc2h3HITS/tnklzoZMMTxZMASm7Ou2uOR/GkwlGg7Rp/Fwkff9/tpxxTS5li/D5sQKm4FWxE5G5kH/jjAwdHFPAbfiYaG2VwITSUXjsStfNk7K2mIzfMfVy9c3eioNiLj/jcg9MQrxsZAft74LAzl0S3LVr9YzGIrr+gEvywNgRvQUY1CDm3xu/e0ZDDxlgCIVQPpU2RXTL6eElM9oZE8tnQY/OPj2VvwmM8FIXxLpt47M5EY2yzI6JxaEp5PdQ1XzMy+EYqgz/KYQi/+d2ZX/zgByAXpnYDY2LWO2b/HjI+YtxGB9vKDcUbjAZ1hBueVJCA/fEJ1Qgj2sYrlocvED0x3d2Ff3ab8KG4V+bTifPNiRcvP8W2K4xYSFsF8ytbf8V0Ouc89Q/wZcavV+ZqzDcTtMqQDZMLZX7Neft9Hr63sS03PPvwnnJ3CYhTSsyp/ITrPaaCy2CaC1IXahNa+ZB2OrH2E4z36NsJ1WdYzt3ML5QyWMY1Ylq5ImVheg7nD43bD8/cfzih9RZeT6FxlRh/VApFNkS+oPdwPJxXAjmwjxn90YpVZMGG0WpBilJqRUthXQPZaLUg5jR5jckDlRPr8pp5mnLWV2CcKNyBnVG58Pf/uYbp/OQG+ga3kAcI/C6OHal8nA7GsbOm31qn3vief+GXTkzJQG4a/v6NEVp/BynhIFlLdCFSQs0hOsI2GHh4KNgCbYKb2Q9o22SnLUnIlDzkcVXBvKScLub8opKa5fh6eKlDk2DV15x774vsvtIIj9ns6sJkOSuWmK8qscBASnsnY5ojBc+6sCyKLZFzMBOEvggeii7GPMhrfe/uxPCcpw7bCxXj0To6YN8WLRjhOhwZDJbrOOkTXzSMjqwLY3N6DxWDSSRK2h7eJOGVIBJoTC9xVW0oriUMlRxEDLWBEDKt0aGMJLARSgPcQwM+UnkgQVCuFlz9rzZ8/fEf4uPIKnAPy3LxIFaqg9qbKF1sbvlsysguXw/y3Q6b74TCfRatTzehJPrVvXgi8i32YzcPqlmAuoc/we4MCOC7IUB+P66HY99hiER83k8fRJEo8shNOjZwS65Djj12/kOS/AYpnxQD6ela6AjBlQqirSUqsqNomjWIHBulezrRpssjySNRD5VCKQSXZwTyUiQ9FDQ2fkvyb4ykKflVAAAgAElEQVRg7QmCrmiqOHbuEgn1xyMShfO+wY99jJHKCg//5Hw9HoskEs0SBYncjbEjCVHtpEtnvO/ta5biPxKpcC87YpGNv+xvx3NMUGfh3/jVT1B9P+fYHXiFy5Xt9jmrfY+77ZOIf1Tj1DpTcYw7vI7YLB3mOmAUtgVoZ/qDM8l71Psz6KBOlbWDlIl5vkG7cDrdcXPjlM2onINwNIBtpnhlWQfbatTlp/H1U+zTyuXyCq3vI1849ulG/xRe/JPG9XILN5X6fMPai9QzOy4rRc6oFIxOl4pJY+uvGD3sia/bA7SNrleWrSPlyrZtLL2g/R4fQfBR+Zhhd7jdgN3SulL6QLbO1gd1cubnz2mvT/hLCea5bzQ/0cbHNAnXrZdtwyqY95DzeMW5MOuEa+G6rSiNsTrL9TVzC7IbHo5sswZhU8sXtGVGm1OkIqVT6wC5ILKw2EqXhX/nt29TwhWRtIn95f39SPo5Hm7kKbL3Ez0ORJjHogASGn3y9eyXj++6q8Jv/XSL6l/2WXp0LptlJO/IuGPPGTowF+fUFDVlLGEGcnuvfPxRGOBoi6IA9TQzig3TJBjuw6B5bFqnYpxKcglKEFhnhabCSQsiStUkyNXo2sU0xz/ZLWnwJsYIO+JWQl4o2Y24xde33KRrM+rZaSdopxHzyocguO7duUlGymZGwas15AWecq1SHS/gPf5b7EuxsNfUMO5BUGHQEuc7W6GK0RROaTV8rlBrFBPDo2O1EdKy0pIU5qEmGAPclZ5BRBHc5OkpILE5DUVlHDdDIwyU3MAXYSSno3iUCUWMntyJp9bdP+lDPQNxLLYydUDTDldiEwtWes7Gj6XbctMNH34fsUHGZ/XIdC9ByYOUx0FuZhrFgIjg6QUsmpHH6JMiFIoVzHqoSUr+jAiBs+wogD/h6hREjVo83x9RrGgUf6qPyYf7xh8KFw1kw3f74T0bIciA6O4MK7lJrsfvNxekPBIWwXM95rFwTcI2O3nyKN1HINYlCgO6Y1uMJ7SGnHb/DEhDuqMYMMO95+cU3AAgi5aMlia5Z5LrUhIHzUOO7BaFdu/gHj4e7tDdcOvxmt7AI0V4Lxzc4vWHC130mDZ92fGNeTJRKb25qB5fA24dHqryH/32X4Dt/2FUpbmiZcKplGngurEsL1iXDVp0BdtmlFKYfKX253Ghh1OkoZyp5zNaNyon9GZCZuM0weKDMoF3QWsS6DBO0x2Xl51yErq9opQ5N74CvlDkgeX6AH/oUL/Nh99qbOOK3Tp1KKhzOlU0GfrLy5U+KWNaDict2zpSVpRCHyvTFAl19IJqYZ4n2CrTpNR1ossFqw/MVSnlgm+vcbvlLA841wO6nMoZ743r+gKvnSGCUeFWQCaWJV4D37CxwCyMtjKtGklW00uGndjsHGQrOmITtVTYrpxKYRSBvqW39ozJoHej94kilSqFoY5tBbiizcOO2VNDLhP/zHsXvvvJid/7w4XmURTY12hZnO1dAQQHqTDex+Px5p+fWhUBCH/vN26CIZ8Ww32fy+LMBJxdkGSvR3iVo9TmsMLlGhyDD94T7m4djIgT1l3/rlEMoNH19LAQNvY5fGfT7MYzF8ED86YSXIawscrsgdzYIzhOmd1jvLAvCiqUrhQ1uqVuGY+sC4k0xebORsnOH0pNGH/A2sNocy5RCHp2pobzwRzhSuveMSR0KbmYqe8bSS6wlpJFCS/4KmEXe0jOoqmh1SAnyjAqygY0V0wMLaHE2IAqUagMdzYbGIqbsHWntEBzXm/xGUw1nAyDg6CIJfg9nM2jWItmVYmkkigC3RR5hzIDC25eIhlpvCSWY5aQEeqTzl98v6PfXLHfJv2GZC270ZgPJIoZoy/H4t4uwBZyuZ6IA+ykwHRa1RhFlRwlmStmimvPDTxlfVlE7FkJcdc/eX8ePhXi44dHfoH/s8/3IeD2GJ+kh4UZqmFiFBvtk2jonAT0qAAguRVHJx9XJ9ERp5Yo0otGMRZIQvAzPJEFhubfB5SSxHnJ10k0IAmTMZrZw5x2eF+Sf7cXPW+C/WYB5+UAIszlJCXvvLnAiR+Z2Icb4v78uSfv4kt38Ti+scrgq479SxcR/uK33+fnnv0eF2ZmbwFriSBTjAOUwvn8Gr2eYz6lFmYl7ki7x7VQNRY7RaE6bdrofUHHHe3+DG3FraByy7p9xnl6Tt8iYnUMYz4JD69f8PDijvlUqDqz2WukXMHgxe//gHq9oc7f5sOfn2G8pG0SntpFoVcUY7OouO28sF4WbrhltCsqJ5DXuBW2vlGqYLyi6PsUbaze6T1sf2uDVT7n+oPB/W1j2ipDGx/IDctiXIbSbUPNKCi9PDCsUDWkjVFhw6ZXZHzOqd6gUpgmYV0XZJxY+QK8BWzdNVQL9SVjc25uJx78iuO0BmYb63Vjqo2td7QsoAvit6AP1AoPi+GyUZhCZjk3rCjUweRwWVaKnvn3fsP4r//HFV84vNKdN1Glx3vkHcED7AjAjhE8Hvum89TFcF9AFeFmqrHREx2m7Q+XRRDUCFiAapm8t8uOhvPFq0I349sfOze3UMXYVsWK0bOzGBIwfvFgtW9mVBVUAw7t7KwCwdRpuWzuWQMVASkUtfR45wi2iec9l4/9+fccVbCjI3swE6ARhmSSFq2e3ZHHbLlJ2LhuW7y+lhhp9GLZCMV/l9RmaxL5XCXY5iM6wyIx/ujy5DPwcE+o+b5ya4/X1Ohuq+8dbRQARRUpxuzOsBhZDCIK2LKzFEgXP3IXjSJkc4dUGFgnpMweZLuao4vd/Eby7tiy4Pi6hfTHfcQMeD8pKMXwUZD9HsAOGHondR7ZAbmGe6JAEMhN7KMaBlfs9LngV8SPRTE0Do8JDTg9r5EnATt9dJI8t+8XO1LoqFe8G1olZZJBFAxof7/L0/Jv78YT8TjcBWUvIhKb3scQ+c73QgZ2Ul/c3TsRNyYTgSSUZPSLa54DPDmJY89zlxgtVUAUI6Sf7KioCowSm/qAVhUXYyKIrYFoxd28kwr3UWWRiGrGNFp/GRRJp8egx+ZnFu6i6nDZz9NTlin7zCV9Fp7co/t6pravBDvVeL9qX3780ZQ08uZLxdwoYJnbOvO3f/Vj6vgBpVU2v8ZjLitiM9hgPjfGfM+yDGYttB4xjeHZL2A9IC1XqEqd7ihtcP3B96inn6E2jQWgT7S7le1hwq1T5wouiBl9W6ntFtZO3wraXkLpvP78gn92Yer3UD/k7udn1u3KGIVSK60avXfMF6wTMauA6g3zzZnX1yt37TnFEobkjmm6MPzCkGdMYnQGxQvNYZoaD8uCvKw8O92yfvqa8mGhzMqDbIxbEFs415k67uj2gnUVis/YcFwaG0ozYbaKnW6YpCJ98OLzlfv7O16ehLHeMPcT27pRt8p6MdZNUU5cX65MHkiL90HTAX7GcCZT2rRidoPT8KHYbWfSxvjDhdE7tQn6gzkiapcgzd21W7ZFmbjwb/3Sd/nv/49/nHacHIvAvjjsx7uUH2ad/uVfyK/tEqykUPFL71dchGsWBIMYGzACTk4D2SBv5TOtQBPn1WtYVufuVjidYvPuSy4D1dFBzMATYXBA0h5YysB9h24zikYiptgRGlGVhAwuYqy969HRkwS/6jyOckhynYXSQAlEp0mMOHxAYA2RnUCiCTGzPNZsfILagSF4Hbhq8BxyHBAbexCXzCVjZB1K2B+LBw9jw3LsEHC3tJRLEr9XN+gqWaroQU7s+5hBkiI1NIu0+LobQYAcET9tDdbu3GzKqYYXAvl7q4SKQHFwsBLtXmtOH3KkKbrshj6WoTXvriB4arATJVeMgwL/3cmDfizQgWZEVyh7QShxH1qSwKOID1//onr8/fiZvb5MjaPla+5RxLs50f7+4LFkevSkiY5aFMxyE8vuXHONjc33zTCg3c8jvjfOTfIcNYlzEEV68yjkbL/X96deMsLb8yXQYy9nr5slxkxuoT6IkyZ+3jka1n2UMZ78XsnzkqHQB6ZKUTlkkWNL23p1RmaHBCixk3CjGNA0wzrUiuLs4kBVjQApN2ZXtp6jS83n8q37Y69/98/h0O1IjZLYjwDlLz2+kVPhU5TgTWkZQOGknb//6x/xnr9gnc5sfYMyU8ypVIo0pDYu9oK5PGfUz5gfTiynlVoK7g84M6qVgiKuND2Dv2a9LJz5kPp+STZtQWtl6Qun+T41q2E2VFqQgmotPFxX1hevaL3yxYtX3C339PKc2589I/OVqz2Ah5REpOO9U/0mRhlGpscZomGidDpXxrhQy4SxMWyhWaHVE2YTkwvIhpXB6K/4/A86tZ4o7cx4PuMTbOos+jqNPBzGmXUMBp8FzNkWxnBqHSjKyRyfO9fhNC+sfsVqZz495/PLhdmFrd1wmR9yLqfM/Uwrn2OELEbaYIwLXReEiW2McLUyx8qK94lJO3hos18tV8qzSpMZRFmmK7IUvJwxMzb5gl4/prDwXf+n/OXrPf/T//n5cb98mYXxuywIngJkb2EEHKWCPBYNgvBv/vIdmw+KxdyNEpKdsHsPj/WuIwLnBtnZwzKUZYW7Z8YHz0BdkSU6fG/QNw61gPjuSw9do7uurrg4TXe4kSPQJUxOwpilOgFf2g5BeiL10dP2NBhCotAI2DD5PmLcELPEgoVeuSQrOR3a9gVtdx0lN3cpwnZRThYpdVE0OMWNnvPO4iWarexYVElDFWdYBtpqzGNjH46u8ZoQ5yowbB+bRHFhO4qTRVIphYcV1gWmGebJcx2PmTTDk3yp9AFtys5Swpuhu9CMyPbYjZRKbFBNQ5EkGlwLJ4sJF/SHAOyf4JGbcFXPDTkc/nbCuCrYlv11iQRElRi0hDA0Om9P+WKY4gRSVaTAMI793fcZd2H4QNcIsErYBxiHaCgIfUmwUz/uQSDd+HZugOA95aGtIykt3NeMfbQVo/s4NyHIeiPzMIR4Fhw/xic1N/Cd35JhjTlaiB/YczIgN10evQhiA81VwuNvKiXlmg33SBtQqWEelyTHEvBiXFcVpCulO3WKdt7FYSM4Ax6IxY7uRDETJOJHh8UYsah4ID6eaaJuoC3USObgIb1sJX0M8qQ0PSJ265HDBsDi+YbwTYmgzK9ej78RqfANglhCPOWAbAa/+Yt/iucfdB5efsHptdG0Monj6ZCEC1Mzbrin2gPP57vMHj9TtxMnf48hU5jmeOFiC106pQi6bZQB0tcw5dETUoWpTaiuOAMtAjLSYALKXJmqULRyfVXgqtRnH3L3nVusRMSrDw9jlt7xoXQThn6GeUeYYQ1WqCX5Blf6tWC+odzSWoGqmD+jasXPFWkKrz9nfn2i6kdwP2FnYd0WihZaCaa3jELd7tDRmcQQBjMT1eYoevQGo9ErLNfgoV98YxWlM7HpQjk5vXakLjgKFt3lVhdMzvGQFcG9UlgiPtoi3tPHSCJugQGXbWFsG1auTPdKnR2drlCMyWZ02kLSOAndFR2fsZgyNuGv/2nwUlGfvvI+eptk+JM+css8jselgDccCgF++ZPIvts7DsToI+C6HT5HJDaLHrrkpYdRCMNp8+A0BzO7AFYML8GK32fnJOrgHkCemFJ9JzkBHrro9PV5TGvbeySXCBhit/iN7tw0jFdEspAQ2Dz/Irs/QUlYnOjVbXeCS7UCgYCIZ2GQ5NHJS6QYFjIdNIqO4jvAv8+ijWEjHDdJz4Z8hkYo4Ogevg77u98ys2AjVBCW59qNgF1loGoUjXPcCLviaYpUw30jUY2OsNQkdpV0KuwxThFLJwUhoOqh9OGsZhnv7AziOog5G9DzPtksCoV3ddTsaA+XOXfWZT1c69w8nVyF3cpWpB8z6dhME3LOze+Q2R0bcgkDH4dIUQz4XFNvKezfq8dDZcMeHzDLDdsdG8YYA5FIL9yh+CDY7WFGbzcQ8T7HiOS/4xlFMsfgCfq4o3p74ZlfK8n5iWIirwXyJXvY40Ysvl+f/G2enbk80ZVIp2T+wrGepZuiymOmgR/ptp5TiCjcbTyOAPbRToJf7E6NcQ/HOT3KIiNjU3VftQx0i3GD7GqDSDgs7JLEvHLH+EMP3oPtn/9XHH8s2uyb2lH4W3/2Q3zq1A9ueVk+o6wb5/Y+bdqrrs62DUwqg0KZz7gXJmZEIz54Ulj6gFqYtFBoMDry+kQp71OmM20CSc2ymbGuYVRiAzZTnIbqzCTKePWCsX3B6we4/+hb8HFn+MuoluyEaqGYoEaEosgAbwHJ6MpiK2O7gm8MuyLamW6M7VVnXJUmFdXCsCubbWEe8/oVrJVFT/gzYRkRSxpVdGdbNpRwCkQ7bAXfOqsZq1/Z2bguG1ZWrtvKkMrwgsoNQsPwWFAFrhcPVi8V/EzRE25KHwPzKJC2vnBNudEYI7pUD7btMoK4OJRwdhunTGks2GiMLizjytINvLBtF7xE8Ezv8bDY6PzK+xXT7Xjg93vk7X/+JByxBckOpD1JOoyp+r/8iycKFh0AHveVSzj95QI2cvUrJdjUU3X6FgY/dydhLmRka0jj6OklkHNBtXi9nUfnhw5c00gn3N9COhr6hSB5BXmwi3PNDiXevGKSOYWycwD+P+berde2LMnv+kXEGHOutfc+52RWVtal2y27kWxjuzFgLIGxZSGeQAhhIRDijXckvglfiE/AR7B4Qbht3F3dlZl1LnuvNecYETxEzLV2lruyCoT79JROXc7eZ13mZYyIf/wv6RvQycChDBVSpmTCmknGuQrKjFv/RQDdK9woJOFiz8++u4DOG644pqTfwszPlyPq5DekDDHHAlMjeQMhXACiJIaeV6Jb1gymyUoXkshFrS9WwUler93IBLjeIBoMz63ESlJpevROniZf48663wtJMUl5JJpoAhVyFAU5bzWuOEe5PCqfNf44cyCyOYjqhk/rmpu93jMJjs27W56zqn2y25Rjtn509sfP70XGMf8/zpeWx8HtT5HiNCzPS5RcEdIoB6sNLu9dVUFt0pq/2iDLLIdfQ54TqqvPeX/vQ9p8FDSZrZD3ZRY1B1egkOtCEMTzftb6jNR3PVj/R1FxdOn5b+/SzPz8WohePh/5O9xGA0rZSJcSYwTMkWMxNYeWhXei2Kk0yALkkOO+KlTUQY9xTjYrye+YN28BSgnSJLI4LE+DSbDHvOcZ3IqmbAQ3iob5W0Cu31oQ/PpiLgXdFXDE33z3joU/J8bOuHba+UdsDS6fvmWRRmvOZK8OvCO9owLt8YqOImMJqO+svaEqLO0Jic4c8HT6MaevOkOvjGveJNv2gnvwcD5xPq/J71DBFq9AjwuX5xdia7z5+if0Lx5LLmJ4NJxnINhDiKWzN0V1ReSUGfRxRfvAWkc50ZthksS9/sUXWAvGZYN9YjHBgn17j40FXU/wJjvqU2tgQXIVd3xZmbZgyxnfjE2ci59yASy4C1NCQXvHUQafmPHCYMdjS2a2ZFd2WhZ8dhClr8Y1PuINphtwZk7DZ8vi4JiByURtJcSIyM1FTZgxGPOCNUfkyuQZloxS9jAiWi7yW0e3mnGFMKbyz/7RlxgrPeQ2g/or41T4a4v4AREe25/efh78aCVFxgZjZqc6w2+ubuEJ0a4IIYZocF7ztcY0lu6cuvDUg6HOJ3dmcQYOSH+OYCv7WLjD1BF3FUFIpGWs50y+kYvkJB9wEWFBbjP0YwFEU5rmBF0gkh7LrE3yWLhNrUKbUgImhSbcXNJIDsKMdBecaIY2ibN7SbRapCfxFPYZzDGZuzDL/CgiPTaPGWavmMfDEKhbgqbq6ZrYb01nLvRzyo1Z3zX5DFGr5IxCXyLdHlWy6GlOejaEoJrfo/Xkvoz93oGG5PlqBrbEfUMkaNESqcj+lRmBq6b/xL+dW/R3PPTVnD03mQzpiUrsCw6zACtkK23U40agJZJoJxK3ebYccBKpkDr60BxPpSGRVLFx/6OpYNFIEomRuRPmKaEr/b4d2QPUpqojRw81h/JJylLnPVzp6Og5ZIRRrxcTrfHDLflR5LaBHQmBKn8RCT4RsuM7H5JGLd7EgahYvUbesVZIQpo/HaSKIM/lkSPgMhPtE8/1G26hWG6C2UTaJCRD8ESszMOovc9Bju8IEpnDEYUoaIB7oQWeZXFe/1fXxdO+fB6FAF4SxRwrTO68gSxMfugu+6Fb8FV1+L2ioBabB1P+p3/6RZq0sNL6CUSZFshTcNk/Itf0wzaZlUqVznrLouj+LSd7QHxHaZik9/7OxsYv2D9sXMQYesFsYUrH6fT+xMP5AVVj219YTznHlK3xdJ7863/+rzhd/oC3P/nrnL6eEH+eHVl7SLmgBtaCzmS1wLgScsV5QSTTAVVyI9U2mcOY0xmjsY8r2i+ET6Yq3ib7y7fM5yAeHtgXQ1iJ+YDoGa+HKADRjdgDkY1dP2Wn1UcRM69Vw4FaY9tGeYGvzHmlDc8kMm0JXbkw7cLZnKY7Ma50TTZvs461qO86K1baEQ+arsR8YbXgbG/oJujsyN7w2Zh7Sr08UiY3fccscF7AM4HS+s7JepnvXBH/hv/+H79jb85QeXWfyPf+fJ4jqlN6RYB69dP7oyL8L//pE6e2M41kyFver1sEF4Ir1RXYIMpAZ07YL0JH+PLJOCu8eHCRyWVLiHdO+OSTUVr26VpBOwlxOsJI0L/c1YSrOFtt4CpBpxYszUI8NGsXRBJduA0Qi01//L00TAq+1JmFM0AoXfSmF0/jEssNtciHRwWRBjBp/NLsGHcoSwNdyjxJMuExZjKz9y1n2h61SJvlpiGSYwbP/PqrwL5rRrZqmhv5nPgGcwTDE8Xpekjc8mpOlcxvaOmGN8LZdmEMz+RQF6y8DHLBro6JuEnyjFnntTpfSSfQvFUj73cCmcEszf7nOyra1rl1m8mpUJoIWvyJ289KcqpV7GmAlb+/hNb39eImlCxvekLPmpyKxr0ZvCsHjqI0Ci0oDX29nx/SzAgiZhUx+RpWEDsi6afgWhr5+x5zvEbyGBM1Ozbw3KDj1o3n50rVQCNoalWIFEdAyzSpmvv7CCG5NfnZUyIpxfgXPwiyEyHJpF0tnR1z4yNm5XWIpCTYNA2PVMqcLMmtMgXBaiQ3IazGW/l9Wql5hOO5BWTUSO/4fnfUxoPbmOIYXyXCyK2EnVLrQxwFsDHkGJNY3kM/sOv/YEHgr0qJo4q6/4XyX/3RT3nnV0QN6wP0QshLbiA9WM5fptpgd5YmjP0T6Ut9pVtjsQU86L2lkQRBW9J967S840cPP6a/A2KythOnc8Plhaz4kjhjWtaU3sA/8a//xf/Fup84/XRFVsdeNvAV5pU5L4g8ICzMofR+QqIh3vDRblB6a+12IX00mj0gdqG1E6dlIeYXqJ2J/Tvmh0E8d0RPPPt7wgKJBuLMuDB8MDxo/YSIc902xDvaT4TtZK93wmeyQH0OtuueC/AcSJ+oruwGzYTYZxJkPHBfmVuSqMR7WoVqKjvcN4SOWm0CdpiDXJJ4tg3gE75d8PGMtD1tL0kyimm6QJoJEYPwhuhOa2d8dNroNJnE5ijG3/ly8E7sZiTyV+U4EIHXgR7HyPM4JGCRZJdfIyHIk+SDTU89dhNhSmr4t2HYzEXneskF4s274Gxwbc40uFboz14d7ZyKjxwHWARUAJLbpKuk3LY2PwlhceGYuM04Nm1HrcyFND+PSUKok0R7RqQdcEK5VQaVqkFCEE+W/iKJRDQBJMvWWXkC6SGfC8cq3BdVEaRBWM7UR1oL4gq9w9oDWUAWpbWct/qsgBVAptRGXNchciE2hG3MZPkFqV8vAqDOqC5SbiRLiQxrIbKmnpHyqj2EOZNMux8bIp4jjLoDNrLHTRQjlfZq0Ou+TfVDETdr40qdu34u920gz5VGxpPneOhIwksUa9i4d9iqed5rpq9aSNKrwlxnuu9ZQCdQSxm4W27G5gnLt1eze7ckkw4kkz+Pn/v9tVslLB7HkdqXLoPZcYvsHLI+90DEsvaUo+A41AL57N4Cf/zXIPYqIkIyfbBVHs7xWbIBzeL+GCeYyG0eXy9SREXFGRzEP8HuxUER9G4DegJkgjuqXpbAmuu1HBt7SWdb2SRrIK8IfZnGWTqKw2qaHLloQf1HYSNR4wCft8+u1Wi+ti04zpv4/RpEkZDNyaaw/vVvOn6nkQE1g3ltadnM+Qd/+JYXudJ1z7mQw/TJQz8Rl0Ca8/DVG/brC/NXQZcnYlfwC8/PwmhwWheGlL+2emmZZ5LcumKrIrbkBhZQhFP2kWMD0852CZRnLu//jPlBUXukf5Vzq+0atFiQvpJGE1eaXtC48unlPcGGMhJS1UFqPDR1sJHwucTEOGMtYOzsvDDbJ+azwAwev3hkrJe0t9XGiImoMr3R9SlnXj7o9sDprOy8sM1L6qC5IuL0pTHimh2JFrUrBiO2VF/MM3N4wnMWaEvdNDbLcnlHpTPjE7TBMOElnAhjzCJkxTVT9cJZzGjRWMaJZiuiDemDfVyYkSxbyyg/xLMzmz4QvWRnMCcejg7DfGfdJ//1P/lrTD1mhfG9e+ivBodAfu2/62ES4b/8O2e2gC3gWjO5cE1yoI7bTHyLJJrtms8FQzmflNWShCaW3QOzNndPRCAIojmjQmGOh7ghGROsM3kLO8yKOF7NaUuwvOpqpDTxipcbWeYsKGkv3LXgxOo4RJWWzVLmCIgUpFm4yQHVkuhDu3kZpF/9psK03DBEU5oogHqOG/YSOW2RDPImBdcXHN8V5jWNfyJykR4c45Ekbx5a6hCBMHoPTt2yuLAs0j0yawCH3ScMTZXAELZNuMx7ml1Iympn5AYvNVZJqDxHHFK8iHHbVJJYmQtwWseI5HNjOKLzBtd+lsMUaTlSVc/vlety8lOaA9XRunuuxzXeTfi5HO3qu25VKInkeCE77+rC/Xhm77bG7o6MjLMWSQQmkaLDTMcRnxXCVJwSOeiuUn+SIGoCUkQ8lXZfKsJMrBIAACAASURBVELqPaVGInEbK/i/gXMfHX5eX6KUFbmVpy0y2cQe9sivUUot9Kgff5GVckluDzLvr6HkcPsuyTUoo6J6mEPAZyFMSlplexo2md2LncwjeHVtavIiMnOMVu95WD37MXZBc/T9uuippMTb+lr7dBZYRUYUXhVt8YP38Q8WBDe491hAb5UI/Df/8A9o/i2tJdxkkVBgx5gvky6pp79e4PGrLxnLTmwfad2w9YmH0xOmK/sWtJb2ucxcOJb+QJczW1uyPtSOLQ+oKcuyoBrgC+spe405JxqTD//qPVwW3nz1M0It5WLnyZzP6GWibozrM5ePWyIDxw0iCYuqnjn3NbMCPFitoQFra6zW6TowNnj5Bn0ZPESnPSgvvjFcCV0rcnxLhYRtdJ3VcSyoB4s08KUWqKRIie55w6tgvTF84qMh8cQq79CwZFk3EBsEV0IuELmBH/MzYqPLwjqfWKJjfUPbzrI6TMXqO5sZ29iYusFyYUawqjHnpPX8nX1PIqhZp7WVvuw0XYG8UdU2mp0IuaI9XeP+oy++5Sz/ZnjG51YZ3I/bynO7pxNuC/7o97KPtGJWp2NgzsERxWvG1yVlhiYwN6EHnE/BEsLVRxLvwukSt83+6NJQoaO32S4W7EW0UlXUUp5nSC5OJnQT1oLM1ZU2DoJVmQAVsiEIQ/JbNcmWIBfqyURzbGCes391mqT8bic3QCdDmoaUEVPp/JNnkLC7a8KSGLhKkZogwm/ZCyJeBLiEUGcPtAXbLmnIdFyFuh/yfOS82V0y46QrLE5bHLdgq1m+RhJq96F8uk5enuH5miTNpNumhLAlSMCMdFnEyIjx8hiYlVXgnvrvXSTREqiCRThrdmiz5tlpBvP/iYP9/88xPQtw8jzb4TRZY1hKMXLA7Ekgq3wLWhZT5HkI1+ITZSc6NSWWB7HukOgZkqOzV/N9ACt56u0QR/1AEipGWqMifinWf702WZ2Kgll+1kwRraLhFSlZtSHN7u+vx3YM92e5chPKqldvYwH5C65XbukH6ub1zByHSqkIjg21iorj8/x6Y3P8fy3oSCK7fD08RqRhnkV2NnBOa1rGT0kgfv0Z5S+4vZwo74NS/Oj9PCpHMZfrS8S8ITKIF+kxr+2I/HknZaK/6fidnAqzicov3QIe1zP/8U974nTeIQTXgcikyTt83TBTnE8sPLLHzvrlGbkG/qsXenvEH69Y61hb8VC2ueeCaZ3e39I+PKMnZVyv6ApCo9sjl+275ACosm+DfShTnD/9l/83J/0Se/s1+xeBeQM6Qz4SDXzu8GmnWUNeDL1uvFnfsQhMvzLGZPt4wYagY2fQGDKYLjzHd8S4ENrYRRlunHVHrRNXp7/tiGQO+XAjxNgdYCHmCyKP9DHxNjJ1cFe0P6Ak4XLuTrMFxPBR+tw+0UgIavpEowMnfD6j8sjwK75BW3/E3K+YNvapSNvYecansfgTEY0wuPBnpXVfgUaIgr/NmGW7sl2FRU+ovjA2ZXbByKyDnR2ng2RX0MXYR1a8jBPbFHpMPo7gf/7Pf87/+r/98W+7rf5SDzn+M2qWDNwXlEPKl53VQJJr4VK2tfWbDtJINro7LZTnq/DmIVhFuEYwHHxmV9OB3WFqdswIWCSkjwvSvWx9U0Kokt28STAQ1oLkxR1rlTHvuciuGLsF6dwXxLSCEHOTXpoSejjblbWxpu3vrEzWWfazSeZP0haRdkAH6cnEb7nrI4fXObfuRYkcSXw0ywV2hhaSkmjAPhPxsx7JPxwQM3kICLim1M8i0xRjZqZBmLMWJD0kjZ488n7rx+ZixtxT0tnPaczTolIORXP0M5PprZa5CZc9CZxWC2vugc4ylKmlMnDQmGxaBEwh3Q0pxcVnOtyzWy1KH4f073AMhPtYN+Nu7xtMOeJDNMQmxB0ZcBFsBrMQqrzfy/pIPdeJiO8VBekkKzd+4XGkAgc0pORzcZu7v974okihSDBIcmgWI+nz/z15IYCmhFVLmivyGuPL0c6MGn+5py27HsqHQlLIt6ixPR45MovITVfrc1rxh2YpVzTiVsoEEw7k46ZKgD1yLJDw1BFKBDLnjdXfhIrCiJsS4Zid3fbWumAJ/sTtWUQGQcvXikSuktxTSZP15URSRhvZ4eb3m6XgOZCa29jjLz7+38UfC8ww/ou/9/t0/1M+Ra/FLGVv0gbuH2nWyoVNGXPntLxFLgZ+hbcr8/mCfRp0+wI5rSytw2mwvwxWNUw3rD3Aack55qJAcLl+S2tniA1Vq+jPgfgHtmtj88aXP12I1dnnlvMYd8anlBYNOttmhA2mKBKOD09ovglhnX3pGUE8B713kMnYGi3eMX1HXDjpZGnKeN7wPbh+85GlGesq6BJso5GPoWD9xDaesf7E8xyIrOx+4UEW9tjwmDWnd1xOhF6I6CkricMdfhJ2wT3otjJ2Z86dflqJbUdlwX2n20qEZe62JAkt+I6IhukDwkZ4g1hAv2G3l3wYdEUiuE5h6ZOxBKENGcaMK+6dviSCoGqlrlB8d1br6NgJa8QMftK+ZVFlTr9tLH8VxgVpZqLcDFrqoZAIfv7W0JkmPR7J6oBgG9nFNwKsgDYH1/TW7z1YH4IYwi6TGMFeEjwniVnegkUFGenGZhJISxnTzfmtEAQvu9ZTBG5B03tHI2VIIjIrx70QpV3ZZmRgC4E27iYyOFj6aUiQxYPlLB+CUM2FU3JjbZ7FCFHd/QHVU66IpGQRt4wEblkEjV0Ks64RQNRiKllgtUhzJi2J4L4p0iMNjvTYaJSueV3UswPayVHs0RFKpHd7b3DWYO9ywA1pGCUV+uOZILlrUtJC8vqZO7srtiRrXEIhLK2n63UG5KLrms6UmvLS6XGPm/0Mx21eThZbKVvLPvMOyufJV6Pm7ZFkNclxixQsDpRUL5/NdGpMKehB2guJV9a+cvsM4pGjp5hobWDhx0ZTeQoHAfTWQR+AUCkDShabH3HersOBeCS8/1qSOAvCz7FPeEMqdTFqXAaOREt3yZrmuWRhHwXVHw4BXvdLfv+SE0tw2CsgJUv1Y0RQnh9CjUHIIomsiSwfuOrIvSSVivbAq1iXcieMyALaZ95/YpM5AySKvqC375U8CMGlUBK9jzHyd/xoZ6rYcVTTSnlovZdKkmI55JrZePym43fCwFLWFFlB6eSf/PVgyEq3SWsd04wV1hjgufk2nbQ403vD/T2ug9Faumy9OxErzH0DN+ThRDs1lkcBafj2nt0Gesr40VFkpDDHxyUJMO4YDec9z3/8DW1befvFT9HFWLVj0fHLM/J+w56B/iW8e0C+aqzv3tHeLLRexAwarRn7quXYpYy+8RIbHteUKy4XWheWZWR08X5h74P2tMACclr59PKB/btP8OEjNj9wtmeGv9DkLVdbkbXR18aiBq6MEHQ+oLHkjJYFdsPiiswic+lKl1NCT9rxiPJjMLZxBdOcI7mycQGcUz+xNrD4CLHmA+sCekb7gtuvUD0jMyOOmyUANT2zuldOrFvq2BGn9Y7HhujE/YVGY/QLMjv9QdFoiG8sEVzn5Ku1VUP+GSHW7x25sPhtSbgXKCLCP/u7j0yMJulx7ungkeQqOWDxwHfSeteTOvn0AH0RvOWSvM1MK9OAoSDNOUm6vEUrQlDajwEHSbfc+z2ZwxGKa0LDrWaVySh2Rowi8nmqFIYQCsuSC0WzzM9IomBU5yT3BTJPQvp4RG78XqhJcgjqikUDT2DTyM5rx9OoxoVdUi99uOW4J5EpCU7VXUo6r0k1kjOS+KgtMrBoh21yW4w1soA45I+52gYjlCaaskRJ2aK7IDZZlqAvObYJwGrD3muLPCn0mElQM0dbfa4pzDAssknrqnS4WVE3BInBpWYpUeqNz8gggAMqrw5PSYfB5JTUIa9+Vwu+Poxu5PAlKInq7Tf/zUNq9ITKbRM57tW8FY/NOqpQub/58W9fv66UW9bN6liym9Uav4lWocP3ofnU6+f3vhVEntmct/d6VawEo8YHh7dAduXBK4L8YfBTqE9WGvnpf12ifHy3iKOzOU5zeSPE3SOhhjZZ8Nj9DNxMxY63P7wV9M7REC3eg74uBo6CI5+x9EQoLtANnTgyGl5d/pxZJyp5O5+vzt+rAu8vOn43UiEHUhK86Y3gY16MOBPemL5hfSN8SX/qPWVDzkvO9PQNpv02vw4Cf3iLf6VcLr+Elw+EndFlKWdAwz3Y93HTi7o7ww3tD0QYIpOdD3z6sw/Yp06sP8K+PtFXmP6Cb79i2RtyfeD08y+Qpyt9yZPqNght8BjEw2ScdvaL8xgngsn0DZ+K6YkxcnXyOW83pNmCYJitjPlM16Bpp799Qt89Yl88wTzz8ZvG/MYY333Av/kO/2Zy+eXGvMLzh4+IO3Ea7CdjqrLzzJCBk7rSbQwiBu6D1tP5y31yubwAXnwKpfWJmSaUPwf7HKQjxik1yiHUFJht2xDOSVzjxIyFy5hMG6hvTDGCwfQdZCLeEL+We1jkjN2EFo4un9jYmBZYDAxnUeG/+09+n9EPQPr7D+7nOOL7y9P3HnsneLsI27XsQmOyRVnmSrCPhP6Hk+TX2lg1FOmKTNA+MUn9jwt4A7FcqLsmVmQm9PXVHLRGFyqp3ae4A5moWWYrnsxqqQWCkJyhF4s4Xyc7l675ni2qIyyCXCvocEp2L+YJzbtkCuCMDChyT5vmkEB1lnq5NnOSaDYskixVq+hEoSJfg7hFy+Yw9SA75TiBGqkZOU+lNuaxxe06jKhxg6WBEK7EnCndJPMXvBjbMyo0Rp2h1VlqJSJSCYgijJRHwMzGJgK2YeDOLslocIdLkNHRh6wvlOZZmGkc1s7/9u7R33bc2OVymD5prUe1U30PCq6iQZxbeE8cjP87gx/uG3COG/T2dIhWmsSNR3ZsusfrVNftR/VWmQW3sUK9ph6bVm25kqMftZlIVH23VugCVJEYxyYdN3+AHHNkMSFQkcKvyrQqODz8VgB8b8M8RgW37595JDPm7fQdG+idLyDHicpE1zjGgomIxatTfowlRI6PcicSHpcmqpiydoxG7pwHuKsaEvKnnAXviEHUOKIwuETt6rwfr636qiC5rb33Ve+HENsfHBncZkDHt1H4b//h30O3P2VqjgU2XlBd0ZG+5qGZ+HQdO6u+Q3Uy4hsiFojO0AfwKyJfY+tHnu0Fez5Df+HcFi7yLfZh4GfNyJVtco1Baw2dYKsTcxLblct3v0D+bIJ/wcPffEJ5RvfGvL7A/Ao/T+ztzjUudFamb5UHHllNDmfuwbI8cDld+Xj5FaeTEt5x/0REsPQzEaCxEr4nQLdtNNLkR3Rh9F/xaf456ksFoEz0QXET1JOJLU3wmEQMGFlIvWwb5wj0Mhl+wc6KPRjTBuOD09oJ8ROIs7MRtmF0xHrNsVva05YPebBjlkFP27xmXvxohI5X+tqNoGV1ykT7Br4w/YLOR/b9SpPB6XRiu44M8PCcoHlMrCkeg+CExEaLBUQYrAQwx+T3lz/mQTsv8vlij3/9OMxZfr17+RtvrTpo4eUqzJb69F3BhrAl9oiXCn2Gc+pGD6eV052TMjlaoCO7t645BtjmSBmQRhYJi6NT8P0+Z43avNVzromkB8LBDgfNOXYNT6fn77sqwqApGbAUiQgECT96bWiSohU8knkfms29a9BUmVMQMro175N0AhzkxhsuRWSrgsfjthx5fSyTYEouU1O8shMSNjaBEUarfztrHt40VQJp/JKz6owuLhc3CU4qpUYsAqQn1LyQgUc7+d4qylX85uugUd4OUwoZEmLCVlLDGHViJBf3kPSgT3MYUHVEGjDZp9R1/nxF7ZHPAEdBN6twzOJMEMLT4GkWR0ArWhg/RJfVVdaGcHcr9Bv0biLFs3GO9ECrewW/B3IRRxnAbfM2ldu/SRj72OBrYys0qksiaZExqTmdN6/vIBU33NKFVeN21g/sITfYe6BaxL3ov3kZ3HbgbGQTKTiCgbQQQK+fJ1IgkYWsHgVtBMOjDKBIZFDq91TzXEGah6lWsVEQ17FvRqHb7vUzEhHQ8gvgyC+AMSazxjIqmT1wR0DqHNzQhcKMgpvBkpLGZ9bggD4O1EXtkCArEftvvM1+ECF43dWJ5AX/u4/PfNsmUyZDBt1aGkJwQuUEdGhGOy2IDsYcNP0C8TdInMHPdHuDtYnpwuPTVyznM+NXn5KpPBZO6yPSwX2AjFyMFB7XEzInjWB//0v8u8D4gje//yM0dmLuXOM9vhv9YcPtwiAzEUZ8QzByrmuN0IbTcREu+yfMDDPj8mlDfNDtLTFP8PoBcqXRclE0YZ9nQhZUfgT+iPtK6w/M+cA2LefOfUFtQWVBOaGygmyoTU6PK9fhXJ5+xXxaIYznX27Mb431YSJnSyOXJWhTaUMY+zVnxOLI2OkxUZuEbGgoKheQHbO0HnYpRvicJZ06M+eOtsPtK5hxSUKQPxN6JUx42bfcEDT/feuK8oDEIxHG2gWbC4sF6hPTZ0wmzRzmA//D3/9ZLVaf90hiEfdCv5axoxP6p3/rBBpcdbK50idsuzJrkZhRHUdE6egVMwcTzi3jj6kqfczkDSCBlxHRdC0PgJqleksv98Ztbp3qgpLAARRcOkgZ5B5U0ZWfvEspCWQgkj4AATfb4/x/6Xg5NRfMhXKw02Snb5KbL5qzVo+My9114u3o8JMxrjfUIjdkdRCPMq9K3sGuUm996MaLQ3PrCpNwNqsbOuamZkHsuTElWpLjlvwZsAaLgUjGQ0eNdWYtvK5RfkzBWiOXgyFiLsW3gOHC1YWlOd4yaExjplupQpKCPUcSAhE1AsHyHMXdP+FzHOHkiMhzdu7lE3CgAe7jNifP/TLlZXe5uN7IavcXDQ73Qyki3q2jrY2aepcbq70OqRHyIVm9df4i3OWAr3X8d0a+z/vaE9UJa5kKHS6HlEJiDqVc0m+IwaFYyK9w/4x4vILktQKDCu2rMLDv/ZujGDg6dDk6+jTs0uLYmClmll3/8X2P71N75HwFFdzIe9WYv/6JWo3RylhKwjO6/uj6o5DG+8CgfDwOhOhYv+7dfyIHZWqnOZp5rZA41AbHefqh0dfvvGIHyr//89+nPf45b2PBWVB7wlzxbUd1IrqjWpNaMZDJaT0zxsa2X0Am1oLpO2NeUwJjO1f/ji/WB56/+4BuwuU66EtDLdi21PebD5oqXTNdZb7/jnUzHh8fsS82Hk8CY2e9dtpyJkwJWfDoqWUdb7C6GGo7YZOBIr1hSxIxeu+c2gkfOy+X97hfCR/MuoEvIlxM2T3h1BE70dJh0Fq6pk3diA4uK9OEDWF43uDBFZGJ2QMRnc13tHdkf0DGwnN7xp461hvbn4N//Ij3Z2YYl4DZFlo3fO6YpvnKCzsxGuKnZMfzBHMtJ60GJgwP1v5jfDaQF1pbUDkVtKSYnPHtzLIsSGSOt5QlqS2tTHQesOZ47Hg84/uGspBq8AFzSac5Jleb/O2fflv38Pfhqr/sIwlEr55K5KibAfi9h5adZKR982UoRnosFBm+Zuf1eEa22NlJerI2puMTfC/JoJOxxENzHj7TGCSNYCZmXht6FSaen7NL7jpZbEoG7hBZ/IVzrv9tSrLpD0JRuR7uETUK0swrqHGFlyZ/CuU/kKB/C6/5chT0qMg0xp4eA6hzrpS2KHvl6WW4NIXpTnhiCVpndfe4a9S9uj6BRRSrAKWwwDUYnvFMI4TLSCvx6aDVOQakymWmRXZEdsCiiQyIK+rlkIjjmlJMrxHMkPRwQJODcOrQWtCLdOuaPIk9cgQ0p4HILSlRKjNkqXGOBJ/tsOKtNG+ZkzGTmBbVIbdCVtLsJxf21O+nOZRWEuFx59+77vsGeWj+21TUK2BiVthRstSw20aTm2WOtIpropaVE1k8fk+mV4VJFrxyKzoOG+IsTBKVEHWoa3T4Eqhb/W691iuJZTbeciskjuskVr4bOCEHxpffPFRKDSDfK2KyBMzkWIoMmPLecvs8iomjWfbDIKqeDxKlO8zEgFJrCI0lCzSSp6aqEEpMEjGRAwlIEmEc8Atp4KT1vipJEvS4Kz9MA5V+84A5VCTcPCWSU+RA+4HBwO9UEERAiPGf/e2fIDEyOlUvjPkrYOV8fsTHNVm444S44gOME5fZWJYlNadiWLOETkMYlx2JE7Y88GF7zxuCr11wTmlhOgZLb8gIHmWl9ysaz/Tre948f8nb5UtOXwvKBdufedwCXyU7ZhVaW2kKooHzDDvINPowjIa2oGnDN4OYELPCe6DZSpeGxIZJSx20DkL3HCOIJBkvVmTJeer1ksmJLhfm9hHxncaV1gauWw4qhnON9+zyAdENlx07OegzbS7My47IM3F+Yrx/Qv/kA5fnb3F94eABZIRnUs7QlHy6wmBh6kTtgsc1Z1D7ldjhsn2TEsNj3uqCMNgnXPcXeneG79nhbYLvA3xnDi/+xgtzXMGvaDR8dPaxsctEhpYhU8dFeRAhxpWfWcFznxFpPYhJh2KsppEEKfOZDtuoOX19UJfsKDgW1tDsJGcuRMtMt0DxdA/cJmwDQmu26OkjDhPpYGs6dyZlvtzcNOeoYhOTHDFguRk2P6BauUGBIIgd0rMAL24D2b3H0VXYYUiTtspR8iQkoc8Q51Ba7EX6Q8rEZ5bVsqdywUMYMlMSWUbtXr71KhMlEaimVoTACjbyYptL+jBkPRaoGG7ZWTbJZL0hwYVsE2fMY7EhNGWfmwtbqrFxNwa5OPdM60kjs0IjDjY4FB8i0uJYIA2VtJL30Juj5rYHY284zpRg1FANLYWEeKkxZmVafKZDHJEsYJIRnxtnBgwJHz5dIToyQL3nmGvPkYni6WYacdswk39QHeSU/BOAO8MH7rMKiEM650UNST/9G/J2wP5Sngf1HilzrHvArZwvizRnuRGWDu/esR+bm73yEIh08BzT7/d5gKh9//2qODhwjYNfkSWz3F4/3y9fuldkcNo62w2BiCLxevE0Erk4bMu5EQWlCok5A5nO7qkwmNMhSmlVn0utEG/PhiLJmoOIJAjfihiRvAMjqpWfeb0miJW8kfz3pnr7DEQjorIiOBJDleCOmCjzVvz8puN3u8XFeNTgb729suqK+keO9L0gu/2lfY01Y5t/ToThvnPlI02/4+XlAoBPY7umFCOJFY0xBh4vLOcHtpa8gbWB+ZVTMxYeOIeyTHh3Xfmazld/svPX3vweP/494ySDx8uJx5cT3hbMGoFw3Z+5bs947MQ+eFrP4Budnh2WH+xLWNf1dmNuckH6mdbavXqFW0W3bRu0R9rpDa05ph21lSkDscnl/YZfBD09MrQjLLmQ7YIUj0JYCG/4VZEluM6daMpsk1gvfLwIYR+Ip18xv3xAlkb/dhDf7eyXC2NeCB9ctxc8NqY/M8YH+pKbzD4GUlVlWg4HZkbvCz6TP3C9PiNiuCu6drxfMV1xz4Xf0igf4w3Ti1BoRhNNR73oiG0QK953BsacF8zWVEi48z/+oz8grGaYn4mRlQThe0VydAkC/IO/1jLZECHJSsHO4DoDM6F1OIbKy3GvlA3qg6UzoFmwGilB1FtdiRtJsDNP4t7UTK2sCN9TJxfELaHN5oLsMPZAIp+sgGK456xx99y0h6f8Tsn1ZdZ0W6M6Nk8pZLbZUda7gqjTJVUMe+TDv0tt+kptxNBadUY16hihDErjT9V3prhB0wx/GZMchYiQyaFa2Q13Etv0kTP9KNc8KWdSitQ4Ep3aJccz+QcWCgI2iqOThEW0CG6eVrsxISTzB6hCxKkEONIASefRQU4W4GzQ2mQR5VRJcz0ks+cpRULJz7hnC/2lH3KMiZqzrlL3p6AdpDmPb1bUsmjx8k8RLd1+ISHugobhblkAeGCHoVDUdhiBYDclgqoipqilCiVKGntEY9tSktkikabVcRo5CZlEm8oOCrr36qRfb6q/ZneMF1Sf4zS16r5HMEfyTrwCme7WEIft+rzxCW6QfTliHhkBIjk+m+TP0DtykkD9910YE9V4hasUegB358eQjJKfc3IkhM6ZRUtB5qi2Cigii19td/mnwJGOJGKEtxv8X75EN3K9142oB/wYiRKpHsYGKUfM0n+8KoSU8IH+wPDrdyAVpozpP/jZj9m2Z3TpKCsajkgnIokfMTfmbqzLG+Y40RYjZkLQ3b5D40SzhTE+sMob6ME1dro6YwvaYgx94eOunPoTk090X1lbcGorX/bG4+PK4x64vsN+/hXX9YXn/T2XTXjelb2/MDFCd56Wt7yMlxQVdmdsg96My/6SYSth6Q0eMNwxa1wd2kiSmZhR2CzYUVkpp8c3iHZgg/ljpjkhG2FBzIac8zLo2InmTNmY4vhYiPYxYduqHGUNrteJkbNqM0P8hFnmxZuubNeJ2JXxruGbcF6/5Pn5hc0duaygWvAWXF921IR9nBF2mjlDN1TPqE72faepsu2XNLsRp6ln1LF3OG1pzNQaY24svTPjfS4q1WmaLkmwEyeass+9bvgLPTJcaYtJ1y/46RfPyMyu9NclPX9Zx10EdfceiCKZ/f2frznSkYkXa11rBm/ctem9YO6uypMFTxqcetBdiBYsCg+mfCQYrmyam3QEjCFpuONOnAP3cg0UoxtcWi5io2Bu0YT7NYQQzeAeclE4mOU1vL2RCyGRghsxL4eTGNmpiJRdMOk+2KIzyfm5AQ2rVMuKadaDlAeT1Omj5SEwD1gzpWxiQaat5ZLskYqAXFaVXWANTZ98NLMHFE4a7GWvy2GHHOUwR5LYrAqcLaQIYMW0HkmiFAtCJx5KSEpmy54hiYA2ibC83n7ArcqizjisjnsiMU2CzcnFXIW10Bcsx0FJNPyMUNdtGxB2d7DskpWUg0rtUcEBbTselh3tK4a6U4TNOEiFtcEfG/RRREBxDmb9Xtz4Asl+9xtH4LgucJzjbLgoXgiRMvGQ2Hl8VwAAIABJREFUY4PLf7tHoh4AROMO28fttdOB72DXNw7mv89jBp9fPF4hfK+PHDvdpYteiFgQVSHUs3TUEH7cj3Lb/7V4BmMe3ge5+aqW38jRZliatlUpjzoQmqjVVGQmwpvo7FHop2Iun2ktM6Es3iGL/L2ed4kk7RfJJW01SYXG9FmuknArmAMOEqklBRjXhszfjBD8YEHQjjOqyn/45cqnf/kNthrnx86ynJDe8sGdjsQHYla1Mj8wpyJyZY8zzBOww+mFfhro/Mi8dno/YjEvsF/ZHXR94DQ+cdXOSRpf9sZPzp3T0wo2iD+7Yvol8fPOej6xykr88Ue2pxPzeuVPXnZ2b2wvH1lWy7ASGrFBTKW1ktSRm4WH01orc41nZCq99Zx/6hWxhQ+Xjzy8eeR6GYgsbNsL67oS+h3ahctlQ/xMW3c2hwhnbBntPOdk7h23C/v8hHFCzXITGDvunVXT7ndyLTII1b0HwY7pSpsndv3Iry4b/dTzfjh1Yg5Ugzknfc2rFuL4fmaMK713JoO5T7Teo/Ul0xv3nd57epd76pNHVaFmeZPtM4hNYc0nZt/3vMFEkYKidXZ2Sd/FHBhPXvbvmO9X/sYD/IuP8Tmbq1sZ8Ot/+2Z1xmy3DTTDCIVWrnxdlK6VLy/CF915XITzFB57Gvm8fYJ9C54HnEfw8hg810PsUxlFBmsHi5okugXpoLeEVyAP5a8e5ER4FkExHf8MRWSiYgjpAxBe0s44GMkBmou7kMx+mSkRlWIZ7zoyuEbSOdElN+KUdyX5DgqCrTmomOamQzL6ndogI5UFmW1hbOr0KamoOJCYCLagkIPcJFbN+0FqUZaorATSMvkgjqlAaBbMIwKj3RbudMykxJG5gYzI2OqD3OaumblQ4UhTMothSn7fcKVZGunMSBWBR56vkYEB91HHrbD8PIeIpeJH0oAJclM+ZMVS8D56NLOG+cEdSPVKeI52OLwLZKAVg37bhGucVCIP4A7p5wZaowP0qLOTw3E0z3LflqWK60RY4UCsanumiRWKdCQ1HsVmQf6pFU0yqwEROWuPdDTM2rg8DfT4nKW6uBEa833dMzQvq6ajEKhGoUYoiJaMPxU1R+GdHykzCsIVKjUyu/5sFCmS5C03g/tzlDLKg/SnEKlqORQZQjYcRJqb5WfP9/GEubJQEUkzvVsBpgWBHmTKuoeB7ViLKwWzjK5TyfQD99kPFgRTciFsTH72h0Z/fovtzvz4wiWMnUFfvIg7D4wx0pRBL6hGdke2E6vTI9hj4C/CEOXhy3fpdjcnra2IwDnOzGXj4eVEm4/8/HTmq69PqG9ZqZMbMu2MLAuxfmSezujDlfXfecvf/Ljw5R//gn85dp4/PXCNK8t45Do/5JdtwGiEzAyh2Q84Jdj8maU9MPwCc+OFZ9p4oJ/h8fGJ7TJpywn6ju/K8/Nz+vz3FQu5hUgcqXWbPhNjpuY5+012z4ClXnP5kOre5pYugGWG4yrs4xOrLcVGg4/ynq5ruUw56hvuz8z9CZYrV9/oe4O5JGHGPiXq8TFYHo4AkoXNlZCPNOvINLbhrD1lM7vPXDDixNgvuflEo60K+hHTE1MCV7g0ZXkBXWDgmBoeDTVnH53eGuPi/OM/+in/5//+Jz90m/1bPuIVRnBHCRQp692056UF3WBEbgpWRi5P1UGuLfjpk/FmcfoH5XROTwZ7dK5L8PxB+XCCtQVvHT4N4cPmBZdrpmBKwnwqUTK8w5b4ID+SG/WRuKbBqAXFpUiO4blYuKOkdG+XQVNj1ny9Sc7fD2BwIqye4wB1KVOihHk97t3VJDfG7pIOgl7BLSM7xwwhEywy48GAmMGcLWfNUWTHoNQFVaxEJheG1HajkahHxC1X4ATl3Kg5KrD0fTi6zCbBlMm8Zme2trKAlZRYooerIuksKV5oQUZNzwh0NujpADmBw2BHSpwRXmihwBnlQn72iOzOb0E4n+E4HAIpSDw5IkloK1JQbjjVMXs4Ybk2i3jmFxwJfBTCIgIzeRO3AKzbZia3zTk3KEmFShyk3PzdLBSL2X5wBDzD1+JVFxDkeczltrbYo9CQkj2K3Edh+W04PDsOlAIhfQB8JrQ+o2b6RRivghuSsKi1Xibh0KE4OLcN+/b5cnSHwJyATQy7FT35yqnzUbmv96/5D00OsmS+TrohFqLngopBDLxeP0KqyMhiOapyOtJZj8Iqi4PIZ74F3BCbgw+S6ESiD/nvLbJoVvMiZib3IM/bb2YK/FbrYo/g3/uDr3nDhfl0ZfMH1p80whtnnUQb4CdiNtZ2oltD5BEYjPmRZVkzqlTPdJl0VXwfPP/yF3T7in521scHsInE4Nx/zBfnKz+zd8hXA+RKVMemuuKLIidLQtHyRJsf8NOPiUfHv1r58U9+yo9+8cI//z/+lF8OGPwKQuhLB3ZUFSuTEmQl2HC/sMgjxMTnxmxnjAfODwv7TAZ30zPolZeX1JOv61qb+bxFW+7zhX0OfKwMacw5QK8kqj5JJ63JFsm98D1oTbnMPRcuucNvbp0tUrh12T/R16fs0OaF3cGWlRhKPzXGZWK9ETpRa1wvKTv0CfrQmJcdbxO1QaA5yxoGcq0O4jC66fUA7OVKGLQIwIh9IXyAJLt1uWyMbrALIYbagscVn/la0y+En/l3f496oj5fd3V/6OvhBb5+zPn0rAUGz03osScx7t0SPADRhUWFn38RvH0I+oSXKzw8OPIxneBWX3j75eAny+TTS/BxKJ+usFydT7ux784Yis0MHDFLfsdAWBVoaTUqMyN8NZKnEOFYWa9aqRyiFAIzQCyJcEeH0iQXw7RIlXQ8bFp+/Em380i41OWuiNgl788WCVnukfkFol7hPsFgsvoxnsjx0R5FnpSZEj+XkmYlQrJIdl9jF6aVN4Nk2ItYDUbDK6Ex9e5TheucyNTiFMBp9YRD6ypOJ5E4SdR0B2QozQbaK3LZs4jAofvkZIovjvV0Pr3uufhtnsXKyyX/fkeYqzOtiiLIza62kc91uBwIcXaG7rkZH94adVeABuJWCHSOwqoEgLL21Vv3LAUlD2bJ9FSS+5GXMXlEt4jZIq7dn2dJRLjp98cptYF6ddWFoHPIE4P0ANBbtPTRFed9Pl+9VI4f7rLdjAzPEVoU5J4urKWwkPtak11zji+cCrY6VgPPz5ggQ/B6fZI6oxGe0IbXV/Beoye/FUvH/zhGGennUIRGtfu8X4OIjLW3SPRVtcKzDotok7tK43YOsvi3Q4Zb3AwkkVqJdIVNZ8NUVSjZaBdgmGMzSclv+y3r8G8pCPLk/tGXX/Dy/hvaEujyAruh9sK0hRbvEqU5K4u0zInvwtgfaP7AzpVzOyPSUWvoDE6nT/R+Zrte8fcTnUY/PdEehXfvfsZX9gv45QXaW+g7QoM2YE7mFyf0FxfiQYnlI/Knj/CzDsuAaPi7lfHlmT/89sr1l9/wcTNcd2IKyJqSkjZysZGX/JphtA7bVbBzYx8X2n7mxV5ypkonDHwfxNxRObPJQNkYz4ZrRiXPGcx9IvKJpmdGCNdrY1mMiJeMcPZglU5EY/Mr7BciDG0XYm9ZCc9gWfJGFhn0fiL8E4MHIhTRK8yGypnL9p6lrcz5kpkGY6/wmByL+HR0VeZF6TgX21i9M9sghqCRCnXzCfqJEYK0jkVmFqjVzHJWvGgvr/9IeFhVmW0rS92NzYXHdir/+Cvx/poP8WciFb4uRe4IgfK3v268COApgYuay8VMguDTajw5yAN8eQ7ercrSs2/pJG8gauPUR0fWgbvQ3xhPMvl4AX0v2DZ5ViF6Gv0wcn0dNaLZPb0ehGLMe8pJLRLS7iQnYOqxAE9CDGvVycgBJ9Z3LJhWD4heclPXsq8ecUgnKvGvColRG3oDhjn7bSNJGFgn6V3gEKQp1qzlNSA3ojIZSjWVMCJzIALohRrM6hA1WVuEGF2dKZ4bOzlW2CbsexRxChCnh9Ja9pB7lBvjyB3RbbK7lLIhMBGYyhiBRWaSQPAyBJ8TN2VW0NiM4P01t/xT+RxE85SOyoG6JIfisx5SI5zI63C4aUQVgKJaI4TsNhW98WDyzs/u8LX7nReKE8U9Ofry3JEmmTFwSFz99Ucpr4PjU+ThntyRqE7/KDwK+y90Iz/vlAN9iNsGmGh+5U/UoSa3DTYKJcs4b8pnIDlXTQNMC22o4j8SvRAXRo2snDSwiipcjoLgZnfMvfNO2P94rgSzQFVueSUikCoeq7Vm3sKwtJwYDwTubk2cyg7nKNqyoz9GAVG/JAcCcVzbKDKLjOTvhDGZmZNwuzBJ4IQcQeZ5K08Qj0IlfvNa/NvTDhH+8OcnmnTWmQl782XD0iuMaX+GiNA5s5kiTTn1AM+oX7l25Jyb08l23u87W5t0feD89oHn0ydMjIdx4qf6ht9bnmmxIIvg/+qC/vUzNAhTxIzWOuiHvAYv/w9xb9YjW5Lk9/3M3P1EZOa9t5ZeONM9GA0Bjh4oCdKjPjWf9TEkAoIgkCAkUuzpnu6qrrtlRhx3M9OD2YnI6mFfCgJ66gC13sxYzuJu9rf/UgYv3yg+GtobcziinfPfP/GL6wvP308ITS3uOCaBCTumY1+wkroK2lh+ygr23NnnDhfoWxDyCfwR25Pdiyyu++LUGnusrE7LmGbunvWxO+PkrPXCWie6nlm+Ms+dNLygIC8zwLzY/eT4RZUmj7i84PNMFLOXGJjtHOlgobBmIgjuC+35EEfAGKlpPb81Lu8NxoZ2we1aMJ/jPllr0raeTNXIB2Z5HMogtGzSjpstVFFaatfD6sFqbNuJ69wTCm9Cd+GhBZ/Xf+1O+8scx4NSdXwtjc7fPG3IcpAM3zFN218R2ER47MHXdLZ3wUNzTgPEOk0XrkIzRTr0E4xTMu2WO0NzYd0075v2A2wt438/LWHu6cTelUynbDlQml76calsA4ITr/TGIbeNfdVaXQLDmyzRK52QA4qMjmrGnRmZHRASYGUCtIKkh2RBsbD8brUwehR0GxUL7MkUD82f1cjOnlqYtTliyh5Bd2XWDFh7zj9z9n1sVkHeXPn6UXAxJSvrAnoix1bqqDTMnIu1Mo1xfAWfp5LRGXJHRshkx+nC9KRGRoVOJQEtNw8hzcPWKtZ8GKPD2FJlcnWne2YwHC6NP+VxeNEf4rCDA6VHF3ug026odPJc3yFtLeLo8VpwbMD3jj+4j3aITgZdURbJ5KZ+I4PmdcwQJG7vQ8llpTm2Xm8+x3u/JhByh9nrjm7cN8fDHlkPTlUc3T9JNPUaEnljkU2jCLkuST4HyW0ii/86e1H3HQf5rhAOyQ90O5m3Psbzc7RyF3XP9juvid5cDw9kQfTu0vnauvh4k8OnQVt28wcX4jgft+vjhwMonLTIkLf7sAo78VIgxI9+V28kQ25WzkcB+eeOLxYEQi5cT/099Mbmg53O6bSxItgiWP2R8GDXTp/O5oHbA+gL13On+Qvtsgjf+XyFsU5sV2X1nWjOL/QNo3febM7PzXh4r8jjN7j/Bv3ua+zXnbYZ0hu0zmLRt5wbWnTa334ND89E78hoMJKIt375Db/+2eL7+VvWszH3hS/Y2sBNGJuCNdZKW+SFIU1ZfkWHcvGFMBjbntIlOwMvPDy+4bq/EFtCZ+ZXPBa+crSw+wtd3zBXakyXf4QYhD9A29PljkwO5CDymbH1kaMRuFXMEcG+Pt3IQNqvKdvyLeH/8JrrA9tk7Tuns2QGQr4Q7g+ICM8vi4fHM3N21uUz7UEYp86+g8oDfTtjsYhQlAtrGVtrXN1Z5ow+wB0zGGMQCnM629iYc89+IFqqN0ZnrgVd6bPx1dn5/Gn/0q32Fz1+PLDIh+jrh7TsDQu2lnBcE+dNU/7qrfBXP4enIFnoQ+hqtOUwO33A6WtDP7R0cJQ0EGrS0kCHQMeCFujb/O/vIzghrB7Ma7u7pkmGHsnBdSo4shXc2fxIPDPMhV1z02wGU8r/PRIJwJRNwdH035fA9+xyXVJTP+XQ7Qe7JjvdIp0Cc41Ma+XQWpwdrjhXEvLNDSdHBSrpbtiKqJUOghCWeQgZGJuzVSvVAPEKXiVh3l0qqTFZCawO3ZM8Z5EY8tEpuWe3bqSLnZtgLUADvyauPnqSEFMyeHTRjhrIkFQ2HYFpAqM5T+fsgYdmnsR15ggjSK3/tf3YIe+nOIw0l2keN+VAjn1qsQ+pQKnc5LJAbSSnoHCCGyEtj6iRYI/kixyKoCT1VZd/sNrJ8UnUHD03vrJFDrlv8Br5ad04nCNFalwVkdwSjnUuY5Zfe+4fvAQ4GpCKHuZu950/rzf75aXrjo5QXJaDvU++hkUqS1adCzlei4MXIbfvcnPUjEgirWu5RKbhHiG37ACXuKElq1Qb+Wcpgc20x1ejjBaJEJT8XbwTR9CeZgF6OxclYdRRYxzVe3YBqUxburAiWvoNBbgXBu5HpkX7J9f/T48vFwQSSOuI7PQ4pEuXlPTEnhXZfELpNDW8X9lL7hbWcbug48S1P0MoDw9vWdcdGMT6TO9veJErrgZ9483XA1bD94/oL76Cf3jG/m+h/Xdf47qjXRh6Yr55pP9B0H/9Lf71MxEP2MlLHpVkMBuC/m3j538cSHS+v+5c17y5UzVvOdqInd2uCCdaNx7YwCYyd0KF1k+s+ZFxOrFfr6yYWCy6Na5m6etvViYUDfTM0mdsNmh5A4UtJH5A10h2v+1p7+xpYtFw5oTRB8uNWZ7kRLJCVT1hzpXyq9BLyrxE8P2CaJLevDthD/R4QtoVs0Wjs7jQRLnKJSvc9sj8fEGW0voi/HNJWxrNHMI5bw/M9QKWfvIRiy4D2Rz3PccfKhgr0QNbSFssn4j0JLRNw3rwP//9G/7N//rhS7faX+x4TSQ8jgBOI4gRXFbge2ObwdNJ+PYU/OIb4c052IaBZWbB0IBN8O+E0zfCQwjxCPqYaXpK5FrhC4vMbo/l+JPztSrXCD5YFthDgovDo8ZBm0regBbUTRoEbaX9TkxYq9tIlrIViS4Krmykv8EqEjBVUFopBCyCUWhC1FjhVFbAS8rgRvLnZpGPDKV5LrytFtcp6ZSWndckrOGqtBtZKQ2QNFIrsarbbOUJL3gRD6W06pBbXXa5ps5wiCa5G0RLI6TiOvSWpNYj+a13Y7RUFEiPmqEWYU0WXXO8RSgmmctxbDeq1Xq1yBTKwomvdmyAwvRI22dJwulPfSwCTWcy0qy6ypRjZITl8xfkuXsFh0dU4Xrb/nKNb2FYxiMC3JAQ9dzcj035xhIsHtG9cDgOR7UX8TXfX2u0dpAGQ1PNczjpZXGQfJJjtJDFhmWuBjln3zQ/9W1Dk/uYwQPaAZ+HZrNVzxXIzYApDbv67TO38vfgNfmPvBu7wF7jBpe8/zwaHqBtQNw9GawkmF7X4Sh4syDR27mRGsMlR8zpkbLcCM+JFvcCxZEykRMgkQnpVdi2VAPJ8Zmj8j80v+uhuDhuV/fDA4HiXfz/LQgcvj11NJ6Ja8Nbo3elzyC2BrbweE9vZ652Sf9/f8MSo50M/ITpQlj4esD8mgYXvpDxDT4WJ3ViCd988y39Z2f8YaLxgP0+aI/G9sOV+M+G/rcbPAw4LfrfBvKbB+LtxjoF/jCJMMI6La7o+wf0qz/ib77i7eNHfpjB2F5w37n6RhfjalfW5wsTZYxHem/5uMlin7CNb5D1ETsIdnaB6Egoo51Z0/D4DonFtAfozmX/SOuPXK/QmFjseAwkNL26NbC1MGm0aVxJktladSPMlcqeoaxZc6iewRVDBmsu+jZuD4U3QZlpWxpZrtlS2vYB/AHE2LncUuxShdJBF+0801luf8SeJ6IvnIFPJ6Fvj5heiTgzdLLW4ro7OtrN0jQGqAfr2ZDN6e2UMBrBsknYCTbQ64n//q+f+Df/9uOXbrW/2PGaSJj/nbPVrSsvK9MZ19nZBJ5c+fm58e2bxRhC34J+7TB2Rj0qJkI3hx8aT39/oZ2Sd+AzWDv0Le1uzRfehYcl/HxzrpaJeqZJaBsRiDqtAnZCgn1ZJbs1VDOFsMjM6TMfVJqiMLFyBEy3xJxnpn8lOMuzyOhEduCeZMHlngmFkaqEJsoqlOEIfdmrZ3IXZs1dc6VLeNK9tiHPjksio3h3kuSYpKmS+QV5jr18ClQSuhVuLnF4w3tCvQ0h1BMrKJLkXE4rV7nsmnLsMXp2cxHZddFqMFT7ZUhDeqSltyaqsAs5gw9BPfkIVjn2h4pAVLmaZ3dWvhBW1+CnOiwcRRhxjF5S9lm9Nq8kAQjJyTi8915D8wff5NiYXuHPWRRq3AoM06Da2NxkDkkfXmqnA3Wv+yEEYpWra+eeRCgg1X1TCMKr4iqOjbeSE497Of0VNHkokWTWvMQHnB8l33NU1v0ckJI+L8bl8VZZfq7bexLp3pc/1Or984dXEgfyGanCUEoV5nYoAvJZC6nC6VXnnaf2GOcFIg0PS+dc0rxpud2euwgv0mTlfZSjYYSUOdRxLhNV65IoyAqva9xY60h/rELoPsdhrRwnynp9xf/p8WUOgQi/+vVXTIzek8e6YrJbo68G8UAbzowrzLcsNfpIOVDYCbfDs33w0E/gjaYQttP0SpvORTuD4M15g0dFTxt0pb0NmF9h/+63xO8+0v/lv4CnTqwL/t2gTSM+OO0rBX1MW94GxgPyzgl7x/Vx5/Fv37H9798z4oFdAlonpOM+0XOne2NFEJfPiGz005l+MmjPWAVsjP6W6Y7oYnel0XOueX1gxWc8LsRUtnbicpmM1lk+8em4XME7iuB7aW4x5gRXxa4puSIgtpzb99iQmKleCMWW4XKhNWWPHZUN5ErbTyz3Yo92emssrtjemX3RrOUYxBa9CaxBIxe2NTutCabPtDcnfHWu3rB9poGGrqwmJW+2s2rG34oj09lWkYJOreZrO/tKJGFsg32tvF+2E+fLBY2fiERANX6vnoJDj/tupI/+aMZbbfxiU75q0PdMxGtAX0qcGzqFeJG05P0stF8Ip7PQWzCvyrw0ekvrau1pk+tTiBZsErx5Av0Im8C5O9eCP7Prz5VgkKZYHU/pHRCtJHxa3INw9qjeMEoI5VFGRhRxKn0urlBQpqZErzaOGaXztxxhHJwF8/IZcCGioaXHb0Us00M1IKl+cE/VyiHjS7K3sjTKdhlQ0qhKtHT+RZQkykUSZhjdG6ZRfIb0byAyVyCzCVKO2+WwsK3rWAqL7FhTiolU4l91jCGKHRuda0kTU52wgG7BXtLh0SLfuzYeqZS/IC2df6qjHCfu/WZtXl2Em9FObT6Hw54soPmP5vvyqnCIMHqkffQgyXkaeX4OZUuElWuh54Z4lCAHbH+MKOrIJMt229y1TK/wo/Mt7obeN9+4fR9ur51JiHKTIh68mFXKhV47fZIUtYqI8lDpUiqGNKIijnttpnNrETPzdB3cEqO1HIPk2KXitcmRSTp3xk3dcS+07jDFItMidfirQKG8Hlb8g+Mzg5X2M42JIlKSGPX9aakwI4ImOfpJ2/E0Pgqrz3G8fdouIkXcPLgi6QCaSEOs/PPDhOq/dHzZh6B1/qdf/AyL79OZqWCefsob092QGOVVbVmVuRNTkG5IXBFvLGm0tpKEdJ1I3YhdT7yYMxq8efOIPewpn2tJlIsHQ//1O/x/e8H+/WfatyfCLujzV8SAmA/scoUeWG8JBAo5u12GKdg3Z7YnJz7lTdB3wyUQXXnjhrCNDVrmbntboIbHSHtWu9xungih6RuEHWzRdCN8x+SatecSeu/36lY6apOmrWw3c0Qgkl7u9gyyBBtpYOShtK1hNvNBx+8Pd6GYcbVEM1TZto3Ly0DbRKLsYJuyv+wgG420KR2e7mGJRlzp45TuXZLw2sLQrnjs0EZ+tvWIth3Vzr5fE6lYjndl9M4lFhLCCcmuqxab1gZmxum0gRtTlM0n5y8wW//ih/zT0cHUrPRVgzBhbPDw6DxsA3+BdjYaiv8ActmQnxunp4n/Xy07ladg7BmgtT1dGG+DMGfNYH/RXHhOOyNSIvV0ysAUD0n0oZ489/QG6JIyv0N3n5Pa3OiNDAIKSagwN+fcVA8i3R7BVr7yObfUnLxGLWySi/Wh814ReMsFz0idejQvx0Sv9wmwwDTn+JmqKDUXzmyBJsXyjrS79foOk9TzR6EBSZrK5UwlZY8Sh8lOzpa7GyGDxUqVBJkWKVrjS7JYEKuO3dttBGg1CPBCw1DQKGhZs9vf4zCPSRLnQewyScv0pYlIGIG2XJgbcBXYXek/4cjguHePzb0dXfdRuATp05LRjUAC8e3G4v/xP4G8V+rZcLvD9pm4x6tWMkdIhxfAPWcgSDTKOfzyD8XCkTPhZciTyHxyHpzXLodF8fP7sxlyeEO0dERUCIlyWMzXX8ezXIVCrrl2Q0gOEmXqBA/IKFHau0KyyN3kMxT1leT2gXPE5D1RsCNBsillZHc/l3bj7WiaC3W5BYKliVJmFqA5ZjhIjLjf3RGLBNklf2f3LJ7SJjrVdodKKqcFSojhtogo5LiMj0QMW8mTwnOk0JrTST7Snzu+WBA04K/fBKLXrKg1Mguggc8L6MbFv+c0vkZc2bvzGBByRTkRMllr4NK5xqL5Jx76hlR3ZBpILGgP6NsXxM7weI/BjIB49w77m89sHzb4/o/o9S328wfaVwFfbdivJ75ekOhIZWybBKtBN2O9hXNBnTZrhrr27Kr9zKlDiNH6I8/LWLsxtjPsexYAp40IpVkjdGG8oA6XdaU1ASvrYUnP+ljQe5LuzITwlumOywoiDWx1ZAbtmsE4ugoeXc6M4G3r6La4uNNGI2amRHZVpAnuV/DGLhP6DtGZ7rTh2ATZAK4V7DLQTbnOF576lvKy6zN9G6xYSDyh7Yr5RHuwhbK4MFdj687yCwuhxQnXZ5o4lzXpsqVMqTe45OfR2BETtAfme84g2+RDf+bb7UsIQnWWAAAgAElEQVR32l/uuI8K4tX/C8SCC47vwlMLpoM05fyzif9m4N86enLkm8B+q7S/NvrvN+ZKZjC/F8avoT3NNIIqUqlMgc2QzxkYlFK4YJyCbQjXBXoKZNdKBkzZYafwwgpkkeA2l1xkfkHpPHAyzniKsBWcKh5MLdQ8gj3StIg4un4K4l+VVxGsFVgrSlXUqJ2E41d12OEdNMcgapYJpbqye5HMb9cgpWAVGZwExkjUK/K7eREnmwQXDoQjr0z2bpDEr4S6j8R2K85BK78Fk9xgmtz7SxehFTLRI587LWnaqitukaTGheTmGVkiptog467rI+f7Wy7QS52Ixsht7C9yj/5/O/LzmOeYJ/Qu9stGKNGQchfKDrE2mD+txW/FwZGqF1HWzAfnQFnTGPXMujhdB2GH1XDcZt0HC6Yd7k7tLuF93YgeyYX570ZKx6p4qJm+ttzoBK9frw27xk8eZTTk5UlQEsPbdyiiXaY91mvqfdx1awokEG2ljigCt9ttjCJSJLwIYpRvwFpIkywGIsdu2eEHbsX2tywS3JV9d7bT/dodUkWJg/mf953aYTUu5UhchkuS64m700eVu+WuKCvtkF1SMZOpl3m9wz35bKa3P8siJso4KWos+V8+vjwy8MXXmyM2mD04kyxyVp40Z7KNR8wzjvfRnSVGjzd4LJjQxoUZGQXbdWMueNzOzPWCyMxQjE2gP6CbQr8TQuS0IU3p//rX8L/8nvjma+RXb2jtQnz9NfEr8O0MT421G7IcmROflg95CP08EDW0ZYW07+tW6a5jNuWTppMpqfFPyYrRuzDdkNvDIGx9cP30nK/hgspW8zNn66daSAz3SS66doOWBMWXw3Jkwb7DY9uI5awILt15uDZemtEtmC2LFY10dFM/Lu7KjHDbaF3xWYEhU9FmKJ3LNbss7ZNw5SQb188LGV5+BSNtOP0Tx+Mzr502rvnA9eD6sqGPCx+G+qVmZ3n+tAqgfV4zPjpeCB+5vK8z6DVDaoBTa/wPf/fVF2+1v9hxjAsiZ3chnix1B6KhMdlNmXsS28ZZkL+b+O8a1/edp/9m8vBu8vJvG7YJ5381aX8Y2BTiIZAtu07dKgJZywkvFv59T/JbPYwnhfceYMqczvNV6BqcR3IGktVcG2V1sVPSYhjSlU9D8WJKe2S3nQnFwuFe0ySQvhIOJqqbyTl0phZ6bZDKxVLiFxKIZVd0jciAJ3LcJKJsmrC64DnHjsBVbzHOrYhSygHzU4hibtwH0vHJSYOiQkCmK72Qihmp9FAS2jRPGLhjrCgLnYDR7gD5OuS+x1zakwQXAF0KLREkWjpARjHGI5UcTZyLHzN1yyRKjIeu7ALhmvdxaMZT/1SHdgTPGXRlWrjFDSKuyTSHsC6Jc2l5naBBnpu8B/IlJaDRMDH8cPAT0DC206vcDI7QHorkWrC2QPnh1Uw+N74oRv2PxnRHgaA5jjKPdO+8myeS4XLBcOo1syDwOv+HBFHkKCPJouaVMbpAjUM87dXrHvJj7KGG6Cl5Dq/QBZUM6aogiHqNQ81WiMOtuirJoOa5NjVadLxZph2uRNGmQOuHiVF+Yr+R/shOvSypc42q8ClJJVpY3pgpNy/yYqE5ViQctyIZWrl+Lm4jtdaC3guRSNAMlZJI/rnb7Ev3YEeIeGaEI7tyuXxkXif7/pnd4boHz8+X4gY81Uk/p0SKK3Ka0IKtG+e207dJxDP7/EDoC9oa1/mSX7o7tAmadr2pSy7zhnHm+s6QD8F853gH6W9Yb+L2c82LpNQ69I408K1hLpzaiS6DZGpvaROsCm2HcMJ2sEbXRjs9IrKBPHJdE7fG3CeqFTscAuqEZfZ3b+C28NkhOmOD5Z8Y/QFhIF3RfshuEn4VYJ9OH8HDW0fD0GWca2gV4ZjmxdNIaYo6hGkuvNHQrdO64NNu0NhoWl7bwmk0zj1HGCcHYtFHh/VI+CKWMachY+AaSG9I21nzhCqMITw8ZBSvXDwrTRHQlnKwNYnl4AOLjBHuveGS7pUWDUNZsTBv/OznPxFEwLHY5znKAkVoOJ6ZopkgOJXLBcwdevD4LydPf7/T3xjyxpEto3JDGvHGWQKxlNCA1hAd6Ca0HmiT3GzerCKLNpia8jzLWeTWM6woY3qdXqlqtpKkaC7pxmfCtFwMZnlDNC8DGgesrnnhnWnfm9DqIglRKzKUyKuIiMolmBRsH8G0RKfcpf4KYpGEPxNeprKvAIerBzPS4c81WBJldVyLK+QmH8dG1FieoUcNy0XNg0vJCH0Fl+rgo3gRGnmdcr5agTtBbhaR/ZUVAuE4YoF6mj8NpWSk3KSDEc5O2mwbRb4s2+YTxhByo7L0Iwg1ekHnGk5aKfyEBUEUykPpzT0K6i4ufX1Pjm4Zcn5PzY/9jgTcuASabpbAnVuQ/3XruvPQOyn5ZuRz/KQWEbGcAksV9aMRBQUYiGax5rlBcawp5HjDw5P5X53y7X3iTz/PcUqCkHJnlB//zDFeuI1dg2L5J7Sero9xex2Rhmr1x5Fr+/HZkkqZ1/+1r0Oew0yBTQQXWg/GKQuPI5nxkEPWi9dipDdEgjIQAtJh8HBKOO57lRsBMeXthRUWt8E8WNaw1XDLT9u65jPQNPcRlfTsaZ7Kmz9zfLEgOKnQ/JlrbIjsjDHQIYztTMTktA3O21e4Z8DPddd6WC2jdKNxmJ+6r5vZjrkTcuaIbX15fsZsgAYrDEZmnunLjjxP+HffFXQ/6S+B/HER7yKz1QGbMxe5qHGRFbNYNLucZag2Hk8t424lYae59mTuq+Ke8IrPxagTKNJYE1RPrJWQmi0j4gRcSa/2hbYr6AXnGTDEv2KuNOfp7RH3wSKw5Wxeem0XnpewN+W6wb6lJn63VdV0wyx15k20rC9TemUdZoM5M9gIXUBn7dkliVI55NkVhAitbxVtu1A6qoH0K+hepKRG7x3teRObOcaOu/PwsKXpjPitSIFcdD2uYNl1rBlZ+ZOsecEJM8Qbv3zzpTvtL3jcZgZ6I7G9HVKJflpkoCQW/fDJmDOzy/PJsBxBqhCn5H9c/5gGQBPn40fFZqIieOCzujPNGTmAPhjysBgdNJQRDTGlWaruU3SVenmvgnNJtrhdqviUAFFGtcVWcO9WULpU1yQK051lSYybK9n94TBL3ZV8qPL998h5sR9ob2Qsq+fmPqki1v2WeXB1Z1as685CV6OFYN5ISWSJyDyDxcahbycQN7TkYZDF7VHQdxd2EvLXum5OngN1yUthhzQtz10hrbA3rpbdZkdwvc/WQw6TmmNhF7Z2dJkZSx2FZKRbvXP1nkZGJFltk5R/HqmiP8lxM+V51X2r3Axpbkd0jnhipDbNeBXjXptcNuzF+QKOWOLX3bqI3J8fOd7rpmuoj5Wf67g/INGhwyTH3Iv8lpuec3/dQ0YYcK/aq0BFciNDuH2/Wxx93A2D4vbL1IikNnHR22sfP3v8v5scsxDMo/s/vr8c4UXx+pvmv+e+cLwft8+D5Aij9yTOt7oubtwMlSJe/TwUFyPuxEfP9fso3IlX4x25lSW3ZxJqrV4poZFw2jDGiAxTe3X9j8//X5PKfPFPv337QNgHbLsk8Wi9xdWYJnScFkawE/oRaR9zjCAfUmu/BDyrsXSaSmJDRNBb4+WqXG2n9Yaqsl/zZu8r4Hkn5sw2ozf8cs1Z33USHxe8+5rrr4CaNLbe6oYxfJ/pQLcczIm58HD2uePrhS6OeiDm9NY4n8+5WLQrFp9oCNeXF677J9aU3OjjGY/Pt5uyjSuqHff9FqyhMlAGwoaWPNN9Yf6CtpXz0yHsPedavQtcg89/2Ik9ULvPwjJAazI2h3V0TuSGvQKZTrejKnYaT4yRsz2pDIUsCk5oJPN8d8kCSmd6ckswesdmR6Vn5b4Gyy7ZP0mOB9ydOTOfgTgz0LTrjbcIDwiNoQ2xo4Pp3Jy8YuUms4K3XL94I/7ljnyIDphMQzhtwtVSF78ifepn5KZsicXj3pJot8A9CzIPYV3g8o+DdYXLe+HzP2zYGtW6NmyBr/RX9xDS1kGJEcQ5aOfFOjlTEwpMH/9EJiwCa45LSr6mrJThtVy8m1T3pWRQTfkW3NYnEUbN9N0pe9VMQJCSNubCw31BiZ6IRaTCwY4NPQ4Do8OoJjdW93SynEX4e3a4+AFWS+VxFCO+NuzDSVGqEGmecCq3GX4uuydyLJuLZJQtgBa7ujYXi3JQzC/dNL0IupCFrSSRzWipNKjOPm2SiugY0MVu3a16qkp6OFviemleE+leecD08ycmxhL9RgxF5Lah52bR8vvIsXkGkCMcKfLh8dftBas4vJMMneOOuf9U48gZuCkL6r2OufafkhVTjVAbWBUxmbuQjYO7c7tpqc8VOSI6zIuyYM1C80beq+9xuHgfXfoR3nxs1vfPkpt/jljkbtBDjXHrnk+UrGyBC1FJUuvrDfJ+Tu7Ix/F9Sd4Bdc41jc5UFTMyodHbbV2MowgDUGfN5EYoKU+n5VjrcENEvIosslGL9BKYU7CZnBnE0ATH0wG3up+DwOjtQGK+rPb6Iofgl98oc3wNMTOeND7j5oxhORM0Q3wQraHjAbcNsXM9nEGTBT5y0XPPn1VhiSD+gsfbvNGu7/ndbz7y9nRGnlbOHzXAU7mgjyfiwxv8V++J73Y6f6C/b3g84mMhXGmfGjGjDFCcYIEF+v0L66MRc7GiE63TJas1jUfMdzweCTe27RHWTn9oFUYTNN7xfPk+gyWUspnsqC+antjnQniDyiDkE62dYBmtyCJNB+aTsQW+wFfCXG1TtlN2qFaVZ3/qdHHGKavM3SZja1yvxtM5w5lmDB77uX7vguvA4wVlEE3QEYQZyxuncWEtRSnehIOx0fqO7YL0DIQJz9nkoCG+QWx4rCQHRs9i7XTJDcOF1mHyiWlF3LIN1xN97Aw/M6dnOmV0pDdCFvDwxRvxL3W89iEIICR4PCX7NmHDVHeEOOaN738rnNZAH52pHRrsz6AY2wDU2Xc4vwWJKx8/Cfv/0/jqrzvRJ67CssW+5zxvecM1SYuXa2bAQ/GRhtG853mdwr5ybu+QZjykxC9n4MI1gn1XmgRjywVwT7cfpqSr4CoTE43sIneTgo3zJKwInBzxJGt/EplgwF7Xd9nRqSRvwL1Qtcjn0oDNGtcmnCNJke7CoBZ1nF7d/yZCF6OrsIcwxG+L6W2jkeCE0tRuDnxuiXD5KgLgQXxXqSIjIWpE6A2oMYfHMa01tLgxjWCIs1oWObs7Joq6k3n1gkxhV6+UuLgVLyHpnZC2tf/cd+/9kENuFkBkkBmRZj+58juV2Fzy0YSMjkhyqUIr6WlA8VEMy6JT7pRJl7u/QYKwZTNc1UT+Q24d6OHzr6WnL+yh7rk7HH4UCHd4vwoKzzXKbwqJPNFGyoN5tcGXmDTliJLhTLkJt1taY3IF0msjq0rnMPlWRoW0afHg8hwescBH8XELQSKVNAdKdyMh/gmC4lafT/J+1Z4F5tyzgxcJ+ijHRc9MhNAsjEakLbMSSYwViJXfCRy3lq8fmeXgVgXyPBCNyFGlCtCKW3KseIdsM0qZkwqgP3d8eWSwPWXlswbgdL6i+QPiSthGeAN9ATKuV4TUQ1renGs23I21iuure16saIicOOG0eCa2xe++/4H9k+NXR33gV4OVTnHSUo7U/v4rWn8PF6VfTuzf/Z7+f/yR9u8X42Lo7uiLI394Zvs82H4A+e2VS+tMMWLCvD6nF4EquintpDCSBOJ+JVouZG0byNYxvkdiQ+Kc85l4zKeOJKpcbbHiM9Pe476YcxbpboOqRNP0KBhj43x6ZHvo0IN1dtiC0xD0JETzdKOShYjfrDVPp8a+Z7femmNxRduiizJIYleoZU0+jSad3jK0SFVprTM2wWNiJGfAmqWrm9VDP425G2aBtGeaDmKd0jb6Yd3klGt6mlzQ6NuZ5UkEjbYYsWHMrFA5Knil66DFn78J/7mPN03zwSg2rpKbz2U5PzwH8ej4aeF9cv2DIm+N9o3QzsC10d8FsjmX59zYXnbj/XthvsB+hevKWf8xizcTYhbhh7Q3XhI5syY7hVVd0R5xl1hJdciFDoTDnMJlJYQeJWE93OcmOZZwS48CC8oXHrwkdbleJqGwkTIxiygyYxaN4sFuwW7OtBwf+MoQlpl4JnsIWzguCfNHBLtngmNE5srj8BLBNY5xQNy6uS6OEnQpolwtlBYV2hSS2QpSaIBCbynNbOFVsCTEb15+DC2lXq3g8imexY8oV02L5p1EHiiJZpCEXit/gxVpW5vfJ98HgyHcseef4DBPNDRYpOnOnbT32oVQpBAN0mdAooxtOLrp+6ZuR6dMEUCjxlalJGiuuKZC5H4czK5CJ/K3X/35q5667mmpbvvgL0R19y73EYBFezU6sEI+DuZ9PRMHIqA1H4sscfIkeJ4TIOiEZCGOgmhLl04J1Bc4qBsSliFIfucrHKOE40iZKnfE4xXalWfjdfFwLyjy86esGZI7YXYnfJpFebykQ+kJGD1qTN/QgK1GaJhWM1lriOd4VtTR7vRBKt7wjIN+xae4jWhI1A+XL46+vlgQfPP0y5TzcQFOXO0joQsnkn3feuaRq3NuwdDPbHLcsB/YtPMw3tBOqenX5pXudKW1YJlwPp04yYkfXq78/v0O1wlzz81QAls7vP+InjdCFH5lxA9GfLpwfhT064Z/pVyYhDprGP7VQLtnwMe7zlWCoQ94G/Tzm3quBxdzPAZNHXRHzJMgaNBX0JmoPKa5n/YkKQ1BT++Q7YxKo3VBx5nW36RhUTTUMrK5y4mTCg9t49QyDCrkJW/UB6GdhPYo6EOjD+E8oA/QreMNep2zPjKMSdnoomxjw5DsEjQgNtQ0L/YWKIMuC7cTILTWwY0uJx5VGHHmJGd0THw+McXRraVcsdwGRSPVI3Q2GqMJvQnbwwPIoDVnOpziHcsXTXqG2bjivLBhRAvcr4hfU4P7Ex7x6p/nTQjNmd+hcd8l+Rkv0/nuhzwN+x8G8VXAKVJRcAKf0FWQocQA11wg5yX4/Amen4P9AnMFywri9eDlAhcL5qxqfeWHORZqV4pDk4u2tij6XW6iC0lW/2aMnhukiTLJjh+p7j2SFb0C3LTiiVMGeJi5eMmXapjAitwUp2dhYpGLnzmIFQ9Ba0Gt0QDquCR0vHswrSUaYclpWMAUy/GcQHoTRPFukrOjISnlqjFFdn6KeLonbmT41qkL0khuB8o8BhQi9FBSw522vhKZ2BghKbIvHki6wCU5N8/qYV6UrnZS59Dw9PWnQp5y17nB2T/VoZrqk9aUlBg2Mp6YV5C/vNrYCvausLKc0GghMnLbnOVVR44IoopH4gjRf/wzSyIzLiIVIk3vqYQ/Mj0KrWnEcaa5wf2vGe7qLeuy+l2tCOaoYKKDDHh//Q40oq5D1N+ixmCHRv+GaFDjCTI+OwmvyWuJEHQ6bQVyyPYi6kxIjeKOiivu4UfH695JBukjQEL7rzkOUeQcEU83UxNs5TQ7IthC6J4w/RA4Kzy0JHL3GDmaNWiWJmKYg6VcWFVvf6XluNyC5zy8zvV9zVXkVuy89nz40+OLI4MzH/CZSgEhM5Ud2PyR0M+I7DR5x+aT+JiJeXNe0HVi08HL+MzeGvTJGIM+zgltNUH6YIxOi47KwOMj//DdI794+pbTkxLDcsP9vLD/+ED7H3ecSXsQ/PMn9P0v0CeD7py3ztLkD4xnQ88bawvgGfvHz3y+GNeVBLneO6tgH5fIBdAW4Wn042uSMpVLkgwtfQXMFjIac01gR0ZDbHAaj6mqiB2NN0yf4GfOI0l/rjNHK9IZI3kHY6QhkD4t9AoRlk6CEukzIMl6Bm4SyaaDfTdOXzcu68KGoHoGWXhkV666sa/04Pc5khyjsO8XRhtEOBZ7Jiqqs7QxHp3Le2c8NaLPhJ5kS8hNs8s1I52zRPC4IrIByhCl+zUXVnOiK8EE2/DR2AwWCwdG/2kW0+O5fS2B+vZUPhjFaJ5Rs+yaEz9/AnvX0KkwduxTSxSk5xjoMoOHN6kw0dVruAdzz87YNDDrLHHcOkudD5dMPLSVP7MiFwF3qwc3P2A/YM/ikmg91FbmJVtPzkNmGEhBvxVeU2u7mcCSMjZJmd6qpS6a305IHA80B87u6eNBkkOPz5AQPaCJqoxad3s4k5xfd2ZOliORs/A0aZkSqHcO3/d0AUzp5/RcaLOhl4K9hWg5u3cvPEHTm8AjkRAVWJLWw3uQpODIDr8BL5LjkLQ+pjgVVRzU3Fu9UuRiEiXFzA1BMjtEDpJnqjEMKTnYT3OEK1RyJRG81uv9KcM+/76Q6DlbloNOWZe5NloXQfw+TqL4IiJ6UyXkC2qaU4VmURqgWXWhrnfY/EY4PGyEf9wERKSz5O1ZPAxyxDhsevPfX4XwNC8VTf1eFDQeXm58C5V+JwnL4ZVwV08kwuC0V5dvkPB6uOV66HIrYKLunSOp0LiPCF6nBvrBM1Aq8+H43HdCo/R07fQAtVbjt7yES/NzNIQhaUi0TOmWKFzTHBMKApbOoVMCaUp0o93kpHpMB/AoBR1yQ1kO3kaOfcqW+c8cXywIHs6K+ktVS4bQGNExMYYN5j/uPFwd6w0/d8aT8fTtGzye8yKtCa3hL0oPxZ8BFO2KdoEO+/zMGIM1Op/WH/hPCH+3PWQ1FB1CaL/+GX76QJsB/6cRQ4j/9Bne7lkFnxeiQWuKPTVCU8EYHz7z+fdXxDq9B53GXIu1gn460f0Zu6bKQHoaBy2CMZy1g+oGQ7iuydQg+/KB+EJlYP2a+u9KANwvD4juxGion+jtj6zZ0S1ntqzgrGdW64R+QmOwZM95q3cEQ1vKpsRbMYBbPRg7D3IGX6DHbNkId0Y74e54v3CKhu8N5AJImiBpJ3gk5KXmVAtmoNHY/cr2eGK/LESgn9KEY3pHTo0Wq3zMkxhzETh3wdaF0U68yMK7shGs/cq2dWbNIBdlGCWK2eVLt9pf7Kgx5o+OzzVzpYruswYhyjXgwwy2j8FX/1n52S+d9bHBO8NXbbwXctZuyuOv9oSnR8osw5x1bTA31tPMbl2MT8v54VnLEjgZ/+GH21j5nddcXRsgWuS+NAQamouOmmZn37KzTRe47OSTxpWdcxY7ZOFNpEFV5AZIgJQ9bS4wZeUr1OIeNymkUWlrBM2TlwAtn4WQ7OKrhWuahEarhdi50c5wsngRy1m1VseNxjHiTZvoTm66njiEa44zWiKtJbFKgnIz4bqSM9BHSqmsrvMZsHIxnJZ5DL3GBE1zgVzqbAFTOuKwk8+DaGY+pIwvqyzxXLB/uoFBHlEdbHrfH/r/+2YlRxEjxZyQdMHzV6MBIeWuQdT1PH7+uAfhiO89jsMkrgVgmZMgdu/iIQmsTTpOwe9xJ7sevIJMSnzdZacXgAtEU9wc8WTee0sp+YEWJNE1bvbZgVVhRBqsWRYB2TEXJJQ1Xtowk0WNBAyO16wsESpDI2vgHL+1LKEOaWtI1Lmt7+z3oCiEKnQzNjvdaBNFUSB6gAqyYHPgKoyeIWQdpSN0NBuQa9B22HpKQjfrmAfXbkzqXJWZVqpH7sqPO6GSOt9yu49vCpHXyMd/4fhiQTBtI1rD+wNqhpjz+bIjl8nD6rTV6T/v2JvFOSwXpXiP66CPzt5eWDqRU3bl0S5pikNntEdWnNkkq8YHd05y5sMfPvG7Hvzqr36GnBtzOPKzQNeCq8Mnpf3Vz7Df/QH9m2+Rt0a8D/oDSFd2LQKIT/y7Z35nwaKxr4m40UbnpOdMaqTRWiPCk22uqVB2C5qeEAYW6zZ7ExH6GPgu7POFTZ+IWIymSH9GzgvdNy7zBdqgyROGZYfdcwPS1ml2SY2wTTpnRJxxghYPLJsJAbV1CxNSVZanIgMPWs/gkGWO8JBqB0l9qsVC2PK93dI/ITpTPydnoAnThSHZzfeRG8tpO7N/WEgrcyntiBtIoiNtDJbvaEsugrukm1l/wM34vIKuhsXGuQlXn0wGbXSwKH3sT3McC/mxJPakprCRiZQiiu1ernvBp2fj+Ul4WsJ4XMRS2vKKCgZV5/mD0N812sNCpkI7RLQOqtgfB9dHY+ni+8/w+Vl4LtMQr0GAkMFER275bSNXw2s7PfIkon7u0OgnOpBdUUauZhHWQpNcteVKtrtmMcB9PmjZYOHkzw7vXDRTT0Rhi2A2RdyZVrNHkuQ1ygCo6uDUd2u5ISLlXSJscsxfc1HdIxg3pCFnso24df1OGrr0nH2Q0/+6dpJGaILkwpr/M9cbyWe3kc2lSyA9r3qYIdqKKJhCkJvE0JUZSdi0rBCSmBk120UYRdpsOGZpIvWTHWJEdI7o4GPOX8a7+X1r1p7yuvy14EiUzP+iULHX5D5I46FWXIMbYFAdd/O8xkeD3aL66FuneRD0Mj6dQnyO+XUcHXMEOdA5ZvZyc1wUv/+OlkkSUMRDgNr8qFufGilHPnP34qNUbSipvii+g6WCokmOPpoXfI5UwSBYGXMRUXbCCu51P3Qk1is0JSXhuTlLnf8sjA5CXwoENIO3VNIXZkU5hRptJtlTLM2hwsAmdNE0yJL0J7Eti6E4GKNRseAiN9tooU5M5DU85ilWhnqHlNfstYbknx5fLAjGgNgNvltcXhYyH5HRefrmHaevr+zD+GTGMGdpdimbKI+W0jT6hrjjreEyGfqAeMuaSCfbELw94eLsND5i7GG8bIps/8i/eH7D+Ou3wDXzEl6uxAU4K+oL+S34WMlPWINYO9uE1Rp8+J7f/4cfuHzqvFwN6TlXNfNaxDTjZtvger2gdK7rBV2dXo5bNCO6oH7iJBsRn9hissui6z2/AYyYQixn7sldkFZ0MZmpY/aERD2k/nyxQok1kLZAdlSUrgoY6Kkq9ZVs7XFC5gO9O2tdEV002VLG0vLmnc+VIdBTthVyYbqjbSrNkJ4AACAASURBVEuduBrXld760hvYZK2d1jcMI96BzoY3hyiQ2ZP0gq1kxs/cNUQdZfHy4YW2Bee3ZzBhxsJdMQsyQNdSgvPni9J/tuMAVKfDA2mDa55JdznjzMXw8xS+ew5WN75p8DSMTtD6gc4JMuDjPzTOf5MJZmppf5scG8e24PKHwacOHz7Cp8/CdS8XP6s0s5YLtkVC7AutBx+6JlRqIqyV17eyUbLzqXk5WBYUkDz03DNx0tq4EexKdmxBEQ1z/p/9WiYUDk/2dpNEJXJtSY9/CDyUTerFJWcGrTb/DICpEJtaMVdk96d4SQ3zs7snNOqaLHQFdoxmSWicmzCAJaAR942lRhyHdt3DU9pbHfKy4GVXhsDbnpkePRqBszxLjqvDQ6SSwsgQmwJpMPXyRSDtj3v6Z7SSUSKwfrp8LkI6EjPPQVR3LblWvJ63V0hwddNww5JzT7qNDPJFD8lgNh0eqaQ45s0RWSQkF+E+e867Jq/pj+G3jks2UHmHJIIV8borzZGAiGHVnUN+xJxkpaGWupbJ1KGE0HS1vc35Ie+e/P5HMGM2brmBwoGqZJ6GxP27LyGzKUr26kWEFYypmt/FFhxPiQfBq0Kr7vMszuvPsCwKPNM5R9NEe3GGBmfiNpqJQxZIzyLCnblrms91QWLSReEkRN/T/fRaYwpLW2U/0JS6rt2qIKzQox/xRGpcoFoqoj9zfLEg+PAPF0LfEafJ+KojZ0X7Du3Khaj5esvqzieIM7YTfe5ETJTB1gZXcTwema40mfQt5+0qGy5XVmxIC1wW17mDN/74252tb3w9nb5WmrfvC1kCu7H0PfKbBr98LIblyhATafTrC+//42d+mIMXycTfZdDaoPeOT0daT8LUvNB1YBYMWm6mkcYOl9kKhiySCY1lC7RzPg187qhuRBi2jLlfOZ1PmBljtJQ0ji3JQNJwf87RhidvYfQg2gLO2b1raqvMEpIVaUSHtVZBXM+s4jTMmQt177AkN+DMjj9q/I6oZmUrA+QKCDKy4rfYQYTGI4ThYVjAh08Xzk8npu+MUyNWat6j5RxPxJAuaGy4OY8PHXt0dF/MnlYuhzb63M94GNOuN937P/dxM/bgjhTMWfyISJOfw3t/SLDq2Xn/Ynzy0gN/47xtaSmqp2A+Qwzn8gniN4PzLxe0RHVkpe/6jvBhLj7+sfHZnGv68mZmgkAM8p7fs7NYnt1F15It3Waa6UvgTu30yhRjBCjKioxCNS1YFNCyPc7tUBieHv7ago1k2wsVlhTk+EEKtzDFioCoAqsqOSU7/l7nSGuRTm5kkjMbkpDvEeCCMX3g4TliwNJpk5T/HVwJ4shFUIY7rq2KnYJdC0FJ0lwW1lEEOZeMph1IqhhC2C2NiAxPfkshA400aWmSCE3XtEJukecpZ9Up02ulAz82AbMoGdhPc9xibWs2f6QOit6dA71lh5ghO8cOWL/vSQg8GtzsnuP2Z0jC8fcOl/xz89qIK/dAnXbYa7860nyoCuvqTv020siuVA7PXo6RUkniXklIEwZPm27q+ZQbH+HOH4g4apGCzo+PLNzn98e3aErMyUHRhYObxQ3NCE2K7WGCHDI5FAGQ73XkQxxV+SGfDUteD5EjsK4dCedRg02UQcuRXDhxauXHIxn46IY1welcpqe5UE+fmlDQsZCRXKKHOh8zuYVHPZTX7H6pc6xCyjoP8u1xPY9r8+eOLxYE8vTI+OWFa1s86kaXwPzKJ+mEGQ8dJJxtnBE/5/zTSl/ay45VlR1APqF90DjBfINugntDW2OcnPATy6+MhzOmFy7PT/yH0zPbb3bevt/4u6/e0C4TluC/X+jjgH/Y4ePX8DBzth7G5eNn/vjd4j9fDayxySROE9kfMFkZJVwLR97vL4jnBnhCuMgLbZwx31LeF6Qd8fqItkE/PzJ3Z585/zF3iBOtv+H89Im5dk4nWPb/Evd2vZIkyZneY+buEZHn1Ed3k0MOoQUEQQtdCNCf0Q/WlXSpvRIEaKGPJbhccsmZ7q6qczIzwt3NdGEWeWpGZFEgMFvRmOkCus7JzEgPd7PX3o87Po3n0mgl3Ql9jRlyv6EsYCtHv9HWGeQynGVZcFvocsemsUhhbRvYhtQDWJlzj4RDfQ5ZmVbEFV0Bn0Ea0YqzUNTD+KJMxlSOYSzlwu3qVB2UdgOvWB9IFZ6enhgvO+uHyt57BHskRKymmDbGdJZWefld592HA6Gxe0eLYreOLBU3Z/aUXbYV0e9kXXw+0LwZibyM6PgaBum9PoBFoUxlVuOTC+XqXHfjx8/CX/3GeNqE5TLgVuG1sv7m4OV3lZspl984Vgod57oXfn1x/u6XwtGduiqtBJmtbKnRnqG1P46E/UwoLuwSbHi36CxEhZKdslv8t8XlwSOqRNFTQ0uXPIIMYbHIip9OQO4eQLuL4aqpMXf2HJ6KB7fnaXooc8QpOXJrHgc/JefpCdMHvyjhX3FK84c1rUg4ARQ8iow8cNSEUSaLB1FZ3BkSv7dbjCpichC/2xJJiGc2YWJ1DguZ831kd6gBwVoiAPtQbAQqg6bu2xVcAgWwONziqRKkRMiSnRHLSqwag9bifXyvq4gxpGA2spCPTd5PBUEiGSpJGiWKyBNRiSmB5EF6HtrZQadyIE7TUxeQ8dzpQ1HT4U48hUgWI6ooLtKT4IQgyAP3IYuVx+E8teZgLVaqiyMWPhhuytn/x9I0JkkwzWJgWrr2eQxDRA2V8igWT7M2wx55Gm5vRL/znVjO/B9US5E07uIxSjh5RsLpPxAFaqgOlOHB0fDkJsTwu9BwFoR3U2hE7gtV0sSOGJlZkgNdKNOYQyh7QbTTHhboJZVbhVadp+Qvd4TRs4vIw19UmdOocuIyOWbMsYnlipHH8/pPX98sCK79M8e4sazvabbT5U4XAZRW17CuneQM746y0e3GEI3OUwY2J6VcGGMDBlqVpaVhRgHhQOwd0KmlINaw7vRSMO2YCGvv/M2XL3y8H7w3pX5+haf3UO7wu4r/+a+Mz87L9ZXfvXTuFBZxhsfr3Y8gRTpOrYU+d2wGK7qUNQqEokyM4i38BEzeHrRZWMoPDHuhSvpUexAMa0LnYzjUlaVU+u0zRZ/wMjBbGH4EsYqCyqS196E8KPEFiofLYW2eBUWlz8LWFmSGk9VSOy7KMW6s68oYQRQTTRLWvFFWR46NpVaGhz/EFNCtYeMJr1fkEJAe0kYBraFHP5qiQ9B0Q1sabMPxUplzstTTgfAIY4tpPLWFWQ4YRl0UvNBWZaabnWt8apkLZu1bS+1Pdp2dwlkMAPy8d8Qb00tGo/jDJthGPPgHseEtg/AU+J3wfIFLC1nQchj1KIyL0X8WXr3Qnyf7hOur8OkGL8cMmPwo0BStExuRjNhHOjvO2IQsE92KZweYRK7YAP2hLZdokJJsdeauB+uuOBySrnCW81DkcRiWyCGO5FKMHg1gQMu5oapPvAgrQeirGmTKSLYnDH5yRtoUjuwCxZ2aPgADWAmzlY5TPFIM0NgyhxjNTw/8Ewkooc12p09YxZkLp14wuAhhUfhGGJMwcqqnl312ReEAKzkrt4iGTtvoUGgkg7xkGmJgxqgG4U4m7ERHp2oUqUGwfEzR/8tfIiE/E1UyYTqg/CwEhAycSufNc0zwOIl5O6z90eHqA97/uguPv/3WcktyEs6OPEK1NGf1iQV8xUeAgM0tu++cWMW61XwSlUBAbT5eMdCJx/j7cQWJ0JOek+ORtDVOQkFcer6HQEpOArYUeRAv4y3KQ71jqXTBz896Ng550H71HZw/IwS51XkrME6FgupkLca7puEaOqPQlmAdhiLhfM8ZVWwSklp9jVh0TeUNbjRJ4yyDrQaSdR8znGdFv0oCDf+PQN2yUDwL8DS1Iu/jv5pUKLPytC5Me2UChwkujakT/AAzGhtD7syxgyxIXTGc1SdNN8w6wgvrstCnUPSZYZ8o7QfQnVI23CfbcmEtNWZYXwZ9XRjlzmLGvTp+u/Hyy5Vn/ciPy5V3Xy7UZXL/h1+5i3P3g1cXDl3p436uXvqYqDbcCqXs7NcrTdeUatVQJvhMNE7wWejzAD9CUFUq2MBtZ22N3jtNF5SoyMQy+EevLOUDJh1ZLhz9JRaRTtxLmNTMI+RikXYRBYo+IeUKvgYvoChzFKBwHDNg/xobZWsLUgK6K6VQxsGQibrSd0HqDFTGJUyjCDJcGBqB8w4vt1i8Greod8fKjBmvFoZHOO0YE5kxSjA35tHTCUtpbcFfnGWb3KqjI+71TN9uO4I0VHWl94mvBk/Ht5ban+x6gyXjEhdue1CxyDl2oNDGmYK3eUjvfJ7xufD7m/FLF3wqF4wfm/DuVxgXpzen/0Pl+DjYu3B0527QXakCh0cyZB2VqpE3MC0lX0XwoXFY5oYl7o8NuD6w0IDF1eOA7Dm/jZUiDzhTDboF41pyTYvP6L6mIMUoFhkj5KAxVOcxK9ao0rNDh2FvxEZwXJUmBlJjujqdh1eCR358Q+gyUA/1iUgc/p3gOah4dpzGmHFgdDdkSsgQUbpPahoOVTIbwoShUYg4wCiMTIk0AZ/ZRYpRKBSJ4qZq8BIkFQpTnI7QE+VoBmLK3WY64CU73AXxysBQd9Z/wQf+T3nFnh+HSqDrp2FOdqwehUusnbNTjnWv+hbWkwbTcUDm2j8LgVON8HA/9CDmmc3MnQmc+lQzICUKEemIhAX28LdgI83TPbUvf3B4ukeSpmocYjFRPCHtGN34OfUwHkqZM+0QfSPPOZFfUeT87GBz4OmbcKopzocqOBZvpU+gcTyO/xM1KJ65JDZzZHt+ghy1+Pm+gyJWZFCrsqzQVGgSo0mx4CgUO8eXShmkEZ1H7SKRjFiqUMoMa/wQPObzHY6fiwqbFnZJnxLxt/umKWfma3Mi4nt9IErfhrm+WRD8cvvCoTtFjJ0WG6hFgIjqE9UGVEV4ptQLUoU+D5bFEPnAMW7BiuYS1qc6kbFT5TnkJmPBDJ7WBS0aoSx6cOGZe31hZaOtynG90+eOHBN9hv7BeL2+Uq4HTX7l958Fa4I3mP0K8wl8Z6hwd0fGge1GqQ2ZC8MtfBGKsd8jl9vsBanORYUuC8N25igcvSC2s7SJjhY665ThNVW6PXG7/57ndxtmV0rdkGY8a+N+3xli1OeNdhzs/RPeZx5GymHK4caiK+aTOoSq7xhyZfUwUpL6K8We2D/v6Dtnzkkt4QBZSsOkYV3Z1knVDXyNilN3LHVml6fC7ejh0942uhVKu0Um+NSkw4DaQOtC9xW1V6xW/BCWKhymeFXoaxye3dg+rPT9QFuMCOiCFJCnig2lpJPdmIrenr65EP9Ulz0e+3iMXZxf99hEPQ8HAaYI/YC1OKMDNTYT8qdvE24HfLobP1XhdYPfLNBM8dW5l87tF6VXY7eAMqsElF1TzD+mwQwlgEi4+kluKpqdvJ7dK2FG4h4Hc/HgB4iT8GnENWuSAcNL/ey1Q/bkCsNiK8YlM0iUMDrM+6KwuAY7f4KVSZuFXkKLvzgBR7o8fBFi/GyoFxYG9jXcavLoXmO/tsfs+CIR51xJ6d856pBkmuchMsyieRJPKTBImrqUInQ9OQ3zoYAo5nQRhsDqwkw0wsobv6CXYHNP0yA6nnwIF6YEiXAQqhMj7nuPRZOSze83M5AHBwKCrByF1lJPm2ceSEf4LwRBUPLvSxI+v9YcoCNHKDM77TSJym66eIRaqZb0Ukk438+O1LDTsz+bKpUIiUPmV6hNCYhcDfWaMtRECPztkPqDTIQMoHOM/hgkvI0FLAvjcr7vx8FuMa70sPC2OdFy+hLo4zVGOqcGMfZNtvnwPyDRjCRdBmcjnzHPcYmFEZjkOKHVwqLOWoRWg7yuVJDwHtD5APORmkhez5FEynaXxsNsqBDeCyaWXh0RFb5IoVZLcuH5xUe9qLlWYqrzNUQUfzaz9Cn4p69vFgS/vx2If8T9hbCD7IgYVS8BddRYQMOiEp82EFUWFex4pZQa2scWD1gphaWteIdZFNODVRp2XKlzReygfXaO5YmyFmY/eH0Rnt4/o97o14PbD41iN44PF5aPH3j+8hn7MrivK/sSpDZtg6EFGwMdQr18xOoV94S2h3AcB20pTNupS7h+qVXmOpE+qOWZOV4oVWiycNx3vBzUbaFopc+BHRsf1431xw8RPtEHfrziZuwj4NzL9p67v1LroNkF9wtneVqHIcfn2Px9yfjgF4qslGHhaigLc+4sa8zga23MccRmBehwym2n/aAMU0QG+EGTjssSyYgjjIuEElIswu3NxgxBw9KYs8coZO6sf3Zw/TRZN8db47DCEGM1ZegryIXb7OBXaI37fQZEtUD3Sj2UpTimwY2gTkb7XnGHcWVvgwPHPB0B070vD56eOQ1SoopvOYNzQhJXPCDw/+cGP03jS1f+cnXqKNyLM3bor8pYo/VaV9iqhSlOGs0PDxSliIWXfCI1TqAWmtrsSkLqRhLeAto8iVozD94T7g2GObkBA5pSuzyEV0CW4M4IYVZjWTD4lIcr4iIFy2TGi8Idp3lhPYdeDtMLGGEGpm+HlSScbISKouSMtkr6KxDqW9LDYMz4XFQoNkALKsbWQDy6fyCCvwxIZ8ZicdhX1XRmDJSjWXJ6Um12ygyLR6FamRFiJeDMNGyJ4Cp1oRO5Fmph0HQn1B4qEdr8LXb2n/rSE9JWRxTWVijFWZ+cvscMuvcJWhCzCGuqoSg6nfzObvitKAjA/6EK8Ddp4aO7FJAZiinP4stUHjyPLkTR+OhIT8g+mhY/O3+JGbvnTFyK/X/qq3M04SInAQLV+si1OeO8T4Lp8EBGVDWccwnkJEyGSurzw7K7yJuUEcuilvQPIEyuRKIOcddcQhnwdYYy5WudNdnMotJzLFLcqTVyDLRAyxGdthhHhYxbsgAwJDkufYdxjbVWFk+re7IIkwdHQ1ThCN+NNgO1khPBy0ah5poHcFFOGmzEfQi1RPDaP3d9syC4X8H8YKoiuuOsCWnfWXTHR8FqyU5VaLLT5hPSOxffGHJAaah65Bl4DQ23KP7ywvb0AxOhbgVawa1iYzKWjh+T+3Xnxx9/5OhX1gL1/V8GCU4qrw634xf2z7DfPzM+/EhZF8pTw+lUX6il0Jqx73ssRgt28vSdulVsdJalMMYIiLEO+kFUdApLa/ghIIN1cfYdinfMI/pXXDm8x4ExY944zal1SfVAWjzjSFXWujH5gmth2ojENX3HUgQvsB8dZEVlMnxEUNKclPqOuXd0GQzr6UMAoqGU2D5M7kdsatTIGcAv+OjU4uyMcIAz5dAbIp0qjWGD2gKZqVoZbtTlwujOx4+FX/7ulfW/uqJ3xWWAt4Du9sEPS6O/TrwabasYnW6BNqhaurvNqK5t4fa9wg7zCpuc85/zUIBVyahgjWCohIvFBdeA8sUELzMkgBK2up+G8645X4awzcldDanKPBx2RTcn9NYR88uUINd6dNOmAgOkS3S5p1OlW6I1Ri2pHz5pQh5wtni8v3KS3xw4WePJLIY3eZrbuXl6zFQRFpy7hFKBPBDOQsJnsNinC1vO/v1MhRQN1YnHsaJEJyeEJlslkCa84iUY6vVB3koSWGYWCDETh4lpTZWH0Cz6sZYQaElf+lajcDsIiZwkiS5skM+0uXQnFGFoIANoSrNm9ktJKBtZIgZp0bFEMmbOviW7slObDt9vZBDvoVKqU4rRNqhl0rSwPStjTm7XGcqQHp30enGOW2RriEaBetyDhPiA5s/DwWNEJhqHtogwEOqpBvmqu9YM1AJoHmtFayA44TsQXH2P6MpQDIgkehSFZxzWbyz+88/nKOMc+YbDZUVq8BIidyuIhkrM0MOm2ZPtmHbKyUTVLAymz1SJxJhtjvwsDxAwEK3wGfEHIdMySTIyWsojaTNSQPOd67lfECFxamipweWQcBRUdYKZm/Ou6UjNIUQPBM4JaWcgNPbmUpuvNHfPEWG4/ZYZDqWkR4fZSQ7NRiGLgxMd5ZQjfsNP419ACF7p5UfUXxAuTLtTysK6vI8vNNOXpkGtCvM5Kis1bjppNFQbRZ7QBq28sv/iXH56Bm2UslK2O0ZhIMyekhYacHC5XGJmVN4xvXOM3/Ge34C8IqVQpPDCC60bx/VOW1fKZaW2kNvdbreA2Gtl33eEihPxvvHeZ0KyDesSfAcRYEU9SIeyCG6C+0Jrk2N3lk1jBNL2UEyhmEXX7h5RyD4r6CsyYalxOJdSIkynLGipTB/UUrn3mKVtl4rZSI3/+zQpakBh31/Z1g/svUflnTyE2+3O04dOXT9w3I/4TLIiDGoz3AttvKMugzkcLRtnIpZNcJvU0hFdYRSwO0srHP3OqMY2Fa1rOiAKZXe0FnaulAuRVzCFOStSFkQPVB3vFZeNUgxs55fj+VtL7U92vakLUvqUc9NFwpIUDTOaw0J10bwGCx8/neKz8o554o8LrAbDlGMKs0aAi3uwellAd2Ec6TcuJ8wfMK7nAVfUsZJmQjPm/BEbG8x9t0gqFIxGxpeav5nyJKrhHgx+y4e/OUiJbmh6mMgMc3DLPJhTkhfET8WwotTsmsQ1yX2aZMSc3xeHGTDyqWIYcXRk36U0g66xicZGqzRx2tltFgtPdon30lzCatX14aGwENbP4oYkF2ImwfLkALhMxiyRyJmhLpT4PuWIMU3x6JZGiZAYmyW8NhIRCrviJG5OjcKWIEQaYA/L39T0WzlHx9/lcpOIUZeCmzMOQZaKFmfbBmrKkqOd2z0OiFZg1hJkRLFwx9vi4BB1jiMVFUlAdQqWFtNmMerpiYoUK4jaG6SeBbXnwSvdY+w7YkgMccaGwqU+Zv9mRk3W+4lOxH9LGWUiDYYFL6G0HIOF5Nks4uunEmM5P38+h2U2ssgoiFt8Hk70ISOQNYh7NlOeiWJqVBNcNG2uLfkBJ8R+Fr7xPCthZHby87RIBnYlYmbJFUjLd2+JI0zHB7AL4yjsBvceBYYbjJsg05HiaItnGYwxQIqkkkahxyiwquA9PBtq3vSvzZHOREmzKNYr5TEu+aeub5a8h3g4lKeftHpDgcFL6KZFcY/YyQhWuDDUgyBkkzE9/fV3WlOuR2H54QO27Mx1YzbB5T2lFAZKWTZUF9Ztoa5PaFNaa0gzpE16zx5gq7g469OGvq9cLgtjDMbL5P6qmFf6cYQnQltQrdTSEDVafYfWyrQjsutnVLIucaDXWgMac2X2IORFNGWgF01XGIPrl1dcBoODbj2+wKTTuhtaDrCGyBVy1AKTVttjbialMLxzUadwZdqRlXeL+GVtgWy48+7jn7Ef8bAWlSD2+Y7TGb4xZaIthquid9w6+BIs6Xrlfo0ERp+CdaNooZaoIpkb3juLbsEqp8CyIksJUtsQjptQmnD5sODbQOsTty4MXwn6b0XoFFk49pARNd2Zc7DKws/370MqfBCAiOIgNjLPOWZEwBZVao3vuGN4CStcVc9uVpAKG8LHIvzUhJ8u8NLzgUuOQFGoVbDNwGG/KbcjJVYC1Uu4WmqQhVSie/WWQVbOY4RRanZSHvwNg9CRx26UryfxfTthRJDQ+CJOEUnuQpD8qipNCjVfV31SPAqAcw4fnWMc/BFqGId9KfGzj2Q3lxgTmlIsagUBRjEWiUCiFkPMVCEFOuAjvgmdQrOUQaFMyQmvBYmxmjBNg8sxNcJf8h2aO5vFhlstnDwlSCBpmhXzZEkkppillt2yN4yTzPzEiiLzwWYUbGcj16jwII0VwsXj+6kMhmnEQZtFWuYQjn1y7DAOcAa1ShhJpZHSfkiSkc8MB6M1w2VGWJPkqK85VcrjIMVKHq48FB6RMXB27THyPBt/PFQYc8a8HcINc0ggVDN9Ak7nwiktka23dMU4uE48TAL9LIW0nQyVh0bROx7FSBRKp0vrWZhGCNIMwMwl99A3b3+z0/AvM+0h9vsHR2I+uAoQRYxnUR/gxRvnAM4iBnJ7iYAuMVTDUp8a5EJfHC4CT8BTY4hwuzr9ZhEKVkApzCHM3vJ1nTmiIHEcaxMvsYdNd7CBluTlnHcv7+fEs+CL4Ch9oDz//Dr7JkIwHA6rrNriw1lIkMoMyzYFurwy/EJdOi6TKjvNV1gKOhulDNSdz9cB7ZmXMsEamxYoAy8RslN05/bLFxh/xkV78GbqyoFTCHvh/fbCcf8r2rtKkcG+C/WHZ0wq6+tk7y/0v/+Zl0/v+fPffuQYX0AaPu+gM6pq6bgfjKtQ7eB6u3J5unDMHenCGNe4aSo8Lyv9uFNVud9e4LKFtnZ7Rkt4ac/RYVmZKD4BnHG/w7JSi4IoB0YzmMeN5+2CHROt76B0lMq9/2fa00+0IvTeEQojIScvA+lLmBzNIBH1sVOk0oqwvX/H7oN+PViW96gPkrmGudHkmW43dFMOd7RWRu+MbtTyjrpeOe6KyIXDbmlNPJhubETCnohS398xFvYeygtlMj3ko9FMCl0XRpKHirzH50tES98G/+d/+j4FQT6nsYHwJiMqflrfCvc98hlasYx6DXtTPDrEQphVGVFtr0XZ6mSRSCdDJF3QhFqiE7aqHDeYXwr7s3PZnNZCWdA9jYcIyDLkYg+rGeywqLEKiAnHEYflshDRxikz2iVcJIVQogQCnO+TNO8h5XQJk0OgAd1D8noaRpkGwepwo64luh93ekazmsTsek5hzuAyxP2LuTupdglGc8GLhX+CCfepLEg4r2VRIZ6+B+IPdjgSpDfr8U3dOyyV5B8ReSgYw+KwoZAKijRbEg9o1gMJqSg7FhJkNYopg0kXfWOWO7Rq+KyoZGqiSwy8LNClmbPo+h3TDt2jKIgQCONQWKbwuRvji1Ck0DbHemE/ClpmkA3npEZ2M/2o0MJJtE+S6e9JRouQLfP5MDs6kWX3GHGdUjYgXSijUAio/01dEEjsGzkvXCaTX6BvBzOAmMezAn11wAAAIABJREFUJhPx+sZB0BIFQiIWbjHoChRrj58P2IiORwEavzHnIXFm6MOoTR4QfCC5yS/IojDWY/wdPJqBN15ENhIzbYvSKGvaiYYECTY8eAo2LX0HND/LfKBLXgaoQFHWGfqcl8+CEwGA2Nnhe6ACbnj6g5cShdFuYagVSGGFyaPQibHBhIfajAevYhDNgX4DB/i27FCUn186T+93lCeE0LtrziUUKPcFWw7KXGmyhI1rqziKFWPaM9avzHJjEZjjoJWFSQuHtdkZ5lwEvBdmaRxzUuzAeWauhvfBtlRKgdvrZD4ftOBaY8W4mYN0lo+F10/Ceu98/n3h8mcb41B8Dnq38HG2gfVJkcFswtK2mNleIqOg2h4TMzVcDoquuBmlXVKvWrDjGn4FZOU2E1KK85+1Kns5gn2bRULRQqtw3O+Y74CDXhGvzKPGj68nMetASo2sAl8wuVNmoVAZo+Ou9D5Zl6cIZOmDMgmb47lH1ydRcYsHNDxnp+hG99ew7PU9CiVvLFtUjccYiC5BoJshWdTWseKobPg9opitE+TF2ZB6ICwwnFXvGHCMC14tmg03psLf/OP38X09e99zcHBeN5R34ow8YFqBasrQibgzz4CdKck4j99QNCD4RUBbwLLmEyXGSEUSulNYV+PqynhVjgprNYZLbiGxiU2X5A2cRsJOU0k3wOwsWk7gxynDTzhQyejWgDWD+hYM+s5XnubZFcR+HPP+4oWDYGKTcqhRQs1gJjQxvMQG0yx8/iHISaXGSKVblB6bxOgjoNbYbmKEEu6blUmxUEksEuRiEaenr0A4NEZxNkbA9lU85gcIg5PcYAyTdMULdGdayVGDc4SPLAOhYZEUJ+mm6OF/4BbOquR9HELyPIzTLGdafP8jx0tV4x6cs/Hvcbl4doWkM6xiiyNdOHxSRKlryFtLGxGW5gMtJRQAFObsmAf5+IwwrplgKQS5UrLoCtdG4zRsONMq3WPtWHb/gbqlkmSeB31833Yma2YVfjrqQaYGPrrw8M2wnPMbTrNY36CJ0JJwpgfC5udk/VTgzOT+QHiCj0QcAv6P17F8DhKx8rcRhUjek1PpAME5Sw6J5fuOLyOxCAtuS9Uc5xXJQiM7eAtTovCNMGQEQhUtRqTnrs/KMZ3764rXccIqDDVaotVexuN928iGISIYHyRMN3vscKcK42FC5lHURoJuCYOuf+b6ZslrOH/72VjrhsjOWm4U9YBW3MAW2kXZynNYP5YBulJ1o3hDBuw2mNtCu2xYeUfdnkMbWgbzMAoXmir33ilVkSQUenFMv8A88Gnc9k577rx8/jsazyxriWCUugR1uRtWV9b3lRd74fbpH/j8ZUf2V8pQygQ7jHEcrKtQWqUuK1MbttRgXz/S1FbEF6psVGuIGVUX1JwqB2Idn/dcQAXfR5CXbNCWwk7oSEULtSysmQJmLtS6obKAHVEM9MnaLqi9UHVFuaA0Zn8NaSEBdXYbTH9B5IVaNkSE2+cbd3tFlwUvLR/i4HtTDKmFqVe0rWHvLI5YeGmJVbQqxqCPg+u4UmShd2fBKVbgaQ24ygXuTvdgaYccKBLu1Ao+O9SdPp4ZtrAuE9MbDKVYh+2Z1zOK7jtd/kf//g+/9CjeRzDxLwhzEapIQNxu8fBZwP9BgZLH7zARimrwDzzudzjrwUVhKUZtwraBYdxehDH14fSmBJ/LCCKdZnesdlKWYs4uOK2F9n5Y9F6Q5KpJwN0pU9g9SHFOQpzTAxq1060uxgMhOYx8BhHPLj0CiSpQ9M1ophIeAZZyY1ToxCFaAxyhewnXUXfQiO4+JWeKUkXQomm/EbC2JIxfhDRXin3WUtYb1hY5T7YwJZoeKJx5wTXmpl4C3dhLvCf3UIeUGq8JiWgM0mfC090x/q9qkLS6n51uFDJhAe1sHpn1FHvw777HpXm4npu+Szgt2szY58W4LMKlSXbFMYN/arBmYRaIQLLXY6IdzWoVtBitkf4kwTE4qfjm0UefkrUoTgaSXJvTR+CkwD664SwQLc23Tp+NeP8nwH0qE0A1xhZ6cjiTgPd47rIwCA//OLRnzF//4HVFR0r3eHgIhEoiZunx0qekUCgaTod6En4SgXubw4PNyOSYHmZhdipO3JOJGIVr70ofURz76fUxs2l0y4CiGZ4bIqhOWjXQEd19Dd8UN4MyoUUXYDOeZ8PoYmmoldJFD6TBc11wfj78wWkQDUXTVP/m4OvbGJgb//HXL7js4Z8/K9MahcEQZ+rxuKniG2PEQjn6jeO4IssFlxHSEVHKfMXd6azUunK5XILR6R2orMsT+xgMnxw9q9rhLOvCulxYnp+Y8xP71emHs24X9tG4fHjm4/vf8K58YHu/8e6n93iZ9F9fOCZQhbIo6/PG+x//nHZ5piwbY7ywlA23K0UXanNa3RCBUks+cDPkgJYkMVVqrY+HRktAqWMM9vsNG3fqU0Ot0IhcA3fLzVCpJbwC3FZOg6HpyrJ9ZE4DdsSfWXXjqT7BiJRJLw20UfWCHXDc7lyeCsrGnAfIpNaQzbViLPM95VgoU+kWoShzhreCCLTVGD1m1SobKg1zpXbl2B1vndcd5gwyVa0VLULzyZfXne5gWpkUlrJQfMPpiO4cRTJpceJW6Xph8H2si89RAbxtWAL8r3+7I1M5XFjXME4pNiJ+VyIOmOJQgzDk6rQk+8UmJGnJGxI9B0xnNLJFKVICRixOXaAfxrQ4iKpIPrhJvvNQN7g4k5JFl+AzDjj1NKMhAnnGTEKkpBJBouhwYhyR+xMmaRusUey6R3rhtGBEu6WrpAQLWgnGtEr8Ns3kNCOCX2ZyHmp24HGLPCjBYpQKm2b8uHigAh6kyOlGq3FfjSQAzjNQJvgK5rEJLqlWCOQiEhAliyn3cGZcxJAS8Hls0nZ+2TgRjGoWIUpxHATaLjNHRwk3R5uYyImXDJpJn3uDrsY+webMZL3vc32d+vfQmVt6twxnvyv3w7lZSGR9JuF7JntdhFKEUjT/Z7TmlEt856VUtFh231EokkVhHIpvOv0g/Cmq5QH9R9d//lEYmh3tBM70xa+67D88w4UTNYjERtJtc3903KEIiIjxBznQw0vkrQL5GuZPoqHwKDjiAH5LhxQR5pyYjywQyaJe3t6gnCZheVDHT8b/3PM5y/sy60P7b7lHzBn8FNxxC0IoQ2HkZ8y9tWiMGmqdkd9tC2NaIJUJtHSEY4DN8niNqcKBJSfmjRuTBItHM3CCGyL8QbT1H1/fHhm483/8p1fq//ADM2OMsUmfJQh1vlPkghZFtaOmzClcyoo93bnNz7g8U7nS7YllXcEHix3MY+XeFp7qgt+cUp37TWg/NLCJ2BrezKXhWoJpXZ+p286X339Gl6gyn5cNqPx8+2v49I7tv/mBn34Lo/8dZazMT47/FrQ26ozFcxyhE9X2HrM74i08Czz13CWc+lqpNDW6lVgohSQZKqs2dgebnVYLfRhVK8cBZR60tjKPTvXCfnyi6oX99opVxXQHjHkI/dippoh+YOw/I1xoyxXxhfv9ChTcdnQqx1COWSJ34fJE9x4bZy1cEPZPr4hUvBmzfqZbZdorh8G8T9Z1Q2dlSMdZqdVwv1NkZVjl+rnz7hm8bkzfaf4a8bJSmQLNVmaBd+3C4BW4Ig732cAbFzFuY6CLUmRDS2Wpn/m/Xiru3zEqLq/TL81x/v41bHk/onQ1VCK6NRj2kZCnjwfeWD3yySvCTBe8glLOg9dhycNrWpj6dIetQVFgCNcvsHxMnXIiLZEjfzYlHn/Xwq1sZPFWzg1SFJkBpRbNzTBlE6fD3PAZm0tCsqqeKpnAOIYFgjE8RxJ5bw5RKs5Il78gJU2KR+LhEGEYyUgPUyTRIA2Wkt76CrhR0XAJlMKYGvNSjDGE13z984CoGqyD6TM2VjTMVk7OgyYpyoT7jGKirc5OHOBioQ5QV86RreUoxUjZonq62IbjG5AqCUu0Ji18ZYTOXXMYaHHvUOfomfr5nS5JWFq1ZoRtIkoFzCqixpwEN6jG/vz6Whl1ECRQqMXZ1pBU74dASfGIEgctQW4l18vkq9m3x9MTFI14jqbNOGDyQPcKOAxvMZ3PMZOdNrrZsTqSnJwcBcUn/ArOj2eQCcp4HGCRepmkPs6/d8pECdKtE4ZrD76DJK3grFZO/4M3G+GA4hUhfDXOYiFGYHEvzDPoLA/8c4Sih5KRh0FidWc7CkU4xf8UgTIroimDdPBU10RQ0cS10HelPAUi2KcjM6iCJo5pZZ/G9YDPh3EQ3AshGowhZyBZjA8sn6+IPpZH8zkw2r/WmKiSSWJtw+yGWqP6wqwjN6kSs087wifdhLVt3NudOoKpOj30sy4jLXQXlvbMqgXTyhg7T5eN++cvFL0wbWBj0JojtjGlc+zKmJ3BoJQF8yvCj/R+RSUId+2nJ572yv1u9KI8/8Uzn//2MzqVsV+Y252WD/66FXo/IKF9lQ1hT5bzHREiw1rii7JpmfYXlXmtNVz9PEwvZh+0UiK8xcJN8La/UhHKeqE0mHbl6eOHyEPwSj8ay7awbE907mg/OAnkt5cryzZA+oOsI8VYRFAGbhMtA5vKtE7zyu3zne1jw6hMGchcKDqhrjTprGUFh/vckb2A37CiaI0qWm8H24eK+Z0pyqLO7bmwlviM0dAq+91p64HqmqlasO+TZVH8cJay8nocwUB341Dhf/sPPz8q1O99naDr8AD04nC16M5nbFo2FTTuNwg9t19PSB4NI9eWB3uVQB/iYIpuN+Knc70UKE/G8anw8gU+fEhDE5EwCHLQlJGKxaE3XDOhLjoMS0KbV2Mx4bACZaLGg/kfHhBBXKwhouAY4Rx3EDyJtXr4K2RhIQauk+qWw6lw+SvDgUKVtPnNAgNCXWBpLFP0rQOVGYQtw+Jg8bSvza1fCHMgI2JsR840xWODLx7cgcgNCOvXroVKmElNC07FnLHpI45rdKGRxxBwr0ynu6fXviRR9A0qTt4h4hI2yGnYF/L6+M6bOBRjuJ4ZN3zPmlYCc8dsJGk0Rj/qEYRT2kC1hT9Fie/SmPQenI641ecILArG/YgI64jfdrzHGMyZ1KqUGbkS8QbOQzmg/1BkvGUceI6A3BQpx9uzkuMsOIteZS2TodB7jt++ds9Lgip5+DuB/kRWgDzm5vLVmeYWn81n+E2QB7M/SKBfuQ8mX+AcI5AKoKC6nhyHM6UxxhGWowZ7IEQhccTjnJjEeGT6ZHc49ngeveWaT1TsDOsKULCECmCGFN0kOG5mGg6TxRmHh0RTnSGD3cMobAA2gisU9ypkmQgPZEdy1Zz3TYnPUiTXwD9zfXNkEBrjg1t/ps6F1Qq7wOwhi4DIXF/8whyFZXuPtY64MDAO7og697ngUun+zLDCtM7cCz52+v7E0CuqjbkIfd/p7tzHZJ83hhn7/RUbk0nn2HdkVpRBqRuTMAUqZeHqHfvHzxx3aPbMxx+eqEvl5XdfaDSQQmmVPgS04loZc2PS8SqYr7RlAVmpdcOksntBS6XYCAMjWeNhmv4Yh6zlieHK/dMLXK/UKWzvGnx4RktIL4temP4Fqe+hKnVbMA4oypSdL7eB+U7vO2sBGR7VpIRZhRRor8CEWjrMME4qpXF/2Xn/7omh4QGPPWPyQvfJHIp3o5QPmFS27QPbu0bZCjCZnxbsunN5t2JzILVh4860hUsTyvHE9IVug+s05A77euMYFrNedra2RtjH0pG586yVy+LMajQx/ve/7+HS9R0u+aN/f93j/fXPoYiYKTONFa3haqceM2qZNNLYJ2mkVTRcxWJAl/K93BjgUTxUnG5hP7o0oS5G353XV0KWlA9pCBri0J8WRbRZSB2LxkaizbESJMDQ8BPQdg5CxrmlpZRr5AhCZIIOluIsnryFmRjkzPhnr7GhWJAcdYT3gJ7su+SWVY2DVwRqHsIFaClRCxfEKCZnwqHdhDFDCeDiFKnxMyU4COGp4Vl0OV4CJTklnOG0mAVHFm2jZ8yQQenp9wJJHgwG9jSnu3LzmG9PnCO/fNP4nOdG3iUOhhpxrbjP5HfEKCgMtuBxHnynS1USjS0xV/fQ40+DORu3XbgP5/XqXHdyHv/GPu/D2A/hfgQnxE3o05nzCORzKmMESa41oy6JpCogk3C4DC5CHKpKIJgS8lMrWJHHQRzjp8esIC7zDJ3SN84Bb6ZESFRdYnG4/0EQTxYYkh3/OQqoEvLX8+8WO0ObwmHx69d4S4kMdMJwfEa5Gp9HH/99uj64K1ARmYhYqlkAtYfBmWVTYS68mPN6KPsRUJxNYfTC6E4/4DigH0rfldFz9HEoIhFY3iXRE4VRlOGVfSh3nDuB6IwH0vF1ZRTPHPKHC/W8tyfA9a8ON7KcfX+aB39V4sEpFhnppRacTrFITqMd0XWNgsmIG5wDKtGO8Az8go0Vs/cc9oJ6RRZnHoP7TalPIXuLirCkyUW4ybmHOYPZYOig20BtIN7BCqMo3gZPP1049sG1VtblPbv8R/beuP26oLXzZR+YT7Y1tPfi9zDsoXDnxrZU5ryi9UOk03ln9D3tV50+r+hszMPAvoQMywXZGu+fP+CX8Iz3IujtzjBHK6EG8B9xMwbtERyDVUSU7cnBSrYrl+QlHLTaMO4wlC9fXtguBaUgtWfIiYbBS3OKPEHZUS+YN1wXJneqvIfyhSrCtC/YXBHeYdsn5GLM+xqdblkY/aDIyhwF1ZXXXw+WnxyTDxw/O/LjlTIa2gY+nHEo2j4Hw9YKlkwzbRVuYPUdr/36rWX2J738j/4NnGAj//N/uvJv/+KZksiPScDPltDb0HjAz+7VbT4OIqRkWJCjNU6k6Sd2GQ+0Shju2AS88Pw8eJ3KfoO7luQuCH2GhMwNTKP4E7ew+/Uzxc6D1wD04mEdm/Nw10QpLJ9ZhBKRKLE+NDpwV3/MSuUcnhjgoTF/+CK6UsPmDGciJb0KBHzG/P1Qp83oSpxgUiOenh4xTti7M2ZAle4x9ijMGJdIEhczVyA22nBDFAk54pzEJtzDkXBR4U7418sM+PmQjO8Vo1rc1xMHkvkVAxxhSvgrLBqKgZNUh6Q7nGVaoMQp28m4XcLZ8luxsX/qq2hwNGxmmJAWxASZofnf72FlHgvwNF1L3wrJgB5XeujVkogWhWxjDf8NJ4qMvL9VMhosoWc8BxVyIi6BouqseM2CzgwehrlZGLggMkL3b55zdfJ95JwfTbOgkbN+zTHFTHnjeSeSU+A8xnmTEoRXzq4e4C3u90SKnCDjPUCLLApCBhvr0chETPf8LyWQ/+oPdcobi/+8z6kO0wh3qla4+gwezabUGe6tlmPCx7xMkgBujW5HcCc8uTvuQTVw55DJGMo85Y4YHqlp+BCknD6s8f0HcfLN+OnkVpz3zb5hTPQvyA7jl/wv/37wP/73UYmaFmpdsfICuyJlBMQoH+jeAaE2Yfb1MTMaqjCvVLtgFGaD9lQxm5i/YJ9+RcpvmVqQ2XPuYYx5UJcSRC9fWMpkXw2/hWVwPQp1MYY5hUpbLtz3z6zzJzj+kT6Ep/Yjg1+5/99/S/03v+Wnv3yHsfOyd7wqpURCGH2yzYPBHS2VY/8btG8oik6Y3ZHqFBaOekPbQtMnDjuYYtFparrKWUc6DOmIPDOOSW0TG78gcmGWDVWhqTMHrPrEoZPbVVlqAYsip4rA/hKEsF/vPP15qEjj+1T6EOqLU38o3KaBfqbvTisXcvem6UqflX5YyL1UGGJoDUKYz5XRdvr9QMpKqYb5gsuOORyys86N1883Lh+yK1Bn/PqB9d2OL/eUyP0F3X5GtIEWxnFgq7LUjWnfryCILe2tCIC34uCvPw2GwaIZkuManYcGc3814ThlO3lcFjRyVwb4EgdqMbAStjdKKIIUIEOOxMJmWEpBP0yuX4TPX4RtCOviLAVcQpXQZx7WEhkDpUThaB4dV+zZMTtmEFImtbScNTpBVDSbMcecGu5mEhv76IBmqFDuS+rB2A+Tokz+9BibDHHajA3QfbJJRaszvYZ8VaJDPzckMWdEvjLe43UXFw4Jj4azzb4nouAlC4M8TPqIzy4aXe0wHhas1Qkyo0eyIvHRQ0mBcODMR9GWfg1pO+2WscAKxgyJaZmBKqT226QgTKY7+lglMUYKJ8Vvc7D/lNd2Md4/Cz//Gh4NRXLk418pMTyGPlETaXql5JpOXf7ZKZ9PgcxCf8jQviLQGewzkIQSlQNSypvSIAu86KwNNY1DPdGBqXk4m1M0Dvs+Ax1wP3MF3sx9EkJ6FAKxzsMP5lxXTgaDAVJitl4dINi6moUAZ2HyIEXysEo+kYNwZYzi1pIGEG93JBQPeEFqIhFfeTDAeY9muJOexEaJ5vCe3fjNFDngsipNBgXNtPM4sM2CsL7fgkdTl0ArbcZMZOjg1QMh6x6+BBHVHpMVXx27cxKCgLAK90SVOYdLeo6Y4mP9QcDVH13/v1b4v/+H3zF5z7AwwFATdH9PkY+otFh0HGmPWGN+rJdHhVaG0vsN9Y+s6zPowehKLR9YrLL6bwMOtB6zmKmMHr/DLX7/9KiOVCvX6y/s18HsneMIluh97AwXhqx8OT7x+193elvhR3j6Nx85furY7crnXxdU3ieXYQUv4QgoFUpjqT8wxo6V3+DrE6O9Y27vmJcVbe/QdUfVkALOAWyoryG/GxrmH7aBbSz1I4hRa8O9YVwQ/UA5nRy74vLKbTf2/Y5UeHk9OOYa960oo1bwjWNksmRbMge70LSySySShQfBghZwHxRdaAvYHGgZ8WffMSMdtCruC4ixlAVta0TDDtC6Z7f2jmX5wPUX+OG9U2dFesGuDVk/cbcX+qiorEy7UeoaEHVuLmLGZ37gwdj9DteZAfiHLgRxBRnJH5tYbLURaLJ46J0rShWlqaYDXsLuJkyTmFcS/u5m/hgdROiOhcwzmb9GdKxPzzEOuB/homdYdL2EeU9RAOHwYMufD/p0Dz2z5HutYG0mohCtolh0O548hKlGt5BGdj/7pthgOicRLzaZIlHQni5/Yo5OzUQ3gIrrmXMPp0riJGk9/pnE5l6cWoI4Vc1pAjqd4Zm655lWZzFTRYI7gDvDCLb8CHQQS5a3CKNNtDg75JjE8Bm6b7NwNWxYksZiLht9M7SEY7vOkNYmByS+x07LtTJNHvf7lIT697MhCEm0GK0IS0L6S4tD6lTBCGE9ajZTshzjp0Cu4igIUt2Mmf3JPMMfBLsTQbIzyU8ESqIm8DiwIff2fB44x1P5/JesMTy7+OFfz/ALf3x9fdieCYSBOJHmOsR7lxmjAD/C3Evk8fu+HjnE7/T8vKk+OLkO1CyiwkGxcEoecwQiCh6/0yzcK+UsXgRmGrd5Fs7n7woEJfIkHOfokZB6PQaHaYzgyzkejHU2pnEcgzEnhzrHefCbcLcwCrtPfRRYxWCWt88tJVRBPuI5KomgRX6C5ohFEn3I9/yvLQjOL/4/3+4c/ULbLhHh2DuLVJz4MJBmOhJRnHMok18eRJHqr6ztA9RfOManuIF+ox837PYLR/9HRA3zjssOesPlhujBmFfcC2M4xzGSQLQjIxQPIsq0nSmTYwrUJ+q7wp+/r0hfEL/w/vlH/uv/7r/lOr6w/8Pf8/nXICeWsuY8rKLLksSlnaLv0PkJ6ZNqsVFgn4MNTcvdMdz4RAIFqV7DN34E7WPMO0e/osWY05mj0v3Gff5jfIGzY75zv+8c+okijeGN7b1g9R/ovWNmrN7ovzv48OMPaC10i6S+7o7OiFbG3oOvFPlATFIX5vGe0ddIyPN7fK7q4IVhO2MY2BK54VMw0YyprVhfURUO+8TRr3y4PHMtg+Oy09eduYHrO0QvmAg2FedO0SU++xiUUigO/9O/+zvKP3EY/5e63jgEf/gQaNbJ/+7vj2D5WzDQp5AVtuR8PolGFnKnKSGpO0NIhgPqKZNSDg9wMiYHQS6cRRNlSBpTcZ6eHKZwveVGHUuKUqKOHy7Z9cHIcB/4f5l7l17LsuS+7xex1t7nnPvIrEc/KIo0RVieGPbQM38Kfy7DE80MGPBEA8OWBzYH9oCAYXkiGxQhUSZIwmo2H/2s6qrMvPees/dea0V4ELHPudXqrqYEsKt3oVBZmTfPYz/WivjH/0EyvWNzDK14QOGjwChOGeAjYpHFg9wkJTDSknP4Sqzik1lGEUu8eY47qlvYF1sJaFZj7DUpVynk0BFGNhZnd2h0c6FzTi99jZHJnNItenTy4RIouIbP/EhE0HGKjNDK94DAm0cRYFhC4vHM+5DwFvFAgDxHF4VX2myPkc9gt571NDKKe2GIRXiYR3ESgo302ZOApDUX2CCFfXP3sRbwFjLQY4G7E9wdw8lxVmJcl5smOXIde8SvRBefPH1Ule5bEGgl0J0sFW6vQRLgRK6mSHDbEwJqiY0zNvAk5e1duQwqll4Vcb5VMwPGwkgJYgMLRDhlr74XJglxE6Nad6Hs/gMaBYq6JWQ/ohCWbJ33z2qRi7NviFE85ZhDPb0K8n4Rw6Xje0EhDSf8DEyuYFqcl8AJoznAryFOtpMo8+hpfLZ1eO7G2aOFXN3YCKXA0oXVwkTrbLC4stjgYoPVhG6hSlgJt0hRYe570uGaHI2QwJvvs5AdSUwVhll4iWgQTe1rRl9fWxDsF3fg/NWzMuemXyfH5IkqC4dawFaKF8bYGLrE3KXcIbIhvrLZhODpmDUxCHte62eWc0fkLU02lIERun3rRl8NVmW7LKzyQmsLW39ijJnWn7lkVTZPBw5VENnodsEc3l0GkwwYB9ax0fWB7/7uJ6z6nvPfvqPwALVRDkrjDDilxKkc1mE64NWhRiSK1weaLyxDcA70vqRh0aCPFdPGMj7EzTsatQ3a2ljbRueM1WdsCGqKjRZklbFSpHEYBxSjakHHRpGPsC26+d4EPXVetDGa4bKE18BstC7J6l7WyYhFAAAgAElEQVQR74FsjBLGMvUFnXf53BHtldHDfVHLCe2DKoOHeUbkHvcZm06IdsyfaLZS5sE4n2jHd7FfuFF65SCK1UybS5/uwh14w3qheMgtNw782Q9fvu4W+zUc2Zm8Kkpi+wvd+h/+5UoRSZJQEPEmS+27KcUk0ssk2OpFgjwkPTpty41biZyA6yYsMZIRD9tjTR+ALtHVlgmmA1h31tVZLQ1DPJwLbdwkgYJRJAheAV0HorBLtEw8zIIANBCOUOzpdVMTjSCXSTW+h0s68cUMd5fwXeFSSGJhzDnnnC/vM0ixMOzxxFrF0svewmK4lJh7i0BLBnQvfn2/fXYcLOjgUmTmC6NAV0eKpaFWoLKDJAwOMqgpRxXpxrLLq5woApIrFk527hGIhOU1Co6Cib4aB0Vxa2OHWfeCJtP0voaM9fd93B8HtQ60jquzaPiidOqcnbEPhIlSM7Lb/UqA07KjBJ7nKmD88B2QHA3I1UkwbYtw71dk5FYMQDjlBMcjUJq4ICHVG6829UTQICx1r9do91OwRCpuxfs+0giUtKBDEBmZKpjX3IIQe+UgaBJq5TYcTKznRliEHH3t/2+5iROfwQTxnKJricj467w/ZDvXz50mRldWf6IUkp+LLKSaBMq3mPLcBi/dWYZyMTgjXJqzmrAobD6y4Qvr9NUtjP1SgWRigYbtFtbpSBtxy0aRkmTLQI33sYwRa8XIq2Gvr+PPHb9yZBBxl4P/689+yLZVhgJFr+QlkYIwgVdqLYi01OobfWkhRyRJLSOIPrMU6APthVru4f4AOL1ntYeFFrkb1cH7Cq0gzNho9J48AxmxGOsEHjfSaI7XifntAekL/WfvmU1Z147NBz79jz5iyGf8+N98jyKPnE4zyh2jw/FwT/OwbBWpuMe8vvdMBiSqRnenlpqIiKNlunJFRk8YTyfmaeJAwX1maYVSDiglSDW+orYxacHHYNLKcayI3HP0icNHjyzLwtMXT5weT9QaLNSJI+JnvHXGZcNroUlDj4rUM7XcZwgIgXD4IXO6K9bnmK3ZiapO1RL5Br4xlwX6E0MVrwfEC7NVJtHo0IZiQ9OjoXFQZ0zOLIMxQEuj9TU3shNmzsrMOz/Srx7lv/7Ds1u/ba5f/e9l7F17dIazhx++E1Dl4mHugjmHNPkIT/5gZbsHvBe+ONEJ74xekdy8RhKrMrhHCNLc4RSKgXURWgtIf/Nd3RPQ8IHgJODRPRWJB7vv44QRDO/0KWMUCXhRs6AYwS1QL6iPCB7L8YU7AVFanAPTJF5ddd5kdHFA6MXSrdAcBrThlB78AyzmxjusL9VgynlvqjFCNx+jFtFIXhtuIadjUIhCrAvpYGigkeYo104oiqKWxVeoPwLaNd9tWmNAEMVTyLT2Ec7qTjOuFtKdIEVLXvPwmiCIiPnanZSX/rtI96/tuJuUqhHE1btweZ5pW6JJPYpbFaHUQHqS0ZHFF1diahxynevDRN91/lkome2IF7nZ3T6HXJ+nXe8er+uWnAInTbCSjxAvHNdeg9cQUHaMggRSmnrbrOE2vtsJgSK7rC5eD5GvGOyIQJ2i+3ffn0X7yrqz5yTsa7UISYK8df/XCOZ9bMGOVEzkCwd0n+dbRajS8zPG53SPomD/XgiMYfSmnBucm3Pu0Lpw3pxl3K6XmUdwlRvDbkXMXuZcXR3TlnmXUeZ0IK+3RrqnFVb3vd7KCVH8/C87/k4jA7zwp1++MMY9UjcYK0hlSOWSPsum+eBbMrQ3o9QjW7LsBxfK6cA0FWgLz++/hPOGTJVLP9OagVeKH2KeyRFc6WO9mris2wXVI23b8BKQoawr7cML22VhWVZMFp6enpDTkfGm4tOFL/76c/r2gjJD+Zjf/k9/D5EXfvhHP+Ty7sjdXWWqM2PE+GPWmbEGLBNDzEatpMtVZJAXqZEoaFOQsewENlG1gnU26TRWzhYxr4WO2kzrT9nRlxCxaTjabe2FoReEhaZnlMZpnnm4qwxRWlspRdEerOCqdxRgtMEsBV/ANsPHytYvtA4yKp0nmhltDGrtzCr4+hSKEDO8d8x7zs8qtRSqV+bpDlOhygIyOMzCQQTxDXVnrBdq3zA6Whe8G8hEnStdHO3GH/7ZhtuGJtj7TR073Cevfu3sMLPzz3+wUFU4FZA05TH3dEd3VsuH3x1MI1+mwNLCZtU87pVmmhtPOpXtkcIa4wNPCVbJze00GW/ulLUPzpcYEwwLSZGW8GcfKAd1qsTIosceGaMDgS5hJYwXGhFgZWpBIJpCPkkPGV53xVzDxU4HHckAHLmmJXZXdISjmlooBbTlQqkeqgrJhEERrETT0CSKoM2FxcKEaO3Bko6GIFL6bMRC2Yex+iDCYHIWmx1jwa+qlZaF1lacMhk6aVoSB4pgEgimUdhMaUk628N6xIOMqCKglgFM0fkF1S7fewhjlCv07JKFmEkiEnarIr+BY56NWmFrzrLBOgYvl8LlIiwXjeuHYT1Y/IJTNLI3hscIRtSuXIC9cEXGtas19pFObo8iaYeeKXkarzmXwE4QwgLd9pI7S819Uze5wenm+cCFu2ERDUMrjRFbjJf9atddrlHghK1yFjdyLQRyJIbACOSqJSfCyj5mevWsJyphScgmu+aikSQaL16ufAOzIAsaltyDcUWi4vwZ4jXRtzDmK2ldjoYdtGh8nyGGYzQz+oBlDLYREtBtKM3S5NjjfDV31p7NRZJv1TVzSxLBG1C8xPkT0jAsCJyIozmOq15CmTJyrdq5T7/k+JUjgyBSGN2NP363xonRitOyy4UNAy8hObKYV5VCVqA55xlTzPTkPctyoR4OSDUucsYkZtxBKOyBFLCCNMycrV8ClreV1s6IbeFhsC201lmWBZipNSwdRYSxGqs5+uaOt29m7Hllfdmw1XhZZt5+emKeV774t3/N5UVxGtvq1xtunmcgIKtaa+p0Bahc2sbAOfdz6NHFGNaC1atrGHeMJOZsC6tEEdXGB5Qjs8zIiEDVtt0kICrhK4ArYx30S2e6n9h8Y6qP+UMVHcqhV6Q6c1GqjLg5phlqYdYj89QYtYE06hTvoaps64iqdvb0/K6YbeF1XgYmFewBZMXMmA9G7xoIifdM2yscjsLhENkH3o94DWlR0ZAAnefKv/yr9+DjFVj/6z++yh34xQ/C//5vNyaJJLAiwba3nZzXoXpA5sEVCdc8FfARnX2K86J2zH0jPPw9FzxAjamUyA3wmE83gKlzOlXchL5lquLY59Xx2ptFml8NlJKd2wDZNQSYFiTAXWaGsI2YU9q+sJsmLAo+KmLxmXeTIPeYwXfIubEwS2HsG4mHGmB30JJED3KiykYgLS7COpRtJOs5z73nwmdmOxMt1Q3RKQaTXNiZ8ZfsLDcJrkAMFcncgTgn0w5xa6AIllyN1eKeFYjCgIhUln3erOEyufM3IuEw2N4rfs15GERHVVD0FWHt131cWsrJQtwPkOttzU3XcausqedTCZ3/buOrGiZYWkJHf920PTrrWXaDHvL34+/tTa4TpG6IAtj2P5P0mPB9jMF1VKAaun1/1S2/7k6vw7wr9B9P641gmM6GzvVuJ7t3fGfSR1scKgIHjxHDv3Pka9/gDssNNz73LsV7vVYFUpDn6hW0eNsXx3XkdS1o5NVb7N/Fa9gW72hDSR5OG+HXgafF8E7m3KOb43yJvz4JztXcyOzqcKrpV+LcEJdSBUqnFEO1UPNe/w8eGURUZDzQSucP//xHVPmIRadwDdSZ4lBEGdLj4SnK8EEfTusRjerdmacZtXu25cIsD5RTZWWmzCdgw6ux2DOLbZhN2OqM8cLmLxymiTqg6kTbJFIUN2ftK9tY2JrhbWBbx/zI/HBPE6PZoJtxnjr3bWP90Y95ev+ey7Zy/+mnlDdPnA4rl7/4jPY0RUGxV7DTPVpOLMTi5VSKnDA5IEDbGmV6ZGDIOHKsMwc94X7i3DubN3qHu/mRauFWNx9mKIcopPTAXB7ZXNlWpZSJUu5j45UNE2jrRNcwiFF5ifm1brRSWZ43DocK9Ynma+RKSE+YbGAjANi7eQoP97rFzaeNecrITL2DGcqsSC1In6AJUj8wRgsyihyZathinsqnMZ+qK8MOLJfGoQqTnzhYZDwUOlIGl/aQml/5RguC18fPKw12+c3mUGanZbdCdjbDnVnjAQvYPrW9qetXM4YZm4c3QBuhEYYwFmqeUa/uSHZwokrLTR4co1LnsNfdVqeNEkRNg82CPFolCpCOMMQTgSBw/nELeBE0In492PNdQp43cmMLIxULBr3FwtCLX6OOg5Jj0fGFMw+bG51IeHQnAr4Q5owGtgAg6DiTxzmZcFwt/R0i1VBFI5Jbw95pAOaas85YzD3RFQfWIegweoql3IJb4WknXC04EMPlqhvfE/ss4eq9WFIJxGTOIgIhCi/P5EQs2fKBJpT0ZCgO8+4rLZ54wjdzPL+vPH2YOFRjKoPT5JnQ2EPaqnHtqmhG4+4kSg1LX/FMulRu1r9hvVRF06MiiaqlfEVi6bsA3zPXIvktKgpSgt+ir5AE2/evKPrUo+gsDlGu7eizXjfXPMVXSD7fkP2bQCBjioNFk3HLVgiin4y96Ij31FfkRN1b9+t7F0Ty3htRxQ/p7BbWEIXryCLDMUhTot2CLDZ/v1IzbuTFrB+cDEHKzTyfeSX4Vz2D41QDtRt7mNoetkTGqXg4L8ZA7XadZD9XnuSKJI5CcBxEnElKmoDZXkfi/svv41/JIYhwnqiSvny/8dPnE9N4ofiM+AUtGY4yXRh2IeROEyYlJYMH1i5gC+PDD1D7fbaHIy6w2cBGxccdbQ3VgnOh+3POBg8Um7P6M3xs+KVjVHoH7IDbjBRj2zJueLuwvJwTVnQu54XzefBhHeix8EmdOXy48NMfPDPNv4fOR87tJ7z78Y+wkdNJD4gIMVQr83xCZEJKx/szQkF1wrxnAWGYNbqtDNsYbaKUCrqy2FOcCz/eKmd/wN05by+IderUMets2xm3CRlvWc6FwWeIhCwSe8PoFbOeMaYNjor6J6kyCFpbJDFmaNIYvPTwnbd6YlTF/VPOCyCFPlZ6F9xmRq+IWEgqpcb3nk7M04FhJ5pNrP4ubaxBa2eej3i/w6bOe3uJQogD4/wx/9Mff843bu3GV4uA12hBYlcIsRht55AOioVzQZEdlhQ0O6Ig9wT8r+LUiTDLkuieikLtiluJDXfExhvjgiBvuTuU8DffC4xDcR5OYB2WM2m5F8tclVhk2whI1FJa569IczYCFm77AjZCKhdQaszSi5I5DbAOjw1ew8p0mLP2gPmDKb4nLsYqPdtNbTHQ8BogLFvEBPXB5KnKEAEKxcPxPuorZ0hEF7vF3D8Um7FIDamYh8umJmJQLMhQIalMnsAI4mLzQCWDHSHXjWp3agxPd1BKML1zUd1d5dTjtboL3UMSZ9opMhgSRYsKHDS6v6pBTJz/birtv5djXYV1dbzDfYXTVJK4uasp4py6xWY4Xm2skRpsuRXlOZPYd0iiGoCWW1jRTp7bvf7jcbDspDVeVAa+h1M7Vye8PaUwCoTYnCx3xNe2uSJp6iMe3LE0OtoLgOL5jEpNn4D47C4x8rl2527sCgexHfnY/xsbpNkARhYJiQZ4jA4gUL9KjFXk1bqlaT50GxXE2qqJkF0ljfuzTawzIWmUKyKyN9c7/B822EH2FYkxWR+hIBsjEILdjdLTI0UZ+XkSCdCQRHPlPQAWMtpaNIuiKH6nUpiLU4tRZPul99mvHBm8PswH//Rf/y11PmClMGqNBajMeL+jlILxwqEIxRXXhpROOTYuXwrj7oFL+R6X8zu21uhM2DgzLNL6lBOjzViveB10WUDKdSPsbeU4jrz95I5Oo1fj3L6kb46NF16e32N+QT2cEus0Q5Xojk8zh29/xOUenu83uO+M9gUHMX7rzZH79o7zX30fXd8g84zVCvVIlSkeggm8VI6nO8Sc4gMdU86SLrkzGNuycTg6xWfgLhutDqpclqdwcBtr6IRLA90QHVH9+cDHBtZQ3zjNb4NEORpWz3gJFKaIMHpjsyOtP4MsYR2LM03hDLltSxhf6DEsZlfl4IbNz2xjIHULP3gOjNHinPkBG8pl2/BmPJ+B03N0wyIg9wwtjCFsrbC1ipeBtsIR4dTuGX9TOVvhL3/WrzfqN33c7mK//t+tBwni2X/9Lz5ExKlBG9F1HiHhd6W7sJmwekiszIWpxAO0LkHOo4Y97shNMMhomt28Yj319SMWjbVHQEkXgyrcH4StGc8vHqZTagFdX0uZPbLWUQ/3v26eFr/R2Y78d+3pOWAeLnZbmNf0LTbQg8Z8drevDemdZXcXNso1F3mLl2F3JIyNNQolFeMgCb97+CqIjySoWXQ9/cbWNkvi4QjypIWpA4OOSKGb0UzYepI7vQTcLwYatdKwUAyQ6MQYueB6IBOx9aW/QzLnzZOIKIAFG13kNgpRrzQqKpHkGMqN2PyODocpExW/oWM1o6jzUIWHSSgZxrVvOEJumNcuMDYScZjSf85HqFrIWGJGkMF7z67TdzrrzeLXLLviQXICksiWHa9QQ+NuRqeBl0j9HDFIS/vMKxpXvVA8zI3KHqbBDYYPBKOgI5CgXTmyfy/NaxtbU/p3yO0Jsb3T132EQHbVoSOBgOz39wz5IWE7bA57OqA7kmiflnivPd1wH4LptXGI4iCGNIlIqF6TBq1nE0E08rZNjO5IdeocwX4yAV4ZrdC3Qpr0Xl8zSpdQfohH8NpuIOV2W9OiyEtSc37OmuMxI0bgUn/5tv+1ToU/fxjO3/zkA91+G+GJIsLSejDu6VS5B7tPKUcEo2CD+cW4+/jIczdE73AmvL/DRmFrA5kUYQvTlQp9CLbFzHWwIQxK6Ww/22hSmcqFSQ9gG8MW5nkCClVnEKXUcMqTHIqNXjmWR3wOY5jHeTD5FDroTVjPC3V+y+kM8v5z2pcVf7zDH0GL0tcenuG9UWziOFe8r+FxP5xmFS33tDEQGeEVL88UPYUCQjrb1lAOrNsF0Sl0uDqF/nUEDCUaVfLonb69cLif8Vz42zYiUrhMsA7mtyfWbY0bQYRaY5MWPaDFcOvB/s+2yKThVqPjFMXaBS0zTd4hWrB+hHpB/EDniEtjvSzMjwKs9BEWy1sbqE40u8RDoEadXtjefQf/cuPwqfMHf/UZXUlW1jd77OmGt+M6yctRWDxIP1xioSziaZWdy4HvLPyQsomVTAa0ILBNji0REjVqSrzMg02Pg0UGgBPFQoyEbkaj++JcGOhRuTPhssL5Be7fCKtASch95LyweDgSHogkVXHCXElTRkX85ppFopQoUrrFQqEa/Roez1rJ7r5kgFdLJ78hsV737KxD1z0wC6MwkZg99yRLqYTbXyM7Ow+ehOIsFkv2JDmSydGFe0DzqpVG2L6OBloGRSM+2eDK68AjgEnLYJhSMFoyuxVBrKBmNA3SpXiMbopG4JNJlAvhHhljHCW+9+Q9bKARFgt4vWYNuYx4nW/scEEmi/mzKcsayqfIpdgLomD+75MNJTgDNlpuXL7/LmY9SZeeXIoo+NyUsqcWBiBGcQdVfFgqbDw7dwhzCQ3Cok0JZ8eaxAg43HaioQi7JBFt+CgU13BOTZQtum3DCuk78POdf76m9fzMWQxpkn4FioeRse//eDxtVxMt9xsfQwJF8LSoRiLPND5Hvr8FAXKMHt/BLJGGEiVjfreekcyRWJrvlf9TAt9nbDu3RTKXJMyGOorVDUaNkmcAk3MLYXLwiqVVskpkbJDtgnmsEbZ/31xe3CMiGbs5LX5N+vHXFwQ/L9kI/5KZ8/LIsb6/ytDCWOLAGCsiPSM5O4WJ1hrl4Vucx5eYn4KlLgVblUlOUN+xNhCZ4gLUBdcaMik5YP4exsTThyfggdMnBxob2IQtUMuRZRRmFUQLKi/07S1aVrRETG1n4Xx+x5GJw+GA1yN9FKZJWdvG4eFbrAwu1aEM+rZxt30BPzph373jMJ3QIjQu9GVjbRGEMsaWJMCOtw2xnmTEmI+6XOg2sH7HVB+x0TF/T9hTHNjW6PhnvcP8TJU3sajLhrcKtaA6gzjdGqUU0BmWD/SPBVkFkQNGp48NqtCsUQZM9ZCDvHhwOwtSLhSbKPMMfiGDaoEJrZ3hE1rPHLph/cDb9Q7evgebOd0p27oBM27OYTtiPdIq1+dPKOUF/Qedl8n4479d0ZEWst/wcbNU4Sv/TSDvK5/x//zhxn/523NseBKxu93jNYaH6iAsfzPmKB9M0dgki4BOjm+FlotKLwH9Dw8OgLJL5GIRlbQmFglnvHIX8HxbhOUFTneOaeTei8bfHxQmj04d2RncAe/vMbOSMHI4HIcTYR2Klx5zfCs4gyOEl4A6E8FtkEFsfupQoiOvRLGzIMjI7pqwaZVR6D4iHdLC02FIbNj1OpiJDmoQr5fxDtGxZrcHRLpekUADLCauOSwNVAaLmbbJNZQKC7WBqzJjtGCJ4Qibpo99evNvI/umlBl2hMmTKCdRfG8jRgpaE4r3SHfUrzF0+fs+zKKxeRmGunHpkl2kX8mAu8F2+PArZTIejhF1PMwwK1dpZjD9A4FxsUyALFd+QShnJLkeSUyUeB4qMQ0sRloL712+43mX3yyCszt3R1xirOEgDfauu3iQ50buMZXd3Cjn4fvISEDomNUk9QnsEsdM39ShjDKou9RZ8g0t3BxV97lRoD/BddgVLg57BHZ8oRgFstuPSzYQFWNkPPpOttQcIcSYECIxs5gnAVexlvcrgerVCpLmX13j+TA6YhkWZuEToegVcfN9PKFRzHmuR+EQvI82MpVEQ83DXotlIVC+ZjDwK4diVyhHwp/JyoV/9q++z9ENK0m2KI3N1zCeEEfGhNRHXBqMic0W2qiInSNRC6H3C6BsfQaU1i/x87Yh1tK85wXrBfcNXx44HCorZ1zmuDkKDC94vzBM2TZlLCeGLWi9R+qRtRlKpToMX1lZMDM2X7mcwwL1chEOD0dO35ownHYZjOkt475xev+Ol89/Bi0y7udpZozBui7YmLhcVjbf6NopJea0fYsH1YbifcbGSu9n2lhxP8IobL2xa9ptxJy/ycC1UXXi+HDEvGby3oRO95QyoeuGT4VhRi8DJsV9RTlQdXCshToNKIOhLwzZsLEwYxz9HvNjeMDzBraKtjtMjc07zkLv0Mvg1O/QB8fXmfbhkfOP7lh+MGHvV+Sp4huINpigfvcJ+9RYWOntE5ZuvxHFANyKAEV3cjyQsDX74xOd5B98f6N7SPdGbnYDZR1B5FMP+Y77oO+bsBEBOj02EfEI9hHbF5kMsSLkfd2gexIMJRaPqiEJFA9/goc74e4otEV4flKWLeDeNgIB8J6f3wMuHAluiml4Hlh01MqeUSD0Lpga6ERQhC2KQYkkP/VwReseAS89mwHjlV5fUlsut9ECZlFwaGqwiWwRG2Txkt895YDFybGCUF0CPVFnNaW1JBtqEBl3EyEdkZoYaggHiZTHWUbkKEjM9yO4VzMKNnxKJE13RCKXIrpTKBbmPBOkU91elziteVzzESMNS0Ke7q30N3AMg2U45ws8XZR1RFdsEqOSKiWak9x8pgqn2fjowfj2m86buxIufS4BKec4RDM+1+zV3N0SyXKPTSk7y+CUxAgBuPoN7JCEJ1pwNf7xG9Ew/kJcd8mRbqAJO8IRRD2XcX39/djTJyNuOeS4Mf6/RfmqvSKEW7nN83dS8zW5M4PHNMYVnvHj+QHZ1XKROGpXYkRYE+c9zys1TPqKxHfz/WuGdFY8jbjiZ80CPZwLzMWYdsGIOLU4kxpT1VQiaYzTvIbygMQJzHI8lGoS9syO/Vzl98jvqjnOec2BuMIHv+D4lSOD1yfWcGQI/+pvP+Ov/5N/xLc+ajSEPpQpIXVxYZ2Muj7TVqXeHxi2oSoMfYwgiQLb+YR88jPMB3UKmKfIMcGogEhaEyrK+tmGniae7hteT0zDmQgvBBix8baGscJRcT9xuVzQEvBV6wt+rtw/TKhMYSU8HO0vbCvcPxrrcsJn+PY/+BZf8D3O73/KpL8Nv6OMn/4l/rN75AEuuiBV0H7EamM6zDRbESlM8x3L04IrlDFidIEHJO+Clog4jtlpLEKuF3wcMCmoKMu68vzlE996uKdMDTjQWkOmFR8Vuxyp3z1gLylwlwUrd1AcGUfMl4Cr+8RUDjgXaqmoSwYcbRS7Z90GduwxlSpH5tEYDKocWX7oPK8L3C3Md8r8+FnkZ+gdVSPgZPGGDqX6HV2iEJzXE//tv/7p7UF8de98U8cOlAZX4FYg7McVcpR46P7ki41//LbSHCR94AP2jI6ne0B0YrBlFLGWmFv3TZBJqOpIz0U1Ik2ucHsbwlQsJ7WxINuIhWN4kA1NYLqPqOP3F2gfHJ2E+RiLdXUwjRATcQm3Atera6Am3DuSyLQTG9WBYQlz6k1SF3tEbID7ziiBaqRvEBCGP5LkPKQk2ztIiSYhD4zuxDIfIhbFkjCzR9YOO1DfSU7BiCKKmqoBy8WadFmTgGWdgKHRkIh2EaQExG8eATuD4B6EADnIaFZi7CEGM9mlSrgQ9JHoi8f4a5gkKmFhSCVwGc5dcbBvjlRYaqzFS/ebzM87x0k4qiFd2EqMdR5Og3mCw2x8621sZO+Xjct6iKCnvIcDSs/u+9XDMWQklH7b7PegKAgXPfU0jHK/cjbwcpu/XzNNXp+zGOVUr0An2O5BrL1OyNMy/LZkhA2zZxGpqqDx9LBLBf1WWAwP0mtJp56vrEGShfMrWeM+pgjfgZSuclMgYYGSFA0f3WnEWlH2mdv10+8bv8XojVA2aBZbbTOwyqSZQVEVaTEOkBJjsE3D/6Oq0qyH62zZs0Mk3ycRuFQviDo+ShTDHobsr9MMrymVKRMVf31u/93j3/8OFzCM/+3/XXEZTITKECYAACAASURBVHaE9sRwmOZHRB6pW2e8KHKcwmJSNOGMF7x9QPoL03SIVDQvWK9cxso2nrBh9E3QMSHliaef/Jh1bJSHysRbDjYw/5JtrLysL/RhVOkMecZKp7fCun1AvSFTDSmKwPGjmOGu24bYmULHRSmnwiIT833lWDpt3fjoH/4u88dv6OMzPv/ewse/9Y+p34X6vFCXO9QLdVasVi4djBmRQBZqnSh6RKb7NMFYUWk4S1panjCfKH6HMFCfUG0c1ZHtghjctQNWPWKKSw0zFo5QZ8bxPWMdjPoB54KPhVo63bbI0U4TJ/SJjfe4G5ehySpXCidWeeHiL0gfjH6BZgxvaJ85/+2F+/vB4fee0e/ObDM0mbAyUbRga6FpQJJSJjgtDO+4FZ7mE99/uklabizlb45ceH3XX/D+r8l6+8/8D3++EGLA3XBk7wcyCEVisxmanaXfXMl6BxlOHylT7MJoYTG9Dlh6YXaPwf9QhkUHK4SMrhToCek6Qj05D4+GVmFZYVuFsaVe3iw7h1gmGiEBNPY44ZgphnMfoHvYz77ER+IAGkTAi8FmGbZk0bW7EpkNxt534670JCI2T5OTlFfGzxprRoL3Ad5LuK+N6KSiwMg45CSqTZNRyz7xTQjanZoRsuIjGdNxf3eXGAuo4Dpw7VCi2AhYN+DuuPpJBssCfMPZRmxWwVQ3DjVuj9GVPsKR8CDKVBoqziQehNJvEPbamezD9vQ9TapIIh5lcNTBR4+N73668dGdcZiczZyXVrhshWnaeDjCEc1NIefzrzV/AB7kwZwR5+RRIBMTZZ+hs2+0BnsKYcr7bsgysdFmp109eARXieJ1d4rruWcpXAOD2AmAYTi0o1nsnX8eJhpVU1EoURjafq7iBfLXI5109+9429CVRNlyDLUTDINHZNSRz2qwTlCHKsGREY9JV6nBSxCJ77KZs7UI60M6moFUjOAcWOL5UfDsNs8hozQzxoh7n7yHJdfSvWBxV1QMNFAye3VOPUci+3Ux41cKv35lQbAHQOyLetyM8Kc//RGfP38E+sJUH3AavSm9X3i+bJQ3bxjVWdgwa7h3bAtmaV8u+NGw9cJmTqeE295Ys2oceLnQ3wmFjzl+6xGTgcnn+HhgLp+AK6qFZivDK+41wnVaYxKltymDl/aH/57WXhhjIHJk9Ioea5I6BqPnYjcWXp5XPvrOx/hbheln/PjP3uHyyFJfOPSN2Y7h9Neh9w1hwq2wtQvd+zWZsZTKVE/glamc4ueGMOkRqxdUC8obRIR13SI50u4otSFzzC0v+ZoyhMtPV453b+Mzyx06K10Gg7tIudInqjSUI9buse2e1hq9NRqDjrO2Bn1woGJjwi1UHWO55/yTwvGxUh4Wih4owyPqejzEHFA2fN4QC+jZtLFuE5E+JvyzP34Pbf3KvfKboDKAX/Yg7PwCv/7MwPl8BdPQ/7uE7n7kv03gQ27EJtmJC7Ts7M+9sA1nda5wvXfBu3Po4JugTWAztMXi5sT7mXuQtyTgxWZCVeX0YNwfnbbC82KsTWkjFps+/Mqy72PXeu9q7xEbXHYGAaOnU6KCead3pVuGCBXHp6gaqieRS+TqM+DZgRQi8rjuiEHO92MNDTi6eRAWXzqcN8FGsPQFYYwI/PItoInuyjoKbUhsNum93al0D+KZE2OTPbK25NzbHCYLRnfNLqp5Ij4jPteeyFd3tEMk7YvzGoYegXPfi6oIuhle6MR7MMhR4DdzxOZgmNXrIo9HxPrmE8zGQZ2PHuHxNDgcjG3A5VJ4eoJ1M6apUKbMxFDhcIDTFHP1kgl6AYsnpraPEF49w+HW+mo/gNzcCbUMfOVh2+2Jyc9LSnevyqXX7+G3J3KvE3aDJEdyIx/RASc0LnthSCJhiWTvc4CdVHh7H66cBpArsVJvwFi+/21Uvn/PIfEc9BDEokUzBCsIuUXLtdCKawa9y5X/U0ts9WYeXg6yIzUkpyOKbt0LqfysYdO/S4KjECtyMyGSxEBHgCd4RlRzPZf7l/vV/f+v/ImvVFm3q0wT53/8o++h8xtaadQtUsjO/T13dyc2O0d33l5gHOg2RxXpjp2FrQ6qHRBWfDzTtx6zn/GMmrBsL4znR3qdMZ+o+ojbPUXOWIs0QRhRxUlDxbi8/wKZJkwmegdfW4wkykxbFu7uHmFyVlnxNlCEPjpmR/oW2dSHw8QslfMLfPyd7zI/PIB84Iu/+BHj9AmX+UtsPFFfHIpRROm2sYyNab7De0Vnx/XC4EzbLnHz2QktdzCHF5yKMtUJl2esbIg6zTvr+yemN9FVGUpRp7HhvTBr4/m5crkIWxPG1sI7YazYBkUmzB9otjGVlTpvTPWBqUKrxmIXpB6vc3LTjrQTyw8Wts+hfGvF3xRM73GvqHR6X3L2ODO6gWzh6z4mZoypndDpyLOe+NPPV9RvMqLfhGMfR/6iT+PX378lhDvOf/cnZ4r7lf28iSXMHQvZIZuiIBoa5gVPKZu7xQbqscm3EqE+XZ1NjaFEZDXRNfRLbHSakL55FCGSOufhBHP+6MyHgQ3h5cVZFmHeO7lX0Pp1Vjg0CWDh0181yIpGIGU+YuZveHT8BqMLtQdHoItnwTqYCLhcPfwJok2L0cMgYP6e52emBIHL0kCphV/7JZHCzWM2PwaUyVNHb9HVE/DomvzpIGd1Wn43NxijMLqz+KB5QMRLcgc2G4wRAHaMuGLBjLF5dJeR9CY5h3V6kuWqdA4aMjRxizmDx2bRhtBM8G8QIWh4MPfz8yM5S7aJQqdOzuODMBlIEQ5T4+HgTMWYq0WiqRmjQynG8QR3s1COQi1OncYr46KQ/sG+UZdrAWC2n7uQ8bmED0VwzPwXPPdRYO7QtYpfO/AdmJBXZL/iO2fBb5ux6VWw5CKQen7crp143CDB8bFXnIf9ktm1SNnn/olCyF6IRPES8oDde0evHIUskSJHhFAQdQsH3y4hcQ1irlwVHaM7o0cxW0pYB0c2jibish/xvFdXKrsyyvIuTfMsyefVQJNUOXmgYZIoRaAVMEkYfu3IwJV0mujB16EE/16yw/2QlKD89eeDP/qLwn/2+xM239G3n/BQfoch5yQPDZR7xrigPFKmjluFcaSMM4hHjny5o5QtSVnGVBrnd9A4c3oTngSLrXlZSkhmRsfHKS6TOC+jMd/d0foSPAH5jL5OlNMblvElxZXqMyITrI1yEC5nkNKBZwoz23aMGFdxXC7gJ+6+84DM8OGzn1HeHZC3v4+dnrGn99iPwN7ODB0RKVsKh+MMZoyM6Fx8RsVY2k/A7vHaET0icqCNCy6DRkj5xrnHTXA4YtY5zCeaVaoNlpcPzG8PaFsZstCtUFDcJroPqgp9m6Cc2YZSOaLngR/C0nJqTvGJ/lTpP32LroNSG14a00kxHUw0TCzkXDpjQ6nVcG9xg8qEjwNTPXDeOtaVctiorfFP/o8v0/Xtq/yBb/rYR+L7p3n96+vP7CzpXGtXc7xEFd6TlW7mu6T62i1jFrN8NyaXmGs7aBeoQUy0MSIgShPW3LuHtAkWsdDmbYVxCkJg95RuxVrMOjz8Wk7O4wH6Ci+LYw3KLEyTM2l8u4UOI+H9zFFXiFAjyxc0MB9ISX6DCMcRsLCpIa6UJqzi1CL5WRpQY76cssNo+MLDwFJuuZpTC1FEZHpoJTaydQMZkdUuJQqE3UvfSfFljl+iRItCTIrRhsLkzN1yYZSdFoeRFrAW8sLr0EqETke9MCwyHyaJDVN7IBslWeL7tTfzgGvzu8XWQZz/b7IisPQc8BupD9G4lmRjos75XKjTxN2d8fFDpOcdppmXbbAsM2PERjGZQ4kNrEkyXfL2jA3fUt4XReD1+ZHYoCUJmuKErM2h5HYSo3TNwChPUyFAalbhN5MuEYEOpXDtgHd3yt1jYeiORuRWaXadAAY5OMZvJUdkNdUM+3oULqMZGZyxx/HIK9UjRVBerVdG+Ic4HfWanzc2/bj3nCaZNOsQAVwT6p1qwb0xc3orQHhhmDk9PQJcwHsknu6jlwnFNNCx7gPxwrCRo3byjTL7QXoQnANaCM+DHDWGZ4Iyu4aPRo48/BXiYV+zNP+dOASv4RMgzSoEk8Yf/Pn3ufOBbJ8h5Y6lvqM1xWzCvWC+IsyoXhh+xrYz9dSiuR934fk/tnCfUqHYRN829DJx/OiEaWH4hPmE0xk0sEpRxTlTKrTeeDgeKCN6lrF1pvmOearUElGya//AWA1btzwhnWluqMysizBcebl8iCCtIkxzSHC8PjA9fsrDbz/SeufdD/8Mfzoh99/m+LawPr/HzKmzIhokx97PiL2F/oZZD3ibmes9VeZwUSsg2tBSKfVI0RmY8O2CzCEr03qg+QCfeP5iYbqvbMVBjcN8z6wH5jk2hFLS2UocaxuzNVQueI0RTHdhe/8Ry/93xD/7GSZf4N/6Ev+9M/ofG/6xM9oLlx8Lkx1C/mNhpiTSiBjrAlKZaipEijDVA13g//78Y576bbH8TSkG4BcjA3BDDl4ft8rZ+e//zQtFA0qcGFeyUZdgXkNKB80Tjne6xEPdDGIOGiS91YXLvqxqMO+LxCbaUZoKQwVZAAm5kg25hgApiXVndXM4Og8PsUZsZ2d5ieQ0N2G0UDJsPXY5IfT3ISvLfAUJDbaOOAkzTpmEw+yoVKw759VpW5IDHaCwWVorX2f0sTZ0GaHgkCQ/5Ud1DRdGMdAtyJDzDD4JU4nlvftt1qxkJ29y3Xyj29/99wVJtEU8iq+OhfOshheHe6ZFehgR4RUkrKEPEkXP6CNyF+Rm4TyupC29nj/b/8xCtz59c5xCdjlhKDBvd/UwobXKl8/CF0/KFxf4/H3l3XNl6wFjz3Pnfp6Yjxunk1AJr4htRLF5NZ2SnVOzw+vBBxivyHswMI3xkyXCEpR/UmTY01Y33AGF6Oj3DnVXIuxJgcC18IjwoZifu98UBCUh9bEj/cT9Zex2218dbXjyYFQr7mFDfn1/C4vgbp6NpV03QUHAS8LtqQLaOT0eJavvaIKEc2kkwYLbwLrQuuO9MraafBlPnks8F+EKbrfP4ynnd8dHFjsk8qaBZoRyUOI8W6CJIlkcOLze4TUDltw90AaJ0YYGnPSV8ckvOv6DEILr4fBy2fjeF3f81r0xT5Ke5RttRDJZKZXRBzpOHN25tJXxYDFHLSP6B1da72GzKivozNpa2kjeYXyIjsE1zUxCu99txUZDZWJdz4xSKNuGcGIshUlm2hrEILTStw/I5Ii8CUKWDVw2Sm20HrBXa1vonesRSkUIMlYtb6gffY69+5jzF99nXj/hpS68efPIyxm8TqzuKI1mlXlXSoyCTrs1cABOvU/xEIw9qnPCesPNmO6OYYChB3of8K4xV0emA1KE4Y0xYh4Vcs2oKrUao1W0VJTKJsY4wPbjgv34kfnwgdM/VPwxAnXD2vRIlyN62rj/Xad9Lqw/OtAnQ+8PLKeF2e/Y6V7NeygdxsTgwMQzcxH+5z/5nGrbb4IP0S84vooJxMTNX23+ci0aXnsW/M2HIJKJhNe/O3E/jlAciHYYGlG9BIRqHjGoQ6CPwqzJAjYQM6xoEO3wq7srgHmhSQj8DlvIeYsEUqBSkv4XdshdHFdhmmB+gJfLoI/C+QWOs6A1FoSpOqMLZfLwqXfhKBbWw5qyJuXKW1Dx6PJ9MNSZJ49Y3DLC/8CCL2Ee7PKZfd4cjP+dlFZrrE9iaXpkQlFD5pAwjrS4awiTW3gjKCkpTFe4YXgWW+qGp4FXFGHZxaTCwgkeWax30TEVwn4Y90B/BqHJTmjWcjzTPbgKY+ctEJ/DLSBY9d3rwCiTcoMevrkjGPdpR24BwTdz+jC2Tah1MGyi98JqwsOpB4xO56MHZV0GK8JkYens5pyOynJJs550QLzxCECJzl40Nuxixijx5yXx6L1JHARyBrERWyogVEtufIXdR1J/nnCcJMY477ex4xDQvVNOcuV+eG9omRh5D1zjmH3kZ3r1nEkgG+5CoeJ4FC2ektksMtSy+OLGyJdXZmJ7ccCVaFwToXKqxbh3DMvNeUdT8jk0Bw/pveNUBmJK15HsnPgeil8RlJJjg1rygbNYQ0gKxlUyKzuSMyGpipk9EKQugqvuQMMvPf5ONe/rju/KYPQd+nT+6b/4Eq/3jBHQh/iRUu7onvGlNfwLXjzmipWKl0KXLSGMS2paKy4zWzeYDzA7Uj5POdCK+0Tvimqnj0vGcc6IVLobtmxUfYuUZ7QUHOh9oBwo04XlMrB+pIyNzopLoBc+PsLGFBvdMC6XC+u6sG0L3pyqjvZHjo+/Q3lc2DjR1sGh/A4XKt96fMNYL/Fdy4HHjx+ZThObN6RcQAYuTteOcY9XobmmFK0i5SULp4m7u0emubC0jdErZX5i/q1jsmJvBM/WGq3lLK+Grry74KUyygHWj1i+d0c9N/jOD5j+UUe+PWi6Mk8Th1LRw6DLBa/GRQX9eNC+9cTwD2zvQF8SIi6wtqiGBxteO8U7iyiflTv6aKxy80H/zTpumzzwCvy8/Tm8Lgtuf+uf/D9PhHFKEOyUIA1ZccQLUzEmiZnzPrMjSUJT4uA2lCKhjt9RnBI/FuzkXBTMYIhzUQ8Gf4sNWCWDdzSoTHtOAIBW5XTv3B0DVl9a3ANSouOlAFaCZOfQcy4em4mxdli3Qm/O1pUxIoisFIUaUbfmwujKNpIkmRvlnpgWJPNYDH1A3xRbldGSdT4b8xRjRtHoUMZVAQCIUeiYhNWyu9xmwELc9x4oQMx65XrZIiY9YeEklw0Rtqg50otBsBJloBAz6irJuSCuASYsw/FhKRUNqWRE2zpzVaT8ovn4r/e4KgK4zeBjV9i3EBijsjT4cHZ+9kXhx19Uni9wfxLu75zDAR7ujMc74W6OYqBOBLyTUck74c9ze3CJHIC4FpFgWHxCiXWsczM7QgbGjX8Q+7jkJh29r3tA8H2MW7ZBFnwNYyNm+DuJL34dcscsU9gd+UQEtx4j6iRe7mGHN2JzyCj3399zESCK1O5cg7I80SISkbHkEnTPtSPP01UBMSQI6SNALUvez/AwsirVqLrbHxNGfpaRy6XTKWwI3UuYl/ku6yUyPXYUZW9KkmQIkiFnms1NoUp4MeBhDnXNGRVhKvk84vy8z8Pr42sRgtez4F8EA+/ww5fLF/wvf3Tiv/ovTiz2BVINGcI8NhrGGMpcDtjygsg9wy/M4y6gpTncw8ShuLH5hfGhc/fwbehPDK+YVJwLtU54C8LR9cRaQ2QJF6p6x+gvaKnYJZCGMs28bJ35MDEvG5PcsTGwtVPE6f0DtdyxVmXWDd8mRIW2rHgNG+JzbwHzu1CODxw/feLppz/h/otnXAtfftw5zY/oUnCeGHVC5Mh0/DbWDS2C6pnWwSgUa1QdjBmcDd1OsQDPlecWUbxHOuvlZ9SPv8P5aaB+BP+QPtThkmUS0JtPYOcTshxZ/qpDa5Q3HX1slLed+/ExPg98daoe6b1Ryz2jQ/WNtbXIg6+KHhX/9MTaP2A/2Jjef8L82CkHpfeOiVF1RrVzPin/zf/6PjG0bzbm+JcdP/+Zfp5DEAWzf6VQ2H/m/eb8y580/vNP52AUm1Eluion4bnBTodjIhPKiHalKmwpz4tUtXQYU4+0SY8xcEird8RK2XImTIsNTqcwEZLqyBg0omM3jEkVnWMG2zbhkpkFdfZrDoG6wP9P3bv9WrZt512/1nofY865qlbtyzk+xz4ONkQoJokUBIqIhEBCfgcJXpF4iYSIRJ7ygsR/gJBAQkmMA5FBfggEHkDIMReFi00UOzbBNjnGxknsc/G57UtVrbXmnGP03lvjobUx59q1a++zfWyfvT2kvWvVutWc49J7a1/7LpZqcU3YHEd90KVwNpjF0SHZaTlSCjIii8AzCAkTRolNeJtf+oiVVobhRai1A06TGsRLCU1/roBMjIxXDh6FpmuiSKoD3IMUZUGuHCl9VL+6s2l6r45hDA3fh5KGNSW7piFCldjSukW8c5FQiojbJexp7RrW4QJLtluzOvMsIMZEBDqFNv7Tiz8+TBF6YxYjx433kMbOl2LJCPJjG8baJwTj2RNFS2dZEkJ3IPkhx3XQhjJ6mvrkfS7qaCsML9nQJPztNdZfD4KrS5BMvUg+A+kQSMbx5thsK4b9SqNhk8LFi4/XVSWKkqHBl/CEv8UDHdm8+Gqy7C8b/tgIr4GM6QbPuyfXKtGM/HwIXOWiOLjub2k+lvkFJbdV2cYW6YBpBjoSOcjXVyr0HmRCkcJULWyhJSD7mCTGuRExGCWcBhEWc6Zc04cFmsWI171Rj0LemIoHT3QvQBUgYr2rTuHw6R0pgrTreaqSAWAfU9d+Yuvi7/Z9f+8b3+LPvf8j/OizN3E9B9mECZkK0ht9LExtxt8KXzUrhnmjL4XioQ+uEwxv2INgN+G9z2QZECPQB8VhmpXWV0Rn2jrCiKSWYOrTwn1rDGZ1lraiuovKz06s64G1gNaF1aDUZ6w08BPCU6qu4fmvylgawwpSQXWwvjTeuH2Tl0vh8z/8hG//469z077I6R1BP3dgP73E17dYXwomCz43Dm/csrQX2IgcApcTpdwwRgs2d4/FtmhAw9YtUiLPwu7wJqsN6kGoNnAK0oPZa3vF1wOzP7C8q/Rvr9TTe4ynnd0PC9NhRs3o9gRjCejIjGZ7zCdMT4jf4pwQnHlXwuDJg5PwhAPjR5zxtZX+bpjfHH5w5l7XsDy1mZ/+ufdptnx41/1MHzkfTLwt16rLKAG2v8fxt/7Ryp/6/HT5XkWYRfHMgQ9TSmcnhQlj9ZhJKo65USusLQbk6sEPcFOGhMpFTehYrumai2IML3pxJldqU5bJrpIkIxfNWIjm4nSUMkFpQl8zebFIjgvAM8TH3QKij5YcEaPK5siQDHACpTB3Spr9FDb2dnxfR6jdmV2RORbuEVUSZomQiNAktNbhde8cUUrq2JUoqkYZ+Lg63I1wqImAHYfJ0wTX0zXRIXInouMP3kC4J1ZRegkUZs4xARZIQ7Dos+scBRnxtfCUTxWBO7Uok0b3OSSZ6+6s49ObGex3yvEYMbY9Cal1dtpSLvC2yxYDve24jUmFtirrOiNE0dVt0M4AhT6ECUfLoK8VLUadoTfBNgOgR6jMdjTSnTL/LhJpocEvHMTWIumFMaJoAEg4/gr9R4LnZmRkFgOyGKn15C6Fnm4LCyqlRGaDZCGdiFf4bMR90YmMDvWM3Daj+jY+355zx4ZFYm8WVmFyRH6sUZAnf+ViTLVxORJFUCVGtl0YI35HnQI9C8Jf3HcqKUHOn7Go4pL0F+j641GND6VZY9artfLjtiVqDcUydEREYxCi4ZJbnGiUIRVFUaCMj1mvPzFC8N0+L6PxN37pd/mLP/7HUbun6gSjQg/m41juafXzzG1F5MDwgUhlKoXeKruy4P0YrM96YJS4mcYayVUjY4ZLvaH7PUWeYf3EvB9YnygajoiNQvXCs+ktju0lOjsiO6BwHMq8Npih1EJhx0Jjj9J9z3l0KgW1hjCwIlhfQmReK4fPHTj3E+oH6rzni3/yC7z8jW+j9zfc/eNvslRlmu5Z1wOye8JaCu3tO+6e3zG/8YzD7Q0yPcEnQed9zJnmigyntTOme4rfoOcjtmvYzYG5vEFrC6bOeHiD0c/4svLwTWHWI2W/QBuUaUV/EJ7ezBHhygHzI/ig7pxzW6h1Tx9LRDfbDmQB9gwWfAV8pZQdbhPnembuN4wfvUdf7FjfU/w7yjx/kfoDd/xfxzf47XffAZ/JbfEzeXwYEdjIan5Z5wSy5eLCNr/+jPE3v3zk3/hTB/Y5jm45DuiXrkmoBEQoveDFKFVgC+TReLi1pjyJIImJZMOQ3ccksdl1iXZCTGi5HsoKZUozIaLrssB3WfN91aLMOzieoJ0cPQRKEcVMMrRVEBm4RFRj0ehMRoGevggdSwOUIIpViZl+xSKG2SWswEWY5wiDGgTBKfzog6SrEmTX4VFwFFf27rjqZUluNtJnYNNXR/GxjQbcLcKJJEmAedmqxkY+tnUoiVXdjWLh4riOgG7DwS2g37BNVnoPQt5cYp0vEqE0m5wt/p1ks1u8Itt09p/CMU2NSeP1lxGoUlFPO2mJhEGM6gWXPPfFOK1KuyuUaaBlsDYFqRdnyrbCKOENYe5ULahu82/ZJuWxkXN9LlRSfYEkshSOgiuDyUs8SyE3ALjC+94RDagb337jBcyOQiDt3KHkKDm4VkFEzE1ZUumTcsYNRg9DroFRr2mDl2Ck+HMjMQJZCFqMtBKeFwvvA4G0ro4C1jys+iPYSSgMRAPNM/do7lqlVMsE28wkkCiCTePZ2MyHRr7u7fX1NG+acFZVzo8swuUyMsjXKNnapBJGPbkKFs+PFrsUNz4KmKEaGQrlNXv6dvy+EIIPGBYpfPuh8z/85ol//ccgiunn+JiYBawJPp0Z2rCh6BQzy+Idl2DDq+5p51PceNLZl7hgnXuwhnkF6fg6szt8myK3jKEh2bMVJzb0icLajqgWbBg1C/t5hmUJI6W2GsKK14icrfMBRme1xqHsiXx1obc1sg9WOI3G06fPmJ+utONCWyqHL32ed8d3ONzMPP3iDWOduRlvcvfyG+yfwN2DcNgV+t0dd+/dYz2u5sQtXma6DGx/pPeF2p4gxTmVE/7eDXKsaH2JlpVRlLJ/j97PWHf2T4zDF284l4JY5+ZwYPQDq4aEsreVojdJQhzsyx63wixOKZXz0pAqmB8p48CkDdMDwwZ4WPGMDFKxtwbz0xW7h3Y/8fzbz/hv/sFXYm7rn00q4avHY0Tg+jkui5xIRItsBJ3HqNpX7g1MCeGrRwcvJWFIAl5FL+drFskhgrCiFLtuZmbClASo5s6UL8KHQIlF2ayEwMoN784ohpRC6QU09PRTgda3aOWcPQBzNWSvnFfldFL2ZkKUGwAAIABJREFUbuym9FbX7K6zk7CEPrto+AIQqIMaCV2Gjr275vuJbkQEhiayIE7z7d1u/IDYKnp271snFAVXQpcSNtAFjbGGZakmJTshuyAmuRKGZ7/GSCTCXgjylGt2hXEuukNVo2kUZYKn/WvY9raRPI9qIS/NAosL6SvuF/PYgEpe308TClNRao3X1kNHx3Aos0FXbAssds8MB2V04eRCbVAmpUzh/yAaYsrenW7BAg2EBnq3GAVYIkYiKb+Me1/Tujz+qW2Tj2vv6QuwPUMb0XCTEwYyENypyCwoGy6VoUvELvcogCmmD4kk+JVsp1yRhi2fwdJpM7IuYDPsUWLuv7XGF94CciEe4tfXm6VFPJfuiCljK7Ik7ZMh8y1S+jmuKYa1RJLhZSCZMP9kQkfYa7gucsmJyPfBNoaPwK2TG8upMle/JDW6RzEoxHnxi9Q7484lCypCSbQBIm5cLMSLfjR18BMhBK8iAq/jFYQ/duMXf+O3+Ze+9M/wpbeODN3T6hFvgvkTntZnDHnBKs65PTBNh3wRuQS0e9rzCmYUaZxbo+pTui/AFLdOB9cXjPWWohPYwKYlAaodTQdtQC1O76DzDl8brA3vg7mHjMnaEZEDu7ILp7L1BcIN8zRzPL+EKojsmEZCLlNBpXP/8n3mWik7pa2Zp30zY/oWq+8wGbSpwbO3KA87nkyDN/7JN3m5fAOt0fX1ccLXb/BwMmaUNvaUm5Xzey+Rmxtu3nIYK6InhlSKHBhyBnYU3sJ4QJhZbAUrdI5MNlENpB5gPVJKkjNlF89CP+ByQssxZrICYjtmFRYZNJzGmZ0ObNpTThZs4emAiGF1z7g1pmcP/JWffcmSi9JH3TOfuUNgGxdsx9abxLJxdVTzV37McX7qV+/58//cEwphYeolNj/f0vTMaV0Tsg5aEkMpnrI13+C+0AcLcQ26R2dU1CJcSLMz9x4xy+7YGoSqpyUh8mQtl0duZN0NUgFh1TkUp6/G6SyRKbKHkhuKpZ9C/DuKq0UmguRrIoyGBFjX2Ij6KLGZp9Ndk1Drn51LNy9WQEMRoRt1wAOe91hd6aqREkdkum9JjEFisyxsEqgeFhr5NGRByTwFYYjFCKRHUSIQ81iJNEXP8deW2lfFY1beolib5kgxJEc38fLCh94jxg8hzI6KZ9f8h3FffsJjOWuMBHrkk+528MZto3fjuITcdK5w2EMpwvkML+7iWi9R9cFJkGoUTaWClVQgJDLmGQ0d2D6PNyojWfCeYUhbd2+BvohlB5tYj23FgcOmWlBN864c/wR6kHK8rGkvXibZuV+MjeCy8QuJXGWxeQkcKml8B7iPi1JBs2i+Gh1t0KChUtiCiUL2Wth8PkmUyzSKScSvzoCXbIC4N8fiYDBPnVpCyhtFUWfzU+ij4gQfo+RrHh7jrWKwlpRSopjG8y0pN/Z8YFUlr0+uJ8LlPCIR6T2wC/oiaMSdWw1JL5dL+trjE8kOP05l8Or3iA9+8he+yr/342+z1x2+DspwZp0ZLKk6OHFgh0jBulF5A5N78AnaU3afA9M7alGW05la38TlnjpuWPSeqofo8KshWqgIpQSZw8xoa4fdG4g4y8Mp9Ji7M9OucnxuFBOqVLx3Tn2llkpjAM8Z4wlIyUVIkGnQegtb5D5jNhhjBZ+pdc96OqN1ZjnfM91P+M4pssPrU3jzhLx84OE7A063rLuOT45Nb3JzO3H75IyUM7vlRDsqhx+Y0f2OLrf4HPkE8/yMdV0QPdCaM8aJWitoo5SJ4YNpPMPKjKsxfMJHpJ41Gnsc6HR9gbCnjwlRZ7qp4Txoe0TuqeWA9zOuB3zNzWGf+eiyBxYKB37zxVNesAKn199QtdJa+yS31ffpyMXi8oC8OkJ4/cevfu7l6nz1xeCfeksJNUy4TZpFr81IZEGjO7MxIEOLJvVMEXRKCfjd80F2IpQk1Dap6dZYrDVZ/iJQesx/Z3PoSp+yECDITQ7BX1ABtSTVCavBGNBPwAS7yYKYNRSZQkvdbWLOGW7zCADK4FocOLcw/KlTkPHQUCM0kcxSiIVndWcy2Fej50y+eKgnim/s7ZBxFnd2OdcPpnR0+tumggfbuhJFDiWjX5PJbUS2YXFFPCDfkvDPUMBKSBZjz6K32PyKxHw3zPKMqpGv4BrRwREwFZ79sf+ke6EI7VMsdFsTkILZoEzC05vOW7eddRVUjJZR1fMO9iWldccaaa9JfMPBeonzmZ16dNYb4S5JfkZs/ll4yhZOZVGQJYTChqNtqYcbWmByhbi3tGEgsju0INk1b6a78EEo3IFh/YoCbIqKrMg2v/4N3bvcqZfrs8FRj06gx/XOpK4sUJJsiFzWhYsMUsLRcStCgAsyACEHDs8ZGKskF8Up5XJWCA+EeB5br+A9kIOtHpG0B9+wjK3R3t6TZxFoSqnpbmgg+W8YxDXMxWd4VPuuoV1yCy6RikENhG9CkPLRpe0feNHrwP3DS37q7x9ZdMfuVmhSGHPF9HnImOwG7zsKhzAGkXvcjeUUc45VB9aVYUaZDJcj+I61TBSU4hNkJTQM6M75tNJGB4c6Fex8pt+9y40eqTsDueU4hKYnzg8r7kqRTmGArbiv4BXzNaGzgZmzrjDVpyynEU6L8oAj9DY4nc4U2THfgO7u6K1RfB/wpN/x8vn76Be+SPnShH/xjlXfAXvJfLqnffMl5995wfJV5+W7O07Pb2iirKUzZIXyhLL7AY7rPUNWmq0MX/KGK4iEq6ENA+u0cU/XhXM70WVmXefgAzSh+A4I2Re6Y1mV3m7DSU8Waj0w/AH1HavfY11Ze6NhtDZYliD0vNh/jp/6e19Hx4nHRlWPj89WMXCpo4EPrg8fd7wqQRSCWPdf/78nwJEScPckjkjcs2YCA3YlIn2LVKREMWDq1BrZCFAS5hewgnmC0R458MUdevjvVw+b5J0KZQ551Mmig5cuGQEbcqow7YlG0E3DHljgcIDdYUTE8iqcziXUCw7WCBtXG5dkwzKUcxAlGB1WccoMOofMESnZHQrdxxVtMKd6LKCLCTJSgSB63T+wtKsNP4GTBjlRPLp6IxG0RFM0C4aCZzHgFwi0sgVQhUGLehDMwNPIxlL6VegrjG7MJeySTQUxibGJB/lTXFNp4jQDs4hG1nLd1OxTTTt06tRRVUoxbg/CXJxmlfNQziaczsLze+W9h4nTGoJMEy6Q9YYEbAZATly84LMksucRpyuaZlwW98hmkR0GOYFfR02Qs3jZNPshqbP83s0zZzMIivhjv9zzGwfkMRptErJe9FrIbGFVl7jjfG+DVAS4bknFH3rQr8XGB9MOLVMu3cM3IE8WbDN7En0SLsqWyPLI7n8URpN0f9zktYF4WT5PET8c6FOMuoKD1LLImKREMZY3WRCNB6rKVNNHoZNoiUESR9XDAVQFpq1J39ZkD5zBJQr8uKaBdqhvCMPrj0/MIfgoZOB1Jx7gt772HX7h7Vt+/I9bQJt65uxPUOnMPhhqLKNhusYJl7QfvVlhqmEFnJrqvpyZqlDLAqNgfgrdsh4QK2yZ5XspLPZA906dDsz7p7TuIJUxwpN/ty+M+9O1swNsGPMcbYOPhk8Ds47qig9nvV/Z7xVbwW3H2R+QEZyG5so873jy9E1evHiHF1974M0vfoG6F6o+BJogz6hPD+z3T3l4OFK0seM5HITl9BzrBw5q1LsDTZ8ib+Vie24gSh/R6czzTFsfMB8UecLghLPSmai6o41BLYWVBZlilNCniakWjAPLaswyozRGv0M0pFuIMMYOKyeEiXWcmfdTOGqpg7yk6S0/8bO/ga0p0Ht0Hzwm6XxWj8fIQEyVr6XCh1GDV+/x63f+lV8+8hf/+dvoOMSZxTj3giXRK4DmDHqRINtNKV/rCt2C5EZqqrk2LTQNSZy7sPoWriQgAVv37KzOZTBZhCQFCUuSxyCYBBnL0ownJISCzs7UYGmOD6FW8BIyPGUrDmLhqoRkbDcLuyJM1VgThZRcMCvOkr4Y3T1Z/7FAbZDmZq5UJN3wXJiz1XOcyZNE6ZamKSEbs2RbqoRlcyD7kcFQJUxWukdk+kRo2kUE0SCqmTjdYlMZPaxjy+SgAa2abdLJckU2FWqiGJJNXMMuau7RN9uYT+fYzU6pGsRPFZoNjq3y/EG5Ozq9gYjDGt2+CDHTHtfuc+sqsSRsB+Mt0JgRXa8Uz1m0p+Q0un7g8mfwMrLQsyCJpvtTyOmIDbwJoSjRa1ZIs0EVjQwBcYoJ9oiHdPGZiEcELZn6p0HkLUShu6UECqHU2V5fIVAk2bgFRAG0jQrK5oqYo4XNHCnqnCh0RaPQCHg9CqR4T9nLZxxz74L1kPeGKZ/FyG0j+kn+2QKNUYXNPGhklVxk5AgtiqVuQtOQESmKWihotBe0+IVTEcZO6eKYk8ONEF09R4d5H2+IjTCBC+P80U3bJ3Yq/JCq4DWz4lf//t99+eu8eP5F/rU/c8C8gb1L14mTKwdJSYbt6VYp48TpYeHm7YBjK41mjljMwEWU3s+hA/eC6hRzkU33Oh54kBmRmVL34ZhValpKGqq7sIOlUpZGeXZL5yGZ3gMfM513UWZG2yMcKDuH0rm5OXA8vaB2jQxwSsxyzyfGbuJ+GezqU3ZPBzLe5+5bhr31ee7Ggh3vKTJw6dzc3PDW525Y/UiVH4IxOIjS1m+zng68WL+KfOslh/s30PI55mfCmBzjjqVVluOZ3e5A70bvHSkHpBiuPXgQLkxamcaMtwrWQ2LFiWKNiUob96jegJ5BIrbZfMX1yLrumestrveYRlGymyqntuM//NvPuT9PIMuHrv1nvxi4SgpjUbx+/PijDysMPng4xssVfvJX7vm3/syTyN1wYXZYNDYwtwqanuYQG3+B1QLVUZTSYvFZfXtgNUh6ZvR8kGv8KMNC0zxyARtemIZhk2WMMriEgUlnUL2Eh3nRnNEP3CZUO2UPN5NzXMPuNgKxgkUt6twoMKV8TWNFngu8fQvHBi8eQrJnQzP8KAKIqmnMh90ZPfwI8A3STXdBFyrBTVAJ+H/yKGRGkgSjjogOEgkWdkVolqExGp4O2wWKIUyiAgQq4pLcjp7WuSLMNVAaFWVxSxlm/P5gZ480i4r7ZE3fCM1/KzgegWx8WscyCtI7qlHAMRUozvFsrD07/7HhMGCjBq7loBJz8eBxpO38JbBIY+NxwmNkpGJkeziMjAAfl3k2wEVBk6Oukr8vQpHCzbL6RsALkqjIRPFBG7F7qWqCDdl9S2z2+EY8bIBerIQh7vWQIl7Z+S4Qg5CSJLurv8FjGN6Clo+Vx5LHKMjLhkYQ94/o1uBGVx45hTHSMjPoFeudGWXeeQTAqeb4Ja6CuKKDGIlpcG8mUcYYNBVWcybZLJzjnFzMozVRMxVKFvjdwyG1itI0pdMCxYQhJVQMHmeqbJybrb4Sy2Iq9oiPOr5nDOx1BcKH/j4aP//Vr/COzgjPcT9AN3Y2g5ckWdwjcqLdLZRd3JQ6DGQisSDC/MHAJ5qHhe5ww2gs7V2avAtzwXwNGY6tiMN6WulrQ8odw+5wW3HfMW5W2nKmj5VlPYJXuq/AxKpzQFmjcXo4UcZb9LNFoleaAok1hjmUOUkeitkD6sLts2e8fHif73zrG8zTxDCle8e80+7vOT+s9FNlOZ25v3vO2hrmz5DJqdPn2P8TM+VzZ1b9HY7f+W3Wr97h70zs1hsOXaldKL2x0xb+DHaDjAPeQkts5ky7KYhRVZjKgWFPaD4Qv2H4LaMKq9+ytkFj4n41uryZG2cDOdPXBTOl8YT/5JcWHtYBco02/qN0fLjj36DT63dAjgs/NDD48M9/5+z8+jsRmtM1HMZwoZbCSTsP6d7WJRaDlolnk1aUK1O+D6W1gMKndOvx1ApPBRALwm2PridY3j3Y/xZZCO6O9lgAJw8wUylUi8JnWGWoZXpgYZTCvFcOu0HVNOMRYa7h6FdrMKcndQ7qoJnD4CWkjmiMKIZwSgy6JTxvSbpyD2Sgm7OOYOuHabdF0mJ2lqsFY76lE2HIsYLg2PKchu1zbGeS8sNoYJUisejKFsIjI0iSLUyHtGggIepMac40RS+WnCsHGdvEmXTep2jG7RJRt5uznX+C+Ng/rKOtnuZBBVBmEsofwq44h71kYqAyepyPNoI0OhK631j5MYOPhiy1NZiGhe/x3Hn3nXtEB3UytBrTlGOZfC1FiZGlkOOFMLSyklbdNZ6g4Rb3gQuDwiAKNM3XPkaQESMvI5Qu9NhwyxhBIM8N2D2RAK8Xtv0m2TMLb4+IR7b83CP3RKBoidCjso0P4nnvcrUmd/dA8RIR2BwD8ZKJi8awQm9C6xFoV2uEedUaSpeqgeBMlEg3zCJDxXLkFWiIWxRS3eMzjidauI0CAsWZJAjyU3GKhax5dImUW4vCqZPk2EQEJhF2GsXHNQgrxl+1ysU18XXHJ0YIbm9vub+//8jN4LV+BQmr/tX/5Tf5C//KP82b8yluPuvYGbwUZLzJ+bgyv7Fnf4LT6EzFWNfGVHdBxCLYmlFBxUt2nD4apZSwcOw14bCOq9DNqCi1zqx9xMkgSHmjgC9nZFcYY8I50wZM9UA/O1pX0EHRA40HxED0CcvSKaWCnGgt2Pg2BvPsjOaIVh6a8OYP3XD81oofP0d/sibppjOVPb2t+Gj0MdBpsBw7WJhg7KpzWgaLHZjffoPKmfHwnPU9Q3xlcmNZCtPTp6zijP4AgFZh+A5ND+11XanTxDwLy8mYS+F82mNq1NJBwOh4mWnWqXWHWGOpHbEnTPpmaphP/FdfPvHi/Y8fFf1ROrZ3sTU6WyO0/flh648PogoQ0OHf+ocLf/JzQWiNTSnq1w2N6KlNFnG6R1GIl0CYLvajSf6z8LwQDzOdNpxzds9mYKWnbbViNtAinEbIy1ACjjTDpiDDKcLQICui0ekWqTHGGLGQanVmBU5GHwV0MNVc9BOCHCL0Bd5fwixpjNiEVZxeA85vhB/ABhIZ8ZxZesOXTU6Y5Cxl2yD8Ai+XEXLHcLSL8Z8SRYSIZ9sS5z8D4wIWz78Pi0V9bbFBqDrzLpC8kVG7LumRT8gXkTzXeb6StYCIox7nYzNCMglewmOFyvf76EOiIDHjUJW7szPSZnm3K/gI6Hq1OI9mKbcj1oSiksVEtI7DO0rJIjhQA1XncCg8vb1h2jk2NpvquOdsxBzCk7wiGlbPITWMccxmvVsucHXIWCGQijHaBRGw4ZFk+ErBXXx7PgNVco/NOdCDx4RCz4mHMbREka/bhp++CRYqlS4DRClukXNBOIq6bqqEOD/ugUYNTfRJQEfeIyMSCNuwkBLPElJOHBmbR0g6hJJKAlP0FdvrIsLk6aBIhBdpyTA9z6LajHWzEt+l/FXSnjklpZEzcpVhGjEe0AFIYRZjSBB2i8Q4U9SpH7Ptf+KS9+7u7jpv+zjdQh6bpaQZvH8a/Jc/95uMOuga5hfsZ0QavT/n9q0Jr0q5gfJgzA61PmP0BV3joW2yojZwdUYJ0lLXitUJL47IGRSsFIacqAzcO300zsug+A5voHRKmRnLOXLmZb3AaK01hj/Q7Qj+hGVdaP2BZT2yLA3zIz5OnHIDZz0xxkJboI8zNjpFG1oKzU+c7x6Q3hAaWoUz0NYzwxuqlaUPHs5nzBZGP7N0Q8Silj4tLCdYp7eRH3qD8vlBfXvC7t6jvHdP+foRfVFw20dV3FaGO8N2AXe5sR4LUy20MUWM57TSqLROzGp7pYzGLBKfU6GPB3qPnIf3xy2/9o0XDDt/YmTg0/Z7f/W4Ti/hQ2wjHhUIr/wZH18V8dffdyWf/c0vL7gF0z8Y/rFBG5KS5+jYJgaTK21E1kAvRqsWUL/GAtUIYxKTmO+PJpya0EQwQho1zGimPHToQ5lV2IkyTTHrnt3xkgJK1/D5z8Vz65hQp7hFlgZO3QHq9K604aw9zGrWJtyfk1nvFhundLqE1FAysc7JTXlTcUg+G4SmP8YAIS8cxKIedspc4H/LhT7Mf7ZxiWVDAVA3lX3INLfNwZQHF85NOS1CTxO0uoM6C6hRCeRA00lAGIjCPDmjpFu/eBoWERtrmhWnuW0iE/pp1gOswOoDG7B24f7BOJ3jTmwN1q40uHS6wXiIda3IQBjRUfomvavpi2FRWHjK3SRIr+tZaEMxH4hqkL9xRKf4XicKOK6nJbr2ciFodmKztQAAYuxQQ5KqqpQaPIfNeOfxf6pRVHTxKJbzc8i1OA86ihAZDAN79HhvaMGGAlQvl99dnCzw4gh0KGwKZPiFyCieEl1TWnd6c6wHx0In0FJx4n5cvVzu7S5BoMRLSoNjJCfy+DWEOdE2lgpn0I0LEfyFKrFBz+7sxHlSjF115hKjPDdF+ja6ibt1eEo7S5BCZwmS416EWSXHOB99I8t3IQn6JUP5e5wTxwIhIMqz3YE//y//Mb749H3aGWQ5ITczWoSZIMDYOaRS+uTM8AkmYxrgVilqqDXasqCHJzmndXa6w0YPhzgag+h4Y4Zk7GTmLJVaMla2Kv3lc8qTN6mT0PqCW2GaQ0ZSyw6kBT9BQkc6RljEenNUK807woR7Czh4LlgvqK8gYR4kz99ivW3oFPkIysqk6VWvO8zP9NHRacqqeSA24f2E1Mhr8NoZXZFyExUsnb4coS3Y+R493rDf37Ca4tOBsjuhdcqgj9DOWunBExiF0faU6pitodWujpaQhzrGagPKzC98rfAzX/5OeIS7XzzFfz+HP44p+z4dqvp7ftHBJbjyDl77PdlVvrVT/s0/cUMXZT+n7E/C9W+YU1SYymAYLGhIXjWgwiU7CJPBJNcNFrHkCyRhb43XUyfoAfAwaww/53wdpoJ0v8wXC7HhlljGWU1RybQ6oFPAG2YR99ua4UPZ7aDqoEvotzf+jhB2teE6GL7tzqC1IBNuJC2JSS7duITvBONfcuGPbqtIbihi6QeQn49JbUYYZ9IdYY4kGDqUxYViG7LjULaZb45QJtLzPUaNkjyAsHwOR8Kqknwgyc3ASQPKbY+JsWDq4EsWLT/95btPpeL97//Sj/muRLGkQNER5MLRWUa8t26Cd89Nf6QRDVS9FvOWREkILkhATINJuWyoU7LURGL0EvHBA/WJx/381iTI5fsL3fujpiCkc+FxEGhP3Wbkdt38xgj/h42bVJJ42rfUxBrYvbFdy+Ab9GTjuyeaIY+lgXxgZLD9Wf3Kf1LiultaaeNRTLtIEF0t79kefJlwH5yYSshvi0IRi/F3Ik1zwgNuziwxPtiK2SD2BZ8lqvS4B0feo3PZbI5DIrt2kCbUubCTwSrX92PESC7MwoLbpgj7+ar6QKDmeUXjHhYB18Gf+I//v9fex98VIXD377kY2H4+eybul3t+8ud+i2+tn+fcB/vbJ0hVxAu9TyAFe2IwAkp1PYOv+JjiBrd7nDcou2eoxYy8lBKZCHIPNNxi1iQaFXVT4WwrEw+4raCFdT3BXBj3cFpO2FmRElCtlznkjpnUODJ2thJsT6uFdTTQmSI7bHJagfO6UNOy08aM+8Td8h7yjtPthI1O74PhHWmR3hg3oiJrZbSOtxExyKJApfUV7TvchNor2gxpe8TewvgB9NkfY/pS4fzszOIP2MM9/f3K8g6Mh0ZhxqaO9wO2HjCi+HI5IQrlkFafzXCdGX2HaOV//tqen/l/3k+pyzVZ7I/uceUF6GtYAvJqnSKv5x1sv+cx6vD+Yvzc77aYRad3hW5kOTYv/Rq6eXe8RNGgRdipUKcwILENiRDoFmYn4in7UqWWIAbNNZwQt1nwqhYowvaImlFGhixJLnBEtkC8dkcx9trj2VGoBfZTeHmsi7M0jfeAsHqw/13I6sDwhDbd4nxsgS85swsb3BEEQgjfhfhyRDwHkTHmzZbKBChB7soCpEps3DOhivCujLVEoqpbzkPDU4AkEq4WpMO+httjmhbkeciXl4XIcrmnw7Rol9I7oYAFPD6kZBBOLPDf/3L2etRSLm51YccsSca8yu0Uj8wIVUqOpcJpUC4zsk3bb+MKG5unWyQlyGcluvENVQrTuSl4IrkODO84eiERxqw/5uOa3fVmdrR59btoFnoxS9/g7lID9t/m7SZ28RrYju2eM330ddJDIr8txtF2XavkWggEByRSSSGK2ce7mrnT3WkObQi9CX2A9CuFXyTipUtJOapvnKOwMFZGcDWGXpJpRR7Za0usp1OOrYqm8CVeKN3kgkpsUtFFQxo78hJur18JBdBeI61ySjSh9RLSfGIP1Byy7yRguQmJSIGPOD7xyOCjdOe/p8PhYXH+2v/6W9zMb3HME1RKoZS8SKcjgwW7P6D9KdX2IA3zE23MQd6TkE3YGPTR8wafUdmz+g1NQGVmXWLGFavWTRADOaY71UrpL3E32u5MKY57x+zMsDNna9EVLbG4Fd0hbaKdGqIrYxxZ5SU+jMJMrcLq7zHkFNXDPCF7YVmMsky4NJwzrkeC5BkEwMjNHpe7WuoD7oOTH+nylN5jWT2PB87jgW4vQO9A77C1UWyP9yfMtzPTF05Q30WXl8wPjv+uM71T0b5jWKPbPc6RcCkTOBt1FJqv+Lin1YWf/7bz8//g62A9jV2+t0LgszU6eNTV8MHNXpCUG12PCPjZvv540LDpuR+PEIRfe2fld04eplXirMSGVdKTYCXz0LOz3bTQVQO+nHJBqPl7p+JUVUyEfVGm4lgJEx2QCEby4C64BxnOJexQPWPejkNpWWD49p+H32daJqDWUU3HtSLs55D5ukHr0TkXcVaENozJLAsFD/vcGEBHgSMS/7bnvLNYgtYxwxRgl69fcGqOHKZ8cVU2o5rYMPpwehPWVuleKDi7ORz6phmmGh2aSSzgoxs+wqBGVPIqOZpt0SxkiJhQ0654m0WTm6vg7DIDINj8g0qQJdFIuvy0DkmJnWRynrLJ5eL9BaRZtGjAAAAgAElEQVQuqMemvvEfN+QGzSVmg6xrhMK5WjjZJcESKr1byuTiel3NerI79YD57dHasD1CYYLE9qBdOtUE+S/PXikxr9cS45gSUgbcS/zuV861jU3yuBFsLdEli0wPTevjRJa2Z9UvMdFh7rVlsm6o9xhJ8G1Kb0EYtBZkx50LlE6dnFph2iyJZUMfotOvKhHyJfnazBJZ4zKSigJ6M1DakPN0I0TyfEJLcauq8ngJFU9OggYJdCC4FYoa+2LUKUYxeGRU9HTqjJFLkpo9vGj+079z/Mj77PtKmzVmisPDcfCTv3iHrVPAmeuKeSdolrf0Zxm6cdxhvdKHgu8YpQWpJLuWMTJXuzeK3DA6TJzRVTifO9MUoUaqe6QM6Lv0LQj4qpdC8Vt2XVnOAr7HbWL0wtKNvi4UFXrrHB9O9Hak1hVsBz7T2jPEJqyvoQPub1LKmzRbOA/j5q2n4AU5CadlRXyHDRh9waxFJ2XG2h7igbM9bXVs7CltwpcTvXfautKaAju6CX2EK+NZnfdOHedIk8Ey3mC9PeBfGow3H7CnR+So9G/eI+sNhQNmM24Hhh1oWji7MMaMUnl+vOV/+r/XhK0c0/n7eXv8oR2P9/vrBp+dw2Wpuh5biI1wWdc+8DOPf84I3fvP/uYRSZpQSRZ3ITq5ThiECNERR5cX3bsWYSpwKFyIXUUkNx/BNVIPw5MgvnZQwSohOUUvhkDG1uU4tQtjKIsH0hCd16CpP0pMnKjZyRU1ukKdopNYV+fYAqkoGjPLonrZmDK7id0ctr6uFul3Et4IQvq85Dw+xg9OTVtgSiIpEhkLw5TeldPqLE2Awjw5+2lQq1FrbF5JBEBDbI7YJj7cjGTi2Q7YvyC5UUQ/W6iuUfClUYzboPVt/h1KzuKhk68aA4xJQmHwcSlxf9iHZ/cvOSrY7uOSck5JyDt0A3pJ/pMNTcoyduu8A6UimfJbsydRxM6gtaWcblyK+8g5yXOddsRmKX/L/+KaBgF2qxcK8RrxTZkgiT7GO4uflHSt7qFAeFTCez5PANZDhbJt/mm2zEjrZGcbZcR73ebxwOXrZhZKgVXoPQh6loFG4KkWcLR09tUpNTb/olEQCCFhxYIvocBOgmgoptQS/5GI16x6UQBsaApciwKJT18+Vg21kWSxfSk+SkwPTxbcnlWCp6GqzNKZZ5hq+I44MHqhWUYoS6hxfvkrzl/+1W9+5H32sRwCVfVP2iF+Eg/7D0JAEzdz5V/9Z3+YP/uFlxFBLAJeME6c1sHh9JR5VPobHasDHU5x4aA39PYdSt2zWgV3ah34GJGG2APCibQzZ5oqap2pVBbraIkY5fVOmQ63LPqSQ1VqjWLAuGOYMslNBH34Eq5go6EqVJ6EhKZo+AGoM3qnlB0mK0VmTAVfz5y++UC1G/RLsK9PGfaAmFJ2E9YrwwbKGbcJK7add7qcsL5HqKgq1RqjLIjd0LyzSqP4jioLaGWqT1jXll4NzmE6AIWB08aCvFjheMOogj1tdC1I7aFLbY2f/jXh1999CaMgj8C0V82pfj+jg0+PQ/DYieC60T8+Hn/udV/f5Fkf/lp8Zntj/86fvWVfYubYW8j6xOUyL58IKdGZ/DyOVmEnznkEuUhz0ewEC1sRGM6hxkzcyIQ5szTxyTmthgGSKbQ1mc4ZASxIuBVaAekUostrFvN7IYCt7h5Fq0kmAsa7m4sjRYOTUIxgMQcJsNvV4KUZgcTlLFdyYY7kOst0NnJMkEFDXamlR0FRKiIDy2tWNgg1Rw7XfSJMiDoROdtxdiqZGLcRp6IIcA+9dzcoHkqHAHihioT6AqhJIAjb4jSSeeW++S9+7dPhEPxv//6fdr28dkNyQ+3j2qnbSOdWCD6WJOyv0bHGbikZXx7doogwTQPvhZuDkGbYjOHU4gxTzi+Cg0IWJb457vXOPJUovNwDEvea92gWHlmoRMGl4TzpJGmTbM4k5/dxxbpG7LGmgmGxDcWK9+AkiXXbZH1zRDTUU8u/FRAWG6ZKmhphyFB6T1vw4dS6deVRcIbJ10BFKCVknEOcuWzhRxLn36LQKepMhAlWXInwJVARpmgDAg2RbezjlBI8Bdt8E7JxqFyTPW1D6kZkiAxgzSHFpOkh4uEPMSNpU1xCZeeBTJpXJiLV8zQW/sW//nX6aLTRX3sff1enwk+6Cfxev0d85bSu/Le/9C0e/vQP8Od+dEFFaAhTX9jvJkRX7NxZHyr17Yr3MzYmjv4eogVnRktq420K693zxsguWFlwDUtjHTcUDfLgeazcTDt0NbREweByoA+hjSOwx2TgY2E+hI2ysKeWqCj9Mkdt8RCMPVKUk7+gUBnEjV7V2L39hOXrhScG62g4Ti0zx/szU2mYDVxnoLOOjhYNL/UhmDXKpJz7Hc/K25jDIhW3lZsC575isqIyWJuxDMF1UHXHud8hTLgoy5gYz4z69CXy3oHd3Uw9P6HrgpeJn/it9/nqwylN4MeHNsPXHR8VfPVZO4RckGRTCNhr39+rxUCY11wLAfvQd2x/26xxYgP7iV+659/+F264ySXvslBZoAFu4Tt/EGVRWFyYRhgSOSGPsm5MUziXVReWviXyOdU0bWehqSItCo2LRaoa0hUpyjyMNVEJMeFoRiE6HSWgXxvxRieVJDIGWVGGgzpSoKaUTVc4S0RsaY333cZWJEXnWAW2iGZ3y85d6T4oI6VdhDzOR2wOZR7MVShaMRpmJeapyToYBCIwqbB6vG7x+NmpXO2NRQ16Sjst4FXF0BKoGu50k8gvyEvZQyyOumw1RmTFJL+hSKoNEuH4tI6pZvjOcFwykldLjjrCSVGJOf2F91UHqiVMcR6VxO7k/D4Nl0TZ3wz2e2dZoC2xCa5m4W0SDNDobDOhr6qgUoO/oBDuhXGPqm4GQf4IXYtDMlgNCS6HS9w5VSTvU6ijhKeBCEggImaJDiTyYGxJisGh2CitNjTe20ZaBLoVJmkxhjBl9MIYxiRpy82gaEBEluhJsZABiilTMVCjeAXfRoaBEpjEfdp7C+J7DdQrvvGKCG5ohnmeDwuei2dIUshbDfOSFudBVoSI/zaXCx4y1C8+HL6hAUiYJBE+ISLKKB6guxV8GH/pZ+7o4+Ot5b+nkcH3Oh/+AEIAGZZxz89++R/y6+/dYL0x2RpGC16RuTD2g6l0/NwYtOiIdMZ9h4qwjI6P4N66LAxeEuHxK7WA9Owg5Exvyq5UJruJ+emktNZokzDsxDLusWKsfoqORIzR9wwvnOyEiVLqmV5WBiFlZChuC5VGHTcRGmOd0gSxHXUGnxr33xoYK4WJtTnTAZpBmfcMnFEKwyfW0ek2JRkK1vWE94mzNYwZG3cMFs5txl0Y48DxWGndmTaHvC5UP9B8iQd+PcPSUblhfbZy94ON9Ue+wcsvGP/Rr3yDr929TFWGfYCV++p1/iRula+yej/940oGuzKsP+6788/Lz/grX98gzg9+/2VmifPXfvHI8Cvx6LIqOmhxihcWghl9ULt0A+GtDmiJviLwTxBjX8Oe9jSC7d/NkBE+/GbCOhLGJSWMw1mVWDhGdEyKUsTRET4BwzeSYUgau6WixAxKkLaqglRnmg2bBkVhaUZbhHOD0ZXugTb07ORL5rMO3cYj0YkbqUboFiocwGuMDJoUhnaGlOQ+BEFt3UKGUNpGwCJh/4SeH6faqdplkyseUcg2SEOiStHogRtBKys5QlAhPSWSSCyp3jC5oC72KRoT7QtMSRhUnLnOMfrRYPVrIW2r/VKo2yixoVoUxqU6kjbC0bHGxrJZGbem9FXpzYMAPYzRYwMOtMQu0jg89P1b8SwbW75s0PcIZ8ctsZAcD4kwvKTqxBl5TjePAci+hOQweBDktJQoNDwjv73ESGw8IliOuBebhQ/NMMOGYT2UWm0o1oPQqMUR7eEUqHleJMh+siFSOXJwh9kzBjvdSclZvwBuQvMSBmB6TUWM8LNrpLK7MKTTxFM4tC0Ocf9WL+FhMMIDQwRUKsMrfYBqvdgXm1o6NGYwGhEiZhqxXyqdvcfzq3PjJ//+A3/nd9/LS/cxU4HvdiP+QXV/r9toZKuuBvyNv/uP+NtfmVj7HG/Qw3WMOjOmHeO9J0zLU7CAJb0Ia2/5vQZ+Eyl/k7G6AYV1ifmhDJh4Ssc5tUjqO/lADsZoO7QFMuGyu7znsx8ZUji30I6bVFYbNN/TCZvIc1/pbogaY1RUR4RVOIAzxmAtlfkLhp73MOC4PAfb0VrAyudTQ8YCYwVreF+xdkZlZjn3ZOF2eoO13TF6kFPWdQ19bDOq7sEra3PaEMwbra9U3bOaMzbv7VXZ2cx0Us76Y/xn/+e3eTnGhTT0eIPf5Dwfd1+87usXq9DPCGrwKry/2YfE3z54xPT1g58V//D3+aOffl3ZYzh/+e/eBSwpsRltJv9uGuS/nhVCzkM1iWuKM+NYjgGawS7dEIfB0p1ldZakv28kPzGnmbHk951HxH93Dyc3hkXXnF3G2sOi14uDODWZyaphshQdd3AWigjDFc1EvWCFK6cGfRXWs3B/jo/bGoQmG562rXHGzIABrYcUaj+BlUATVovwoVOH1T25B3pBXozYwF1CIbEN/MN9UWM+bUK3kkIIQdJrwSwSDD2Z4E3iDAxxOprueTFK6FigImrRfXks7MMVGWCf4j3tDaZS02Dm6hqpZSOfRfcccmVBqlygcCtySZPEB2xclRJr50YC9K50i6IykJKA1i/3qFZq2QqCKIt3Od5CNwveeMq29aNI8DU2050Yg8XPWFrmbUZBLk6TxoSGq2CORUw8319soiXfs2x2vJfLEloSlSjGRQUpGkgKUZkOgvU/SRi2xUtPfgUb4Xdbw6L7vkjnLWSa5pvlNXHiTEOZUUuiisTCgeHpLOmbyshqeEB0ApnaiJoW0sPCdp00CnzrFwROZcT9X9ImXNJYKnk7RtyjC+FhsNPgiPwfXx781V/+1geCpD7q+J5UBt/LYr9tII83ktjMc8Jrg//9H3yd//yXT5zHDUXBLVj/9eYBPTynj4IVo+g9YieGNyAMIbp9JyB8gNoYY2X0Kbu5E2M9Ukdhx8zQDm50adh4l2kYY10we472xuwWNrA+Yp5VGt4fWNfO0o7RXZmjnGCsDFsYfTD6ionSlkKRiab3WM+M9foCf17QfaHML9j5G6gPdlNjaEs3sUrRPeYrZzuz3+2C/DhA5R6lUctK9QNTXVAz5urQT/i5RYcpzrAVnfZI73SPRa7g9Bpd3q8+wH/wP/4O7xyNIf1yLR5f1zEGn/T47KAB3+3wR///ME/A+LBrWvqGvKYo+ODvSlpUfOTB4v/rvxLpiC0TD20UOs7SLb31Yz54yTXQ2CxdgxxoEmmJPtKk5xEuIe4RSOQJvV7S0qIDFo9wnjD1MkYJdEBGwbsjzZm6U4ZSrYRz2iBhfKFoYa6xuIfGP+DMha0TGczqmPZ0DYyiY3RjXQbnRTivQmtC62EetObopmOX1+gSUsFh0Ecwxqdts2dDFaJgGmiMLiTm6JZs9LB/zas34vz0lG1KTqaHK809EAEJhcaEQfozhFKC0Gtnh1oI8rIQLeNkv/d17w/q+Hd/6iuUEfC5KtGgps/9XBWtlVJKdOUlr5m2a1Sub8OyIMntZmXeKdOslBKBPOeIymR4eFMM8uN825uU8P9v7+xiLcuOu/6rWmvvc+7tvj0zsT0eJ3HiYEeKE0tEhESKiEDiUyJRQhLAz0hESBEIiTyAkHjhAYR4QEjkAR7yRCJFQUgQlA8JKYRgpAQpHxZBIXGCMfaM22PP9Mz0veecvdeq4qFqn3vu7Xu7e5yxe6Sckiz33LO/zj57r6r617/+JWrhG91oWkL+FwcJaWXX7N8vNV6guBhcYwCSe7T3aYoALW12YkLpZS8qtPic6nFd3nugtt4ziEmeSs6s0AKlSgR1svSsdEQC8u9EmaSqoiVKeCIgFIp2suckr+fS3/WMQZtnMUyyHOZAk2wXvlwvJyVGg6dA17JILJ0TKg2kRgu0BKExBMg80D3J+R40RAqaQSsSnIXQN4gJrEtreLG4HabRGdQTYfg/nzd+7L9+lu7T/voeqz30JGGip3lYH1dHflqy4WWQUJEy8kPf/gJ/4sUZLTsugHF2+sWKMt9Fnt9Ab7EYyjljfR7ngkpnOzvIEGQQ20Yr4q6hZUZUqHWArhQt0Tp1sWFYv8CsW0S39D5QquDtApER8yQ41ZFBoo3Ry0DBMNvmwCRQbQh3cJ+QHjyDXmKBKgOU3Y7z/3fCyd33wYtfYtpWVusZ8xmvhvUUNlIwn6lamQ0GE8QrTSbabJQhhuf0JhQdmeYNw6qiMtB9S2sjRVfUuo22r16ZNFoot36Pf/0rX+BBH5G+ZRjWTNMFcDsX4J3kCDxrYaKr1f9H/7bkN1fbEh/d52k+258f4a9/bM1KCkN15skYh8IgziRGkQoYmx7kpCIBeWKdUmsMHkKQHnX0yYViAb/GxD8JAR1zvAhSLLJiYhErVaAZ3ZbOgIDAxT1r85flEXdDLTI2TbJX91RQtKhCz+nUY52LBapqp7mG5CwgFlwIz4twNIR/FAZddAGi28A8MpsOiCpFI+trnjLFRNbkGgu14tE370JNJTpFUsBoWbgzp/JUlUtm+NyXWQgRui2SxFXIAT7ZBy4hz9vdGKggRqdjLvzk7zx8JtHvUKp/4HTk5//+NzD5gFlwLdDO3DqtxVhqs74X1AlyX9TXxYnW6pkMCIJHMO+Sk+KOtURkzHPk8eX51aNUsawHS2Yak6uSsCkh6hPPVo/6uAWqESFgyfJCvmnN8Kr7wOBQVGh/niyZuUULXct2x0utgUukbtknNAou/1skOCRuQrHKunSGugT08azEoMwIeiGes6EoluRCNyD1KoqEM25z3ON1jVKgi1y2gyJYh2rx2TKPY9EnMHVOhSybAB46BMvz7B4iY2adOUt+q3U8ty33C+ev0SkiJcqBZUlihIdvFL7np/6A2SLpO1zHm/Ubn+N3hEPwJGj5SXaIGIgY2JZ/95sv8xP/q/D69mujxopg+pDGnJr9E71s6DozzV/A+hSjZr0iskVSgnWWCV2do76j9gGfdug8sd1MULZQdsjDc2Q7UzrUskN3O0ZWjCKRlesdKDPOhAyRpZe+o/RQ95u9xwNj53TOoQ5sdxNjmyh9om+UnTinX79l1z6P3B8pdYvais7Apk9st4b2C+KtHJg3W3SOhSii42Ca2q7jm6+hTzC3LUij95lpjoFO0gWZNthuZNcbIDSUV85f4Md/+Ys82M1IvwCMaTpnnzXf8js9LtB7WmTgWSIIhzJEyzc5LAscfrvIn64hBI857iFyIFc+W84TqMNP/88tr55bDqIpFA+SXrcoBWx69Lw3MzazZxCqzL0zTcKmOVKcWZTeosbqkq2JEsJCpUhkaFbAs9XLA10wj0WkEWSzWaJmK+5M7kzZ3bAzjdHCFvKrs8V44tpDe90kZhpUCSc6FMsx5VEmcw0n7ykJXErUrYcCY1UGD1U1s3iflezrzjvmpuya7DMyl9BxsHQyAT+DJDnycjrcUmAIclhOQcAs0LW5gyVLvllMZDQTtBvLmPmYvByZtaowDMY4Cgwdq04dCuPw7DgEAK9cTPzMf3sj5Jg9eCaYYpRoIZTQdBENuFpLD5lgkVBKVdClk0kEci5F76Fa6JQMDhYtgawlEA6yIlkOLXHPerRjummWldg7ZHVFPYh5MWexUDOJ9txucdhLCUHyQ7PotFfiGcWVriEW5QZJn9wfbHH+i27K/okQQxbio0ULqZYGSfQzIijskloeZAkBR6RlSyUB3xPbzATxNrrPEv1V308ndY9vGwEvIHO0BZfkYUjHiOd3ToQsCIXEGTz+HQTE1CkQpWq0NA/ACKxUOFmGH6kwaIkuAy9UKucb+Ph/+hzNr5aEn2RPPdzoNnunWeb7GnaDT33mdf7F/Qf80B//Br7tax7gKxjfErw36spp80zVFTs54R6O2wVtGLFeab0lGmDAXboa025mGNbI2NFpDX1ASmEnjbKq7GTLihGrxkZ3aIFmK0p3hmlFs4bpzDhu2PmI+ID3CVyxMsYL1iuUC04qbFXQuTCswcqAMNJPN+wuDHv9Drxvw+gXNDlFxwF6wbVBuaDNZ1gXRjrNtjSt9KnjMkLfoq7MrSP+AkKPeptU7pye8cbFqww6oZMyjXf5md9+k0994T5uT1cGeLd3Drwdi6r5TX/1a39ZAMMbUJKDLHqxR8SNDv57+Zftz+T8/B9s+PjHTrgzKKNHe5y4h4CIOO6RgSMB2TeXZL5bjg1ON1diEmJNRz4g7DIyEbHI4H0ZDuQ5cU2jr9oFzLicbw+0IJ55ktViMVLmZpQSDmeWIIaVhcktkfXjYCUmKZaeWSlzzgUoqd9ecYzBnF4Vt57jiSNILp4iQ0CTng4gApriIaHsEhyBaBYsVO3MeectyYSCJeFMs/5NDp0SxiQYqpKthlkakmi57Kqsaw5eykVTS0ood0khIGNzc6fWV9X+6X/+Ei+crvie73gOaZ1uLbsLQERTN6BEucX2UE4S+sLhiyrb2fE+RF05xaE8FIeQzPYpnvyJmMDZSU6IhhR3POgOFpwBJNCIQQrNeqAFsHfaVi6Dc7MFocoMX2Sf2atoXpdfOm+LIFSW345leFj+XlwmlfGVU8mQHip/uZ6ZOL2k8ub+DZX9RMsFxoeltCT7QqJlEcJ9QdacUgLOdy2It+CZ5DWIxntQSkXd6O64BuIRZXKLgU+JQHg6eHPLcChak0uWyVSCXOneEdFE1uKaTUP+fBZnd+H8jZ/9Ip9+4zw1CJ6+1P+OlAwOtn/iia+WBx7jeFTiJXah6Yrv+cjz/OmPGPLqmvrezsAOVWXmAp07PqzpHbrsWPlJ6gBMsajUyqZPnPiaoitmfcDY3wv6GkWE8zeE07pGxhkKtBLdAO6OzysajpcV1d9Cx4lB1pz3c6RDmU6xVrBq2DCBlXDko8KFRk/2yQVSK91XTP1N7myeY/PFE1YvFtrqLWZ3xjLgtqWboPUE3czxPgwTNGVSpdkOr/co1pFNY141BGFVVnTfBvzsMVK2jiPn0wn/6tfv07cKvsNkJPit7H+nm9oHl+z/cZLVT/tbH27zLEoGRYtfz/pvs+vlg1vRgVxDr24fL/DShfBoaSIWlu/75jt88B5USZ0MJLTogdka61qZO0ESlFDjQ6NEMKfq5r3AYCPQ6dnOZKFSuOvO4XRTS+LS5UIZMfLAZStTWyYSilJKRy1UDotkOQJAotSgCLMs9daKBRUvhVok2NMsC7RkZqm4thAFc0cPYFIDvGtwFBLaL0BTYUgWtqU6n2hMT2zEsJpoyVLEegRApohblBc8WkxXwemKmfKE2mCQ1C4JY4OA19Ce7xCdOllp6h4cjfsPhV/81Dndnk1UMJTAuN0dKZUf/6Gv409+bB1MeovvJpaDiOjBqp+jeyQE9YKURxd67wgFEaNCDIxrA24WTkp1P9dh0W7IQfSB1B6sF+oBc5sF58U9tSqEPYKmskyhFK57lGJX/YBDtOSp7CdbdndMFXULKfAMHrontpToAHAgjXyATHq0ZbrHKOFaQp/DsWyPFNSCrFg8BZIWZ5yEx+4eOgHJJTEkZcg95IMJwnLIvAeSpETJoHqkJe7Lc7WgLiGz3yR5CxL8gKoR7DSLNaPPMZa8VmOoNe6zAUWZMVBF1Vi54Cb8rf94zideuX9lbb6+Tt9WMnjHAoKnzSoPncRTBwfL58PAN9495Qc//HW8572/Q5/v0qozDEIMZ3eEAVfF7IKqzzFN2xSFaZQSNxsRttsLzjhlGoT5fMt6dYYPb1L9NNQDGaOeKgayw6eCjkYt0eI4921AlmrYNDDPzrqMVDo7mdChom3GqKmW1qGEGEi3zt3pOTafrdgLUNcTuyFU3IyJNg+MXtl2WI0T9AFT6H2mesd6RfwEW0X5ZBxXTHZB253Sfcdr/Tl+6rfvc9F27BlBfwj7w5BJl/1Vlda++ovpwiGQvZu+ms3nFXL4ku6nqd247U17PRpA3IQqLFZE+TvfdcKmGb0rkzeqVrYTjAmfqsFFktk8RQPEBKmwTohyLsK2OyUh+FFi2FDm/6yy1OYJrS/JoFgEI4PGiGLvRpMCiwCMCkZHPDQ9GiGr7En+i3prp5acF+COSw5zlQiLZnPcK4ElWCAUNtDpVF3uq+FUZg9yX0mC2YRFAJL6r6qNQQstiZPhyLJebKE7P0iKyniMQjaCn6DFUh42ziFE5tZdGTQIdl0KWCAE4QScquxFfn729yc+/1YE0mbXRXW/OlY1wPp9RqzwA9/6PP/wh1+MCZpJeGs9AiLFmM1iKuysByRhwaxHx8nCKymWDHqSLBeBW/AIQsGvBpMjk/ZIFjRb9WKGQQyqXzQiOuApClRcAoVy2QtYLddS8zdfFPmuXKMs3QQET4GFlR/7dELLIuSSIxhyj8mVLkspSrAeHAQVY8jOC/foRnCNomLpzqhG1Uo05VyWViqRvXfznNPgiFjM4SG0Lk6zNDNZdMTETJOcWxC9xEgGEqYdc2XMANeU/X1V00gCMiAI4aLCMLbg2Ejom8zZwllK6BIYlTZ3/tK/fZkHF1ueVAr+sgKCZTF9GrW6rwbMHL2dBa8rfuBb38/H3vuQgmOcU7NH1Q0YOvPFmlJj9gE+UQblvHfO6irmB8hJvDxAeTgx3LvD1t5AxhFtFguEOa2tc8riwJyLXR06I8YkFafhbnSPOd/eG9pXCB1d7ai2QijoIDS9wKxjPjL2gp3v6K/fYVoJw3sGXDYBOdkZg0xczJ3Ves3aGn1obDdOoeIeUGFd3UNaR+vErjttNfDTv+58dvcWdZ5ornt4+N1gzxIheFzGD4dZ/wLyZ/ZxzbFfd/SHX2jZx2/4jIO/Z3GAv/kda1oPudkQLQq1wsEClpa7pW0AABLrSURBVJ9NQiiIVFrLrGbIQsguh9IMxn6xrBpE1kUkpkqUDIrGYtTaApfn3PVEZueEjKMsoVTvSSoM9QYkssHlfKEBJFQx5mRlFAKuDtQhRcby7heRvYywmaAaYKeJMbowUSgemgIty6/ucc2DBNxvicNQEu1woAeMrCWCngasPLbdSWSgOsSv4fmdFk14cAbV6OlOaDaW1kAXmsBPfXJLd9sHhs8yILiC5kmUVf7lD38D3/Vtp8wEybq3lDjOz7dzZ94tjsXz9zYKZb/GLcJD5D2P0ovnaOJ4TswTVs9MHw7X/EjVLVsFRTTfpZSlcme3c4ah7NGqPUphnZjRABH5KmTnU8D2nrX6wpx9NtH5kSgWgng+S7mX4ftgDpdogdVCkb4PYnrv+UyloqAURu+JaWWwmcdfxLZaCyVQLQWyVVEz2ByLoz32aGK0YP6lgqCjUkOlU4SdO+6dUYkZG0AKOIRCo1rwGkxpLYIxHWa0FNZacBG2hIz0UJReYDfB3/25C37t5ccjA4t9xRGCW/a/IZiAxy/NTz4mLjAa71+d8t1/7EW+66WG+ats7SREUKrQrMYPvZlhNdDtnJ0VBjF8vKDMZ5jtIqp8vTK8oLzZOmMtjChTr6yHLW0XZJTeW0zLmpXxjqAVfHaYgWFH84HORHGlSqXthDrMdBxhpE0jq1Njmi9gaKxZ0SeDDfTzgc284rkPNB62HXeHFY2GaajVye4M1wtmGjYPrE6c802nrIbgGLRTfvU15ROffoXW2/5ePU2Apqp/qGmWT2NLVvMsFlPVfZXykWz/SUHCdSscaqzffpxLLCLtFrRAEL7/W05432lk8WqeczuiP3xrhe6d4k4toUDmhGa6usQCKYrUWEjAGbVjPXQnxKPUUE2gGg0Nxb7L0mksfF2Zsl5K4iORlMWGnoFB0ejvN1NGkSRHafIhAp+rObqZZK7PRCYUWVVk95uuMdgpNqO6M4shXonsz3BZCGwwZ6DvHi2Gg+QcCDGqRBfBMj8Bj4wx9EEKah0tJYTECE2CIWFnVaOIYhrws0vMnjeHL+wKv/C7DwNqP/h93y0IwWJFB/7Z97/En/r2NVNPoSHvUeoRmGdCnKdHQLQcYxycPsXUQ7eWnRzJv+ihB+FoCFW55yCteKaUyMD3fC/ikVrWksNr3EsXmycUH8HHkhG7e+h0SCBdM75HEbqyP97SQL4ERNtcWT0zdDye3OBJGLqUGrzSrTEUZShKFIXiuMuAJQjlUIF9Z4VIDPTSEoGQebTlDiUy+EkIESOHqsG5GLNk1z24PKFvm+RZSSqhO0bPwKywrhFsGhLt4b6oiAo7gEk5GT1GQIuz0oJTmaRh4qxF2c7wt3/udX7tldf3WhlPWvu/7IDgJqf+NCe8+Xgw1Odp/cF+XOvTlAoOzyfJODaVVIEbuXNyl49/5z1eGpQ+vc44DkxuwYyuTl2YlgwhJdkr1EKbHlBrZTg/YXtyHozU1im2op8WpO+ihWoCYYBygfSRKju8GCsdYtIaD8FX0Z4436XIHPKiNiPDTJtXlKIpwRk8BRGj+D1KFXa7V5lfO6FQsXudwhmiD6PWKVtE30NrD7E+U+QEqRPdB3o/4ze+uOFXXm7M2zcpTEHouuE3ejcQBZ9l2+F+FsGCBNzqpB/DHbjhs/3xDstfXAsInnDMr79b+PPfvI6ApQd+0AymaIimUaiQBLrIXEZTmgbL3/Ytc+HoFtqyZrbWzDmpsPO4jjgGWXOP6+hi2X+t+zGraw0WgGVdvnj2bEiSFvcOITBP0x5oB0l0dE8ZVpAFoiXEYUwCvaoZlIRSRjhtd0lF/RBHUo+gQN1pEdvEHIi94wnVvZ51ZtfgBXQnkRBHiO4L6zG4xmvMLpAS+vqz5zUifGZT+C+fevOR302A/owDgv21LPdVBAT+8V98H3/mu88oLdT4uhMy2ebgUTLwLAMUkVCebNCmbOHLiZJdnd6EphFISEoVO4DFs1Oyhr9wCQ4DgMO2ueU5sUQWgkHvV4iEuFM9SYwS8zmWYKEr9BZCWJC99h4lrZ326ByRPK7ZEhqgEuUt98Lc4pkcx07VgvXLYU1k4AmwlkApPFEOy+uLVlrHezwntXbUBxo90YnQ9xhKFBh7h0lSDMydtdTQ//BsP1zUFEs8b+v4+Zg0umisC0MV5hacoUrhbB0v7k6FdXHwylYaqDBdCD/6C6/xyS88uBzm9IS1PsoqNz/HT40QHDqZcTyhzS0nFH5lnMxtXIPls8MAYdmulMJL9wb+3Idf5EPrc8oKplaosqVrwaYtOpzRdGKwGREFHzjfNMY7I+Iz3mHImtRcKqOBeEdspsuK5opOM8IaXTlib+B+CtWZ24ZSKr0L0ldImdGyxrYbbDTKtGLLjpNySqdRzLAiFHZMtmI6d2S7Qu4KJyfKxjqDVNxmvAuYsblzh889mPil33vAG/N8Zf73IaS43JOvhj1tUPcsEYJHHPnBv2/6bFEOv80uj/no0Z8Gebhpm+/76CkfWDu9F5o0rFUmt5hR78qcYlkuQI/9438SKIFCSULiktfWZHY3z/5/d3TIhsgWiIC6sPPM3JZ740LVYDu7SbbzAUXR3tnl8VRiQsRkyuAx+6B51PgnE0Q7S9tWTXg0nEU4+FyFoyyhvnf6YuHUF6JaTz5FtKfF4q8Ykyv0mHFQMLRKzAKhMRaCyCgxLMdFGGMxjPuSGesSpLy8EX7p9x/ukaRH1h3ePQEBXAsKgA+9sOYnf/TrMYNmkTVPveOWtfWeY8+znJAtJSxtaZGpkr85LGz4GDEcTntp2VU/KI2JQA6IWvxMkUsdgcbB2uQLkhA8+iEDlL0IUI/uhIVtFElUPicSyAIe4luWznoJ+Ja1UDNg6T1UEg9FtpbrDTJj+hdCbntBSruHOFAgccR9EqDAKCG3rMZemtwFTlAKMHnDc0YBOf1z8B7omoXTnxEmNyaEsXRWpnQtNI8VZ5VzRba7IEHeGStrJVA0CWGlWZRPv9r5+L//HDub9s/pzevwguFc+tOvaMng3ZB9LtchOFaFl+69xJ/9yBkfOnkNpcekQD9NYfWBrjPKjtpO8O2Aj8ZWdqhHJuQC2mssrL0F5OMd9Az1HYMbbYA+TRSpAa9JzSitoFwAFRsaMoOVgm5hHs4Z9QwpFfcpzncqsFV20uG1md35mvVzlblOrN1pdQbu8Ztv7vjvv/uQN2WmtlCMu4mceWhPEzG+XSulXAlEDu//EyLTZ4YQwGUQcLjEhzt4slO/Ou3w7QUBh2jEY1EGhOfXyl/56Arc2eZYXiWEYbYec+pNYmLbUpOPmm1kbpGVByFORJjMGDRaC2tm95TIsFtLgR7CmYZEt6EpbFSzjo5HF4Fntqc0GpJBg1As7kzV6HBZJQzfFsedzqZBQPWE2NAs4ZCEcPySd1lFMe8ohVBkiGFlDtGiKbIfkmNo1IwPhjSpOkUTgtTIfAVNdcSsN5swFMt2TuFn//eGlr10j3tTnl3JYPDrDbTXAwKAv/zhe/yDH3yBVmuoYJpkX38QWGO+gO8FgmKImu21+yeW+QZEQLB37LqHyGPGAJC6DW6S2gewVw8U2ffxt2tBlVuUmlCSzFdijkaeaxHecS7XFE+ybbeYCbgcMiZgGkhJNc98O3sJYTcELcaocU5dwAEPBGopT1x2JEQ5QkTQnkReB8tulSHPW5S9kJKYU3EGd2arURXBQwFTQmkxguwUGyKIszHPQIMQSyAiQnQlOMb5BCdDlCjuFWVOpa5BhN9+2fiRX3yZN3fTvqxyfe29khzmq7/YM+EQfLXsys1YvrgIjjKMhW96cc1f+OBzPF/eQH3FrsRN17JBW8F3gt8ZmDYC4y6mDPpI08LalKm9RSlrWt0hdpdinSJCe9gZx3uI7Oi6wWqDMjB1ZS0NbMC8M2phu5sodWDqE+v1GnpnMmdghfkGKTPFz+hseOvhGfWtCR/W/IYVPnn/LR5cvBkwqc9wLee9LSB4NwRph/asAwK4dMhXuwkuIf4vJ7NnOZ5cpk23lySuchkOj3d5HcIHn6989L0rZumMmQ83jNmC2e9A8UjMphLM8Oivj44Ac8M0IEgXY12F1jq7FlK1RrYuuQCRgXcLMlazqL/2JNhte4+efgnI3Qk+gntkSC1lXDuXkK+T5/CIwfelib2KYBK3snwBIfQieR/Fl4U6Sgv7eyaXrWsZ/8DBPcw86eA+Z032xrt89VeP6rg9Fh161hyC63b4vi/w/UdfGPknf+1FTs7GLBMEy753QyhUnxGL4A+UboEOzYvzJTLy4JdAkb4fo7u3JMh5dsIvWbrb4Z2zLANc7lZi1+DjtM4oylCiZj6nsiJEkLFMPHR3Fk9uiXwUqUzeL4P8g7UuvmsErMMgVBojhVIulfi23vf1epGlNZKA5iVq/KXXEMTC6VpwnVlLWepued5430YV3BqdmrwICfVCjKFHIS3eEwUNSfEuMdl2VKPLovboof/QgoRYhyA23h1iDdhJ45d/p/OPPnGfTW97FObJyZhAcn3gXRgQvJNZ603H2kNUquAFSuH59YqPnAkf/qb38XXrB5z2LdpHtueGnlW014Cr+g73AR13iFVk6Gxn4cQaMOK7GVWYx5m67YzrezGQZTczW0VWG9xWWK8Mw47iFetgg9P6ji7OYHcI+dktlRPKMMFO2AwrPvOa8qufecDnphpdEkmauU0b4J3keXy59jTnfDcEBPCoU7/ECSRrnI/J9vP/nxRAXHX0j29fPLwO9m7s8myS2dtV8aQFq5Brf7l+ZbnFwZ8WTGS/rzvLRkklu+IQb/uekid+HCfjcruEfG/67NrxU5Ll1sDpcrvLba66+8sgQPKu2bX9DoPBZc/HdaMs79izDgj84DdfruvQRCJbPxtH/vn3f4Bv/OCamQZzBICaLX7iINoga95LWcEsul7MLMZIO+AxI7TIZY/93vLZEXzPN5hDTjDuvPteswNfIPhl3yD2jR5k3eYxfwNfguvAr0QPtQ/yqU80wHEGF1oRxIw2J1HQBS2dWgIVWVOi5i8RnXaCD27ijM5Sywr9Dw/pbCF5M+7IUPAlOM/Aq3mnegw2qh5PbLPUFxChECqENdt+N+64xXjuLhF0C8K6xu86QZI3QUw4rZ78iSzX+Mi/+R8P+IlPfonZW17y20OAl3f1KxIQfDlO/TbH8TiewNs5zuG+sY1w9+w5Hp4/BOuXS0gpDDLw3FD40Pte4FveP/DSCsTeYs0c42ltgD5QB5Ai9N0FvdRQStQKrSLDFvUK1phnx2WgFGeWxlBPsHbBqCNCh0Hx3mOqGCMbKbxiA7/3ykP+7xff5I25gk3oQoKUAh5tOdEaZLd6oGcRBCznvYnPcZM9m7ZDvf6kwYEzeJJDf/w2T+fob9pyn40uTvoxJYXHXc/TXN/hNpotdU+6+qe7N5d4C/gjR7s98LrlO/qj9+G2Y3xl7RoCd/Bfzzwg2K9ri3zvo4nAghSICD/yne/he7/7TipJJlFwEc7JAK1la59QwX0fCLg3sJpCV0ugnHdjUR6CKKeKJLM/W2UPdAVC5ydIo+LZIWOdVSm4BwzfJLgKsyx8Br1EIZZnQpas3NKxHkDlXZm24UBVDRkKpS8dD8apShBWLakTGoJOIoJbEGqFaFNFnUmihdZa3m+JrL8Ie86D+zIN9LLbIDrWI5oYslVzTBXHCZjNY3Jnoh5F4hqUzo5ETnp0SdxZKSsVqigP3tjxV//DF3l12l6B/p86EPDLe/lHOiAQBNEafa9yNbtesilRwVmhqozV+ZqTNR88G/ja5894aXROVg3pD5Gcp95torJi6hPmE6IDKsbpMHC+M6TBUAZ6uYutYpLdxc64/3Dg06/e5+Wdcr7tTM1CTlh2EZ0eRP7XI7/3fOD9fOn+F/b9wm/nfnwl7W1Fp89YqfBxyMCSZz7JId9mTwogbnPkN5UMbrObMvcFQvf90/zoMST3PsyTH3feS77E7Q788Ie86TjX/31130s4fzn+4XHgenBwQ8voDc/d4XXfhJXcdu2PRUAQyCwXnl1AUET9OhpwaIfjyi/R0XBe3/m1d/mx773H2WoMJb8WTmtJ9o1QpwwEJ4TbFkEiyUFaELLT6oKIRvkhoKsQcUKy91Do3vdTbNn/vvFvJRSfPJE4EaGIMqWTDA3/lO2WJEHm7A5xWBRBu1no/3cJKWyL30nF0QrrksTaFJxaSXTChMZADsCSQASCIxAEWJUQYLIuIBaTZnsMM6oljqNCPGkW3J3KMk8AZnfEgt+lRHlvJQUhBYswdih0p5REOzSuc6OBKlhTTorxfC0M6vzWpxt/7xP3eXUzkVHhY5+V687/8O/L376sLoOjHe1oRzva0Y72R8Oe7fiuox3taEc72tGO9q6wY0BwtKMd7WhHO9rRjgHB0Y52tKMd7WhHOwYERzva0Y52tKMdjWNAcLSjHe1oRzva0TgGBEc72tGOdrSjHQ34/xzKXSNl/AbyAAAAAElFTkSuQmCC" 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<p>You can even add augmentation transforms, since we have a proper fastai typed image. Just remember to add the <code>IntToFloatTensor</code> transform that deals with the conversion of int to float (augmentation transforms of fastai on the GPU require float tensors). When calling <code>TfmdLists.dataloaders</code>, you pass the <code>batch_tfms</code> to <code>after_batch</code> (and potential new <code>item_tfms</code> to <code>after_item</code>):</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">dls</span> <span class="o">=</span> <span class="n">tls</span><span class="o">.</span><span class="n">dataloaders</span><span class="p">(</span><span class="n">bs</span><span class="o">=</span><span class="mi">64</span><span class="p">,</span> <span class="n">after_batch</span><span class="o">=</span><span class="p">[</span><span class="n">IntToFloatTensor</span><span class="p">(),</span> <span class="o">*</span><span class="n">aug_transforms</span><span class="p">(</span><span class="n">size</span><span class="o">=</span><span class="mi">224</span><span class="p">,</span> <span class="n">min_scale</span><span class="o">=</span><span class="mf">0.75</span><span class="p">)])</span>
<span class="n">dls</span><span class="o">.</span><span class="n">show_batch</span><span class="p">(</span><span class="n">max_n</span><span class="o">=</span><span class="mi">3</span><span class="p">)</span>
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" />
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<h3 id="Using-Datasets">Using Datasets<a class="anchor-link" href="#Using-Datasets"> </a></h3>
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<p>Datasets applies a list of list of transforms (or list of Pipelines) lazily to items of a collection, creating one output per list of transforms/Pipeline. This makes it easier for us to separate out steps of a process, so that we can re-use them and modify the process more easily. This is what lays the foundation of the data block API: we can easily mix and match types as inputs or outputs as they are associated to certain pipelines of transforms.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">x_tfms</span> <span class="o">=</span> <span class="p">[</span><span class="n">ColReader</span><span class="p">(</span><span class="s1">'id_code'</span><span class="p">,</span> <span class="n">pref</span><span class="o">=</span><span class="n">path</span><span class="o">/</span><span class="s1">'train_images'</span><span class="p">,</span> <span class="n">suff</span><span class="o">=</span><span class="s1">'.png'</span><span class="p">),</span> <span class="n">PILImage</span><span class="o">.</span><span class="n">create</span><span class="p">]</span>
<span class="n">y_tfms</span> <span class="o">=</span> <span class="p">[</span><span class="n">ColReader</span><span class="p">(</span><span class="s1">'diagnosis'</span><span class="p">),</span> <span class="n">label_dict</span><span class="o">.</span><span class="fm">__getitem__</span><span class="p">,</span><span class="n">Categorize</span><span class="p">()]</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">tfms</span> <span class="o">=</span> <span class="p">[</span><span class="n">x_tfms</span><span class="p">,</span> <span class="n">y_tfms</span><span class="p">]</span>
<span class="n">dsets</span> <span class="o">=</span> <span class="n">Datasets</span><span class="p">(</span><span class="n">train</span><span class="p">,</span> <span class="n">tfms</span><span class="p">,</span> <span class="n">splits</span><span class="o">=</span><span class="n">splits</span><span class="p">)</span>
<span class="n">dls</span> <span class="o">=</span> <span class="n">dsets</span><span class="o">.</span><span class="n">dataloaders</span><span class="p">(</span><span class="n">bs</span><span class="o">=</span><span class="mi">64</span><span class="p">,</span>
<span class="n">after_item</span><span class="o">=</span><span class="p">[</span><span class="n">Resize</span><span class="p">(</span><span class="mi">480</span><span class="p">),</span> <span class="n">ToTensor</span><span class="p">(),</span> <span class="n">IntToFloatTensor</span><span class="p">()],</span>
<span class="n">after_batch</span><span class="o">=</span><span class="p">[</span><span class="n">Normalize</span><span class="o">.</span><span class="n">from_stats</span><span class="p">(</span><span class="o">*</span><span class="n">imagenet_stats</span><span class="p">)])</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">dsets</span><span class="p">[</span><span class="mi">0</span><span class="p">]</span>
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<pre>(PILImage mode=RGB size=3216x2136, TensorCategory(1))</pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">dls</span><span class="o">.</span><span class="n">show_batch</span><span class="p">(</span><span class="n">max_n</span><span class="o">=</span><span class="mi">3</span><span class="p">)</span>
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" 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</div>Harish VadlamaniIntroduction to NLP using Fastai2021-10-27T00:00:00-05:002021-10-27T00:00:00-05:00https://harish3110.github.io/through-tinted-lenses/natural%20language%20processing/sentiment%20analysis/2021/10/27/Introduction-to-NLP-using-Fastai<!--
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<p>In continuation to my previous posts <a href="https://harish3110.github.io/through-tinted-lenses/fastai/image%20classification/2020/03/29/Building-an-image-classifier-using-Fastai-V2.html">1</a>, <a href="https://harish3110.github.io/through-tinted-lenses/fastai/image%20classification/model%20fine-tuning/2020/04/10/Improving-baseline-model.html">2</a>, which delved into the domain of computer vision by building and fine-tuning an image classification model using Fastai, I would like to venture into the fascinating domain of Natural Language Processing using Fastai.</p>
<p>For this post we'll be working on the <a href="https://www.kaggle.com/c/nlp-getting-started/overview">Real or Not? NLP with Disaster Tweets</a> competition dataset on Kaggle to build a text classifier to distinguish between normal tweets and tweets sent out during a natural disaster using the <a href="https://arxiv.org/abs/1801.06146">ULMFiT</a> approach and decoding this revolutionary paper that changed the NLP schenario for the better in the recent years.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="o">!</span>nvidia-smi
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<pre>Sat Sep 17 15:33:14 2022
+-----------------------------------------------------------------------------+
| NVIDIA-SMI 460.32.03 Driver Version: 460.32.03 CUDA Version: 11.2 |
|-------------------------------+----------------------+----------------------+
| GPU Name Persistence-M| Bus-Id Disp.A | Volatile Uncorr. ECC |
| Fan Temp Perf Pwr:Usage/Cap| Memory-Usage | GPU-Util Compute M. |
| | | MIG M. |
|===============================+======================+======================|
| 0 Tesla T4 Off | 00000000:00:04.0 Off | 0 |
| N/A 63C P0 27W / 70W | 2342MiB / 15109MiB | 0% Default |
| | | N/A |
+-------------------------------+----------------------+----------------------+
+-----------------------------------------------------------------------------+
| Processes: |
| GPU GI CI PID Type Process name GPU Memory |
| ID ID Usage |
|=============================================================================|
+-----------------------------------------------------------------------------+
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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1">#collapse</span>
<span class="c1"># Installing and importing the necessary libraries </span>
<span class="o">!</span>pip install fastai --quiet
<span class="o">!</span>pip install kaggle --quiet
<span class="kn">from</span> <span class="nn">fastai.text.all</span> <span class="kn">import</span> <span class="o">*</span>
<span class="kn">import</span> <span class="nn">warnings</span>
<span class="n">warnings</span><span class="o">.</span><span class="n">filterwarnings</span><span class="p">(</span><span class="s1">'ignore'</span><span class="p">)</span>
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<h2 id="Dataset-Download-and--basic-EDA">Dataset Download and basic EDA<a class="anchor-link" href="#Dataset-Download-and--basic-EDA"> </a></h2><blockquote><p>Using Kaggle API to download the competition dataset and view the data</p>
<p><strong>Fill in your username and key from Kaggle and run the below code</strong></p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="o">!</span>touch ~/.kaggle/kaggle.json
<span class="n">api_token</span> <span class="o">=</span> <span class="p">{</span><span class="s2">"username"</span><span class="p">:</span><span class="s2">"xxxxxxxxxx"</span><span class="p">,</span><span class="s2">"key"</span><span class="p">:</span><span class="s2">"xxxxxxxxxx"</span><span class="p">}</span>
<span class="kn">import</span> <span class="nn">json</span>
<span class="k">with</span> <span class="nb">open</span><span class="p">(</span><span class="s1">'/root/.kaggle/kaggle.json'</span><span class="p">,</span> <span class="s1">'w'</span><span class="p">)</span> <span class="k">as</span> <span class="n">file</span><span class="p">:</span>
<span class="n">json</span><span class="o">.</span><span class="n">dump</span><span class="p">(</span><span class="n">api_token</span><span class="p">,</span> <span class="n">file</span><span class="p">)</span>
<span class="o">!</span>chmod <span class="m">600</span> ~/.kaggle/kaggle.json
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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Using the kaggle api to search the name of the competition dataset to download</span>
<span class="o">!</span>kaggle competitions list -s <span class="s1">'nlp'</span>
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<pre>ref deadline category reward teamCount userHasEntered
------------------------------------------------- ------------------- --------------- --------- --------- --------------
nlp-getting-started 2030-01-01 00:00:00 Getting Started Knowledge 725 True
feedback-prize-english-language-learning 2022-11-29 23:59:00 Featured $55,000 716 False
contradictory-my-dear-watson 2030-07-01 23:59:00 Getting Started Prizes 41 False
jigsaw-toxic-severity-rating 2022-02-07 23:59:00 Featured $50,000 2301 False
jigsaw-unintended-bias-in-toxicity-classification 2019-07-18 19:35:00 Featured $65,000 3165 False
us-patent-phrase-to-phrase-matching 2022-06-20 23:59:00 Featured $25,000 1889 True
google-quest-challenge 2020-02-10 23:59:00 Featured $25,000 1571 True
feedback-prize-2021 2022-03-15 23:59:00 Featured $160,000 2058 False
nbme-score-clinical-patient-notes 2022-05-03 23:59:00 Featured $50,000 1471 False
feedback-prize-effectiveness 2022-08-23 23:59:00 Featured $55,000 1557 False
gendered-pronoun-resolution 2019-04-22 23:59:00 Research $25,000 838 False
AI4Code 2022-11-10 23:59:00 Featured $150,000 917 False
word2vec-nlp-tutorial 2015-06-30 23:59:00 Getting Started Knowledge 577 False
trec-covid-information-retrieval 2020-06-03 11:00:00 Research Kudos 19 False
data-science-for-good-city-of-los-angeles 2019-06-21 23:59:00 Analytics $15,000 0 False
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<p>The competition dataset we would like to download is the 1st one titled <code>nlp-getting-started</code></p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">dataset_path</span> <span class="o">=</span> <span class="s1">'/content/'</span>
<span class="n">dataset</span> <span class="o">=</span> <span class="s1">'nlp-getting-started'</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="o">%</span><span class="k">cd</span> {dataset_path}
<span class="c1"># Creating a folder for the dataset</span>
<span class="o">!</span>mkdir <span class="o">{</span>dataset<span class="o">}</span>
<span class="o">%</span><span class="k">cd</span> {dataset}
<span class="c1"># Using the Kaggle API to download dataset</span>
<span class="o">!</span>kaggle competitions download -c <span class="o">{</span>dataset<span class="o">}</span>
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<pre>/content
/content/nlp-getting-started
Downloading nlp-getting-started.zip to /content/nlp-getting-started
0% 0.00/593k [00:00<?, ?B/s]
100% 593k/593k [00:00<00:00, 143MB/s]
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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Unzip the dataset and delete the respective zip file</span>
<span class="o">!</span>unzip <span class="o">{</span>dataset + <span class="s1">'.zip'</span><span class="o">}</span>
<span class="o">!</span>rm <span class="o">{</span>dataset + <span class="s1">'.zip'</span><span class="o">}</span>
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<pre>Archive: nlp-getting-started.zip
inflating: sample_submission.csv
inflating: test.csv
inflating: train.csv
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">path</span> <span class="o">=</span> <span class="n">Path</span><span class="p">(</span><span class="sa">f</span><span class="s1">'</span><span class="si">{</span><span class="n">dataset_path</span><span class="si">}{</span><span class="n">dataset</span><span class="si">}</span><span class="s1">'</span><span class="p">)</span>
<span class="n">Path</span><span class="o">.</span><span class="n">BASE_PATH</span> <span class="o">=</span> <span class="n">path</span>
<span class="n">path</span><span class="o">.</span><span class="n">ls</span><span class="p">()</span>
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<pre>(#3) [Path('train.csv'),Path('sample_submission.csv'),Path('test.csv')]</pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">train</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">read_csv</span><span class="p">(</span><span class="n">path</span><span class="o">/</span><span class="s1">'train.csv'</span><span class="p">)</span>
<span class="n">test</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">read_csv</span><span class="p">(</span><span class="n">path</span><span class="o">/</span><span class="s1">'test.csv'</span><span class="p">)</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">train</span><span class="o">.</span><span class="n">head</span><span class="p">()</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">train</span><span class="p">[</span><span class="s1">'target'</span><span class="p">]</span><span class="o">.</span><span class="n">value_counts</span><span class="p">()</span>
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<pre>0 4342
1 3271
Name: target, dtype: int64</pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">test</span><span class="o">.</span><span class="n">head</span><span class="p">()</span>
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<pre>The training set has 7613 records.
The test set has 3263 records.
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<h2 id="The-ULMFiT-approach">The ULMFiT approach<a class="anchor-link" href="#The-ULMFiT-approach"> </a></h2>
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<p>The Universal Language Model Fine-tuning (ULMFiT) is an inductive transfer learning approach developed by Jeremy Howard and Sebastian Ruder to all the tasks in the domain of natural language processing which sparked the usage of transfer learning in NLP tasks.</p>
<p><strong>The ULMFiT approach to training NLP models is heralded as the ImageNet moment in the domain of Natural Language Processing</strong></p>
<p>The model architecture used in the entire process of the ULMFiT approach is ubiquitous and is the well-known <strong>AWD-LSTM</strong> architecture.</p>
<p>The ULMFiT approach can be braodly explained in the 3 major steps as shown below:</p>
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<p><img src="https://miro.medium.com/max/2000/1*9n9yv4EalUn76yP1Yffhfw.png" alt="" title="The ULMFiT Process" /></p>
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<h3 id="Step-1:-Training-a-general-corpus-language-model">Step 1: Training a general corpus language model<a class="anchor-link" href="#Step-1:-Training-a-general-corpus-language-model"> </a></h3>
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<p>A language model is first trained on a corpus of Wikipedia articles known as Wikitext-103 using a <strong>self-supervised approach</strong>, i.e. using the training labels in itself to train models, in this case training a LM to learn to predict the next word in a sequence. This resulting LM learns the semantics of the english language and captures general features in the different layers.</p>
<p>This pretrained language model is trained on 28,595 Wikipedia articles and training process is very expensive and time consuming and is luckily open-sourced in the Fastai library for us to use.</p>
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<h3 id="Side-Note:-Text-Pre-processing">Side Note: Text Pre-processing<a class="anchor-link" href="#Side-Note:-Text-Pre-processing"> </a></h3><blockquote><p>Transforming and normalizing texts such that it can be trained on a neural network for language modeling</p>
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<p>In my previous post, <a href="https://harish3110.github.io/through-tinted-lenses/fastai/image%20classification/2020/03/29/Building-an-image-classifier-using-Fastai-V2.html#1.-Create-a-DataBlock:">Building an image classifier using Fastai V2</a> we look at the datablock API of Fastai and where we apply the <code>resize</code> transform that ensures that all images used for training the image classifier model are resized to the same dimensions in order to be able to collate them in the GPU.</p>
<p>The same type of pre-processing needs to be done for texts in order to train a language model. Whether it's the articles in the Wikipedia 103 dataset or tweets in disaster dataset are of different lengths and can be very long. Thus the tweets corpus i.e. the dataset needs to pre-processed correctly in order to train a neural network on text data.</p>
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<p>There are many ways the pre-processing for textual data can be done and Fastai approach is to apply the following 2 main transforms to texts:</p>
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<p><strong><em>Note:</em></strong> A transform in Fastai is basically an <strong>almost</strong> reversible function that transforms data into another form(encoding) and also has the capability of getting back the original data(decoding) if needed.</p>
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<h5 id="1.-Tokenization">1. Tokenization<a class="anchor-link" href="#1.-Tokenization"> </a></h5><p>The first step is to gather all the unique <code>tokens</code> in the corpus being used.</p>
<p>A <code>token</code> can be defined in numerous ways depedning on the person creating the language model based on the granularity level i.e. the smallest part of the text they would like to consider. In the simplest scenario, a word can be considered as the token.</p>
<p>So the idea is to get a list of all the unique words used in the general domain corpus(Wikipedia 103 dataset) and our added downstream dataset(Disaster tweets dataset) to build a vocabulary for training our language model.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Let's take an example text from our training set to show a tokenization example</span>
<span class="n">txt</span> <span class="o">=</span> <span class="n">train</span><span class="p">[</span><span class="s1">'text'</span><span class="p">]</span><span class="o">.</span><span class="n">iloc</span><span class="p">[</span><span class="mi">0</span><span class="p">]</span>
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<pre>'Our Deeds are the Reason of this #earthquake May ALLAH Forgive us all'</pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Initializing the default tokenizer used in Fastai which is that of Spacy called `WordTokenizer`</span>
<span class="n">spacy</span> <span class="o">=</span> <span class="n">WordTokenizer</span><span class="p">()</span>
<span class="c1"># Wrapping the Spacy tokenizer with a custom Fastai function to make some custom changes to the tokenizer</span>
<span class="n">tkn</span> <span class="o">=</span> <span class="n">Tokenizer</span><span class="p">(</span><span class="n">spacy</span><span class="p">)</span>
<span class="n">tkn</span><span class="p">(</span><span class="n">txt</span><span class="p">)</span>
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<pre>(#21) ['xxbos','xxmaj','our','xxmaj','deeds','are','the','xxmaj','reason','of'...]</pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">txts</span> <span class="o">=</span> <span class="n">L</span><span class="p">([</span><span class="n">i</span> <span class="k">for</span> <span class="n">i</span> <span class="ow">in</span> <span class="n">train</span><span class="p">[</span><span class="s1">'text'</span><span class="p">]])</span>
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<pre>(#7613) ['Our Deeds are the Reason of this #earthquake May ALLAH Forgive us all','Forest fire near La Ronge Sask. Canada',"All residents asked to 'shelter in place' are being notified by officers. No other evacuation or shelter in place orders are expected",'13,000 people receive #wildfires evacuation orders in California ','Just got sent this photo from Ruby #Alaska as smoke from #wildfires pours into a school ','#RockyFire Update => California Hwy. 20 closed in both directions due to Lake County fire - #CAfire #wildfires','#flood #disaster Heavy rain causes flash flooding of streets in Manitou, Colorado Springs areas',"I'm on top of the hill and I can see a fire in the woods...","There's an emergency evacuation happening now in the building across the street","I'm afraid that the tornado is coming to our area..."...]</pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Setting up a tokenizer on the entire dataframe 'train'</span>
<span class="n">tok</span> <span class="o">=</span> <span class="n">Tokenizer</span><span class="o">.</span><span class="n">from_df</span><span class="p">(</span><span class="n">train</span><span class="p">)</span>
<span class="n">tok</span><span class="o">.</span><span class="n">setup</span><span class="p">(</span><span class="n">train</span><span class="p">)</span>
<span class="n">toks</span> <span class="o">=</span> <span class="n">txts</span><span class="o">.</span><span class="n">map</span><span class="p">(</span><span class="n">tok</span><span class="p">)</span>
<span class="n">toks</span><span class="p">[</span><span class="mi">0</span><span class="p">]</span>
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<pre>(#21) ['xxbos','xxmaj','our','xxmaj','deeds','are','the','xxmaj','reason','of'...]</pre>
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<p><strong>Note:</strong> The special tokens you can see above starting with 'xx' are special fastai tokens added on top of the spacy tokenizer used to indicate certain extra meanings in the text data as follows:</p>
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<li><code>xxbos</code>:: Indicates the beginning of a text (here, a review)</li>
<li><code>xxmaj</code>:: Indicates the next word begins with a capital (since we lowercased everything)</li>
<li><code>xxunk</code>:: Indicates the next word is unknown</li>
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<p>As mentioned above <code>Tokenizer</code> is a Fastai transform, which is basically a function with and <code>encodes</code> and <code>decodes</code> method available to tokenize a text and return it back to <strong>almost</strong> the same initial state.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">tok</span><span class="o">.</span><span class="n">decode</span><span class="p">(</span><span class="n">toks</span><span class="p">[</span><span class="mi">0</span><span class="p">])</span>
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<pre>'xxbos xxmaj our xxmaj deeds are the xxmaj reason of this # earthquake xxmaj may xxup allah xxmaj forgive us all'</pre>
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<p>The reason we don't get the original string back when applying <code>decode</code> is because the default tokenizer used in this case isn't <code>reversible</code>.</p>
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<h5 id="2.-Numericalization">2. Numericalization<a class="anchor-link" href="#2.-Numericalization"> </a></h5><p>The next step in the pre-processing step is to index the tokens created earlier so that they can easily accessed.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">num</span> <span class="o">=</span> <span class="n">Numericalize</span><span class="p">()</span>
<span class="n">num</span><span class="o">.</span><span class="n">setup</span><span class="p">(</span><span class="n">toks</span><span class="p">)</span>
<span class="n">nums</span> <span class="o">=</span> <span class="n">toks</span><span class="o">.</span><span class="n">map</span><span class="p">(</span><span class="n">num</span><span class="p">)</span>
<span class="n">nums</span><span class="p">[</span><span class="mi">0</span><span class="p">][:</span><span class="mi">10</span><span class="p">]</span>
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<pre>TensorText([ 2, 8, 150, 8, 0, 43, 14, 8, 885, 19])</pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">num</span><span class="o">.</span><span class="n">encodes</span><span class="p">(</span><span class="n">toks</span><span class="p">[</span><span class="mi">0</span><span class="p">])</span>
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<pre>TensorText([ 2, 8, 150, 8, 0, 43, 14, 8, 885, 19, 39,
13, 301, 8, 170, 7, 1620, 8, 0, 120, 65])</pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">num</span><span class="o">.</span><span class="n">decode</span><span class="p">(</span><span class="n">nums</span><span class="p">[</span><span class="mi">0</span><span class="p">][:</span><span class="mi">10</span><span class="p">])</span>
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<pre>(#10) ['xxbos','xxmaj','our','xxmaj','xxunk','are','the','xxmaj','reason','of']</pre>
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<h3 id="Step-2:-Fine-tuning-pretrained-LM-to-downstream-dataset">Step 2: Fine-tuning pretrained LM to downstream dataset<a class="anchor-link" href="#Step-2:-Fine-tuning-pretrained-LM-to-downstream-dataset"> </a></h3>
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<p>Despite having a vast language model pre-trained, it's always likely that the specific downstream task we would like to build our NLP model is a part of a slightly different distribution and thus need to fine-tune this Wikitext 103 LM.</p>
<p>This step is much faster and it converges much faster as there will be an overlap to the general domain dataset. It only needs to adapt to the idiosyncrasies of the language used and not learn the language per say.</p>
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<p>Since NLP models are more shallow in comparison to a computer vision model, the fine-tuning approaches need to be different and thus the paper provides novel fine-tuning techniques to do so:</p>
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<h4 id="Discriminative-Fine-tuning">Discriminative Fine-tuning<a class="anchor-link" href="#Discriminative-Fine-tuning"> </a></h4><p>Since different layers of the model capture different types of information and thus they should be fine-tuned to different extents.</p>
<p>This idea is similar as the use of discriminative learning rates used in CV applications which I explained in detail in my previous <a href="https://harish3110.github.io/through-tinted-lenses/image%20classification/2021/10/03/Improving-baseline-model.html#Discriminative-learning-rates">post</a>.</p>
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<h4 id="Slanted-Triangular-Learning-Rates">Slanted Triangular Learning Rates<a class="anchor-link" href="#Slanted-Triangular-Learning-Rates"> </a></h4><p>The idea behind slanted learning rates is that for a pretrained language model to adpat/fine-tune itself to the downstream dataset, the fine-tuning process should ideally converge faster to asuitable region in the parameter space and thern refine its parameters there.</p>
<p>So the slanted learning rates approach first linearly increases the learning rates for a short period and then linearly decays the learning rate slowly which is a modification of of Leslie Smith's traingular learning rate approache where the increase and decrease is almost the same.</p>
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<p><img src="https://miro.medium.com/max/1096/1*QptmUluWXteT6oI5bD22rw.png" alt="" title="Slanted Triangular Learning Rates" /></p>
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<h4 id="Creating-a-dataloader">Creating a dataloader<a class="anchor-link" href="#Creating-a-dataloader"> </a></h4><blockquote><p>Putting the pre-processed data in batches of text sequences for fine-tuning the language model</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># dataset for fine-tuning language model which only needs the text data</span>
<span class="n">df_lm</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">concat</span><span class="p">([</span><span class="n">train</span><span class="p">,</span> <span class="n">test</span><span class="p">],</span> <span class="n">axis</span><span class="o">=</span><span class="mi">0</span><span class="p">)[[</span><span class="s1">'text'</span><span class="p">]]</span>
<span class="n">df_lm</span><span class="o">.</span><span class="n">head</span><span class="p">()</span>
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<td>Our Deeds are the Reason of this #earthquake May ALLAH Forgive us all</td>
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<td>Forest fire near La Ronge Sask. Canada</td>
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<td>All residents asked to 'shelter in place' are being notified by officers. No other evacuation or shelter in place orders are expected</td>
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<td>13,000 people receive #wildfires evacuation orders in California</td>
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<td>Just got sent this photo from Ruby #Alaska as smoke from #wildfires pours into a school</td>
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<p><strong><em>Note:</em></strong> An important trick used in creating a dataloader here is that we use all the data available to us i.e train and test data. In case we had a dataset with unlabeled reviews we could also use that to fine-tune the pre-trained model better since this step doesn't need labels and is self-supervised.</p>
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<p>Creating a dataloader for self-supervised learning task which tries to predict the next word in a sequence as represented by <code>text_</code> below.</p>
<p><strong>Fastai handles text processing steps like tokenization and numericalization internally when <code>TextBlock</code> is passed to <code>DataBlock</code>.</strong></p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">dls_lm</span> <span class="o">=</span> <span class="n">DataBlock</span><span class="p">(</span>
<span class="n">blocks</span><span class="o">=</span><span class="n">TextBlock</span><span class="o">.</span><span class="n">from_df</span><span class="p">(</span><span class="s1">'text'</span><span class="p">,</span> <span class="n">is_lm</span><span class="o">=</span><span class="kc">True</span><span class="p">),</span>
<span class="n">get_x</span><span class="o">=</span><span class="n">ColReader</span><span class="p">(</span><span class="s1">'text'</span><span class="p">),</span>
<span class="n">splitter</span><span class="o">=</span><span class="n">RandomSplitter</span><span class="p">(</span><span class="mf">0.1</span><span class="p">)</span>
<span class="c1"># using only 10% of entire comments data for validation inorder to learn more</span>
<span class="p">)</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">dls_lm</span> <span class="o">=</span> <span class="n">dls_lm</span><span class="o">.</span><span class="n">dataloaders</span><span class="p">(</span><span class="n">df_lm</span><span class="p">,</span> <span class="n">bs</span><span class="o">=</span><span class="mi">64</span><span class="p">,</span> <span class="n">seq_len</span><span class="o">=</span><span class="mi">72</span><span class="p">)</span>
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<p><strong><em>Note:</em></strong></p>
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<li>Select the batch size <code>bs</code> based on how much your GPU can handle without running out of memory</li>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">dls_lm</span><span class="o">.</span><span class="n">show_batch</span><span class="p">(</span><span class="n">max_n</span><span class="o">=</span><span class="mi">3</span><span class="p">)</span>
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<td>xxbos xxup rt @livingsafely : xxup nws posts xxmaj severe # xxmaj thunderstorm xxmaj warnings for parts of # xxup ar # xxup nc # xxup ok . xxmaj seek strong shelter if at risk : http : / / t.co / xxunk xxbos xxmaj fire crews evacuate passengers from a xxmaj gold xxmaj coast tram trapped when powerlines fell across a xxunk . # xxunk 5 pm http : / /</td>
<td>xxup rt @livingsafely : xxup nws posts xxmaj severe # xxmaj thunderstorm xxmaj warnings for parts of # xxup ar # xxup nc # xxup ok . xxmaj seek strong shelter if at risk : http : / / t.co / xxunk xxbos xxmaj fire crews evacuate passengers from a xxmaj gold xxmaj coast tram trapped when powerlines fell across a xxunk . # xxunk 5 pm http : / / t.co</td>
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<td>entire group based on the actions of a few .. a heart - warming xxunk against terrorism .. http : / / t.co / xxunk xxbos xxunk nah young blood that cook is gone xxmaj i 'm cut now xxunk xxbos xxmaj greece 's tax revenues collapse as debt crisis continues http : / / t.co / xxunk xxbos xxmaj gas xxunk forces evacuation in east xxmaj saint xxmaj john http :</td>
<td>group based on the actions of a few .. a heart - warming xxunk against terrorism .. http : / / t.co / xxunk xxbos xxunk nah young blood that cook is gone xxmaj i 'm cut now xxunk xxbos xxmaj greece 's tax revenues collapse as debt crisis continues http : / / t.co / xxunk xxbos xxmaj gas xxunk forces evacuation in east xxmaj saint xxmaj john http : /</td>
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<td>xxunk xxmaj another shooting in a movie theater this is getting more xxunk but xxmaj i 'm glad they got the shooter & & no casualties . xxbos who xxunk all night in xxunk light of xxmaj xxunk floated out and sat through the xxunk beer afternoon in desolate xxmaj xxunk xxbos xxmaj xxunk xxmaj empire - xxmaj first responders turn out for xxmaj national xxmaj night xxmaj out http : /</td>
<td>xxmaj another shooting in a movie theater this is getting more xxunk but xxmaj i 'm glad they got the shooter & & no casualties . xxbos who xxunk all night in xxunk light of xxmaj xxunk floated out and sat through the xxunk beer afternoon in desolate xxmaj xxunk xxbos xxmaj xxunk xxmaj empire - xxmaj first responders turn out for xxmaj national xxmaj night xxmaj out http : / /</td>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Saving the dataloader for fast use in the future</span>
<span class="n">torch</span><span class="o">.</span><span class="n">save</span><span class="p">(</span><span class="n">dls_lm</span><span class="p">,</span> <span class="n">path</span><span class="o">/</span><span class="s1">'disaster_tweets_dls_lm.pkl'</span><span class="p">)</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># To load the Dataloaders in the future</span>
<span class="n">dls_lm</span> <span class="o">=</span> <span class="n">torch</span><span class="o">.</span><span class="n">load</span><span class="p">(</span><span class="n">path</span><span class="o">/</span><span class="s1">'disaster_tweets_dls_lm.pkl'</span><span class="p">)</span>
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<h4 id="Fine-tuning-the-language-model">Fine-tuning the language model<a class="anchor-link" href="#Fine-tuning-the-language-model"> </a></h4><p>Fine-tuning Wikitext 103 based LM to disaster tweets using ULMFiT fine-tuning methodologies. This fine-tuned LM can thus be used as the base to classify disaster texts in the next step.</p>
<p>The common metric used in CV models is accuracy but in sequence based models we use something called <strong>perplexity</strong> which is basically exponential of the loss as follows:</p>
<pre><code>torch.exp(cross_entropy)</code></pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1">#fine-tuning wikitext LM to disaster tweets dataset</span>
<span class="n">learn</span> <span class="o">=</span> <span class="n">language_model_learner</span><span class="p">(</span>
<span class="n">dls_lm</span><span class="p">,</span> <span class="n">AWD_LSTM</span><span class="p">,</span>
<span class="n">metrics</span><span class="o">=</span><span class="p">[</span><span class="n">accuracy</span><span class="p">,</span> <span class="n">Perplexity</span><span class="p">()])</span><span class="o">.</span><span class="n">to_fp16</span><span class="p">()</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">model</span>
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<pre>SequentialRNN(
(0): AWD_LSTM(
(encoder): Embedding(5832, 400, padding_idx=1)
(encoder_dp): EmbeddingDropout(
(emb): Embedding(5832, 400, padding_idx=1)
)
(rnns): ModuleList(
(0): WeightDropout(
(module): LSTM(400, 1152, batch_first=True)
)
(1): WeightDropout(
(module): LSTM(1152, 1152, batch_first=True)
)
(2): WeightDropout(
(module): LSTM(1152, 400, batch_first=True)
)
)
(input_dp): RNNDropout()
(hidden_dps): ModuleList(
(0): RNNDropout()
(1): RNNDropout()
(2): RNNDropout()
)
)
(1): LinearDecoder(
(decoder): Linear(in_features=400, out_features=5832, bias=True)
(output_dp): RNNDropout()
)
)</pre>
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<h5 id="Embedding-Layer">Embedding Layer<a class="anchor-link" href="#Embedding-Layer"> </a></h5><p>We can see that the above <code>AWD LSTM</code> architecture used in ULMFiT has a bunch of layers called <strong>embedding</strong> layers as the input here.</p>
<p>The pre-processed text and the batching of data using dataloaders is followed by passing this data into an embedding layer which can be considered as a small neural network by itself which is used to calculate token i.e. word dependencies in the dataset. These layers are trained along with the main neural network model and learns relationships between words in the dataset along the way.</p>
<p>An embedding layer is a computationally efficient method to represent tokens in a lesser dimension space, being less sparse and as a look-up table for all tokens in our dataset which captures relationships between the tokens.</p>
<p>It's a much more computationally efficient approach to the traditional <code>one-hot encoding</code> appraoch which can make these types of task really expensive and inefficient.</p>
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<p><img src="https://www.fast.ai/images/kittenavalanche.png" alt="" title="In the above embediing layer learned, vectors for baby animal words are closer together, and an unrelated word like 'avalanche' is further away" /></p>
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<p>If you would like to know more about word embedding check out this amazing <a href="https://www.youtube.com/watch?v=25nC0n9ERq4">video</a> by Rachael Thomas, co-founder of Fastai.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">lr_find</span><span class="p">()</span>
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
" />
</div>
</div>
</div>
</div>
</div>
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<div class="text_cell_render border-box-sizing rendered_html">
<p>Let's train the last layer of the model using a learning rate of <code>1e-2</code> based on the above learning rate finder plot using Leslie Smith's <a href="https://arxiv.org/abs/1708.07120">1 Cycle Training</a> approach.</p>
</div>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">fine_tune</span><span class="p">(</span><span class="mi">5</span><span class="p">,</span> <span class="mf">1e-2</span><span class="p">)</span>
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<td>0</td>
<td>4.834417</td>
<td>3.721524</td>
<td>0.385059</td>
<td>41.327328</td>
<td>00:14</td>
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<td>0</td>
<td>3.752483</td>
<td>3.395519</td>
<td>0.419342</td>
<td>29.830124</td>
<td>00:15</td>
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<td>1</td>
<td>3.487922</td>
<td>3.161577</td>
<td>0.450106</td>
<td>23.607807</td>
<td>00:14</td>
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<td>2</td>
<td>3.245892</td>
<td>3.043963</td>
<td>0.466685</td>
<td>20.988258</td>
<td>00:15</td>
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<td>3</td>
<td>3.077577</td>
<td>3.003706</td>
<td>0.471719</td>
<td>20.160116</td>
<td>00:15</td>
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<td>4</td>
<td>2.952500</td>
<td>2.996089</td>
<td>0.473472</td>
<td>20.007145</td>
<td>00:15</td>
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<p>Once we have fine-tuned out LM to our downstream task, we save the <code>encoder</code> part of the model which portion of the model except the final layer that predicts the next word in the sequence.</p>
<p>We can then use this<code>encoder</code> part, which is the portion that learns the language semantics, as our base to build a disaster tweets classification model.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Saving the encoder</span>
<span class="n">learn</span><span class="o">.</span><span class="n">save_encoder</span><span class="p">(</span><span class="s1">'finetuned'</span><span class="p">)</span>
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<h3 id="Step-3:-Training-a-classifier-on-the-downstream-NLP-task">Step 3: Training a classifier on the downstream NLP task<a class="anchor-link" href="#Step-3:-Training-a-classifier-on-the-downstream-NLP-task"> </a></h3>
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<p>Now that we have a language model fine-tuned to our downstream NLP dataset we can use the encoder portion of the fine-tuned language model which is the part that learns the features of the language used in the downstream dataset as the base to build a text classifier for tasks such as sentiment analysis, spam detection, fraud detection, document classifcation etc.</p>
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<p>The encoder saved is then appended by a simple classifier consisting of two additional linear blocks consisting of the standard batch normalization and dropout, with ReLU activations for the intermediate layer and a softmax activation at the last layer for the classification purpose.</p>
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<p>Fine-tuning a classifier is a very critical task in a transfer learning method and is the main reason why transfer learning approaches failed until ULMFiT came along.</p>
<p>Overly aggressive fine-tuning can result in <strong>catastrophic forgetting</strong> and too cautious fine-tuning can lead to extremely slow convergence.</p>
<p>To tackle this problem, ULMFiT introduces a novel fine-tuning technique in <strong>gradual unfreezing</strong> besides also using <strong>slanted triangular learning rates</strong> and <strong>discriminative fine-tuning</strong> to successfully train a classifier using a pre-trained LM.</p>
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<h4 id="Gradual-Unfreezing">Gradual Unfreezing<a class="anchor-link" href="#Gradual-Unfreezing"> </a></h4>
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<p>The idea behind gradual unfreezing is that fine-tuning a classifier on all layers can result in catastrophic forgetting and thus each layer staring form the las layer is trained one after the other by freezing all the lower layers and only training the layer in question.</p>
<p>The paper empirically found that after training the last layer of the model with a learning rate of <code>lr</code>, the subsequent layers can be trained one after another by reducing <code>lr</code> by a factor of <code>2.6</code>.</p>
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<h4 id="Backpropagation-Throught-Time-for-Text-Classification-(BPT3C)">Backpropagation Throught Time for Text Classification (BPT3C)<a class="anchor-link" href="#Backpropagation-Throught-Time-for-Text-Classification-(BPT3C)"> </a></h4>
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<p>Since the model architecture for training and fine-tuning the language is that of an LSTM, the paper implements the backpropagation through time(BPTT) approach to be able propagate gradients without them exploding or vanishing.</p>
<p>In the ULMFiT approach, a modification to the traditional BPTT is made specifically in the fine-tuning classifier phase called <strong>BPTT for Text Classification(BPT3C)</strong> to make fine-tuning a classifier for large documents feasible.</p>
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<p>Steps in BPT3C:</p>
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<li>The document is divided into fixed length batches of size 'b'. </li>
<li>At the beginning of each batch, the model is initiated with the final state of the previous batch by keeping track of the hidden states for mean and max-pooling. </li>
<li>The gradients are back-propagated to the batches whose hidden states contributed to the final prediction. </li>
<li>In practice, variable length back-propagation sequences are used. </li>
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<h4 id="Concat-Pooling">Concat Pooling<a class="anchor-link" href="#Concat-Pooling"> </a></h4><p>Since signals for classifying texts can exist anywhere and are not only limited to last word in the sequence, the ULMFiT approach also proposes to concatenate the last time step of the document by max-pooling and mean-pooling representations to provide more signal and better training</p>
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<h4 id="Creating-the-classifier-dataloader">Creating the classifier dataloader<a class="anchor-link" href="#Creating-the-classifier-dataloader"> </a></h4><p>Ensure that the sequence length and vocab passed to the <code>TextBlock</code> is same as that given while fine-tuning LM</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">blocks</span> <span class="o">=</span> <span class="p">(</span><span class="n">TextBlock</span><span class="o">.</span><span class="n">from_df</span><span class="p">(</span><span class="s1">'text'</span><span class="p">,</span> <span class="n">seq_len</span><span class="o">=</span><span class="n">dls_lm</span><span class="o">.</span><span class="n">seq_len</span><span class="p">,</span> <span class="n">vocab</span><span class="o">=</span><span class="n">dls_lm</span><span class="o">.</span><span class="n">vocab</span><span class="p">),</span> <span class="n">CategoryBlock</span><span class="p">())</span>
<span class="n">dls</span> <span class="o">=</span> <span class="n">DataBlock</span><span class="p">(</span><span class="n">blocks</span><span class="o">=</span><span class="n">blocks</span><span class="p">,</span>
<span class="n">get_x</span><span class="o">=</span><span class="n">ColReader</span><span class="p">(</span><span class="s1">'text'</span><span class="p">),</span>
<span class="n">get_y</span><span class="o">=</span><span class="n">ColReader</span><span class="p">(</span><span class="s1">'target'</span><span class="p">),</span>
<span class="n">splitter</span><span class="o">=</span><span class="n">RandomSplitter</span><span class="p">(</span><span class="mf">0.2</span><span class="p">))</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">dls</span> <span class="o">=</span> <span class="n">dls</span><span class="o">.</span><span class="n">dataloaders</span><span class="p">(</span><span class="n">train</span><span class="p">,</span> <span class="n">bs</span><span class="o">=</span><span class="mi">64</span><span class="p">)</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">dls</span><span class="o">.</span><span class="n">show_batch</span><span class="p">(</span><span class="n">max_n</span><span class="o">=</span><span class="mi">3</span><span class="p">)</span>
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<td>xxbos _ \n▁ xxrep 5 ? xxup retweet \n▁ xxrep 7 ? \n▁ xxrep 5 ? xxup follow xxup all xxup who xxup rt \n▁ xxrep 7 ? \n▁ xxrep 5 ? xxup xxunk \n▁ xxrep 7 ? \n▁ xxrep 5 ? xxup gain xxup with \n▁ xxrep 7 ? \n▁ xxrep 5 ? xxup follow ? xxunk # xxup xxunk \n▁ # xxup ty</td>
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<td>xxbos . : . : . : . : . : . : . : . : . : . : . : . : . : . : . : . : . : . : . : . : . : xxup rt xxunk : # xxunk \n\n xxmaj indian xxmaj army xxunk _ http : / / t.co / xxunk g</td>
<td>0</td>
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<th>2</th>
<td>xxbos i xxmaj hate xxmaj to xxmaj talking xxmaj xxunk xxmaj with xxmaj my xxmaj grandma … i xxmaj mean i xxmaj love xxmaj her xxmaj as xxmaj to xxmaj death xxmaj but xxmaj she xxmaj talk xxmaj so xxmaj damn xxmaj much xxmaj xxunk xxrep 3 h xxrep 3 e xxunk xxrep 3 ! xxrep 6 ?</td>
<td>0</td>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="nb">len</span><span class="p">(</span><span class="n">dls</span><span class="o">.</span><span class="n">train_ds</span><span class="p">),</span> <span class="nb">len</span><span class="p">(</span><span class="n">dls</span><span class="o">.</span><span class="n">valid_ds</span><span class="p">)</span>
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<pre>(6091, 1522)</pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Saving the dataloader for fast use in the future</span>
<span class="n">torch</span><span class="o">.</span><span class="n">save</span><span class="p">(</span><span class="n">dls_lm</span><span class="p">,</span> <span class="n">path</span><span class="o">/</span><span class="s1">'disaster_tweets_dls_cls.pkl'</span><span class="p">)</span>
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<h4 id="Defining-the-learner">Defining the learner<a class="anchor-link" href="#Defining-the-learner"> </a></h4>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span> <span class="o">=</span> <span class="n">text_classifier_learner</span><span class="p">(</span><span class="n">dls</span><span class="p">,</span> <span class="n">AWD_LSTM</span><span class="p">,</span> <span class="n">metrics</span><span class="o">=</span><span class="p">[</span><span class="n">accuracy</span><span class="p">,</span> <span class="n">FBeta</span><span class="p">(</span><span class="n">beta</span><span class="o">=</span><span class="mi">1</span><span class="p">)])</span>
<span class="n">learn</span><span class="o">.</span><span class="n">load_encoder</span><span class="p">(</span><span class="s1">'finetuned'</span><span class="p">)</span>
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<pre><fastai.text.learner.TextLearner at 0x7f822e1ff610></pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1">#collapse</span>
<span class="n">learn</span><span class="o">.</span><span class="n">model</span>
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<pre>SequentialRNN(
(0): SentenceEncoder(
(module): AWD_LSTM(
(encoder): Embedding(5832, 400, padding_idx=1)
(encoder_dp): EmbeddingDropout(
(emb): Embedding(5832, 400, padding_idx=1)
)
(rnns): ModuleList(
(0): WeightDropout(
(module): LSTM(400, 1152, batch_first=True)
)
(1): WeightDropout(
(module): LSTM(1152, 1152, batch_first=True)
)
(2): WeightDropout(
(module): LSTM(1152, 400, batch_first=True)
)
)
(input_dp): RNNDropout()
(hidden_dps): ModuleList(
(0): RNNDropout()
(1): RNNDropout()
(2): RNNDropout()
)
)
)
(1): PoolingLinearClassifier(
(layers): Sequential(
(0): LinBnDrop(
(0): BatchNorm1d(1200, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)
(1): Dropout(p=0.2, inplace=False)
(2): Linear(in_features=1200, out_features=50, bias=False)
(3): ReLU(inplace=True)
)
(1): LinBnDrop(
(0): BatchNorm1d(50, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)
(1): Dropout(p=0.1, inplace=False)
(2): Linear(in_features=50, out_features=2, bias=False)
)
)
)
)</pre>
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<h4 id="Training-the-classifier">Training the classifier<a class="anchor-link" href="#Training-the-classifier"> </a></h4><blockquote><p>Fine-tuning a text classifier using gradual unfreezing, slanted learning rates and discriminating learning techniques.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">fit_one_cycle</span><span class="p">(</span><span class="mi">1</span><span class="p">,</span> <span class="mf">1e-2</span><span class="p">)</span>
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<td>0</td>
<td>0.535416</td>
<td>0.458821</td>
<td>0.779238</td>
<td>0.712329</td>
<td>00:09</td>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Applying gradual unfreezing of one layer after another</span>
<span class="n">learn</span><span class="o">.</span><span class="n">freeze_to</span><span class="p">(</span><span class="o">-</span><span class="mi">2</span><span class="p">)</span>
<span class="n">learn</span><span class="o">.</span><span class="n">fit_one_cycle</span><span class="p">(</span><span class="mi">1</span><span class="p">,</span> <span class="nb">slice</span><span class="p">(</span><span class="mf">1e-3</span><span class="o">/</span><span class="p">(</span><span class="mf">2.6</span><span class="o">**</span><span class="mi">4</span><span class="p">),</span><span class="mf">1e-2</span><span class="p">))</span>
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<th>epoch</th>
<th>train_loss</th>
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<th>accuracy</th>
<th>fbeta_score</th>
<th>time</th>
</tr>
</thead>
<tbody>
<tr>
<td>0</td>
<td>0.501659</td>
<td>0.448380</td>
<td>0.787122</td>
<td>0.728188</td>
<td>00:10</td>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">freeze_to</span><span class="p">(</span><span class="o">-</span><span class="mi">3</span><span class="p">)</span>
<span class="n">learn</span><span class="o">.</span><span class="n">fit_one_cycle</span><span class="p">(</span><span class="mi">1</span><span class="p">,</span> <span class="nb">slice</span><span class="p">(</span><span class="mf">5e-3</span><span class="o">/</span><span class="p">(</span><span class="mf">2.6</span><span class="o">**</span><span class="mi">4</span><span class="p">),</span><span class="mf">1e-2</span><span class="p">))</span>
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background-size: auto;
}
progress:not([value]), progress:not([value])::-webkit-progress-bar {
background: repeating-linear-gradient(45deg, #7e7e7e, #7e7e7e 10px, #5c5c5c 10px, #5c5c5c 20px);
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<th>epoch</th>
<th>train_loss</th>
<th>valid_loss</th>
<th>accuracy</th>
<th>fbeta_score</th>
<th>time</th>
</tr>
</thead>
<tbody>
<tr>
<td>0</td>
<td>0.485733</td>
<td>0.428565</td>
<td>0.812089</td>
<td>0.780338</td>
<td>00:10</td>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">unfreeze</span><span class="p">()</span>
<span class="n">learn</span><span class="o">.</span><span class="n">fit_one_cycle</span><span class="p">(</span><span class="mi">2</span><span class="p">,</span> <span class="nb">slice</span><span class="p">(</span><span class="mf">1e-3</span><span class="o">/</span><span class="p">(</span><span class="mf">2.6</span><span class="o">**</span><span class="mi">4</span><span class="p">),</span><span class="mf">3e-3</span><span class="p">))</span>
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border: none;
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background-size: auto;
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progress:not([value]), progress:not([value])::-webkit-progress-bar {
background: repeating-linear-gradient(45deg, #7e7e7e, #7e7e7e 10px, #5c5c5c 10px, #5c5c5c 20px);
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<th>epoch</th>
<th>train_loss</th>
<th>valid_loss</th>
<th>accuracy</th>
<th>fbeta_score</th>
<th>time</th>
</tr>
</thead>
<tbody>
<tr>
<td>0</td>
<td>0.431396</td>
<td>0.422173</td>
<td>0.813403</td>
<td>0.765677</td>
<td>00:11</td>
</tr>
<tr>
<td>1</td>
<td>0.401168</td>
<td>0.432388</td>
<td>0.815374</td>
<td>0.778914</td>
<td>00:11</td>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">save</span><span class="p">(</span><span class="s1">'final_model'</span><span class="p">)</span>
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<pre>Path('models/final_model.pth')</pre>
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<h2 id="Creating-a-Kaggle-submission-file">Creating a Kaggle submission file<a class="anchor-link" href="#Creating-a-Kaggle-submission-file"> </a></h2>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">sub</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">read_csv</span><span class="p">(</span><span class="n">path</span><span class="o">/</span><span class="s1">'sample_submission.csv'</span><span class="p">)</span>
<span class="n">sub</span><span class="o">.</span><span class="n">head</span><span class="p">()</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">dl</span> <span class="o">=</span> <span class="n">learn</span><span class="o">.</span><span class="n">dls</span><span class="o">.</span><span class="n">test_dl</span><span class="p">(</span><span class="n">test</span><span class="p">[</span><span class="s1">'text'</span><span class="p">])</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">preds</span> <span class="o">=</span> <span class="n">learn</span><span class="o">.</span><span class="n">get_preds</span><span class="p">(</span><span class="n">dl</span><span class="o">=</span><span class="n">dl</span><span class="p">)</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Let's view the output of a single row of data</span>
<span class="n">preds</span><span class="p">[</span><span class="mi">0</span><span class="p">][</span><span class="mi">0</span><span class="p">]</span><span class="o">.</span><span class="n">cpu</span><span class="p">()</span><span class="o">.</span><span class="n">numpy</span><span class="p">()</span>
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<pre>array([0.12764977, 0.8723502 ], dtype=float32)</pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Since it's a multi-class problem and it uses softmax on the binary classes, </span>
<span class="c1"># Need to calculate argmax of the output to get the best class as follows </span>
<span class="n">preds</span><span class="p">[</span><span class="mi">0</span><span class="p">][</span><span class="mi">0</span><span class="p">]</span><span class="o">.</span><span class="n">cpu</span><span class="p">()</span><span class="o">.</span><span class="n">argmax</span><span class="p">(</span><span class="n">dim</span><span class="o">=-</span><span class="mi">1</span><span class="p">)</span>
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<pre>tensor(1)</pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">sub</span><span class="p">[</span><span class="s1">'target'</span><span class="p">]</span> <span class="o">=</span> <span class="n">preds</span><span class="p">[</span><span class="mi">0</span><span class="p">]</span><span class="o">.</span><span class="n">argmax</span><span class="p">(</span><span class="n">dim</span><span class="o">=-</span><span class="mi">1</span><span class="p">)</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">sub</span><span class="o">.</span><span class="n">head</span><span class="p">()</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="o">!</span>kaggle competitions submit -c nlp-getting-started -f submission.csv -m <span class="s2">"ULMFiT Submission 1"</span>
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<pre>100% 22.2k/22.2k [00:01<00:00, 17.5kB/s]
Successfully submitted to Natural Language Processing with Disaster Tweets</pre>
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<p>To view the results from your submission, run the following code:</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="o">!</span>kaggle competitions submissions -c nlp-getting-started
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<pre>fileName date description status publicScore privateScore
----------------------------------- ------------------- --------------------------------------------------------------------- -------- ----------- ------------
submission.csv 2022-09-17 16:03:11 ULMFiT Submission 1 complete 0.81091
submission_hf_trainer.csv 2021-07-13 06:20:09 Using trainer api basic complete 0.82653
submission_hf_fp16.csv 2021-06-21 19:37:14 Bert Base Uncased using FP16 training complete 0.83052
submission_transformers_pytorch.csv 2021-06-21 12:51:41 Using bert-base-uncased via hugging face but using native pytorch complete 0.82500
submission_transformers.csv 2021-06-21 12:07:17 HuggingFace Bert Uncased Submission 1 complete 0.82684
submission.csv 2021-06-21 07:00:15 ULMFiT Submission 1 complete 0.81458
submission_ensemble.csv 2020-06-30 11:13:05 Roberta and LR with words and char n-grams ensemble complete 0.84033
submission_lr.csv 2020-06-30 10:57:02 Text Classifier using logistic regression with words and char n-grams complete 0.78945
submission.csv 2020-06-28 05:05:33 Ensemble of ULMFiT and Roberta Predictions complete 0.83573
submission.csv 2020-06-28 04:47:56 Averaging ULMFiT and Roberta Predictions complete 0.00000
submission.csv 2020-06-28 04:34:00 Roberta model submission 3 complete 0.83328
submission.csv 2020-06-28 04:25:41 complete 0.83481
submission.csv 2020-06-28 03:27:17 Using Transformers Roberta Base complete 0.83573
submission.csv 2020-06-26 12:51:07 2nd submission complete 0.80447
submission.csv 2020-06-23 13:41:52 Fastai Style complete 0.79865
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<p>The above submission acheived a score of ~0.81 on the competition leaderboard.</p>
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<h2 id="Conclusion">Conclusion<a class="anchor-link" href="#Conclusion"> </a></h2><p>In this post we have seen how to build a fine-tuned language model for any textual data corpus which captures the semantics of the dataset. The encoder part of this fine-tuned language model was then used to build a pretty-decent text classifier that can identify tweets describing a natural disaster.</p>
<p>In the upcoming posts, I would try to delve deeper into building advanced NLP models like the Transformer architecture and researching other famous research papers in the domain of NLP.</p>
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<h2 id="References">References<a class="anchor-link" href="#References"> </a></h2><ul>
<li>Fastai <a href="https://docs.fast.ai">Documentation</a></li>
<li>Fastbook Chapter 10: <a href="https://github.com/fastai/fastbook/blob/master/10_nlp.ipynb">NLP Deep Dive</a></li>
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</div>Harish VadlamaniImproving baseline model2021-10-03T00:00:00-05:002021-10-03T00:00:00-05:00https://harish3110.github.io/through-tinted-lenses/image%20classification/2021/10/03/Improving-baseline-model<!--
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<h2 id="Introduction">Introduction<a class="anchor-link" href="#Introduction"> </a></h2>
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<p>In my previous blog post <a href="https://harish3110.github.io/through-tinted-lenses/computer%20vision/image%20classification/2021/09/29/Building-an-image-classifier-using-Fastai.html">"Building an image classifier using Fastai
"</a>, I introduced the Fastai V2 library by building a baseline flower classifier model on the flowers-102 dataset.</p>
<p>The baseline model created achieved an accuracy of about 96.2% on the validation set. The main aim of this post is to improve on my current baseline by employing some of the strategies taught in the Fastai course in order to reach the SOTA for the flowers-102 dataset which is an accuracy of 99.7%.</p>
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<p>Let's first import the Fastai library:</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="kn">from</span> <span class="nn">fastai.vision.all</span> <span class="kn">import</span> <span class="o">*</span>
<span class="o">%</span><span class="k">matplotlib</span> inline
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<h2 id="Re-loading-the-baseline-model">Re-loading the baseline model<a class="anchor-link" href="#Re-loading-the-baseline-model"> </a></h2>
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<p>In the previous post, I saved the model created in order to re-load it again when needed. A saved model basically saves the weights and bias matrices for each of the layers of the architecture trained for the specific task. When the model is saved, behind the scenes Fastai uses saves the models <code>state_dict</code> and stores it in a pickle file.</p>
<p>To reload the model we could simply do: <code>learn.load('flowers-baseline')</code></p>
<p>But hold on, it isn't quite that simple.</p>
<p>To load all those weight matrices properly we need to clearly define the architecture of the model as it was defined while training the model. So we follow the same steps as we did last time to create the <code>DataBlock</code>, then creating the <code>dataloaders</code> from it and finally specify the architecture we used by creating the <code>Learner</code>.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">path</span> <span class="o">=</span> <span class="n">untar_data</span><span class="p">(</span><span class="n">URLs</span><span class="o">.</span><span class="n">FLOWERS</span><span class="p">)</span>
<span class="n">df</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">read_csv</span><span class="p">(</span><span class="s1">'data/df.csv'</span><span class="p">,</span> <span class="n">index_col</span><span class="o">=</span><span class="mi">0</span><span class="p">)</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">files</span> <span class="o">=</span> <span class="n">get_image_files</span><span class="p">(</span><span class="n">path</span><span class="o">/</span><span class="s1">'jpg'</span><span class="p">)</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="k">def</span> <span class="nf">get_x</span><span class="p">(</span><span class="n">r</span><span class="p">):</span> <span class="k">return</span> <span class="n">path</span><span class="o">/</span><span class="n">r</span><span class="p">[</span><span class="s1">'name'</span><span class="p">]</span>
<span class="k">def</span> <span class="nf">get_y</span><span class="p">(</span><span class="n">r</span><span class="p">):</span> <span class="k">return</span> <span class="n">r</span><span class="p">[</span><span class="s1">'class'</span><span class="p">]</span>
<span class="n">dblock</span> <span class="o">=</span> <span class="n">DataBlock</span><span class="p">(</span><span class="n">blocks</span><span class="o">=</span><span class="p">(</span><span class="n">ImageBlock</span><span class="p">,</span> <span class="n">CategoryBlock</span><span class="p">),</span>
<span class="n">splitter</span><span class="o">=</span><span class="n">RandomSplitter</span><span class="p">(</span><span class="n">seed</span><span class="o">=</span><span class="mi">42</span><span class="p">),</span>
<span class="n">get_x</span><span class="o">=</span> <span class="n">get_x</span><span class="p">,</span>
<span class="n">get_y</span><span class="o">=</span> <span class="n">get_y</span><span class="p">,</span>
<span class="n">item_tfms</span> <span class="o">=</span> <span class="n">Resize</span><span class="p">(</span><span class="mi">224</span><span class="p">))</span>
<span class="n">dls</span> <span class="o">=</span> <span class="n">dblock</span><span class="o">.</span><span class="n">dataloaders</span><span class="p">(</span><span class="n">df</span><span class="p">)</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span> <span class="o">=</span> <span class="n">vision_learner</span><span class="p">(</span><span class="n">dls</span><span class="p">,</span> <span class="n">resnet34</span><span class="p">,</span> <span class="n">metrics</span><span class="o">=</span><span class="n">accuracy</span><span class="p">)</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">load</span><span class="p">(</span><span class="s1">'flowers-baseline'</span><span class="p">)</span>
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<pre><fastai.learner.Learner at 0x7f0670112df0></pre>
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<p>To view the weight and bias matrices of our model we can check its <code>state_dict</code> as follows:</p>
<p><code>learn.model.state_dict()</code></p>
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<blockquote><p><strong><em>Note:</em></strong> When we do a <code>model.save</code> behind the scenes Fastai is calling upon PyTorch to save this <code>state_dict</code>. Something along the lines of this:<code>torch.save(learn.model.state_dict(), 'checkpoint.pkl')</code></p>
<p>This is what is also happening when we use a pretrained model. We are basically taking the <code>state_dict</code> of a model trained for hours together and using it for our purposes!</p>
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<p>Now that our pre-trained model is loaded, lets check where we stand by interpreting and validating our model on the validation set.</p>
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<h3 id="Model-interpretation">Model interpretation<a class="anchor-link" href="#Model-interpretation"> </a></h3>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">interp</span> <span class="o">=</span> <span class="n">ClassificationInterpretation</span><span class="o">.</span><span class="n">from_learner</span><span class="p">(</span><span class="n">learn</span><span class="p">)</span>
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<p>One way to see how good your model is doing by using the <code>confusion matrix</code> which basically plots the matrix of correct predictions of the each class as compared to others. This means we can see the classes that were mistaken as the other by looking at a single class. You can do so in Fastai by running the following code:</p>
<p><code>interp.plot_confusion_matrix(figsize=(12,12), dpi=60)</code></p>
<p>But in this case reading a confusion matrix would actually be pretty confusing since there are 102 different classes. So instead Fastai's <code>most_confused</code> will be used. This plots just the classes which were most frequently classified wrong which can be considered as a more refined and consise version of the confusion matrix.</p>
<p>So since all we want to know is which classes were moslty classified we can use Fastai's <code>most_confused</code> method as follows:</p>
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<pre>[(' carnation', ' sweet william', 2),
(' japanese anemone', ' windflower', 2),
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(' sword lily', ' rose', 2)]</pre>
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<h3 id="Model-prediction">Model prediction<a class="anchor-link" href="#Model-prediction"> </a></h3><p>Let's see how our model fares on new images taken from Google. I'm using an image of a sunflower here:</p>
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" 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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">predict</span><span class="p">(</span><span class="n">flower</span><span class="p">)[</span><span class="mi">0</span><span class="p">]</span>
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<pre>' sunflower'</pre>
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<p>We can see that the baseline model correctly predicts the flower class.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">preds</span><span class="p">,</span><span class="n">targs</span> <span class="o">=</span> <span class="n">learn</span><span class="o">.</span><span class="n">get_preds</span><span class="p">()</span>
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<p>Let's use the <code>accuracy</code> method in Fastai to check the validation accuracy of the model:</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">accuracy</span><span class="p">(</span><span class="n">preds</span><span class="p">,</span> <span class="n">targs</span><span class="p">)</span>
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<pre>TensorBase(0.9633)</pre>
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<p>This is same as using the <code>validate</code> on the learner:</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">validate</span><span class="p">()</span>
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<pre>(#2) [0.1354469358921051,0.9633476138114929]</pre>
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<p>So that's our baseline model of an accuracy of 96.2%. Let's try to improve upon it!</p>
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<h2 id="Presizing">Presizing<a class="anchor-link" href="#Presizing"> </a></h2>
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<p>In the previous post, I explain how the images passed to the GPU needs to have the same dimensions so that they can be collated into tensors and effectively transferred onto to GPU. Thus at the very least doing a <strong><em>Resize</em></strong> operation in the <code>item_tfms</code> when creating the <code>DataBlock</code> is mandatory.</p>
<p>But if you think about it, simply resizing images is not a great idea. This might lead to producing improper cropped images, or images with empty areas or only parts of an image.</p>
<p>Also, doing all these transforms on a GPU is an expensive process, so finding an effective way to get this done by composing the augmentations to reduce the number of transforms being done would also be quite helpful</p>
<p>So to get over these issues the Fastai library employs a method called <code>presizing</code>as follows:</p>
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<li><p>We choose an appropriate large enough size based on our dataset to resize to such that there is enough room for further augmentations to be doe without any loss of data.</p>
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<li><p>All the necessary augmentations are composed and performed together on the GPU and finally resized to our desired size.</p>
<blockquote><p><strong><em>Note:</em></strong> In practice, the crop area chosen for the first step is at random for the training set and a center crop is done for the test images.</p>
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<p>Let's check the size of a couple images in dataset to get an idea of what size to actually resize to in the 1st step:</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="nb">print</span><span class="p">(</span><span class="n">PILImage</span><span class="o">.</span><span class="n">create</span><span class="p">(</span><span class="n">files</span><span class="p">[</span><span class="mi">0</span><span class="p">])</span><span class="o">.</span><span class="n">shape</span><span class="p">)</span>
<span class="nb">print</span><span class="p">(</span><span class="n">PILImage</span><span class="o">.</span><span class="n">create</span><span class="p">(</span><span class="n">files</span><span class="p">[</span><span class="mi">10</span><span class="p">])</span><span class="o">.</span><span class="n">shape</span><span class="p">)</span>
<span class="nb">print</span><span class="p">(</span><span class="n">PILImage</span><span class="o">.</span><span class="n">create</span><span class="p">(</span><span class="n">files</span><span class="p">[</span><span class="mi">100</span><span class="p">])</span><span class="o">.</span><span class="n">shape</span><span class="p">)</span>
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<pre>(500, 667)
(500, 662)
(500, 702)
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<p>We see that the images are rectangle images with a fixed width of 500 and varying height. We can either work with rectangle images for our model but based on Jeremy's experimentation, in practice working with square images makes computation faster and produces almost similar results.</p>
<p>So lets choose a size of 460*460 that's smaller than the original image and gives us enough wiggle room to work with for the augmentations. Let's see how that resize looks like:</p>
<blockquote><p><strong><em>Note:</em></strong> By default, Fastai does a random crop when calling the resize function.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">img</span> <span class="o">=</span> <span class="n">PILImage</span><span class="o">.</span><span class="n">create</span><span class="p">(</span><span class="n">files</span><span class="p">[</span><span class="mi">100</span><span class="p">])</span>
<span class="n">show_image</span><span class="p">(</span><span class="n">img</span><span class="p">,</span> <span class="n">title</span><span class="o">=</span><span class="s1">'original image'</span><span class="p">)</span>
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<pre><AxesSubplot:title={'center':'original image'}></pre>
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" 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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">_</span><span class="p">,</span><span class="n">axs</span> <span class="o">=</span> <span class="n">plt</span><span class="o">.</span><span class="n">subplots</span><span class="p">(</span><span class="mi">1</span><span class="p">,</span><span class="mi">3</span><span class="p">,</span><span class="n">figsize</span><span class="o">=</span><span class="p">(</span><span class="mi">12</span><span class="p">,</span><span class="mi">4</span><span class="p">))</span>
<span class="k">for</span> <span class="n">ax</span> <span class="ow">in</span> <span class="n">axs</span><span class="p">:</span>
<span class="n">rsz</span> <span class="o">=</span> <span class="n">Resize</span><span class="p">(</span><span class="mi">460</span><span class="p">,</span> <span class="n">method</span><span class="o">=</span><span class="n">ResizeMethod</span><span class="o">.</span><span class="n">Crop</span><span class="p">)</span>
<span class="n">show_image</span><span class="p">(</span><span class="n">rsz</span><span class="p">(</span><span class="n">img</span><span class="p">),</span> <span class="n">title</span><span class="o">=</span><span class="s1">'resized image'</span><span class="p">,</span> <span class="n">ctx</span><span class="o">=</span><span class="n">ax</span><span class="p">);</span>
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" />
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<p>We then use <code>aug_transforms</code> which is a Fastai utility function to perform a list of transforms efficiently on images as follows:</p>
<p><code>batch_tfms=aug_transforms(size=224, min_scale=0.75)</code></p>
<p>Here by choosing a <code>size</code> of '224' and <code>min_scale</code> != 1, We are telling Fastai to perform a random resized crop on the images to the final size of 224*224.</p>
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<blockquote><p><strong><em>Note:</em></strong> A <code>RandomResizedCrop</code> by default does a random crop of images in the training set and does a center crop of images in the validation set.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Presizing</span>
<span class="n">item_tfms</span><span class="o">=</span><span class="n">Resize</span><span class="p">(</span><span class="mi">460</span><span class="p">),</span>
<span class="n">batch_tfms</span><span class="o">=</span><span class="n">aug_transforms</span><span class="p">(</span><span class="n">size</span><span class="o">=</span><span class="mi">224</span><span class="p">,</span> <span class="n">min_scale</span><span class="o">=</span><span class="mf">0.75</span><span class="p">)</span>
<span class="k">def</span> <span class="nf">get_x</span><span class="p">(</span><span class="n">r</span><span class="p">):</span> <span class="k">return</span> <span class="n">path</span><span class="o">/</span><span class="n">r</span><span class="p">[</span><span class="s1">'name'</span><span class="p">]</span>
<span class="k">def</span> <span class="nf">get_y</span><span class="p">(</span><span class="n">r</span><span class="p">):</span> <span class="k">return</span> <span class="n">r</span><span class="p">[</span><span class="s1">'class'</span><span class="p">]</span>
<span class="n">dblock</span> <span class="o">=</span> <span class="n">DataBlock</span><span class="p">(</span><span class="n">blocks</span><span class="o">=</span><span class="p">(</span><span class="n">ImageBlock</span><span class="p">,</span> <span class="n">CategoryBlock</span><span class="p">),</span>
<span class="n">splitter</span><span class="o">=</span><span class="n">RandomSplitter</span><span class="p">(</span><span class="n">seed</span><span class="o">=</span><span class="mi">42</span><span class="p">),</span>
<span class="n">get_x</span><span class="o">=</span> <span class="n">get_x</span><span class="p">,</span>
<span class="n">get_y</span><span class="o">=</span> <span class="n">get_y</span><span class="p">,</span>
<span class="n">item_tfms</span> <span class="o">=</span> <span class="n">item_tfms</span><span class="p">,</span>
<span class="n">batch_tfms</span> <span class="o">=</span> <span class="n">batch_tfms</span><span class="p">)</span>
<span class="n">dls</span> <span class="o">=</span> <span class="n">dblock</span><span class="o">.</span><span class="n">dataloaders</span><span class="p">(</span><span class="n">df</span><span class="p">)</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Sanity check: Viewing a batch of images</span>
<span class="n">dls</span><span class="o">.</span><span class="n">show_batch</span><span class="p">(</span><span class="n">nrows</span><span class="o">=</span><span class="mi">1</span><span class="p">,</span> <span class="n">ncols</span><span class="o">=</span><span class="mi">3</span><span class="p">)</span>
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" 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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span> <span class="o">=</span> <span class="n">vision_learner</span><span class="p">(</span><span class="n">dls</span><span class="p">,</span> <span class="n">resnet34</span><span class="p">,</span> <span class="n">metrics</span><span class="o">=</span><span class="n">accuracy</span><span class="p">)</span>
<span class="n">learn</span><span class="o">.</span><span class="n">fine_tune</span><span class="p">(</span><span class="mi">3</span><span class="p">)</span>
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border: none;
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background: #F44336;
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<th>epoch</th>
<th>train_loss</th>
<th>valid_loss</th>
<th>accuracy</th>
<th>time</th>
</tr>
</thead>
<tbody>
<tr>
<td>0</td>
<td>2.826566</td>
<td>0.664916</td>
<td>0.841784</td>
<td>00:28</td>
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<th>epoch</th>
<th>train_loss</th>
<th>valid_loss</th>
<th>accuracy</th>
<th>time</th>
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<td>0</td>
<td>0.695056</td>
<td>0.238678</td>
<td>0.935858</td>
<td>00:33</td>
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<tr>
<td>1</td>
<td>0.315113</td>
<td>0.140501</td>
<td>0.962126</td>
<td>00:33</td>
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<td>2</td>
<td>0.160112</td>
<td>0.118961</td>
<td>0.967013</td>
<td>00:33</td>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">save</span><span class="p">(</span><span class="s1">'flowers-presizing'</span><span class="p">)</span>
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<pre>Path('models/flowers-presizing.pth')</pre>
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<p>We can see that <code>Presizing</code> improved the accuracy of the model by almost 1% (from 96% to 97%), we can also see that the validation loss is also reducing and so is the training loss.</p>
<blockquote><p>In practice, Fastai's recommendation is to always use presizing as it siginficantly improves model performance as the images obtained by doing all the destructive augmentation steps in a composed and efficient manner leads to better quality images. Additionally, by composing these transforms together there is an additional advantage of the model training faster overall.</p>
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<h2 id="Learning-rate-finder">Learning rate finder<a class="anchor-link" href="#Learning-rate-finder"> </a></h2>
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<p>We know that choosing a good learning rate for the training process is vital. Till now we were using the default learning rate used in Fastai but let's dig deeper and choose a more suitable one for training the model more efficiently.</p>
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<p>By default in Fastai the learning rate when using <code>cnn_learner</code> is set to 10e-3 i.e. 0.001 as shown below in its documentation.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">item_tfms</span><span class="o">=</span><span class="n">Resize</span><span class="p">(</span><span class="mi">460</span><span class="p">),</span>
<span class="n">batch_tfms</span><span class="o">=</span><span class="n">aug_transforms</span><span class="p">(</span><span class="n">size</span><span class="o">=</span><span class="mi">224</span><span class="p">,</span> <span class="n">min_scale</span><span class="o">=</span><span class="mf">0.75</span><span class="p">)</span>
<span class="k">def</span> <span class="nf">get_x</span><span class="p">(</span><span class="n">r</span><span class="p">):</span> <span class="k">return</span> <span class="n">path</span><span class="o">/</span><span class="n">r</span><span class="p">[</span><span class="s1">'name'</span><span class="p">]</span>
<span class="k">def</span> <span class="nf">get_y</span><span class="p">(</span><span class="n">r</span><span class="p">):</span> <span class="k">return</span> <span class="n">r</span><span class="p">[</span><span class="s1">'class'</span><span class="p">]</span>
<span class="n">dblock</span> <span class="o">=</span> <span class="n">DataBlock</span><span class="p">(</span><span class="n">blocks</span><span class="o">=</span><span class="p">(</span><span class="n">ImageBlock</span><span class="p">,</span> <span class="n">CategoryBlock</span><span class="p">),</span>
<span class="n">splitter</span><span class="o">=</span><span class="n">RandomSplitter</span><span class="p">(</span><span class="n">seed</span><span class="o">=</span><span class="mi">42</span><span class="p">),</span>
<span class="n">get_x</span><span class="o">=</span> <span class="n">get_x</span><span class="p">,</span>
<span class="n">get_y</span><span class="o">=</span> <span class="n">get_y</span><span class="p">,</span>
<span class="n">item_tfms</span> <span class="o">=</span> <span class="n">item_tfms</span><span class="p">,</span>
<span class="n">batch_tfms</span> <span class="o">=</span> <span class="n">batch_tfms</span><span class="p">)</span>
<span class="n">dls</span> <span class="o">=</span> <span class="n">dblock</span><span class="o">.</span><span class="n">dataloaders</span><span class="p">(</span><span class="n">df</span><span class="p">)</span>
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<p>Fastai employs the popular <code>learning rate finder</code> trick as created by Leslie Smith to find an optimum learning rate to train a neural network model. In short the learning rate finder is a plot of the loss of our model over an epoch by gradually increasing our learning rate from a low value at each mini-batch to a very high value until the loss blows off. Then a smooth version of this plot is used to determine the region where the 'best learning' takes place and accordingly an ideal learning rate is decided upon.</p>
<p>This is done in Fastai as follows:</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span> <span class="o">=</span> <span class="n">vision_learner</span><span class="p">(</span><span class="n">dls</span><span class="p">,</span> <span class="n">resnet34</span><span class="p">,</span> <span class="n">metrics</span><span class="o">=</span><span class="n">accuracy</span><span class="p">)</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">lr_find</span><span class="p">()</span>
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<pre>SuggestedLRs(valley=0.001737800776027143)</pre>
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" />
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<p>From the above plot we can see that the plot has areas where loss is plateaud at first(i.e. no learning is taking place), then there is a gradual descent where the bulk of learning takes place and finally the loss shoots up and model goes out of wack!</p>
<p>We would like to choose a learning rate somewhere in the region where there's the gradual descent, not too low where the training process is waning but somewhere in the middle where the slope is high enough to induce a good learning for the model.</p>
<p>In this learning rate plot it appears that a learning rate around <code>3e-3</code> has a good learning slope and would be appropriate, so let's choose that.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span> <span class="o">=</span> <span class="n">cnn_learner</span><span class="p">(</span><span class="n">dls</span><span class="p">,</span> <span class="n">resnet34</span><span class="p">,</span> <span class="n">metrics</span><span class="o">=</span><span class="n">accuracy</span><span class="p">)</span>
<span class="n">learn</span><span class="o">.</span><span class="n">fine_tune</span><span class="p">(</span><span class="mi">3</span><span class="p">,</span> <span class="n">base_lr</span><span class="o">=</span><span class="mf">3e-3</span><span class="p">)</span>
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<th>epoch</th>
<th>train_loss</th>
<th>valid_loss</th>
<th>accuracy</th>
<th>time</th>
</tr>
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<tbody>
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<td>0</td>
<td>2.435299</td>
<td>0.535012</td>
<td>0.849114</td>
<td>00:28</td>
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<th>epoch</th>
<th>train_loss</th>
<th>valid_loss</th>
<th>accuracy</th>
<th>time</th>
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</thead>
<tbody>
<tr>
<td>0</td>
<td>0.587888</td>
<td>0.231958</td>
<td>0.927917</td>
<td>00:33</td>
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<tr>
<td>1</td>
<td>0.288231</td>
<td>0.136378</td>
<td>0.963348</td>
<td>00:33</td>
</tr>
<tr>
<td>2</td>
<td>0.113643</td>
<td>0.098781</td>
<td>0.971900</td>
<td>00:33</td>
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<p><strong><em>Note:</em></strong> : Everytime you change something in the model and need to retrain again, you will need to reset the learner.</p>
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<blockquote><p>To know more about finding a good learning rate, the thought process and code behind the learning rate finder in Fastai, please refer to Sylvain Gugger's wonderful post on <a href="https://sgugger.github.io/how-do-you-find-a-good-learning-rate.html#how-do-you-find-a-good-learning-rate">"How Do You Find A Good Learning Rate"</a></p>
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<h2 id="1-Cycle-training">1 Cycle training<a class="anchor-link" href="#1-Cycle-training"> </a></h2>
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<p>Another novel approach of training brought about easily using the Fastai library is Leslie Smith's 1cycle training.</p>
<p>In summary this method is executed in 2 phases:</p>
<ol>
<li><p><code>warm-up</code>: This is where during the training the learning rate is gradually increased from a the the 10th of the learning rate decided by using the <code>lr_finder</code> to the our chosen one, i.e <code>3e-3</code>.</p>
</li>
<li><p><code>annealing</code>: This is where the learning rate is reduced to gradually again to a much lower point that the original in order to find the best minima to finally land on.</p>
</li>
</ol>
<p>This method allows us train the major chunk of the model at higher learning rates using the learning rate restriction we had already calculated using the <code>lr_finder</code>. This, in practice has proven to show that models train much faster and also train better as they generalize better by missing dubious local minimas and thus finding smoother regions in the curve.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span> <span class="o">=</span> <span class="n">vision_learner</span><span class="p">(</span><span class="n">dls</span><span class="p">,</span> <span class="n">resnet34</span><span class="p">,</span> <span class="n">metrics</span><span class="o">=</span><span class="n">accuracy</span><span class="p">)</span>
<span class="n">learn</span><span class="o">.</span><span class="n">fit_one_cycle</span><span class="p">(</span><span class="mi">3</span><span class="p">,</span> <span class="mf">3e-3</span><span class="p">)</span>
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<th>accuracy</th>
<th>time</th>
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<td>0</td>
<td>1.992500</td>
<td>0.445616</td>
<td>0.875382</td>
<td>00:28</td>
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<td>1</td>
<td>0.654101</td>
<td>0.192593</td>
<td>0.943189</td>
<td>00:28</td>
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<td>2</td>
<td>0.306958</td>
<td>0.171833</td>
<td>0.954184</td>
<td>00:28</td>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">unfreeze</span><span class="p">()</span>
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<p>We unfreeze the previous pretrained layers and train them specifically for our task of classifying flowers to fine-tune them for our flower classifier.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">lr_find</span><span class="p">()</span>
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<div class="output_html rendered_html output_subarea ">
<style>
/* Turns off some styling */
progress {
/* gets rid of default border in Firefox and Opera. */
border: none;
/* Needs to be in here for Safari polyfill so background images work as expected. */
background-size: auto;
}
.progress-bar-interrupted, .progress-bar-interrupted::-webkit-progress-bar {
background: #F44336;
}
</style>
</div>
</div>
<div class="output_area">
<div class="output_html rendered_html output_subarea ">
</div>
</div>
<div class="output_area">
<div class="output_text output_subarea output_execute_result">
<pre>SuggestedLRs(valley=6.918309736647643e-06)</pre>
</div>
</div>
<div class="output_area">
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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" />
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<p>We can see that this plot is different than before as we are finding the best minima to land on an already trained model. Let's choose an LR somewhere in the middle before the loss explodes again!</p>
<p>Something like 1e-5 as the <code>lr_max</code> would do good here in order to avoid the spike in loss that follows. Let's train the model further.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">fit_one_cycle</span><span class="p">(</span><span class="mi">6</span><span class="p">,</span> <span class="n">lr_max</span><span class="o">=</span><span class="mf">1e-5</span><span class="p">)</span>
</pre></div>
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<style>
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<table border="1" class="dataframe">
<thead>
<tr style="text-align: left;">
<th>epoch</th>
<th>train_loss</th>
<th>valid_loss</th>
<th>accuracy</th>
<th>time</th>
</tr>
</thead>
<tbody>
<tr>
<td>0</td>
<td>0.237454</td>
<td>0.161343</td>
<td>0.957239</td>
<td>00:33</td>
</tr>
<tr>
<td>1</td>
<td>0.210835</td>
<td>0.139617</td>
<td>0.964569</td>
<td>00:33</td>
</tr>
<tr>
<td>2</td>
<td>0.178369</td>
<td>0.132423</td>
<td>0.963348</td>
<td>00:33</td>
</tr>
<tr>
<td>3</td>
<td>0.164499</td>
<td>0.126942</td>
<td>0.967013</td>
<td>00:33</td>
</tr>
<tr>
<td>4</td>
<td>0.134416</td>
<td>0.125237</td>
<td>0.966402</td>
<td>00:33</td>
</tr>
<tr>
<td>5</td>
<td>0.139693</td>
<td>0.124959</td>
<td>0.965180</td>
<td>00:33</td>
</tr>
</tbody>
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<p>In addition to these steps, the 1 cycle policy also implements the <code>cyclical momentum</code> trick as mentioned by Leslie Smith in his <a href="https://arxiv.org/pdf/1803.09820.pdf">paper</a>.</p>
<blockquote><p><strong><em>Side Note:</em></strong> <code>Momentum</code> is a technique where the optimizer takes a step not only in the direction of the gradients, but also continues in the direction of previous steps. This allows the model training to move smoothly considering our previous steps taken and not being solely determined by the gradient of a single batch.
Leslie Smith suggests that momentum and learning rate should be inversely proportional in the training process. I.e. when we are at high learning rate, we use less momentum, and we use more again in the annealing phase. By doing so, the learning rate is given higher priority in the tail end of warm up to go in new directions to find the flatter area and then slowly move to the best minima while giving momentum greater priority.</p>
</blockquote>
<p>In practice Fastai shifts between a max and minimum momentum of 0.85 to 0.95 as mentioned by Leslie in the two phases of training.</p>
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<p>We can view the learning rates and momentum plots during training as follows:</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">recorder</span><span class="o">.</span><span class="n">plot_sched</span><span class="p">()</span>
</pre></div>
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VjPegPfdOIAHjxnGN9sLubmd7SIVqqrjDHNwK3AV7TOpDHPGLNJROaIyJy23YYCm0RkC62zddxuTdqu6xvSi/SEMD5frwW0Ut1lV0Udl7y8gvLaRt66fjyTB0ZYHcly2sLhglpshi837uWUIdE9asTrQVdPSkQE/vTpJm5+Zw3PXz4aXy9Pq2Mp5TKMMYuARR22vdTu/nIg+QgfYwmwxA7xjtuZI/vy4GebyS2pYWCUtnEodTyKKg9w2SsrqK5v4r1fTWB4TIjVkZyCnoF2QSvzyymrafzvpcqe6KqJifzt3OF8m13CzW+vpaG5xepISiknMXO4tnEo1R32VtVz6b9WUFnbxFvXj9fiuR0toF3Qog176OXtyUmDo6yOYqkrJyTw0LnDWbylhNvfy9QlfJVSAPQJ8WNsYhhfaBuHUsespLqey/61gvKaRt64fhypcaFWR3IqWkC7mOYWG19u3MvJQ6Po5aNtC1dMSOBPZ6Xw5aa93DN/Azad4k4pBZw5oi9bi6vJLam2OopSLqe8poHL/7WSvfvref3asYyOd6/F2rqDFtAuZlV+RWv7xoie277R0XVTkvjt9EHMX1vIXz/frIutKKU4fXgfAL7ZXGJxEqVcS3V9E1e/topd++r49zVjSU8MtzqSU9IC2sX8Z+Nebd/oxG9OGcj1U5J4fVkBT327zeo4SimL9Q3pxbB+wSzOLrY6ilIuo76phZveWsOWPdW8eMUYJvTvbXUkp6UFtAsxxrA4u5ipyRHavtGBiPCHM4dySXoczy7exis/5lkdSSllselDo1mzcx/lNQ1WR1HK6bXYDL/9IJNl28t57KKReqLuCLSAdiHZe6opqqpn+tCeNffz0RIRHj5/BGeO6MtDX2TzaeZuqyMppSw0fWg0xsD3W0utjqKUUzPG8MdPN/KfjXv541kpnDeqZyzSdjy0gHYhi7OLEYGThuhfhYfi6SE8eUkq45LC+d2H61m+vdzqSEopiwyPCSY62FfbOJQ6gqe+yeHdlTu5edoArp+SZHUcl6AFtAv5NruY1NhQIoN8rY7i1Hy9PPnXlenE9/bnxrcyyCnWUfhK9UQiwilDo1maU6pzxSt1CB+s3smz3+VySXocvzt9sNVxXIYW0C6iZH89WYVVTB+qZ5+PRoi/N69fOxY/b0+u+fcq9lbVWx1JKWWB6UOjqG1sYUVehdVRlHI6P20r44GPN3LCoEj+77zhiIjVkVyGFtAu4rstrVMxnaL9z0ctNsyf164ZS9WBJq55bRXV9U1WR1JKOdikARH4eXvw/Radzk6p9nKKq/n122sYGBXI85eNwstTS8KusOt3S0RmiMhWEckVkXs7eT5ERD4TkSwR2SQi19ozjyv7NruEmNBeDOkTZHUUlzI8JoQXrxhDbkkNv3lvHS260IpSPYqftyfjk3qzdJsOJFTqoNLqBq59bTV+Pp68es1Ygvy8rY7kcuxWQIuIJ/A8MBNIAS4VkZQOu90CbDbGpALTgCdExMdemVxVfVMLP+WWcsrQKL28cgxOGBTJX84ZxvdbS/n7omyr4yilHGxqcgR5pbUU7quzOopSljvQ2MINb2ZQUdvIv68eS0xoL6sjuSR7noEeB+QaY/KMMY3A+8CsDvsYIEhaq8JAoAJotmMml7Q8r5z6Jhsn6+wbx+yKCQlcPTGBV37K54PVO62Oo5RyoBMHRQLw47Yyi5MoZS2bzXDnvEzWF1byzOw0RsSGWB3JZdmzgI4BdrV7XNi2rb3ngKFAEbABuN0YY+v4gUTkRhHJEJGM0tKedxnux5wyfL08dEWg4/THs1KYmhzBHz7ZyMo8nd5OqZ5iYFQgfUP8WJrT835/KNXes99t4z8b9/LAGUM5bVgfq+O4NHsW0J31GnRsQD0dyAT6AWnAcyIS/IsXGTPXGJNujEmPjIzs7pxO78dtpYxLCsfPW1cfPB5enh48d9lo4sL9mfP2GnaW6+VcpXoCEWFqcgQ/55bR3PKLczRK9QhfbtzL099u44LRsTrXczewZwFdCMS1exxL65nm9q4FFphWuUA+MMSOmVzOnqoDbCup4YTknveHgz2E9PLm1avHYjNw/RurdWYOpXqIEwZFsr++mazCKqujKOVwOcXV3DUvk9S4UJ2urpvYs4BeDSSLSFLbwMDZwMIO++wETgEQkWhgMJBnx0wu52DP3tRBERYncR9JEQG8ePlo8spquXNeFjadmUMptzd5QAQiaBuH6nEq6xr51ZsZ+Pt68fIVY/RqdjexWwFtjGkGbgW+ArKBecaYTSIyR0TmtO32N2CSiGwAFgP3GGN0lEc7P24rIzLIl8HROn1dd5o0MIIHzhjKN5uLeWFJrtVxlFJ2Fhbgw8jYUH7U6exUD9LcYuO299axp7Kel64YQ58QP6sjuQ0ve35wY8wiYFGHbS+1u18EnGbPDK7MZjP8tK2Uk4bo9HX2cO3kRLIKK3nimxyGx4QwbbDOcqKUOzshOYLnv8+lqq6JEH+d91a5v398uYUft5Xx6AUjGZMQZnUct6LLzjixTUX72VfXpP3PdiIi/P38EQyODuL29zPZVaGDCpVyZ1OTI7GZ1qlBlXJ3n2bu5l8/5nP1xAQuHht35BeoLtEC2okdXDlr8kDtf7YXfx8vXr5yDMYYbnprDQcaW6yOpJSyk9S4EPy8PVihBbRycznF1dw7fwPjEsP5w1kd17BT3UELaCe2NKeUlL7BRAb5Wh3FrSX0DuCZS0eRvXc/D3y8AWN0UKFS7sjXy5P0hHAtoJVbq2loZs7bawjw9eK5y0bh7amlnj3od9VJ1TQ0s3bnPp19w0FOGhzFb6cPYsG63byxrMDqOEopO5nQP5wte6spr2mwOopS3c4Ywz3z11NQVss/Lx1FVLAOGrQXLaCd1Mq8cppajPY/O9CtJw1k+tAo/m9RNpm7Kq2Oo5Syg4kDWld0XZlfYXESpbrfG8sK+GL9Hu4+ffB/3+vKPrSAdlI/55bj4+Who2YdyMNDeOKiNKKC/LjlnbVU1ekiK0q5m5Gxofj7eLJ8u7ZxKPeyduc+/m9RNtOHRjHnhAFWx3F7WkA7qeV55YyJD9MJzx0sxN+b5y8fTUl1PXd/lKX90Eq5GW9PD9ITw3UmDuVWymsauOWdtfQJ8eOJi9Lw8NCpb+1NC2gnVFnXyJa9+/Xyi0XS4kK5b2brIiuv/pRvdRylVDeb2L83uSU1lFTXWx1FqePWYjPc8UEm5bWNvHj5GJ3j3EG0gHZCK/IqMAYtoC107eRETh8WzSP/2cLanfusjqOU6kb/7YPO0z5o5fpeXJLLj9vKePCcYQyPCbE6To+hBbQTWpFXjp+3B6mxoVZH6bFEhEcvTKVPiB+3vbuOyrpGqyMppbrJ8H7BBPp6aRuHcnmrCyp46tttzErrx2xdLMWhtIB2QivyyklPCMfHS/97rBTSy5vnL2vrh/5Q+6GV+xCRGSKyVURyReTeTp4PE5GPRWS9iKwSkeFt2+NE5HsRyRaRTSJyu+PTHz8vTw/GJYWzQgcSKhdWWdfI7e+tIzasFw+dOxwR7Xt2JK3QnEx5TQNb9lZr+4aTSI0L5f4zhvJtdgmv/Kj90Mr1iYgn8DwwE0gBLhWRjkuV3Q9kGmNGAlcBz7RtbwbuMsYMBSYAt3TyWpcwsX9v8spqKd6vfdDK9Rhj+P1H6ymtaeCfl44iyE/7nh1NC2gnc3Bu0gn9tYB2FtdMau2HfvSrLWworLI6jlLHaxyQa4zJM8Y0Au8DszrskwIsBjDGbAESRSTaGLPHGLO2bXs1kA3EOC569zl4kkKns1Ou6K0VO/h6czH3zBjCSG33tIQW0E5mRV45/j6ejIzVgQDOQkT4xwUjiQj05Tfvr6O2odnqSEodjxhgV7vHhfyyCM4CzgcQkXFAAhDbfgcRSQRGASvtFdSehvYNJsjXi1UFOpBQuZbNRft56ItsThocyXWTk6yO02NpAe1klm8vJz0xXNeudzKh/j48dUkaBeW1PPjZJqvjKHU8OmuU7Njg/wgQJiKZwG3AOlrbN1o/gEggMB+4wxiz/xefQORGEckQkYzS0tJuC96dPD2E0QlhZGgBrVxIXWMzt763ltBe3jx+UarO92whrdKcSGl1A9tKapio7RtOaUL/3twybSDzMgr5fH2R1XGUOlaFQPvh+rHA/7yhjTH7jTHXGmPSaO2BjgTyAUTEm9bi+R1jzILOPoExZq4xJt0Ykx4ZGWmHL6F7jEsKJ6e4hn21OsuOcg1//nQT+WW1PD07jd6BvlbH6dG0gHYiK/Nbe/Em9A+3OIk6lNunJ7cutLJgA4X76qyOo9SxWA0ki0iSiPgAs4GF7XcQkdC25wBuAJYaY/ZL6zD/V4FsY8yTDk1tB+kJYQCs2aFzvSvn92nmbj5cU8htJw1k0oAIq+P0eFpAO5Hl28sJ9PVihE6E7rS8PT14dvYojIE73s+kucVmdSSlusQY0wzcCnxF6yDAecaYTSIyR0TmtO02FNgkIltona3j4HR1k4ErgZNFJLPtdoaDv4RukxoXio+nB6u1jUM5uV0Vdfzh442kJ4Txm1OSrY6jAC+rA6j/b3leOWMTw/DS/menFt/bn4fOHc4dH2Ty/PfbuX26HsyUazHGLAIWddj2Urv7y4FfvLGNMT/ReQ+1S/Lz9mREbIgOJFROrcVmuGteFgZ46pI0rRGchP4vOImS6nrySmt1+joXce6oGM4fFcMzi3N0EJJSLmxsYjgbd1dxoLHF6ihKderlpdtZVVDBg+cMIy7c3+o4qo0W0E4io6C1B29ckvY/u4oHZw0jNsyf29/PpOpAk9VxlFLHYFxSGE0thsxdlVZHUeoXNhRW8eTXOZw5si/nj3bJKdfdlhbQTmJVfgV+3h4M66f9z64iyM+bZ2anUby/nj99utHqOEqpYzAmPhwRtA9aOZ0DjS3c/sE6IgJ9+T9dqtvpaAHtJDJ2VDAqLgwfL/0vcSWj4lsHdHyaWcRnWTq1nVKuJsTfm8HRQVpAK6fz8KJs8kpreeLiVEL9fY78AuVQWq05ger6JjYX7Westm+4pJunDSAtLpQ/fLKRvVX1VsdRSnXR2MRw1u7Yp7PqKKfx3ZZi3lqxg19NTWLyQJ2yzhlpAe0E1u6sxGZgbGKY1VHUMfDy9OCpS9JobLbxu4+ysNk6LuqmlHJm6Ylh1Da2sGVvtdVRlKKspoHff7SeIX2CuPv0wVbHUYegBbQTyCioaF1WNl4LaFeVFBHAA2cO5cdtZby1YofVcZRSXXBw8PaqfG3jUNYyxnDPR+vZX9/MM7NH4evlaXUkdQhaQDuBVfkVDOsXTICvTsvtyi4fH8+0wZE8vCib3JIaq+MopY5S35BexIb10j5oZbl3V+1k8ZYS7p0xhMF9gqyOow5DC2iLNTbbyNxVSXqC9j+7OhHh0QtG4u/jyZ3zMmnSfkqlXMbYxHBWF1RgjLZgKWvkldbwt883MzU5gmsmJVodRx2BFtAW27C7ioZmG+OStH3DHUQF+/HweSNYX1jFP7/LtTqOUuoopSeGUVbTyM6KOqujqB6oxWa4+8MsfL08efyiVDw8dMo6Z6cFtMUOXjJMT9Qz0O5i5ojWCe+f/z6XtTv3WR1HKXUUxiS0nsRYs0N/ZpXj/evHPNburOSvs4YRHexndRx1FOxaQIvIDBHZKiK5InLvIfaZJiKZIrJJRH6wZx5nlFFQQf+IACICfa2OorrRX84ZRp9gP+78IJO6xmar4yiljiA5KoggXy/9o1c5XE5xNU9+ncOMYX04J7Wf1XHUUbJbAS0insDzwEwgBbhURFI67BMKvACcY4wZBlxkrzzOyGYzrC7Yx1g9++x2gv28eeLiVHZU1PHwomyr4yiljsDTQ0iLD2XNjkqro6gepKnFxl3zsgj08+Kh83S1QVdizzPQ44BcY0yeMaYReB+Y1WGfy4AFxpidAMaYEjvmcTq5pTVUHWgiXed/dksT+vfmhilJvL1iJ0u29qi3tlIuaXR8GFv37qe6vsnqKKqHeGnJdjbsruKhc4frlWgXY88COgbY1e5xYdu29gYBYSKyRETWiMhVnX0gEblRRDJEJKO0tNROcR3v4Jyj43QFQrd112mDSY4K5N75G6g6oL+UlXJmYxLCsBnI2lVldRTVA2wu2s+z323j7NR+nDGir9VxVBfZs4Du7DpEx/mBvIAxwJnA6cAfRWTQL15kzFxjTLoxJj0yMrL7k1pkdUEFUUG+xIf7Wx1F2YmftydPXJxKaU0DD362yeo4SqnDSIsPRUQHEir7a2y2cee8TEL9ffjrOcOsjqOOgT0L6EIgrt3jWKCok32+NMbUGmPKgKVAqh0zOZWMtv5n7XlybyNjQ7l52gAWrN3NN5uLrY6jlDqEYD9vBkcH6UBCZXf//G4bW/ZW8/fzRhAW4GN1HHUM7FlArwaSRSRJRHyA2cDCDvt8CkwVES8R8QfGAz1ixNXuygPsrjzAWO1/7hFuOzmZoX2DuW/BBvbVNlodRyl1CKPiw1i7cx82my6oouwja1clLyzZzgWjY5meEm11HHWM7FZAG2OagVuBr2gtiucZYzaJyBwRmdO2TzbwJbAeWAW8YozZaK9MziSjbf7nsdr/3CP4eHnwxEWpVB1o5I+f9oi3uFIuaUxCGNX1zeSW1lgdRbmh+qYW7vowi8hAX/50dsqRX6Cclpc9P7gxZhGwqMO2lzo8fgx4zJ45nNGq/AqCfL0Y0ifY6ijKQVL6BfObk5N54pscZg7fw5kjddCIUs6m/YIqg6KDLE6j3M1T3+aQW1LD69eOJaSXt9Vx1HHQlQgtsrqggtEJYXjqcp09yq+nDWBkbAh/+GQDpdUNVsdRSnWQ2Nuf8AAf1upAQtXN1uzYx7+W5nHpuDimDY6yOo46TlpAW6CyrpGc4hqdvq4H8vJsbeWobWzhgY83YIz2WSrlTESE0fFhrNGBhKobHWhs4e4Ps+gb0osHztTWDXegBbQFMgpaD8zpCTqAsCdKjg7irlMH8fXmYj7J3G11HKVUB6MTQskrraVCB/yqbvLoV1vIL6vlsYtGEuhr1+5Z5SBaQFtgdUEFPp4epMaFWh1FWeSGqf0ZkxDGnz/dxN6qeqvjKKXaGRPfenJjnZ6FVt1gRV45r/1cwNUTE5g0IMLqOKqbaAFtgdUFFYyMDcHP29PqKMoinh7C4xel0thi494F67WVQyknMjI2FC8P0fmg1XGrbWjmdx9lkdDbn3tmDrE6jupGWkA7WH1TCxt2V5GeqP3PPV1SRAD3zBjCkq2lzMvYdeQXKNWBiHiKyDki8hsRufPgzepcrq6XjyfD+gXrioTquD28KJvCfQd4/KJU/H20dcOdaAHtYJm7KmlqMYxL0v5nBVdPTGRC/3D+9nk2hfvqrI6jXM9nwDVAbyCo3U0dp1HxYWTtqqKpxWZ1FOWiftxWyjsrd3L95CTG6kkzt6MFtINlFFQgAmPi9YdJgYeH8NiFqRhjuGf+el39THVVrDHmfGPMn40xDx68WR3KHYxJCONAUwtb9lRbHUW5oP31Tdzz0XoGRAZw9+mDrY6j7EALaAdbXbCPwdFBhPjrBOqqVVy4P/efOZSfc8t5Z+UOq+Mo1/IfETnN6hDu6P8vqFJhcRLlih76fDN799fz+EWpOt7JTWkB7UAtNsPaHftIT9T2DfW/LhsXz9TkCB5etIUd5bVWx1GuYwXwsYgcEJH9IlItIvutDuUO+oX2om+IH2t3VlodRbmY77YUMy+jkJtOHMCoeP197660gHagrXurqW5o1l4o9QsiwqMXjsTLU/jdR9rKoY7aE8BEwN8YE2yMCTLGBFsdyl2MTgjTgYSqSyrrGrl3/gYGRwdxx/Rkq+MoO9IC2oEy2i4F6gwcqjN9Q3rxp7NSWJVfwWvLCqyOo1zDNmCj6eI8iCIyQ0S2ikiuiNzbyfNhIvKxiKwXkVUiMvxoX+tORseHsbvygM7Vro7aXxZuoqK2kScuTsXXS1s33JkW0A60umAf/UL8iAntZXUU5aQuHBPLKUOiePTLLWwvrbE6jnJ+e4AlInLf0U5jJyKewPPATCAFuFREOq4tfD+QaYwZCVwFPNOF17qNg33QOh+0OhpfbtzLJ5lF3HLSQIbHhFgdR9nZEQtoEfEQkY2OCOPOjDGszq/Qs8/qsESEv58/Aj9vT+7+MIsWbeVQh5cPLAZ8OPpp7MYBucaYPGNMI/A+MKvDPiltHxdjzBYgUUSij/K1biOlbzC+Xh6s1TYOdQQVtY384ZMNDOsXzK0nD7Q6jnKAI87qbYyxiUiWiMQbY3Y6IpQ72l15gL376xmrAwjVEUQF+/HXWcO4/f1M/vVjHnNOHGB1JOWkDk5ZJyJBrQ/N0Vy2iAHar9xTCIzvsE8WcD7wk4iMAxKA2KN8LSJyI3AjQHx8/FF9Lc7Ix8uD1NhQ1ugZaHUEf/xkI1UHmnj7hvF4e+rF/Z7gaP+X+wKbRGSxiCw8eLNnMHeTUdB6ANYz0OponJPajxnD+vDk1znkFOs8tKpzIjJcRNYBG2k9Rq8RkWFHelkn2zpe6ngECBORTOA2YB3QfJSvxRgz1xiTboxJj4yMPNKX4dRGJ4SxcXcV9U0tVkdRTuqzrCK+2LCHO6YPYkgfHcPbUxxtAf0gcBbwV1pHfR+8qaO0uqCCID8vBkXrImHqyESEh84bTqCfF3fNy9LV0NShzAXuNMYkGGMSgLuAfx3hNYVAXLvHsUBR+x2MMfuNMdcaY9Jo7YGOpLVd5IivdTdjEsJoajFs3F1ldRTlhEqq6/njpxtJjQvlphP6Wx1HOdBRFdDGmB86u9k7nDvJKNjHmIQwPD06O4Gj1C9FBPry0LnD2bC7ipeWbLc6jnJOAcaY7w8+MMYsAQKO8JrVQLKIJImIDzAb+J8riiIS2vYcwA3AUmPM/qN5rbsZHR8KoNPZqV8wxnD/go3UNbbwxEUj8dLWjR7lsP/bByfl7+Smk/V3QVVdE1uLq3X+Z9VlZ4zoy9mp/Xj2u21sLtIfOfULeSLyRxFJbLv9gdYzxYdkjGkGbgW+ArKBecaYTSIyR0TmtO02lNaWkC20zrhx++Fea5evzEn0DvQlKSJAC2j1CwvW7ubb7GJ+d9pgBkbp1eWe5rCDCI0x+o7oBmt2ts3/nKADCFXX/fWcYazIK+fOeZksvHUKPl56lkP913W0ttjNp7U/eSlwzZFeZIxZBCzqsO2ldveXA52uAtHZa93d6PgwfsgpwRiDiF5FVLC3qp6/fLaJ9IQwrpuSZHUcZQH9TewAqwv24e0ppMaFWh1FuaCwAB8ePm8EW/ZW89x326yOo5zLAFp7kj0Ab+AUWoto1Y3GJIRRVtPIzoo6q6MoJ2CM4Z7562lqsfH4RanamtlDHXEaO3X8MgoqGBETgp+3rkqkjs2pKdGcPzqG55dsZ3pKNCNjQ62OpJzDO8DdtM7CoSNN7eTggiprduwjofeRWsyVu/tg9S5+yCnlL2enkBih74eeSs9A21l9UwtZu6q0/1kdtz+fPYzIQF/umpelU2qpg0qNMZ8ZY/KNMTsO3qwO5W6SowIJ8vXSPmjFroo6/vb5Zib2781VExOtjqMspAW0nW3cXUVji03nf1bHLaSXN49cMIJtJTU89W2O1XGUc/iziLwiIpeKyPkHb1aHcjceHkJafKgW0D2czWb4/UfrAXj0wpF4aOtGj6YFtJ2tbltAZYwOIFTdYNrgKGaPjeNfS/P0l7kCuBZIA2YAZ7fdzrIykLsakxDG1uJqquubrI6iLPLm8gKW55Xzx7NSiAv3tzqOspgW0HaWUVDBwKhAwgN8jryzUkfhgTOH0jekF7/7MIsDjdrK0cOltq34d3XbwifXGmOuszqUOxqTEIYxkLmr0uooygL5ZbU88uUWpg2O5JKxcUd+gXJ7WkDbkc1myNixj7GJevZZdZ8gP28eu3AkeWW1PPbVVqvjKGutEJEUq0P0BGlxoYjogio9UYvNcNe8THw8PfjHBSN1KkMFaAFtV7mlNVQdaCI9QfufVfeaNDCCqyYm8NqyfFbmlVsdR1lnCpApIltFZL2IbBCR9VaHckdBft4Mjg7SAroH+tePeazdWclfZw0nOtjP6jjKSWgBbUerC1oXUNEZOJQ93DNjCHFh/vzuo/XUNjRbHUdZYwatC56cxv/vfz7b0kRubExCGJk7K2mxGaujKAfJKa7mya9zmDGsD7PS+lkdRzkRLaDtKKNgH1FBvsSF97I6inJDAb5ePH5RKrv21fHIf7ZYHUdZoP3UdTqNnf2NSQijuqGZbSXVVkdRDtDUYuPOeZkE+nnx0HnDtXVD/Q8toO1odUEFYxPD9YdO2c24pHCum5zEWyt28HNumdVxlHJr7RdUUe7vhe+3s3H3fh4+bzgRgb5Wx1FOxq4FtIjMaOvNyxWRew+z31gRaRGRC+2Zx5H2VB2gcN8B0nUAobKz350+mP4RAfz+o/U6xZZSdhQf7k9EoI8W0D3Axt1V/PO7bZyb1o8Zw/taHUc5IbsV0CLiCTwPzARSgEs7Gy3ett8/gK/slcUKq/Jb+591AKGyNz9vTx6/OJU9VQf4vy+yrY6jlNsSEUbHh7FWC2i31tDcwp3zMgkP8OHBc4ZbHUc5KXuegR4H5Bpj8owxjcD7wKxO9rsNmA+U2DGLw63KryDI14uUfsFWR1E9wOj4MG48YQDvr97F91vd6kdJKacyJiGMgvI6ymoarI6i7OTpb7eRU1zDPy4YSYi/t9VxlJOyZwEdA+xq97iwbdt/iUgMcB7w0uE+kIjcKCIZIpJRWlra7UHtYWV+BemJYXjqUp/KQX57ajKDogO5d/56quq0lUMpezjYB61nod3Tmh37ePmH7cweG8dJQ6KsjqOcmD0L6M4qx45z/zwN3GOMOexyasaYuW2rbaVHRkZ2Vz67KatpILekhnFJva2OonoQXy9PnrgojbKaRh78fJPVcZRyS8NjQvD2FNburLQ6iupmBxpbuPvDLPqG9OKBM4daHUc5OXsW0IVA+/UuY4GiDvukA++LSAFwIfCCiJxrx0wOcbD/eXx/7X9WjjUiNoRbpg1gwdrdfL1pr9VxlHI7ft6eDI8J0TPQbugfX24hv6yWxy4cSZCftm6ow7NnAb0aSBaRJBHxAWYDC9vvYIxJMsYkGmMSgY+Am40xn9gxk0Osyq+gl7cnI2JCrI6ieqBbT04mpW8w9y3YQGm19mkq1d3GxIeRVVhJY7PN6iiqmyzNKeX1ZQVcOzmRSQMjrI6jXIDdCmhjTDNwK62za2QD84wxm0RkjojMsdfndQYr8soZkxCGt6dOs60cz8fLg6dnp1Hd0My989djjK6aplR3Gp0QRkOzjc179lsdRXWDfbWN3P1hFslRgdwzY4jVcZSLsGuFZ4xZZIwZZIwZYIz5v7ZtLxljfjFo0BhzjTHmI3vmcYTKuka2FlczPknbN5R1BkUHce+MISzeUsJ7q3Yd+QVKqaOmC6q4D2MMD3yygX11jTx1SRp+3p5WR1IuQk+RdrNV+RUYA+P76wBCZa1rJiUyZWAEf/t8M/lltVbHUcptRAf7ERPaS/ug3cDH63azaMNefnvqIIZr26XqAi2gu9mq/Ap8vDxIjdMfRGUtDw/h8YtS8fHy4I4PMmlq0X5NpbrLmIQwMnZUaIuUCyvcV8efP93EuMRwbjphgNVxlIvRArqbrcyvYFRcKL5eehlIWa9PiB8PnzeCrF2VPPddrtVxlHIbYxLCKN7fwO7KA1ZHUcegxWa4c14WBnji4lRds0F1mRbQ3Wh/fRObiqq0fUM5lTNH9uX8UTE8930ua3fqJWelusPBPuiMAv2ZckX/+jGPVfkV/OWcYcSF+1sdR7kgLaC70Zod+7AZmKADCJWT+cusYfQJ9uO3H2RS29BsdRylXN7QvsEE+XqxqqDC6iiqizYX7eeJr7cyY1gfLhgdc+QXKNUJLaC70cq8Crw9hVHxYVZHUep/BPt589QlaeysqOOhLzZbHUcpl+fpIYxJDPvvwlnKNdQ3tXDHB+sI9ffh4fNHIKKtG+rYaAHdjVbmlzMyNpRePtr/rJzPuKRw5pw4gPdW7eKbzcVWx1HK5Y1LCie3pIbyGl2wyFU89tVWcopreOzCkYQH+FgdR7kwLaC7SU1DMxsKq3T+Z+XUfjt9EMP6BXPv/PW6SqFSx2lcYuvxfrX2QbuEH7eV8upP+Vw1MYFpg6OsjqNcnBbQ3WRVfjnNNsNkXQJUOTEfLw+eviSNmoZmfv9Rlk7BpdRxGBEbgq+XB6u1D9rpldU08NsPWlcbvG/mUKvjKDegBXQ3+Tm3HB8vj/+OzFbKWSVHB/HAmUP5fmsp//65wOo4SrksXy9P0uJCtQ/aydlshrs/zGJ/fRP/vGyUtlmqbqEFdDf5ObeM9IQwXQZUuYQrJyRwako0j/wnm427q6yOoxxMRGaIyFYRyRWRezt5PkREPhORLBHZJCLXtnvut23bNorIeyLi59j0zmV8Ujibiqqorm+yOoo6hNeWFbBkayl/OHMoQ/oEWx1HuQktoLtBWU0DW/ZWa/uGchkiwqMXjCQi0Jfb3ltHjU5t12OIiCfwPDATSAEuFZGUDrvdAmw2xqQC04AnRMRHRGKA3wDpxpjhgCcw22HhndC4pN7YDKzdWWl1FNWJjbureOQ/2UwfGs2VExKsjqPciBbQ3WD59nIAJg3QBVSU6wgL8OHpS9LYUV7Lnz7ZaHUc5TjjgFxjTJ4xphF4H5jVYR8DBEnrHF+BQAVw8K8sL6CXiHgB/kCRY2I7p1HxoXh6CKvyy62OojqobWjmN++tIzzAh0cvHKlT1qlupQV0N1i2vYwgXy9GxIRYHUWpLhnfvze3nZzMgnW7WbC20Oo4yjFigF3tHhe2bWvvOWAorcXxBuB2Y4zNGLMbeBzYCewBqowxX9s/svMK8PVieEwIq/N1Jg5n8+Bnm8gvr+WpS9J0yjrV7bSA7gbLtpczvn9vvDz126lcz20nD2RcYjh/+GQj+WW1VsdR9tfZabiO07GcDmQC/YA04DkRCRaRMFrPVie1PRcgIlf84hOI3CgiGSKSUVpa2p3ZndK4xDAyd1VS39RidRTV5rOsIuZlFHLztAFMGqDtlar7acV3nAr31bGjvE7bN5TL8vL04OnZaXh7enDbe2tpaNYiwM0VAnHtHsfyyzaMa4EFplUukA8MAaYD+caYUmNME7AAmNTxExhj5hpj0o0x6ZGRkXb5IpzJuKTeNLbYyNpVaXUUBeyqqOP+BRsYFR/KHdMHWR1HuSktoI/TstzWvjcdQKhcWb/QXjx24Ug27t7Po19utTqOsq/VQLKIJImID62DABd22GcncAqAiEQDg4G8tu0TRMS/rT/6FCDbYcmdVHrb9KU6H7T1Gptt3PruWgCenT0Kb70yrOxE31nH6eftZUQE+jIoOtDqKEodl9OG9eGqiQm8+lM+323Rpb7dlTGmGbgV+IrW4neeMWaTiMwRkTltu/0NmCQiG4DFwD3GmDJjzErgI2Atrb3RHsBch38RTiYswIfB0UGs1PmgLffwomyyCqt49MKRxIX7Wx1HuTEvqwO4MmMMy7aXM2lAbx3dq9zC/WcMZXXBPu6cl8Xnt00hNkx/AbkjY8wiYFGHbS+1u18EnHaI1/4Z+LNdA7qg8f3D+WhNIY3NNny89NyUFRZt2MPrywq4dnIiM0f0tTqOcnP6U34cthZXU1rdwOSB2v+s3IOftycvXD6alhbDLe+u035opY7SpAG9qWtsYX1hpdVReqSCslp+/9F6UuNCdalu5RBaQB+HJVtbR5efOCjK4iRKdZ+kiAAeu2gkWbsqefiLHt/eqtRRmdC/NyLwc67OB+1o9U0t3PzOWjw9hOcvG6VXAJRD6LvsOPywtZQhfYLoE9KjV7JVbmjG8L7cMCWJN5bvYGFWj14nQ6mjEurvw7B+wSzbXmZ1lB7nr59vZvOe/Tx5caq2nSmH0QL6GNU0NJOxo4ITB7v/FE2qZ7pn5hDGJIRx7/z15JZUWx1HKac3aUAE63ZWcqBRW58c5ZN1u3l35U7mnDiAU4ZGWx1H9SBaQB+jZbllNLUYThykBbRyT96eHjx/2Wh6eXvy67fXUtfYfOQXKdWDTRrQOh90xg6djcMRckuquf/jDYxLDOfu03S+Z+VYWkAfox9ySgnw8SQ9IdzqKErZTZ8QP56ZPYrc0hruX7ABYzouWKeUOmhsYjheHsKy7doHbW/765u48c01+Pt48uylo3QlYOVw+o47BsYYfsgpZdLACB2soNzelOQIfjt9EJ9kFvH2ih1Wx1HKaQX4ejEqPpRludoHbU82m+HOD7LYWVHH85eN1nFIyhJa/R2D7aW1FO47oO0bqse49aSBnDQ4kgc/28wqXSxCqUOaOCCCDburqDrQZHUUt/XP73L5NruYP5w5lPH9dRpZZQ0toI/BDzkHp6/TAlr1DB4ewtOzRxEf7s/N76yhqPKA1ZGUckqTB/TGZtA/NO1kcXYxT32bw/mjY7h6UqLVcVQPpgX0MViytYQBkQG6TKjqUUJ6eTP3qjHUN9m48a0M6pt0pgGlOkqLD8XP24OftY2j2+WV1nDH+5kMjwnm4fNG6ArAylJaQHdRdX0TK/LKOXmILp6iep6BUUE8dUkaG3fv5z4dVKjUL/h6eTI2MZzlOpCwW9U0NHPTW2vw9vLgpSvG4OftaXUk1cPZtYAWkRkislVEckXk3k6ev1xE1rfdlolIqj3zdIcfckppajGcmtLH6ihKWeLUlGjuPHUQH6/bzas/5VsdRymnM2lABFuLqynZX291FLdgsxnumpfJ9tIanrt0lC6WopyC3QpoEfEEngdmAinApSKS0mG3fOBEY8xI4G/AXHvl6S7fbC4mPMCHMQlhVkdRyjK3njSQ04dF8/CibH7appeqlWrv4PiYJW3jZdTxeeKbrXy1qZgHzkxh0sAIq+MoBdj3DPQ4INcYk2eMaQTeB2a138EYs8wYs6/t4Qog1o55jltTi43vt5RwypAoPD2090r1XB4ewhMXpzEwKpBb3l3L9tIaqyMp5TSG9g0iOtiXH7ZqAX285q8p5Pnvt3PpuHium5xodRyl/sueBXQMsKvd48K2bYdyPfCfzp4QkRtFJENEMkpLrTsgrcqvYH99M6em6HKhSgX6evHKVWPx8hCue301FbWNVkdSyimICCcOiuTHbaU0t9isjuOyVhdUcN+CDUwa0Ju/zhqmgwaVU7FnAd3ZO73TEUcichKtBfQ9nT1vjJlrjEk3xqRHRlo3ddw3m4vx8/ZgarJOX6cUQHxvf+Zelc6eqnpueiuDhmadmUMpgBMHRbG/vpnMXZVWR3FJO8vruOmtNcSG9eLFy8fgrSsNKidjz3dkIRDX7nEsUNRxJxEZCbwCzDLGOO2wZWMM32wuZsrASHr56OhfpQ4akxDGExelsrpgH/fO15k5lILWFTw9PYQl2sbRZfvrm7j+jdW02AyvXjOWEH9vqyMp9Qv2LKBXA8kikiQiPsBsYGH7HUQkHlgAXGmMybFjluO2vrCK3ZUHOG2Ytm8o1dHZqf24+7TWmTmeWbzN6jhKWS6klzej40NZklNidRSX0tRi49Z315FfVsuLV4wmKSLA6khKdcpuBbQxphm4FfgKyAbmGWM2icgcEZnTttufgN7ACyKSKSIZ9spzvD5fX4S3p3C6Tl+nVKduOWkgF4yO5elvt/HJut1Wx1HKctMGR7Fx935KqnU6u6NhjOGe+etZmlPKw+eNYNIAnXFDOS+7NhUZYxYZYwYZYwYYY/6vbdtLxpiX2u7fYIwJM8aktd3S7ZnnWNlshs/X7+HEQZF6KUmpQxAR/n7+CMYnhfO7j7J0ejvV4x2czm5pjv4sHI3Hv97KgrW7ufPUQVw8Nu7IL1DKQtqVfxTW7tzHnqp6zhrZz+ooSjk1Hy8P5l6VzoDIQG56K4MNhVVWR1LKMil9g4kI9GXJVm3jOJK3lhf8d7q6204eaHUcpY5IC+ij8FlWEb5eHkzX6euUOqKQXt68cd04Qv19uOa1VeSX1VodSSlLeHgIJw+J5IetpTQ263R2h/Llxr38aeEmpg+N5m86XZ1yEVpAH0GLzfDFhr2cPCSKQF8vq+Mo5RKig/146/pxGOCqf6/UJY1Vj3VaSh+qG5pZnue0k0xZakVeOb95fx1pcaH889JReOl0dcpF6Dv1CFbklVNW06DtG0p1Uf/IQF67ZizlNY1c/dpqqg40WR1JKYebkhyBv48nX2/aa3UUp5O5q5LrX19NXFgvXr16rE4Rq1yKFtBHMH9NIUF+XpwyNMrqKEq5nNS4UF6+cgy5JdVc+9oqahqarY6klEP5eXty4qBIvtlcjM2mc6QflL1nP1f/exW9A31554YJhAf4WB1JqS7RAvow9tc3sWjjHs5O7Yeft/5lrNSxmJocyT8vHU1WYRXXvb6aukYtolXPcvqwPpRUN5BZWGl1FKewvbSGK19dib+PJ+/cMJ4+IX5WR1Kqy7SAPowv1u+hvsnGxek6nY5Sx2PG8D48MzuNjIIKfvVmBvVNuuS36jlOGhyFl4fw9aZiq6NYbldFHVe8shKAt28YT1y4v8WJlDo2WkAfxryMXSRHBZIaG2J1FKVc3lkj+/HExaks217OTW+toaFZi2jVM4T4ezOhf2++3rS3Ry91v6uijsteWUFdYwtvXT+eAZGBVkdS6phpAX0IOcXVrNtZyUXpsTqljlLd5LxRsTxy/gh+yCnllnfWahGteowZw/uQV1ZL9p5qq6NYYmd5HbPnrqCqrok3rxvH0L7BVkdS6rhoAX0Iry8rwNfLgwvHaPuGUt3pkrHxPHTucL7NLuFXb67hQKMW0cr9nTGiL14ewqdZPW+Z+/yyWi5+eTm1jc28+6sJpMaFWh1JqeOmBXQnquqa+Hjtbmal9dORwUrZwRUTEnj0wpH8tK2Uq3V2DtUDhAf4MDU5gs8yi3rUbBy5JTVc8vJyGltsvHvDBIbHaEukcg9aQHdiXsYuDjS1cPWkRKujKOW2Lk6P45nZo1i7Yx+Xv7KSqjqdJ9pRRGSGiGwVkVwRubeT50NE5DMRyRKRTSJybbvnQkXkIxHZIiLZIjLRseld16y0GIqq6snYsc/qKA6xcXcVs+cux2YM7/1qAin9tG1DuQ8toDtobrHx5ooCxiWGM6yf/qWslD2dndqPF68YQ3bRfi6Zu5xiXbHQ7kTEE3gemAmkAJeKSEqH3W4BNhtjUoFpwBMicvBy3DPAl8aYIUAqkO2Q4G7g1JRo/Lw9+DTT/ds4fs4t45KXl+Pr5ckHN01kcJ8gqyMp1a20gO7g08widlUc4IapSVZHUapHODUlmlevSWdnRR3nv7CMbcU9c5CVA40Dco0xecaYRuB9YFaHfQwQJK0jqAOBCqBZRIKBE4BXAYwxjcaYSocld3EBvl6cmtKHLzbsobHZZnUcu/l8fRHXvraa2DB/5v96ks62odySFtDttNgMz32fy9C+wZyaEm11HKV6jKnJkcy7aSINzTYueHEZK/PKrY7kzmKAXe0eF7Zta+85YChQBGwAbjfG2ID+QCnwmoisE5FXRCSg4ycQkRtFJENEMkpLS+3yRbiqWan9qKxr4occ9/y+vLm8gNveW8fI2BDm3TRRF0lRbksL6HY+X19Eflktt58yUKeuU8rBhseE8PHNk4gI8uXKV1fx+foiqyO5q84Obh1HtZ0OZAL9gDTgubazz17AaOBFY8wooBb4RQ+1MWauMSbdGJMeGRnZjdFd34mDI4kM8uX9VTutjtKtmlts/GXhJv706SZOGRLN2zeMJ8Tf2+pYStmNFtBtGpttPP3tNgZHB3FaSh+r4yjVI8WF+7Pg15MYGRvCre+u4+lvc3rUjAUOUgi0n58zltYzze1dCywwrXKBfGBI22sLjTEr2/b7iNaCWh0lb08PLk6P5futJeypOmB1nG5RdaCJ697I4PVlBVw/JYmXrxyDn7en1bGUsistoNu8tWIH+WW13DtzCB4eevZZKauE+vvw9g3juWB0LE9/u405b6/Rae6612ogWUSS2gYGzgYWdthnJ3AKgIhEA4OBPGPMXmCXiAxu2+8UYLNjYruP2WPjsRmYt7rQ6ijHraCslvNf+JlluWX844IR/PGsFDz1d6jqAbSABspqGnjm2xxOGBTJtMF6uVEpq/l5e/L4RSP501kpLN5SwnnP/0xBWa3VsdyCMaYZuBX4itYZNOYZYzaJyBwRmdO229+ASSKyAVgM3GOMKWt77jbgHRFZT2t7x8MO/QLcQFy4P1OTI/hg9U5aXPgKy3dbipn1/M9U1Dby9g3juWRsvNWRlHIYL6sDOIM/fbqR+mYbfzorRXuflXISIsJ1U5IY3CeIW95dyznP/cSjF6YyY7i2WB0vY8wiYFGHbS+1u18EnHaI12YC6fbM1xNcPj6BOW+v4atNezljRF+r43RJc4uNJ7/J4YUl20npG8yLV4wmofcvxpIq5dZ6/BnoTzN3s2jDXu6YnszAKJ1qRylnM3lgBJ/dOoWE3gHMeXtN6x+8Tbr8t3Jtp6ZEk9jbn5eX5mGM65yFLt5fz2WvrOSFJdu5dFwcC26epMWz6pF6dAG9dW819y3YwJiEMG6c2t/qOEqpQ4gLb51P9oYpSby5fAfnPv8zuSU1VsdS6ph5egjXT+1P1q5KVhe4xsqEizbsYcbTS9lQWMWTF6fy9/NH6mBB1WP12AJ6d+UBrn9jNYG+Xrx4+Wi8PHvst0Ipl+Dj5cEfzkrhtWvGUlLdwJnP/sjcpdtduodU9WwXjo4lPMCHl3/YbnWUw6o60MQd76/j5nfWEhfuz2e3Teb80bFWx1LKUj2yaswprmb23OVUHWjilavTiQrWid6VchUnDYniyzumcsKgSB5etIULXtTVC5Vr6uXjyTWTElm8pYTMXZVWx+nU4uxiZjy9lM/W7+GO6cnM//UkBkbpstxK9agCuqahmReXbOec537iQGMLb18/npGxoVbHUkp1UVSQH3OvHMMzs9PYUV7Lmc/+xJPf5HCgUXujlWu5bkoSvQN8+Md/tjhVL/TuygPc+GYG17+RQaCvFwt+PYk7pg/CW6/WKgX0kFk4/vHlFpZtL2fLnv00NNs4eUgUj5w/Qs88K+XCRIRZaTFMGhDBXz/fzLOLtzF/TSEPnDmUmcP76Iw6yiUE+npx68kDefCzzfy4rYwTBlk7lWp9UwuvLyvg2cXbsBnDPTOGcP2UJHy8tHBWqr0eUUA3t9gI9vPisvHxzEqLIS0u1OpISqluEhnkyz8vHcUV4+P588JN3PzOWib0D+d3pw9hTEKY1fGUOqLLxsfz6k/5PPTFZj7vP9WSYrXFZvh43W6e/HorRVX1TB8azV/OSSE2zN/hWZRyBeJMl4yORnp6usnIyLA6hlLKCTW32Hhv1U6e/nYb5bWNTBscyV2nDmZEbIjV0f5LRNYYY3rMPMp6zD46i7OLuf6NDO4+bRC3npzssM9rsxm+3lzM09/msGVvNSNjQ7h3xhAmDYxwWAalnNmhjtk94gy0Uqpn8PL04MqJiZw/OpY3l+/g5aXbOfu5n5g2OJLrpyQxZWCEtnYop3TK0GjOHNmXZxfnMm1wFMNj7PtHX0NzC5+uK+KlpdvJK60lsbc/z102ijNH9NWfEaWOgp6BVkq5rer6Jt5YVsDry3ZQVtPAoOhArpqYyNkj+xHi721JJj0DrQ6lvKaBM5/9CV9vDz67bQrBft3/Hi0oq+W91Tv5KKOQ8tpGhvULZs6JA5g5vI9O56pUJw51zNYCWinl9hqaW/gsaw///imfzXv24+PpwfSUKM5Ni2FqciS9fBy3GIQW0OpwMgoqmD13BaMTwnjj2nHd8t4sqa7nq03FfLG+iBV5FXh6CKcMieKKCQlMTdarMkodjiUFtIjMAJ4BPIFXjDGPdHhe2p4/A6gDrjHGrD3cx9SDsVLqWBlj2FS0n4/WFLIwq4iK2kZ8vTyYMjCCk4ZEMT4pnAGRgXh42K+g0AJaHcnCrCJuf38d4xLDeeHy0fQO9O3S6xubbWQVVrIst5yfc8tYvaMCY2BAZADnpsVw8dg4onUWKqWOisN7oEXEE3geOBUoBFaLyEJjzOZ2u80Ekttu44EX2/5VSqluJyIMjwlheEwI958xlJX55SzOLuHb7GIWbykBIKSXN6PjQxncJ5gBkQEMiAqkX0gvegf66By4yiHOSe2HzWb4/fz1nPnsT9x56iDOSev3i2Wz65ta2FNVT1HlAQrKa8nes5/NRfvJ3lPNgaYWRGBYv2BuPyWZM0b0ZVC0LoCiVHex2xloEZkI/MUYc3rb4/sAjDF/b7fPy8ASY8x7bY+3AtOMMXsO9XH1bIZSqrsZY8gvq2XNjn2s2bGPdTsrySuroanlf4+PIb28CfLzwtfLg+umJHH5+IQufy49A62O1sbdVdz/8QbWF1bh6+VBZJAvnh5CbUMLdY3N1HVYOCjI14uh/YIZ1i+Y8Um9mdA/nFB/H4vSK+UerJiFIwbY1e5xIb88u9zZPjHA/xTQInIjcCNAfHx8twdVSvVsIkL/yED6RwZyUXoc0Dol3s6KOraX1lJSXU95TSNlNQ3UNrTQ0NxC7wAtTJR9DY8J4dNbJvNTbhlLc0opq2nEZgwBvl4E+HgS7OdNv9Be9AvtRWxY6037mZVyDHsW0J39FHc83X00+2CMmQvMhdazGccfTSmlDs/L0+O/RbVSVhERpiZHMjXZ2hUKlVL/y54NfYVAXLvHsUDRMeyjlFJKKaWU07BnAb0aSBaRJBHxAWYDCzvssxC4SlpNAKoO1/+slFJKKaWU1ezWwmGMaRaRW4GvaJ3G7t/GmE0iMqft+ZeARbROYZdL6zR219orj1JKKaWUUt3Brkt5G2MW0Vokt9/2Urv7BrjFnhmUUkoppZTqTjqpqVJKKaWUUl2gBbRSSimllFJdoAW0UkoppZRSXaAFtFJKKaWUUl1gt6W87UVESoEdx/DSCKCsm+PYmytmBtfMrZkdwxUzQ/fmTjDG9JhVMXrYMRtcM7dmdgxXzAyumdvux2yXK6CPlYhkdLaWuTNzxczgmrk1s2O4YmZw3dyuzFW/566YWzM7hitmBtfM7YjM2sKhlFJKKaVUF2gBrZRSSimlVBf0pAJ6rtUBjoErZgbXzK2ZHcMVM4Pr5nZlrvo9d8XcmtkxXDEzuGZuu2fuMT3QSimllFJKdYeedAZaKaWUUkqp46YFtFJKKaWUUl3g9gW0iMwQka0ikisi91qdpz0R+beIlIjIxnbbwkXkGxHZ1vZvWLvn7mv7OraKyOkWZY4Tke9FJFtENonI7c6eW0T8RGSViGS1ZX7Q2TO3y+EpIutE5HMXylwgIhtEJFNEMlwht4iEishHIrKl7b090dkzuzNnPW7rMdthmfWY7djMesw+FsYYt70BnsB2oD/gA2QBKVbnapfvBGA0sLHdtkeBe9vu3wv8o+1+Slt+XyCp7evytCBzX2B02/0gIKctm9PmBgQIbLvvDawEJjhz5nbZ7wTeBT53hfdHW5YCIKLDNqfODbwB3NB23wcIdfbM7npz5uO2HrMdllmP2Y7NrMfsY7i5+xnocUCuMSbPGNMIvA/MsjjTfxljlgIVHTbPovWNQdu/57bb/r4xpsEYkw/k0vr1OZQxZo8xZm3b/WogG4jBiXObVjVtD73bbgYnzgwgIrHAmcAr7TY7debDcNrcIhJMa2H0KoAxptEYU+nMmd2c0x639ZjtsMx6zLae0+Z2lmO2uxfQMcCudo8L27Y5s2hjzB5oPfABUW3bne5rEZFEYBStZwecOnfbZbVMoAT4xhjj9JmBp4HfA7Z225w9M7T+ovtaRNaIyI1t25w5d3+gFHit7dLrKyISgHNndmeu9v11mfeJHrPt7mn0mO0ITnHMdvcCWjrZ5qrz9jnV1yIigcB84A5jzP7D7drJNofnNsa0GGPSgFhgnIgMP8zulmcWkbOAEmPMmqN9SSfbrHp/TDbGjAZmAreIyAmH2dcZcnvReln+RWPMKKCW1st/h+IMmd2Zu3x/nerr0GO2fekx26Gc4pjt7gV0IRDX7nEsUGRRlqNVLCJ9Adr+LWnb7jRfi4h403ogfscYs6Bts9PnBmi7zLMEmIFzZ54MnCMiBbRewj5ZRN7GuTMDYIwpavu3BPiY1ktlzpy7EChsO8MF8BGtB2dnzuzOXO376/TvEz1mO4Qesx3HKY7Z7l5ArwaSRSRJRHyA2cBCizMdyULg6rb7VwOftts+W0R8RSQJSAZWOTqciAitfUfZxpgn2z3ltLlFJFJEQtvu9wKmA1ucObMx5j5jTKwxJpHW9+13xpgrnDkzgIgEiEjQwfvAacBGnDi3MWYvsEtEBrdtOgXYjBNndnOudtx26veJHrMdQ4/ZjuM0x+zjHYXo7DfgDFpHHW8HHrA6T4ds7wF7gCZa/0K6HugNLAa2tf0b3m7/B9q+jq3ATIsyT6H10sd6ILPtdoYz5wZGAuvaMm8E/tS23Wkzd8g/jf8/otupM9Pam5bVdtt08GfOBXKnARlt75FPgDBnz+zON2c9busx22GZ9ZjtuKx6zD7Gmy7lrZRSSimlVBe4ewuHUkoppZRS3UoLaKWUUkoppbpAC2illFJKKaW6QAtopZRSSimlukALaKWUUkoppbpAC2illFJKKaW6QAtopZRSSimluuD/AZ+HehcYU56JAAAAAElFTkSuQmCC" />
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<p>We can clearly see that the plots between learning rate and momentum are inversely proportional as explained above.</p>
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<p>Let's view the <code>plot_loss</code> graph to see how well the training is going on:</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">recorder</span><span class="o">.</span><span class="n">plot_loss</span><span class="p">()</span>
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06waF0mx0srSYoObjKnTZBjmGVsmDUax8duY1K/6HplYkP9sduEResyAViw+kDbG6WUUi64E+jXAANFJFlE/IDZwIfOBUSkD7AIuN4Ys6tmuzHmd8aYRGNMkuO4r40xc9qt9iehJtCXV1Vz1iDrF8RgR56apthtQlSwHy99t49fv7MRgKTo4CbLz5nUF4CBzVxA7Dapl+J4o+ayV0q1sxYDvTGmErgD+Bxr5MzbxpitInKriNzqKPYgEA08JyIbRCS1w2rcTmr6zyckRfHLswew+v5z6w2PbErD7p3k2KYD/eXjEtn55xkkRgY1WQbg3vMG1b7fnFFAZVXrljBUSqnmuDWezxizGFjcYNs8p/c3Aze3cI6lwNJW17ADrfzduYQF+mC3CXGh7iXy97E7T7wKoV9M04EewN+n5VTFd583kPySctYfyGfDwXz2ZBczOL75XxdKKeWubjMz1pX48ACC/Fo3dv3iUdZwyI/vnMpHd05tt6XLHrpkeO0kqv061FIp1Y50hk4r/XhCb2aO6kl4YOOhmCer5rnBAc1Tr5RqR936jr4tRKRDgjxYs2lD/X3IcKRFVkqp9qCBvhMREQbFh/LltqOUlFdRXW00s6VS6qRpoO9k7jxnAJn5JXy7K4v5q/ZzxfPL+WZnlqerpZTqwjTQdzJTBsQQ6u/D1zuySM+1+uo369h6pdRJ0EDfyfjabcwYEc9HGw9T6Eiadihf++yVUm2ngb4TuiqlNyUVVbydai0ivuuo60XGlVLKHRroO6GRCeH1Pq87kM/97232UG2UUl2dBvpOKNDPzogEa42WAY48OfNXabIzpVTb6ISpTmrhrZMRge2HC7ns2R8AKK2oajJTplJKNUUDfSdVE9DH9I7g+evGcdv8dew4Uli7aElrPLVkNyJWSmRj4NqJfdq5tkqpzkwDfRcwzrFQeWp6XqsDvTGGvy/ZVW/b1SmJ+Ni1106p7kL/2ruAHmEB9IkKIjW99bNkXaVTGHD/p7p0oVLdiAb6LmJoz1B2ZbV+mGValuulCXW2rVLdhwb6LmJgXCj7c09wMO8Ev3lnIwfzTlBQUtHicTlF1pq45w6J47qJfbhyfCIAWzILOFZc3qF1Vkp1DtpH30UMiAuhqtrwo+d+IKeonIVrMxjdO4IPfjml2ePyHMH8H7PHEBpgZd1cuDaD+asOsOFgPtOH9cAmwl3nDuzwNiilPEMDfRcxdWAMfnZb7ULmABsP5nOsuJzIYL8mj8srLsfPbiPEv/H/1VsPHWfroeMAGuiV8mJudd2IyAwR2SkiaSIy18X+60Rkk+O1XERGO7b3FpFvRGS7iGwVkbvbuwHdRUyIP2P7RDTavmT70WaPyy0uJzrEr95KWG//4nT+ddMErnMaZnn0eCmPf7aDxz/b0W51Vkp1Di0GehGxA88CFwLDgB+LyLAGxfYBZxljRgGPAC86tlcCvzbGDAUmAb90caxyk/P4d5tAr/AAvtx2lFe/38eTX+ykutoAUFVt+HLbUaqrDXnF5UQ1uOOfkBzFWYNi+cuPRvLe7ZMBWL4nh+eW7uG5pXtOXYOUUqeEO103E4A0Y8xeABFZAMwCttUUMMYsdyq/Ekh0bD8MHHa8LxSR7UCC87HKfbPGJHB6/2gw4GO38cQXO/nPqgN8sc26qx/bN5KzB8fx/NI0nvhiFy9cP57DBaXEh/k3ec5RiRFEBfvxxOd1Y+2XbDvKOUPisNnaZz1cpZRnudN1kwAcdPqc4djWlJ8BnzbcKCJJwFhglauDROQWEUkVkdTs7Gw3qtU9xYUGEBcWQFSwH9MGxdbb9+3ObHKLynj66zQA0nOK2ZNdxKAeoU2ez24Tzh4cR6ZTKuSb30jlhWV765Vbf+AY3+/OobraYIxpxxYppTqaO3f0rm7rXP6li8jZWIF+aoPtIcC7wD3GmOOujjXGvIijyyclJUUjiRvOG9qD+TdPZOeRQr7dlc3izYeJDw+gvLIagA83HqK8srrZQA8wfVgc767LqLdt2a5sbpvWH4Dyymp+9Jz1oy021J+RCeG8esNpHdAipVRHcOeOPgPo7fQ5ETjUsJCIjAJeBmYZY3KdtvtiBfn5xphFJ1dd5cxmE6YMiOGmqcncMCWJrMIyHvt0BwPjQrh4VM/aETWuHuI6O39YPC9cP54lvzqzdtu+nGIA0rIKeWtNXebM7MIyvt6RRXFZZfs3SCnVIdy5o18DDBSRZCATmA1c61xARPoAi4DrjTG7nLYL8Aqw3RjzZLvVWjVy9uA4Zo3pxQcbDnH5uERunJKE3SZEBfvRLzak2WNtNuGC4fH1umSOHC/l7dSD3Ldwk8tj1h04xhkDY13uU0p1Li0GemNMpYjcAXwO2IFXjTFbReRWx/55wINANPCcYxhfpTEmBZgCXA9sFpENjlP+3hizuN1bonjkshEMjg/lhslJBPjaeWr22FYd7zwEE+DJL3Y1URJ2HinUQK9UFyGd8cFaSkqKSU1N9XQ1uqW0rEIqqw3rD+Tzu0X1V7V659bTKS6r5N63NjBjRE8evXykh2qplGpIRNY6brAb0Zmxqp4BcdaD27jQgEaB/rSkKAD6x4awJ9t1sjSlVOejSc2US1HBfiz51VmOPv5g/nbV6Np9/WND2OOUFTO7sIyUP3/Jpoz8eueorKrmhW/3uJV8TSnVcfSOXjVpQFwI6x6Y7nL7W6kHOVZczqGCEtJzTpBTVM5TS3bzitOwy+925/DopzvYk13E41eObnQepdSpoXf0qtX6xwUD8NrydGY+/T0LHMMvv9qRxep9ebXlanLe1wzzVEp5hgZ61WojEsIBePqr3YB1517jvoUbAdh9tJA3VuwHYE92EaUVVae4lkqpGhroVavFhQYgLuZLT0iO4uCxEsoqq1h3wFr28NwhcZRWVLPK6U5fKXVqaaBXbfLubZN5/cbTWHzXGbXb5kzqS1W14fpXVvPbdzcT4u/DP68dR1iAD++uzWjmbEqpjqQPY1WbjOsT2WjbKEeXTk0//dCeoQT62ZkxIp7Ptx7FGNNoUpZSquPpHb06aY9dPpL7ZgwmKSaYX57dv3b7WY7smuP6RFJQUkF67glPVVGpbk0DvTppsyf04fZpAwC4dmJfQvx9uG/GYG5zbEtJsu7+tftGKc/QQK/aVUJEIFsevoDbpw3A7li4ZEBcKBcM78F/Vh/QXPZKeYAGenVKnDkolrzichaty+SzLUc8XR2luhV9GKtOiZo8Ob9+xxpnn/7YTE9WR6luRe/o1SkxqEcoD15cty78NzusWbPpOcWsSdcx9kp1JA306pS5aWoyr/zUyqJ64+trOFZczr1vb+CqeSvYcDDfs5VTyotpoFen1JjeEbXv31l7kB2HCwFrYXOlVMfQQK9OqegQf9Ifm8no3hHMX3WAEkcOnK2HCjxcM6W8lwZ65REpfSPZ75hAFRnkqxkulepAGuiVRyRFB9W+vyqlN5n5JeSfKPdgjZTyXm4FehGZISI7RSRNROa62H+diGxyvJaLyGh3j1XdU9/o4Nr3UwfEALBN7+qV6hAtBnoRsQPPAhcCw4Afi8iwBsX2AWcZY0YBjwAvtuJY1Q0N6xVGeKAvf5o1nCHx1jq1u7OKWLLtqOauV6qduTNhagKQZozZCyAiC4BZwLaaAsaY5U7lVwKJ7h6ruqeYEH82PDgdEcEYQ4i/D+9vyGT9gXx+cnpf/jRrhKerqJTXcKfrJgE46PQ5w7GtKT8DPm3tsSJyi4ikikhqdrYOtesOalIWiwi9o4JYfyAfgDXpxzxYK6W8jzuB3lUCcZeZqUTkbKxA/9vWHmuMedEYk2KMSYmNjXWjWsqb1OSyB8jIO6HdN0q1I3cCfQbQ2+lzInCoYSERGQW8DMwyxuS25lilHrhkGE9cNZorxydSWFbJUp1ApVS7cSfQrwEGikiyiPgBs4EPnQuISB9gEXC9MWZXa45VCiDE34crxyfy6OUjCfX34dtdGuiVai8tPow1xlSKyB3A54AdeNUYs1VEbnXsnwc8CEQDzzn6XSsd3TAuj+2gtigv4Gu3cXr/aJbtytalB5VqJ26lKTbGLAYWN9g2z+n9zcDN7h6rVHPOGBTLF9uOsi+nmH6xIZ6ujlJdns6MVZ3OmQOtCVTf7c5psszrP+zj6nkrOHq89FRVS6kuSwO96nT6RgfTJyqoyUBfXlnNXxfvYHV6Hh9u0Gf7SrVEA73qlCb3j2ZNep7LNWbXHzhGeVU1APvzimu35xaVsfNI4Smro1JdhQZ61SkNTwinoKSCH9JyG+1buTcPEegbHcSidZmUV1pB//pXVnPBP5ZR4bgIKKUsGuhVpzS8VxgAc15ZxbFiK6vllswCyiurWbUvl6HxYSRFB3OivIq/Lt4OwLbDVlK0tfuP8fhnO9ifW+z65Ep1MxroVac0MiGcMxwPZR/4YAvvr8/k4me+51/L01m7/xiT+kVz/8yhBPja+PfK/aRlFdEv1sqI+b+f7eC5pXt4+KNtbMks4Kp5y7nhtdW8teYAZZU641Z1P+KqD9TTUlJSTGpqqqeroTqBpLmf1PscHxbAkeOlvHpDCucM6UFOURmTH/26ts/eWUrfSGJC/Pls65Habbee1Z+5Fw7p8HordaqJyFpjTIqrfXpHrzq1m6Yk1/t85HgpIf4+THHksI8J8eehS+syX0cH+2G3WZOsUvcf47OtR4gJ8avdv3BtRqM+/PLKaua+u4lNGfkd1AqlPEsDverUHrh4aG0XToi/Nb/vJ6f3xd/HXlvmuol9uW1afwAuGtmTzX88n/+9YmTt/qtTenPrWf35w8yh5BSV8c2OrHrf8e+V+1mw5iAPf6TZs5V3cmtmrFKeIiL8adYInvlqN3efN5C84nJGOmW6rHHrmf1Zf+AYl49LIMjPhxGOMv4+Nu48ZyCBfnYqq6r52xe7WLE3l/OHxwOwaF0Gj3xsBfhth45TUVWNr13vf5R30X/RqtNLjgnmyWvG0Dc6mLF9IvFxEYjDg3xZcMvpjO0TCcDQ+DDumzGYb34zjUA/6+7fx25jREIYC1MzKCytAGDx5sMA/HhCb0oqqtiSWXCKWqXUqaOBXnklm024fdoAekUE1ts+ZUAMhWWVXPvSKtak57FkexbTBsdy73mDAFjnWPxEKW+iXTeqW7n73IFEh/jzwPtbuGreCgAqqqqJDfUn1N+HAzr2XnkhvaNX3YqIcO2EPoxICKvddtHInogICZGBZBwr8WDtlOoYekevuh27TXjthgl8tPEQF4yIp1d4AAC9o4J0Nq3ySnpHr7ql2FB/bpqaTEJEYO3iJn2igkjLKiJp7ie8uXK/h2uoVPvRQK+Uw9g+EVQ7Jor/4f0tfLntaG2eHaW6Mg30SjlMSI6q9/nnb6Tyty93eqg2SrUfDfRKOcSFBjTalpZV5IGaKNW+3Ar0IjJDRHaKSJqIzHWxf4iIrBCRMhH5TYN994rIVhHZIiL/FZHGf01KdRL9HRkwdzwyg2sn9mFr5nHNeKm6vBYDvYjYgWeBC4FhwI9FZFiDYnnAXcATDY5NcGxPMcaMAOzA7Haot1Id4t3bJvPJXVMJ8LUzfVgPCssqdblC1eW5c0c/AUgzxuw1xpQDC4BZzgWMMVnGmDVAhYvjfYBAEfEBggD9q1GdVkSQH8N7WXlyzhwYy6jEcP744VaOl7r6p61U1+BOoE8ADjp9znBsa5ExJhPrLv8AcBgoMMZ84aqsiNwiIqkikpqdne3O6ZXqUHab8OfLRlBcXsX76zM9XR2l2sydQC8utrm1WomIRGLd/ScDvYBgEZnjqqwx5kVjTIoxJiU2Ntad0yvV4UYlRjAqMZz5Kw94uipKtZk7gT4D6O30ORH3u1/OA/YZY7KNMRXAImBy66qolGf9aGwCO48WcjDvhKerolSbuBPo1wADRSRZRPywHqZ+6Ob5DwCTRCRIrOmH5wLb21ZVpTxjqmM1qx/ScjxcE6XapsVAb4ypBO4APscK0m8bY7aKyK0iciuAiMSLSAbwK+APIpIhImHGmFXAQmAdsNnxfS92UFuU6hAD4kKICPJlw8F8AIwxlFc2XqNWqc7KraRmxpjFwOIG2+Y5vT+C1aXj6tiHgIdOoo5KeZSIMDIhnE0Z1qIkD36wlX+v3M/ev16EzebqERaUVlRx9HgpfaODT2VVlXJJZ8Yq5YYxvSNq++n/7Uh4dqig6ZTGjy7ezln/t5R312bw8nd7Mcat8QtKdQgN9Eq54dyhPaiqNlz78srabXuym05pvGS7tQD5r9/ZyJ8/2c6hgtIOr6NSTdFAr5QbRieGE+Br42BeCZFBvkDTeXCqqw1HjtcP7K//sK/D66hUUzTQK+UGEaFPVBAApyVFERfqz+aMfJdli8orqaqu31Xz0nf7KC6r7OhqKuWSBnql3BQR6AdYo3DG9Ynk/Q2H2HqooFG5wlIroN82rT9/vmwEj185CtBMmMpzNNAr5aboECvQXzK6F5eNtbKAvL3mYKNyhY68OCMTwpkzqS8pfSMBuOy5Hxrd6St1KmigV8pNj1w2gv/+fBJDe4YxY0Q84/pEsP1wYaNyNXf0oQHW6OWaLh9jYMn2o23+/pJyK11yUVklL3y7h1+9vYHKKh3Pr1qmgV4pN8WE+HN6/+jaz0N7hrHhYD6/emsDWzLrunBq7uhD/K1A72O3seb+84gPC+Bfy9Ob/Y6DeSdqA7qzN1fuZ+iDn3H1Cyt4dPF2Hv10B4vWZZKeq2kZVMs00CvVRnMm9aW8qppF6zO5+Jnva7fX3dH71m6LDfXnJ5P7snxPLv9ans69b21o1I1TUVXNGY9/w09fW11v++s/7ONPH20DYPW+POavqkuwdiDPGuK5OaOAvCbWt9126Dg/e30NpRW6gEp3pYFeqTYa2jOs3ucT5ZUczDvBcUegDwuoP/F89ml9CPC18dCHW3lvfSZLd2bV27/rqNUNtHpfXm2KhYKSCv740TbKq6p5/IpRtWUvGhkPwN7sYpbvyeGSf37POX9b6vKB7yMfb+OrHVms3pd3ki1WXZUGeqXaycynv+eMx79hvmPmrPMdPUBUsB/PzxnPjOFWkP5ia/3++poUCwAr9+YCcP0rqwD4z88nclVKIj3C/JmYHMWTV48hOtiPp7/azbe7rPUb8k9UcN6T33KswZ19ZLBVj+2Hj7dXU1UXo4FeqZNw3tAete/35VjdKDuOFNIvJpgA38Z/XmcPjmPe9eOZNjiWdQeO1XbfrNyby+8WbQYgwNfG/32+k91HC2uD/9jekYgI3//2HBbcMokAXztzLxzC8dJKPlhfP2v4az/sqw3+AAE+dgAe/XQHWcd1hm53pIFeqZPwz2vHsux/zubMQfUXy/n7NWOwMnO7dlpSFLuziuj/+8WUVlTxq7c21O4bmRDO5swCpv99GQDv3Ho6gX5WsPa122rPe8noXvj72DhyvJRhPcPY8cgMAJ7+Oo2fvrqat9ccJOPYCbKLymrP/eVJjPpRXZcGeqVOQoCvnT7RQTx/3TiuHG8lcI0N9WdYr7Bmj7t2Qp/a95syCghx6s+/97xBBPraCfazM7xXGCMTwpv87on9rFFA8eEBBPja+cuPRtTuv+/dTUz932/4bncOyTHB+Nlt3P/eFg43k4xNeScN9Eq1g2B/H564ajS7/nwhK+aeg6+9+T+tyGA/Vv3+XADWpOdRWmE9fH3uunFMHhDD9kdmsPVPM/jkrjMI8LU3eZ7pQ+MASIgIBOC6iX3Z+9eLGj0ITogI5MFLhgFw65vrdOJWN6OBXql25Odjw6eFIF+jR1gAw3uF8cXWI2Tml/DLs/tz0cierfq+OZP68vqNp3HXuQNrt9lswuK7z+DaidavhievHs0/Zo9hzqS+DIgLYePBfL7cZnXhfL87h3OeWEpWofbdezMN9Ep50EUje7Ixo4CqakN8eGCrjxcRpg2OIzbUv972xMggHrpkGB/8cgqXj0skJsTa//k9Z9IrPICXv9vLv5anM+eVVezNKeZNXfzcq2mgV8qDZjrdwceHBbTruf197IzuHVFvm90mzBjRk9T9x3jow62121fuydXFUbyYW4FeRGaIyE4RSRORuS72DxGRFSJSJiK/abAvQkQWisgOEdkuIqe3V+W9TnUV7F/h6VqoUygppm6pwfYO9E356eS+DOsZxrTBsVw7sQ8zR/VkdXoef3h/yyn5fnXqtRjoRcQOPAtcCAwDfiwiwxoUywPuAp5wcYqngM+MMUOA0VgLjCtXNr0Fr82At+bAsf2ero06RWrG2/cI92+hZPvoGx3M4rvP4PUbJ/DXH40k2bGurXNqBeVd3LmjnwCkGWP2GmPKgQXALOcCxpgsY8waoMJ5u4iEAWcCrzjKlRtj8tuj4l5p+OVwzgOQ9hU8OwG++SuUa9Iqb7fotin8/IxkYkNOTaBv6Bdn9WNEgjUc9IgueeiV3An0CYBz0u0MxzZ39AOygddEZL2IvCwiwa4KisgtIpIqIqnZ2dmuing/3wA48zdwRyoMuRi+/V8r4G/7wMpxq7zSsF5h3D9zWLMTrDpSaIAvj11u5dFZtS/XI3VQHcudQO/qX5+7UccHGAc8b4wZCxQDjfr4AYwxLxpjUowxKbGxsa6KdB/hCXDlK3DDYggIh7d/Am9cClna66U6xtCeYYQG+LByryY+80buBPoMoLfT50TgUBNlXR2bYYxZ5fi8ECvwK3ckTYFbvoWLnoDDm+D5KfDpXCjJ93TNlJex24TTkqL0jt5LuRPo1wADRSRZRPyA2cCH7pzcGHMEOCgigx2bzgW2tamm3ZXdByb8HO5aD+N/CqvmwTPjYd0bUK2rC6n2MzE5ir3ZxTp5ygu1GOiNMZXAHcDnWCNm3jbGbBWRW0XkVgARiReRDOBXwB9EJMPxIBbgTmC+iGwCxgB/7YB2eL+gKLj47/CLbyF6AHx4J7x8Dhxc4+maKS9Rkzdnzb5jHq6Jam/SGSdJpKSkmNTUVE9Xo/MyBja/A188AEVHYPS1cN4fIbRHi4cq1ZTKqmpGP/wFV4xP5E+zRrR8gOpURGStMSbF1T6dGdsVicCoq+HOVJhyjxX0nxkPy5+BStfLySnVEh+7jVGJESxcm8H+3GJPV0e1Iw30XZl/KEx/GH65CvqeDl/8AeZNscbhK9UGfaKCOFFexVn/t5SDeSc/h8MYU7tEovIcDfTeILo/XPcOXPs2VFfCm5fDgusgb5+na6a6mEvH9Kp9/9zSPSd9vteXp3P+35ex7oD2+3uSBnpvMugCuH0lnPsQ7PkGnp0IX/9FZ9cqt00ZEMO+Ry/iR2MT+O/qA+w80ra78Q82ZLJwbQYPf2QNstt1pJCXlu3lrTWaZsETfFouoroUH38441cwejZ8+SAsexw2/Acu+DMMu8zq31eqGSLCnecM4L31maw/cIzB8aGtPsfdCzbU+zzXsR4uwN6cYu44e0CjxdNVx9E7em8V1guueBlu/BQCI+GdG+Bfl8BRncagWpYUHUxYgA8vLNtLUVllm8/z+BWjmJgcVW/bC9/u5aXvtFvxVNJA7+36TrbG3s/8GxzdAvOmwuL7oET7TFXTbDbhwUuGsy+nmAfe39KqXPWlFVUA/M8Fg7n6tN68+JMUpgywxugP6xnGGQNjeOW7veSf0BFip4oG+u7AZofTboY710HKjbDmJWs45trXrRz4Srlw5fhEbpySxHvrM5m/6gDHit0LzB9ttDKkxIT4ARAe6MsbN03k3z+bwCd3TeWucwdSXF7Fqn2aV+dU0UDfnQRFWXf2t3wLMYPho7vhpXPg4GpP10x1UjdNSQbgD+9v4XdO/ewAy3ZlkzT3k0Zj7v9n4SaA2uULwcqlc8bAWESEEb3CsQlsySzo4NqrGhrou6Oeo+DGxXDFK1CUBa9Mh/duhcIjnq6Z6mQSI+vWsV2y/SjlldUcL63gb1/s5CevWjcIX23Pqi3jnM8+Isj1w9ZAPzsD40LZ3IGB/rMth7nkme/Zk13UYd/RlWig765EYOSVcMcamPor2PIuPJMCPzyts2tVLRFh3pzx/PT0vlRWG+5esJ4P1mfyzNdptWW+3lEX6GuC9w2TkxjXJ7LJ845ICGdLZkGHrVP71FdpbM4s4LUf9KEvaKBX/iFw3kPW+PukKfDlA/D8ZEhb4umaqU5ixoh4HrxkOFeMS+TTLUfYm2N11YzrE8GFI+L5Pi2HtCxrvH1alnUH/evzBzW7kMrIhDByisr5Pi2nQ+qcXVgGwOdbj+qi52igVzWi+8O1b8G174CphjevgP/+WGfXKsDqY//ZVKu//sttR7HbhHdvm8xvZwwBYLUj4+We7CLiQv1bHCM/fXg8Pjbh8c92tms9dx8tpLSiipyiMhIjA8kuLGNnK1IwHCkoJT3H+/L8aKBX9Q06H25fAec9DPuWWbNrv3oEyr3vH79qnUE9Qgj0tZNxrITIIF9EhL7RQUQH+/H79zbz1JLd7DhynH6xLlcLrSchIpA7zxnIlkMF7TbMctmubKb/fRkzn/4OgOsm9kUEPtvS8rOn/BPlXPH8ciY9+hXTnlhKVbV3/QrQQK8a8/GHqfdYa9cOvwy+ewL+eZrVj68/g7stH7uNy8ZauXByHUMtRYSHZw0H4O9LdrEl8zjnD4t363xTBkRjDKzc2z6rWtU8eN2Tbd2UXDQyntP7RfP2moOUVTY/jPiHtFzW7q+bW/Ld7tatW22MoaKqmie/2Mm4R74kNb1zDR3VQK+aFtYTLn8RbvrcGpq58CZ4/WI4ssXTNVMecutZ/YH61/uLR/Vi9e/PZeaonvz8jGTmTOrr1rlGJUYQ5Gfnh7T2CfSFpXUzeG+YnETf6GBum9afQwWlLFh9sNlj84rL6n1+Z22G299bXlnNNS+sZOD9n/L012nkFZfz4rK9ACzdmcUL3+7BGEN1teHJL3fVG5l0qmigVy3rM8kae3/x3yFrG7xwBiz+HzjRue5aVMfrExUEgI+t/oPWuLAAnr12HPfPHIafj3thxc/HxoTkKJbvOfkHsuk5xTz55a7azwkR1rDQqQNimJgcxTNfp1HcRCqHjGMneOCDrQA8NXsMP57Qm2U7s5vsvknPKWZzRt3Q0E0Z+axucAe/9dBxXlq2lxteW8Ojn+5g8mNf89GmQzz91W7uWrD+pNraFhrolXtsdki5Ce5cCyk/gzUvW7NrU1/V2bXdiIjw0R1T+erXZ7XL+ab0j2FPdjGH8ktO6jyvfF9/0MDo3hGAVd9fnz+YnKIyvtjmuq9+/YH82vezxiQwqV80hWWVbD98vFHZ46UVTHtiKZf883sqq6qpqjaN5gM8Mms4mfklvPiddVd/y5n9yC0qr83k2daMoCdDA71qnaAomPkE/GIZxA2Fj++FF6fBgZWerpk6RUYmhtM3uuUHru44f3gPfGzCs9+ktVy4GZsyCxiREMb6B6az4cHpTHBKpJbSN5LwQF9W7HHdRXTAscDK6zeeBsDEZCsvj6tnB84XhVe+38c9b23g4Y+2EeRn54mrRnP7tP6cM9Ra0jO7sIzLxyXw+4uGcvm4BPIczzUKSirqDfnMOHaiw0f6uBXoRWSGiOwUkTQRmeti/xARWSEiZSLyGxf77SKyXkQ+bo9Kq04gfiTc8Ik1u7Y4B169ABbdAscPe7pmqgvpGx3MnEl9+e/qA+w40vgO2l05hWUMjAslMtiPiCC/evtsNmFichQrmnjouye7iB5h/kwbHAdAfHgAfaODWLm3rjtmx5HjrNyby7ZDVh39fGw8+umO2rw+oxMjuHJ8IvfNGEJCRGDtjOJkxwXx9P7R9b5ziWM2cV5xOWc8/g3T//4tGcc6bt2IFgO9iNiBZ4ELgWHAj0VkWINiecBdwBNNnOZuYPtJ1FN1RjWza+9MhTN+A1vfg3+mwPf/gMqyFg9XCuCe8wYSGuDLPQs2tGnZQWMMOUVlxIb6N1nm9P7RHMwraRRMjTGs3pfHiF7h9bafPTiOb3dl1Zaf8Y/vmP3iSt5bn0FiZCCLbpvM6f2s4D26dwT/vHZsvePvPGcAMSF+THSUqfmVUOPnb6RSUVXNjiPHMQYqqgzzvj35Fb2a4s4d/QQgzRiz1xhTDiwAZjkXMMZkGWPWABUNDxaRRGAm8HI71Fd1Rn7BcO4D1tq1SWfAkofgudNh1+dQXe3p2qlOLiLIj79fM5odRwq55Y1Uqls5hr2orJKyyurabJmu1NxRz35xZb1x++m5J8g4VsK0IXH1yv/8zH742GzMfXczS7Ydrd2+62gR16T0ZkRCOP+9ZRLf3Xc2798+meiQ+heZa07rQ+of6rqQ4sMDWPfAdHY8MoOrxicCMPD+T/nPKmvFrTMGxvDu2swOS93sTqBPAJzHJmU4trnrH8B9QLN/8SJyi4ikikhqdnbrxrCqTiKqH1y7AK5baN3t/+dqeKw3vDoDPv2ttdLV0a1Q1faFLJR3OmdID/521WjSc0+wMSO/VcfmFFnBMSak6Tv6QXHWKlkZx0r43aLNZBeWcdb/fcNba6zQNiqh/h19QkQg15/el+/Tcrj5jdTa7bPG9OIXjiGmAL2jgppN9eAsKtiPAF87D15S1yHy8abDhPj78LsLh1JSUcXbqc0PA20rd5YSdNUKty65InIxkGWMWSsi05ora4x5EXgRICUlRWfldGUDp0PyWVZXTmYqHN4I696ACsfPZrs/9BgOPUfXveKGgW+AZ+utPGqyY3GSzZkFjG0mIZqzyqpqnlpiDauMC23634/NJtw0JZlXf9jHp1uOYLcJ+3NP1HaXJLl4uDypX1TtePgLhvfgqdljCfC1t6pNrjinh0jpG8lNU5MZ1iuMeXPGc+agmJM+vyvuBPoMoLfT50TgkJvnnwJcKiIXAQFAmIi8aYyZ07pqqi7Hxw9GX2O9wBqCmbvHCvqHN1j/3bII1r5m7bf5QOxQK4VyTfDvMcJKuqa6hfiwAKKC/VqVp/7rHVm8v8EKR+P7Nn9xePCSYfxh5lAuevo7Pt5UN2ggIsiXcBcplc8aFMecSX14c+UBLhuT0C5BvsYlo3vxyaZDLLxtcu22GSPcm1HcFu4E+jXAQBFJBjKB2cC17pzcGPM74HcAjjv632iQ76ZsdogdZL1GXWVtMwby9zuCv+O1+wvYMN9xkEDMQCvox9dcAEZZa+AqryMijE4M59td2by7NoNZY3rhY2++d7lmDPvd5w4k0K/lQGyzCVel9OaRj+vWTg72cx0G7Tbhz5eN5HcXDiXY351Q6b6nrhnDk1ePbtdzNqfF2htjKkXkDuBzwA68aozZKiK3OvbPE5F4IBUIA6pF5B5gmDGm7eOllPcTgcgk6zXM8XzfGGsBFOfgv38FbH6n7riIvvW7fXqOhpA4V9+gupgpA2L4Zmc2v35nIzYb/GhsYrPlN2UUMCQ+lHunD3L7Oy4Y3qM20I/pHcGfLxvRbPn2DvJgXXBsLnvFO4ZbLTDGLAYWN9g2z+n9EawunebOsRRY2uoaqu5FxMqxE9YTBs+o216cC0c21r8AbP+wbn9oz/qBP34UhCda51NdxqWje7EmPY/Ptx7l3bWZLQb63UcL602OckdiZFDt+/d/OaVN9exq2v9SpVRHCI6G/udYrxqlBXBkMxzeVL/rxzgGeAVGNb7zj0wGm04I76ziwgJ44foUXvh2D49+uoOVe3OZ1C/aZdniskoOFZQyIK71z3GW/OosSiu6T+oODfSq6woIh6Sp1qtG+QlrCKfz3f+KZ6HaMcXDL7T+A9+eoyF6INj1T6Ez+enkJF5fns79723mDxcPY9qg2EbDGHc7VrNqS6BvyzFdmf7rVt7FLwh6n2a9alSWQ/Z2p26fTZD6GlQ6Emn5BLoY7jnUysuvPCLA18690wdx38JN3PjaGubNGV9vVEpmfgmXPfsDAClJreu66Y400Cvv5+NXF8BrVFdBzu664H9kk/XAN/UVa7/N1wr2PUdBzzHWsbGDrV8R6pS4anwisSH+3Pj6Gj7bcrg20J8or2TOy6sAq0+/uYlSyqKBXnVPNjvEDbFetWP9qyE/vf4D352fwvo3644LjoXoAdYau9ED6l6RyTrhq52JCGcPiePqlEQWrcvk4VkjCA/05dud2ezLKeb8YT14+sdjWz6R0kCvVC2bzUrjENUPhv/I2mYMHD9kBf3c3ZCbZk382v1l/QsAAhG96wf/motBeG/rwqLa5NLRCbydmsGNr63mPz+fxPYjhdgEDfKtoIFeqeaIQHiC9Wqo9Djk7bECf25a3WvjAihzmkJi97MuHq5+CQTH6hDQFkwdGFObvuBn/1pDsJ8PyTHB7TpT1dtpoFeqrQLCoNdY6+XMGCjOrh/8ay4Gu7+AKqcMhf5hjYN/dH+I6m+dXwFw7/SBvPrDPn5IyyUhIpAxfSI8XaUuRQO9Uu1NxJqpGxIHfSfX31ddBQUH6wf/3D1wcDVsXki9fIEhPazAX/trwPGKSu52I4JCA3x5avYY7l6wgcz8En48oXfLB6laGuiVOpVs9rq0DwPOq7+vohSOpTf+JbDrcyj+d105sVn9/i6fByR67fOAmhWgAIbE66+d1tBAr1Rn4RtQNxKoodICxy+ABs8DDq6GcqdVmez+jl8ADbuDBkBwTJd+HhAe6MvrN57GziOFnNFB6Xy9lTgvUttZpKSkmNTU1JYLKtXdGQNFWa6fB+TtrZsRDOAfXncBCImzVgbzCwbfIPALqfvsF2JNPKt97yjThS8S3YGIrDXGpLjap3f0SnVlIhDaw3olNUjQVVXpeB7Q4FfAgZVQkgflRa35IscFIbj+BcAv2HFRaHCh8A1yUS648fF2P72AnAIa6JXyVnYf68FtVDIMPK/x/upqKw1EebEV9MuLrVxBte8d2ytO1P/sXK60wJpnUF4MFY4ylaXu11HszVwM3Lxw2P2t5xYijv829ZJWlmvwQhqU6ToXKA30SnVXNltdsKQd8/lXVdYFfVcXjvJix8Wj4XanC0pRVv1yZUVgOlu2yZO9sLjYHhQDN33a7jXVQK+Ual92H7CHt29eIGOs+Qe1F4aaVyFUVVj7TXUzLxf7abitpXPUlOnA7/IPbb//zZxooFdKdX4i1twBH38I0myVraUrMCillJfTQK+UUl7OrUAvIjNEZKeIpInIXBf7h4jIChEpE5HfOG3vLSLfiMh2EdkqIne3Z+WVUkq1rMU+ehGxA88C04EMYI2IfGiM2eZULA+4C7isweGVwK+NMetEJBRYKyJfNjhWKaVUB3Lnjn4CkGaM2WuMKQcWALOcCxhjsowxa4CKBtsPG2PWOd4XAtsBF/lelVJKdRR3An0CcNDpcwZtCNYikgSMBVY1sf8WEUkVkdTs7OzWnl4ppVQT3An0rqZ/tSpBjoiEAO8C9xhjjrsqY4x50RiTYoxJiY2Nbc3plVJKNcOdQJ8BOCd/TgQOufsFIuKLFeTnG2MWta56SimlTpY7E6bWAANFJBnIBGYD17pzchER4BVguzHmSXcrtXbt2hwR2e9ueSAGyGlF+c7KW9oB3tMWbUfnou1oWt+mdriVplhELgL+AdiBV40xfxGRWwGMMfNEJB5IBcKAaqAIGAaMAr4DNju2A/zeGLO4zU1xXb/UptJzdiXe0g7wnrZoOzoXbUfbuJUCwRGYFzfYNs/p/RGsLp2Gvsd1H79SSqlTRGfGKqWUl/OWQP+ipyvQTrylHeA9bdF2dC7ajjbolEsJKqWUaj/eckevlFKqCRrolVLKy3X5QN9SZs3OREReFZEsEdnitC1KRL4Ukd2O/0Y67fudo107ReQCz9S6saaykna1tohIgIisFpGNjnY87NjepdpRQ0TsIrJeRD52fO5y7RCRdBHZLCIbRCTVsa0rtiNCRBaKyA7H38npHm2HMabLvrDG9e8B+gF+wEZgmKfr1Ux9zwTGAVuctj0OzHW8nwv8r+P9MEd7/IFkRzvtnm6Do249gXGO96HALkd9u1RbsIb+hjje+2LlYZrU1drh1J5fAf8BPu7C/7bSgZgG27piO/4F3Ox47wdEeLIdXf2OvsXMmp2JMWYZVkpnZ7Ow/lHg+O9lTtsXGGPKjDH7gDSs9nqcaToraZdqi7EUOT76Ol6GLtYOABFJBGYCLztt7nLtaEKXaoeIhGHd1L0CYIwpN8bk48F2dPVA3y6ZNT2shzHmMFgBFIhzbO8SbWuQlbTLtcXR3bEByAK+NMZ0yXZgzVy/j7oZ6NA122GAL0RkrYjc4tjW1drRD8gGXnN0pb0sIsF4sB1dPdCfdGbNTqzTt82drKQ1RV1s6xRtMcZUGWPGYM3sniAiI5op3inbISIXA1nGmLXuHuJim8fb4TDFGDMOuBD4pYic2UzZztoOH6wu2ueNMWOBYqyumqZ0eDu6eqA/qcyancRREekJ4PhvlmN7p25bE1lJu2RbABw/rZcCM+h67ZgCXCoi6Vjdl+eIyJt0vXZgjDnk+G8W8B5WF0ZXa0cGkOH4dQiwECvwe6wdXT3Q12bWFBE/rMyaH3q4Tq31IfBTx/ufAh84bZ8tIv5iZQ4dCKz2QP0aEWkyK2mXaouIxIpIhON9IHAesIMu1g5jzO+MMYnGmCSsv4GvjTFz6GLtEJFgsZYcxdHVcT6whS7WDmPl/jooIoMdm84FtuHJdnj66XQ7PN2+CGvUxx7gfk/Xp4W6/hc4jLXkYgbwMyAa+ArY7fhvlFP5+x3t2glc6On6O9VrKtZPy03ABsfroq7WFqzsqusd7dgCPOjY3qXa0aBN06gbddOl2oHVt73R8dpa8/fc1drhqNcYrIy+m4D3gUhPtkNTICillJfr6l03SimlWqCBXimlvJwGeqWU8nIa6JVSystpoFdKKS+ngV4ppbycBnqllPJy/w+heWi5UsUDLAAAAABJRU5ErkJggg==" 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<p>We can see that the training loss and validation loss is stil decreasing and we get an accuracy of about 97%.</p>
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<blockquote><p>To learn more about the 1cycle training approach refer to Sylvain's <a href="https://sgugger.github.io/the-1cycle-policy.html#the-1cycle-policy">post</a> on it or chapter 13 of the <a href="https://github.com/fastai/fastbook">Fastbook</a>.</p>
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<h2 id="Discriminative-learning-rates">Discriminative learning rates<a class="anchor-link" href="#Discriminative-learning-rates"> </a></h2>
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<p>In my previous post I explain how every CNN has a "feature extraction" section and "classifier" section and when we use transfer learning we just save the feature extracted part as that's the part we really care about and would like to use for our specific application.</p>
<p>Thus the main idea behind using <code>discriminative learning rates</code> is that, when using pretrained models the features learnt by the model in the early layers are very very useful and we wouldn't want to change it too much. We would like to use the best learning rate for the deeper layers where there can be a divergence in the features learnt based on our specific classification task. Therefore it doesn't make sense to use a single learning rate all over the architecture. Thus we use a smaller learning rate for the earliest layers and gradually increase the learning rate as we step through the layers.</p>
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<p>Fastai lets you pass a Python <em>slice</em> object anywhere that a learning rate is expected. The first value past will be the learning rate in the earliest layer of the neural network, and the second value will be the learning rate in the final layer. The layers in between will have learning rates that are multiplicatively equidistant throughout that range. Let's use this approach to replicate the previous training, but this time we'll only set the <em>lowest</em> layer of our net to a learning rate of <code>1e-6</code>; the other layers will scale up to <code>1e-4</code>. Let's train for a while and see what happens.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span> <span class="o">=</span> <span class="n">vision_learner</span><span class="p">(</span><span class="n">dls</span><span class="p">,</span> <span class="n">resnet34</span><span class="p">,</span> <span class="n">metrics</span><span class="o">=</span><span class="n">accuracy</span><span class="p">)</span>
<span class="n">learn</span><span class="o">.</span><span class="n">fit_one_cycle</span><span class="p">(</span><span class="mi">3</span><span class="p">,</span> <span class="mf">3e-3</span><span class="p">)</span>
<span class="n">learn</span><span class="o">.</span><span class="n">unfreeze</span><span class="p">()</span>
<span class="n">learn</span><span class="o">.</span><span class="n">fit_one_cycle</span><span class="p">(</span><span class="mi">12</span><span class="p">,</span> <span class="n">lr_max</span><span class="o">=</span><span class="nb">slice</span><span class="p">(</span><span class="mf">1e-6</span><span class="p">,</span><span class="mf">1e-4</span><span class="p">))</span>
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<td>0</td>
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<td>0.308854</td>
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<td>0</td>
<td>0.228445</td>
<td>0.151607</td>
<td>0.960293</td>
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<td>0.215621</td>
<td>0.141218</td>
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<td>00:33</td>
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<td>0.106258</td>
<td>0.969456</td>
<td>00:33</td>
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<td>5</td>
<td>0.121026</td>
<td>0.102839</td>
<td>0.970678</td>
<td>00:33</td>
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<td>0.970678</td>
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<td>0.093075</td>
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<td>0.094448</td>
<td>0.969456</td>
<td>00:33</td>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">recorder</span><span class="o">.</span><span class="n">plot_loss</span><span class="p">()</span>
</pre></div>
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CCZp4rILy5lQ0r2GX+HUkp5RBNQicNEQL41zP/TnMSEViwNWWBbmnJolza8eM0AwJrVtK7lKZVSqi7N/2nYAPamVyzW7tUIM+o1NGdrA8+8oi/je8Vyz3hr9NLlr9S+WI1SStXFIwJA+TQQUH2hluZoaEKbSvv9O0bYF6/pYJuddLt2BCulzpDnBYCS5h8AEqKD2faPiTx7dX8AcgoqFqgJ8qvf+wVKKVUTjwgAiW0rJmXrExfuxpy4LtDPm/hI68Uyx4nhRnWrWBPhpz3pOmmcUuq0eUQAuP38s+3b5Qu8tARtgq25isb1rJiELsTfx74k5bVvrOLZxTudplVKqbp4xDBQ7xa60PrZbUOZN31EtfcKxnSvqAWsP5jVtJlSSrUaHhEAWrLBVTqEAWIdpol2XJheKaXqwyOagFobL4caTWEL6NRWSjVPGgBauN1pufpSmFLqtGgAaKEevrgX4YG+FJaUMWLmUl0rQClVbxoAWqjfnduF938/DICsvGI2Hdb5gZRS9aMBoAVzXHd49f5MN+ZEKdUSuRQARGSiiOwQkd0iMsPJ+WkistH2+UlE+teVVkTaiMhiEdll+3vmk+nXolf7MK4Y6PpKOS2Bt5ewf+ZFJEQFMXvFft78YW+rX/ZOKdVw6gwAIuINvAxMAnoB14hIryqX7QNGG2P6AY8Bs1xIOwNYaoxJBJba9hvNgj+dxzNX96/7whaobVgA6bmFPP7VNtYdynJ3dpRSLYQrNYChwG5jzF5jTBEwF5jieIEx5idjzAnb7s9AvAtppwDv2rbfBS477VJ4uLYO00c7riSmlFK1cSUAxAGHHPZTbMdq8nvgaxfSxhpjjgLY/rZ1djMRuUVEkkUk2RMWdT4djusHrNiVDsD2Yyc5kHGqpiRKKeVSAHA2j4LThmYROR8rANxf37Q1McbMMsYMNsYMjomJqTuBBwoP9LVvf735GOm5hUx8/gdG/3sZGbmFbsyZUqo5cyUApAAdHfbjgSNVLxKRfsCbwBRjTIYLaVNFpL0tbXsgDXVaEqKCK+1/tLqi0jXtzVU6Y6hSyilXAsBqIFFEuoiIHzAV+MLxAhHpBHwKXG+M2eli2i+AG2zbNwCfn34xPNul/Tvw/K+TmP3bwQD8+5sd9nPbj+Vov4BSyqk6J4MzxpSIyB3AN4A3MNsYs0VEptvOvwY8DEQBr4i15GKJrdnGaVrbrWcCH4vI74GDwFUNXDaP4eUlXDYgjp2pzlcJS9dmIKWUEy7NBmqMWQAsqHLsNYftm4CbXE1rO54BXFCfzKraJbYNwcdLKCmr3M1yMCPPTTlSSjVn+iZwKyIi3Dr6LADuHFuxCM7BzHx3ZUkp1YxpAGhl2gRbQ0Kz8otZ99B4EqKCOJipNQClVHUaAFqZ2DArAJSWGSKD/egaE8KSbaks3Zbq5pwppZobDQCtzMTe7bhz7NncO6E7AJl5RQA8uXC7O7OllGqGNAC0Mj7eXtwzoTuRwX4ADO5szbFXUmZ4auF2vt2uNQGllEUDQCv3lwt70CE8gGA/H15ZtoffvZPs7iwppZoJDQCtnJ+PFyO6Ruu7AEqpajQAeICoED+OZhfY9/cez3VjbpRSzYUGAA/QxtYfUC55/4karlRKeRINAB4gISqo0v7agxoAlFIaADxCr/bhlfa/2XKMguJSN+VGKdVcaADwALHhFQvGTB/dlRN5xVoLUEppAPAE/j7exEUE4uMl3DgyAYC/frqJwhKtBSjlyVyaDVS1fF/cMRIvESKD/TgrJpi9x09x4XPL+e7eMdim8FZKeRitAXiIqBB/+9vBN59nzRi6PyOPD385VFsypVQrpgHAA101KN6+vU77ApTyWBoAPJCPtxerHxwHQICvt5tzo5RyFw0AHiom1J+e7cM4nKWLxSjlqTQAeLD4yEAOn9AAoJSn0gDgweIiAtmRmkNZlTWElVKeQQOAB4uPDARg2pur3JwTpZQ7uBQARGSiiOwQkd0iMsPJ+R4islJECkXkXofj3UVkvcPnpIjcZTv3iIgcdjg3ucFKpVxy/YjOAKzcm8HHq63hoMYYFmw6SlFJmf06YwzGuFZLSMsp4NO1KQ2fWaVUg6szAIiIN/AyMAnoBVwjIr2qXJYJ3Ak87XjQGLPDGJNkjEkCBgF5wGcOlzxXft4Ys+D0i6FOh7+PN/eM7wbAffM3AvBx8iFun7OWV5btBiAjt5AuDyzgrRX7XLrnnz/ewD0fb+CQLkSvVLPnSg1gKLDbGLPXGFMEzAWmOF5gjEkzxqwGimu5zwXAHmPMgdPOrWpw1w/vbN8uKC7l/vmbAHh+yS4A1hyw3hOYu7ruF8YOZJzih13pAGw5kt3QWVVKNTBXAkAc4Ph/f4rtWH1NBT6scuwOEdkoIrNFJNJZIhG5RUSSRST5+PHjp/G1qjaRwX7859oBAOxOyyUmtGLiuGPZBbxp++Uf7Ff3+wJv/7jfvj1/7eGGzahSqsG5EgCcTRRTr2EjIuIHXAp84nD4VaArkAQcBZ5xltYYM8sYM9gYMzgmJqY+X6tc1D02FICdqTlEh1QEgOH/Wsov+zIByCuqPnFcTkExCTO+4m//t4l//G8r7/y0334ueX+my/0GSin3cCUApAAdHfbjgSP1/J5JwFpjTGr5AWNMqjGm1BhTBryB1dSk3CAhOhg/by+2HT3JyfzqrXih/j7sSsvlsS+3Vhoy+n/rrF/57/98kNk/WjWF8xKjuW9id07kFXMir7YWQaWUu7kyG+hqIFFEugCHsZpyrq3n91xDleYfEWlvjDlq270c2FzPe6oG4uvtxcDOEXy/8zgnC4q5qG97vtpk/as5v3sMAzpF8uzinby1Yh9Du7Rh+c7jtAn246Vvd1e71/hesfYlKNNzC6stR6mUaj7qDADGmBIRuQP4BvAGZhtjtojIdNv510SkHZAMhAFltqGevYwxJ0UkCBgP3Frl1k+JSBJWc9J+J+dVExrfqx2PfbkVgK4xwXSOCuJARh7B/j6VmoVufW9NpXThgb5kO9Qarh/emVW2ZqPUkwV0szUvKaWaH5fWA7AN0VxQ5dhrDtvHsJqGnKXNA6KcHL++XjlVjWpUYrR9OyzQl6SOERzIyCM0wKdSx3BVH9w8jIteXAHAvOkjEBG6x4bi7SWs2pvJeYnab6NUc6VvAisAOrapWDj+eG4hMbZf/eGBfsSG1RwAOjmkiw0LAKyRRUMT2rBkW2pNyZRSzYAGAAVUnhZ6QMdIBnW2RuUO6hxJ37hwZkzqwa2jz7Jf89nt57Dh7xMIDfC1Hwt0GCo68uwoth/L4cSpoibIvVLqdGgAUNVM7NOOSX3b88N95zOuZ1tEhOmjuzJ9VFf7NQM6RRIeaD38pw3rRPvwAMIcgsHQLlar3+r9mU2beaWUy3RNYGUXFxFYaX0Ax2YhwL6kZFVPXN632rH+HcPx8/Himy2pTOjdrmEzqpRqEFoDUHZL7hnNpkcmNMi9/H286dMhjPlrUzhZoO8DKNUcaQBQdoF+3pXa9J15YWoSf7+k6lyAzl0ztBMA79qmiMgpKObH3elnlEelVMPRAKDqZUpSHDeO7OLStSO6Wv0AzyzeSWmZoe8ji5j25ipytEagVLOgAUA1GscXyGY7TCednqsjg5RqDjQAqEbjOLT0iQXb7Nv70nPdkR2lVBUaAFSjWvvQ+GrHlu3Qab2Vag40AKhGFRlUuVN5SEIk246edFNulFKONACoRiUifHHHSPt+j3ZhbD+ao2sFKNUMaABQja5vXDiJbUP45+V96d4ulJzCEqdTSSulmpYGANXoRITF94zm2mGd6BsXDsCzi3dWmkZaKdX0NACoJtW/YwT/mNIbgMGPL3ZzbpTybBoAVJO7erC1wmhxqfYDKOVOGgBUkwvw9cbHSwDIKypxKY2r1ymlXKcBQLnFh7cMB+CzdYd5a8U+/vG/rcxavsfpg37J1lR6PfwN6w6eaOpsKtWq6XTQyi0Gd46kT1wY7/y4n11pFW8GFxaX8czinQCse2g8kcF+LLAtUP/TngwGdIp0S36Vao00ACi3EBEuS4rj8a+2VTq+/ViOfXvAY1YncYCvVVHdc1ynkFCqIbnUBCQiE0Vkh4jsFpEZTs73EJGVIlIoIvdWObdfRDaJyHoRSXY43kZEFovILtvflvvTrqQQjm50dy5anPbhgdWO/bCr+jQRBcVlAGw/mlPtnFLq9NUZAETEG3gZmAT0Aq4RkaoTwmcCdwJP13Cb840xScaYwQ7HZgBLjTGJwFLbfsu0/gN4/TyYczUc+sXduWkxqi42PyWpAycLrD6AKwfFVzo3NKENu9NyKS4ta7L8KdXauVIDGArsNsbsNcYUAXOBKY4XGGPSjDGrgfq82TMFeNe2/S5wWT3SNi+9L4exf4OU1fDWeHj3Etj7Peh0B7Xq0T7Mvn398M50bxdaaf+7e8cQHWItQzllQAeKSsvszUCFJaVNm1mlWiFX+gDigEMO+ynAsHp8hwEWiYgBXjfGzLIdjzXGHAUwxhwVkbbOEovILcAtAJ06darH1zahwAgY9RcYdhuseRt+egn+eynED4VR90LiBBBxdy6bnRB/H+6b2J20k4X8/ZJerDlQMconKsSP+MggfpwxloMZefappZdsTeUvn2xk0+FsvvzjufSxvVmslKo/VwKAsydXfX7ajjTGHLE94BeLyHZjzHJXE9sCxiyAwYMHN++f1P4hcM4fYcjNsP59WPE8fHA1tOsL590LPS8FLx156+j2MWfbt5M6Rti3yxeT8ffxJjHWqhnERwby9KKd9ms2pGRpAFDqDLjyNEoBOjrsxwNHXP0CY8wR29804DOsJiWAVBFpD2D7m+bqPZs93wAYchPcuQ6mvAJFefDJDfDKMNgwF0r1pSZnfLy92Pn4JFb99YJKi8mUKyurHP/3Hj/VVFlTqlVyJQCsBhJFpIuI+AFTgS9cubmIBItIaPk2MAHYbDv9BXCDbfsG4PP6ZLxF8PaFAdPgjtVw5Wzw8oXPboWXBkLybGv0kKrEz8eL2LAAp+fKO4jLvbViX7VF5tNyChotb0q1NnUGAGNMCXAH8A2wDfjYGLNFRKaLyHQAEWknIinAPcDfRCRFRMKAWGCFiGwAfgG+MsYstN16JjBeRHYB4237rZOXN/S5AqavgKkfQnA0fHk3vJAEP79q1RBUnT64uXrX0we/HLRv/7DrOEOfWMqiLceaMltKtVjSkhbmGDx4sElOTq77wubOGNj7HSx/Bg6sgKBoGPEHq9koIKzu9B4sO6+YDSlZtAn24+KXVtAtNoRFd4/mVGEJf/hgrX25yf0zL3JzTpVqPkRkTZVh+IDOBeQeItB1LNz4Fdy4EDokwdJH4fk+8O0TkJfp7hw2W+FBvozqFkOfuHAenNyTnam5HM7K5+rXV+paw0rVk04F4W6dR0Dn+XBkHSx/GpY/BStfhiG/gxF/hNBYd+ew2RrSpQ0AI2d+W+m4j5dQVFKGn4/+vlGqNvp/SHPRYQBMnQO3rYQek60g8Hxf+OpeyDpUd3oP1CGiemfx01f1p6TMVHqnQCnlnAaA5ia2F1zxJtyRDP2uhjXvwItJ8PkfIGOPu3PXrEQHV55KYtHdo5jYpx2+3sKyHa1nVLFSjUUDQHMV1RWm/Af+tB4G/x42zYP/DIa502DXYijTqRC8vIQ5Nw1j6pCO/O+Oc+kWG0qIvw8DOkWyap/2oyhVF+0DaO7C42HyU9aUEj+/Amvfg+1fQnhHGHCd9QmPr/s+rdTIs6MZeXZ0pWNdY0JYuPmom3KkVMuhNYCWIqQtjHsE7tkGV70DUWfDsn9Z/QRzrobtX+kbxjado4I4kVfMyYL6zE2olOfRGkBL4+NnzT7a+3I4sd+qEax7H+ZeCyHtrBrBwOshMsHdOXWbTm2CADiYkadzBSlVC60BtGSRCXDBQ3D3Fpj6AbTvDyuehRf6w38vgy2fQUmRu3PZ5OwBIFPfsFaqNloDaA28faDHRdYnOwXWzYG1/4VPfmu9ZZx0DQz8LUSfXdedWoXOUVYA2Jeuk8UpVRutAbQ24fEw5n64ayNMmwedhsPKV+A/g+Dti2Djx1DcuidMCw3w5ayYYP79zQ5Ky1rOVCdKNTUNAK2VlzckjrdeLrtnG1zwdziZAp/eDM90h6/vh9St7s5loymfKnru6oN1XKmU59IA4AlCY+G8e+CP6+A3n1vzEK1+C14dAW+OtzqRi1pXc8m4ntYCcw9+tpm75q6jJU16qFRT0QDgSby84KwxcNXb8OftMOFxyD9hvWX8TA9riuoj692dywbx0jUD7dv/t/4IGac8rzNcqbpoAPBUwdHW8pV3rIYbv4buk2H9BzBrNLwxFg785O4cnpFAP2/++7uhDOwUAejqYUo5owHA04lA53PgV69btYJJ/4acVHh7Enx6C+S03MVVRnWL4YWpAwDYezzXzblRqvnRAKAqBEbCsFvgjl+sRey3fAYvDYaf/gOlLfOt2g4RgUQF+/HhLwe1H0CpKjQAqOr8gq0XzG7/2RpGuuhBeO082Lfc3TmrN28vYfrormxIyeZ4jq7BrJQjDQCqZlFdYdon1jrGxafg3Uvgkxsh+7C7c1YvvTpYy2zuStNmIKUcaQBQtROxFqj5wy8w5gHYsQD+MwRWPNdipplIjA0BYGdqjptzolTzogFAucY3EMbMgD+sgrNGw5JHrPcIdi91d87qFBPiT5Cft84NpFQVLgUAEZkoIjtEZLeIzHByvoeIrBSRQhG51+F4RxH5TkS2icgWEfmTw7lHROSwiKy3fSY3TJFUo4pMgGs+hGs/AVMG7/8KPrquWS9bKSK0Cwsg9WTrngJDqfqqMwCIiDfwMjAJ6AVcIyK9qlyWCdwJPF3leAnwZ2NMT2A48IcqaZ8zxiTZPgtOtxDKDbpNsDqJxz4Eu5ZYzULL/91s5xmKiwxkw6FsynRuIKXsXKkBDAV2G2P2GmOKgLnAFMcLjDFpxpjVQHGV40eNMWtt2znANiCuQXKu3M/H31qp7I7VVkD49nF4ZTjsXOTunFUzomsUh7Pyefm73fZjx3MKSc/VkUHKc7kSAOIAx/p9CqfxEBeRBGAAsMrh8B0islFEZotIZA3pbhGRZBFJPn78eH2/VjWFiI5w9X/h+s/Aywc+uAo+mAqZ+9ydM7sbz+kCwP82HrEfG/LEEgY/vsRdWVLK7VwJAOLkWL3q0SISAswH7jLGnLQdfhXoCiQBR4FnnKU1xswyxgw2xgyOiYmpz9eqptZ1LNz2E4z/h/XOwMvD4Lt/QnG+u3NGoJ83d41LZGdqLp+vb1nDWJVqLK4EgBSgo8N+PHCkhmurERFfrIf/HGPMp+XHjTGpxphSY0wZ8AZWU5Nq6Xz8YOSf4I/J0PMS+P5JeHmotWaxm9/Endy3PQAP/d9mikvL7McLiktP634/7DrOyJnf8uPu9AbJn1JNzZUAsBpIFJEuIuIHTAW+cOXmIiLAW8A2Y8yzVc61d9i9HNjsWpZVixDWAa58C274EnyDrTWL51wJGXvclqVusaE89+v+nCwo4fXvK/Ixb01Kve9VWFLK9W/9wuGsfKa9uaruBEo1Q3UGAGNMCXAH8A1WJ+7HxpgtIjJdRKYDiEg7EUkB7gH+JiIpIhIGjASuB8Y6Ge75lIhsEpGNwPnA3Q1fPOV2Xc6D6T/Ahf+CQ79YncRL/+G29Qcm9GqHCDy9aCcAvt7Csh3171tKza7ceXxI3zFQLZBLawLbhmguqHLsNYftY1hNQ1WtwHkfAsaY613PpmrRvH1hxO3Q5wpY/DD88Axs+AgmzbSaiZpQsL8PIf4+5BSUAHBZUhzfbDlGXlEJQX6uL5F9zPZOQac2QRzMzGPNgRN0tC1Gr1RLoW8Cq6YTGmtNO33jQgiMsF4g+/DaJp9bqEN4IADdYkO4NKkDJwtKuPPDdfW6R3kAeGXaQLy9hN06z5BqgTQAqKbXeQTcsswaLbTnW2u00KrXoez0OmPr6x9TejN1SEe+/tMoRpwVBcCSbWmcLHB9yuvUbFsNICqIzlFBGgBUi+R6nVephuTta40W6jUFvrwHvr4PNn4El7wI7fo06lcPOyuKYbYHPwgdwgM4kl1Av0esF9jiIgL58o/nEhnsV+M9jmYXEOTnTai/D2fHhLBbF5xRLZDWAJR7RSbAdfPhirfgxAF4fRQs/jsUNV2n6g/3jyUm1N++fzgrn1X7MmpNk3qygHZhAYgIZ7cNYX/6qUpDS5VqCTQAKPcTgb5XWlNKJF0DPz5vzTS659sm+XpvL+GRS3pXOrb+UHataQ6dyKNdeAAAZ7cNoaTM8Ona2oeTpulkdKqZ0QCgmo+gNjDlZevdAS8feO9ya13iU43/otVF/drz7NX9eWFqEuN6xjJ7xT6n8wSVlJYx8fnlbEzJpn/HCABGd7PeUP9odc0zon6z5RhD/7mUlXtqr1ko1ZQ0AKjmp8t5MP1HGH0/bP4U/jMY1r3f6G8S/2pgPFOS4rh/YneKSsuY7+QFse3Hcth+zFpYpkt0MABRIf48OLknaw9mcfZfF7DDdj6vqIT8Iqtje9XeTAAWbT3Gocw8prz8I5tSKmoZOimdcgcNAKp58g2A8/8K01dAdHf4/A/WkpTpu+tOe4YSY0MZkhDJv77ezivLKn/f4ayKeY3ahQXYt68b3hmAkjLD1Fkr+Xz9YXo9/A09H17IWQ98xewfrYnx1h/KYsXudDYcyuKlb3cBsGjLMQY/voRf9mXWmKfi0jKWbE3Vhe1Vg9IAoJq3tj3gxq/h4ufh6EZ49Rz4/t+NvhzlnRckAvDUwh0czc7HGMOj/9tib+aZ2LsdQxLa2K8P9PPmnvHdADiRV8yf5q63n3NcgmDdwSwe+HQTAFn51rDT8rmEVuyq/Ebyocw8LnxuOXuO5/LKd3u46b/J3PRucsMWVHk0DQCq+fPygsE3wh2/WOsTf/c4vH4eHPy50b7yvMSKmWdX7ErnYGYeb/+4n2+3pwHw5JX9CPTzrpSmPGjUJDzQt9L+rtQcjDEUlVoR4sVvd7N6fybLdx7nUGYeN72bzI7UHC545nvWHjwBwNLtafzundVaE1ANQgOAajlC28FV78C1H1tzCc2+EL68G/KzGuXrVj4wFoAVu9O566P1lbPi7/wVmov6Vcxx+PK1A+3bvdqH8fyvk+z7D0zqwYm8Yno8tJAchxfQrnptJb+Z/QvnPfUdOxwWsf9+Z0Xt4NvtaWw5chKlzpS+CKZanm4XQueR1loDq16F7Qtg0pPWS2XidOqp09I+PJDJfdvx+fojBNl+7d81LpF+8eF4eTn/nmeu6k9i2xCeX7KLDhEBfP+XMfh4exEXYU0/8beLehIbFkAH235hSRl7j5+ib1w4R7PzSc+tuWnrrJhg8otKOZpdwMUvrWD/zIsarKzKM2kNQLVM/iEw8Z9w87cQ0hY+uQE+nNrgi9OP7RELQF5RKaO6xXDXuG72Y84E+Hpz17hu/HDf+QzoFEnnqGD7wx/gpvPO4pL+HegXH26vRWw9epLwQF8+unVEtfstunsUS/88mh7tQnnnt0P54b7z7ee0GUidKQ0AqmXrMABu/g4mPF6xCtnPrzbYvEKXJXWwb/dsF+pyurpmBvX19uK7v4xxuD6QrjEhvHTNAN65cQgL7zqPRXePoltsKF1jQlh41yg6RQXh4+3F45dZU2V8sibF3jeg1OmQlvQrYvDgwSY5WUdBqBqcOABf/Rl2L7YCwyUvQPv+Z3zbrLwinl+yi7vHdSM8yLfuBPXw5483MH9tCu/9fmiljufa7E8/xZinl9n34yMDWXH/2AbNl2pdRGSNMWZwteMaAFSrYgxs+RS+ngF5GTDwN9BxKER3sz4BYe7OYTUFxaUE+HrXfaGDCc99z87Uignofpox1t6voFRVNQUA7QRWrYuItfBM17HWpHLr3oc1b1ecD20P0YnWy2Ux3Su2Q9s1aAdyfdT34Q/QPz6Cnam5TO7bjgWbjrF0WyrXj0ho+MypVk0DgGqdAiPh0hfhomfhxH5I3wHpO+H4Tmt7w1woqhhmiX+YQ2Cw1Raiu1uzlXo3v/9N7p/Ug7BAX+6d0J1dqSv4evMxDQCq3prff9lKNSRvH4g+2/rgMGzSGMg5ZgsMu+D4Dmt773ew4YOK67x8IaprRRNSTHfbdiL4BTd5ccpFh/jz0MW9ABjSpQ2frzvMrtQcusaE1DhEVamqtA9AqaoKsq05h9J32ALDLms7cx8Yh9FF4R0dAkO3iu3gmCZtTlpzIJMrXl0JwG/PSeCS/u1ZdzCLm847q8nyoJq3M+oDEJGJwAuAN/CmMWZmlfM9gLeBgcCDxpin60orIm2Aj4AEYD9wtTFGx7Qp9wsIh/hB1sdRSRFk7q3enLR2JRQ7LGATEFERDKITK7YbqTlpYKdIgv28OVVUyjs/7eedn/YD1gR1p9O/oDxHnTUAEfEGdgLjgRRgNXCNMWarwzVtgc7AZcCJ8gBQW1oReQrINMbMFJEZQKQx5v7a8qI1ANUslZVBzhGH2sLOik9uasV19uakxIo+huhE6+Pv+jsGzuxOy2Hcs8srHfv8DyPtaxYoz3YmNYChwG5jzF7bjeYCUwB7ADDGpAFpIlL13fTa0k4BxtiuexdYBtQaAJRqlry8IDze+px9QeVz+VmQsbsiIBzfCWnbrekrHJuTQjtUBAb76KRu1qglF5qTzm4byvTRXXnt+z32Y5uPZGsAULVyJQDEAY7v16cAw1y8f21pY40xRwGMMUdttQilWpfACIgfbH0clRRVHp1UXnOoOjrJL6Ty6KS2vaBtTwjvZAUeBzed16VSAFh3MItpwzo3XtlUi+dKAHD288PVnuMzSWvdQOQW4BaATp061SepUs2Xj5/1QI/pVvm4fXTSzsqBYf8PsHFuxXV+IRDTwwoGsb2hbU+i2/Zi1xOTuH/+RlbtzeSXfZkYYxAR8opKyCkoIdZhERulXAkAKUBHh/144IiL968tbaqItLf9+m8PpDm7gTFmFjALrD4AF79XqZZJBMLaW5+zRlc+V3ASjm+H1C2Qtg3StsKOBbDuPfslvkHRPNu2JzvbdWT2riAeeHEPv7t8EhNeWQ/A9scmsmpfJqMSoxE3vfimmg9XOoF9sDpyLwAOY3XkXmuM2eLk2keAXIdO4BrTisi/gQyHTuA2xpj7asuLdgIrVYUxcOq4FQxSt1p/07ZRlrYVL4eRSSkmmh1lHTnil0ByfnumXXIhQ4eMAB9/N2ZeNZUzmgtIRCYDz2MN5ZxtjHlCRKYDGGNeE5F2QDIQBpQBuUAvY8xJZ2lt94wCPgY6AQeBq4wxNS+KigYApVxWVsa5D75LdzlkfbxS6CaH6CpH8BNb57N4Q9TZlZqRaNsLIjqBd8NOeqfcSyeDU8rDHM3OZ8S/vq10zJcSEuQYN3Q9xXVdTtmakrZYHdLlxAvC4q1AENkZIjpX3g5tB176fkFLopPBKeVh2ocH8tWd53LX3PU8eWU/wgJ8eWbRDrLyYnnjRD7X3VSxuAxFp6z+hbRtVjA4cQCyDsKebyHnaOUbe/lCRMfqgSGis7XdxG9Cu0VZGZTkW//cSgqgtBjKSmx/i6G0xPbXtl9WWvO5SvsO9ygrqXxu+G1WLa0BaQ1AKQ8za/ke/rlgO2v+No6oEBf6AIoLIDsFsvZXBIasA7btA9a02458AmuuPUR0sibqa6oAUVpsPaSL86y/5R/H/eI8KMqFItux4lNVtsv3c23X5lnHG5OXjxVovX2tbW9f+NUb1QcGuEhrAEopAPrFRwCwMSWb83u48PqNb4DDhHpOFOZWBIWsgxWBIesAHFwFhdmVr/cPg6AowFid2Bjb4HADpszhmHF+zJRVSeN4zDFNmfUruj58g61J/vyCrKG2vra/IbG27eCKT/m+T0DlB3XVB7f9Ye7koe5s38u7yQKkBgClPEyfuHBEYENKFuclRuMlcmYziPqHQGwv6+NM/okqgeEg5GXaHnJi/RWvim37sdrOezk5T/Xz5Q/p8ge5X1Dlbb/gioe+b2Drb7qqQgOAUh4mxN+HxLYhLN2WxvNLdnFeYjT/uXYg763cz6+HdCImtIGHhgZGWp8GWJ5TNSxdFF4pDzQkoQ2bDltNMz/sSmfh5qM8vWgnv3r1R0rL6u4X3HrkJMWlZY2dTdXINAAo5YEu7teh0v798zcBcCgzn54PL6SmwSE/7DpO178uYPKLP9D/0UWUuRAsqiooLiU7r7j+mVYNTgOAUh6oV4cwAG4b07XauaKSMqa8/GO1ILA7LYfr3/rFXkPIKyplzcH6LeFxKDOPc5/8lvHPfU9OgQYBd9MAoJQHCg/0Zf/Mi7jvwu6Vjt87wZqcbmNKNou3plY6tzGlYjTPnRckAvB/6w5zIMP1IZHnPfUd6blFpOUU8tXGo+QUFJP0j0V8nHyo7sSqwWkAUMqDiQhdoq21jd/+7RDuGJtoP/fMop2VagGHMvMBa9nJe8Z3o0N4AHNWHWT0v5fx4+70Or+rat/CjE83cd+8jWTlFXPfvI0UFJfWkPLMHc7KJ2HGV3y0+iBdHviKn/bUnV9PoAFAKQ/32e3nsOSe0fZ3Ar67dwx/uiCRHak5LNx8jM2Hs0mY8RXPLdlJXEQgj1zaG4DeceH2e0x7cxUfrT5Y43fsSs3hqW+2A1bto9zXm4/Ztx/8bHODlsvRxkNZgNXXYQz8a8H2RvuulkQDgFIeLiLIj7Pbhtj3u0QHM22YtfbGbXPWcvFLK+znLh8QZ9++1nbNZUlWh3J5R7Iz459bzuvf7wXg1WkD+f4vY+zn4iICAZi/NoWM3MIzLI1zmXlFlfY3Hc7mxKmiGq4+PQs3H2XOqgMNes/Gpu8BKKWqaVtl4RgvgZeuGcgFPSveHD6/e1v2/WsyuYUlrNqXydHsAjJPFdEm2K9SWseHeliAD4MSIvH38Wb/zIs4caqI4rIyPvrlEM8s3sm5T37He78fyvpDWVw1qCMXvfQDD1/ciwm9251ReU7mV38jeNPhbEZ1izmj+zqa/v5aADJzi7h1dFf8fJr/7+vmn0OllFvMvWU4of4+XDkonjd+M5iL+rUnwLfyLKAiQmiAL/+5dgAAq/ZWnhco81QR3+04DsCcm4ax8ZEL8fepuEdksB9tQwPoZ1u7OL+4lMe+3MrjX23j5WW7STmRzy3vrTmjcuxLP8WTCyuafEIDrN+9W46cPKP7pucW8sRXW3nkiy3sTK1YxvOZxTv5YoPzNbO2HT3ZrIbAag1AKeXU8LOi2PTohS5d2y8+gkBfb37em8Gkvu0ByM4vZuBji+3X9GwfVmP6c8+OJtTfh5zCEjbYRhvNWr7Xfn7z4Wwig/3szUX1scRhNNNDF/ciqWM4d364nq1HzywAXPfmKrYfsx787/y0H4BBnSNZc+AEP+/N4MpB8QAUlpSSnltEVl4RF724gp7tw/j6T+ed0Xc3FA0ASqkz5uvtxeCESBZtTeWRS3sjIhzPqdyeX7VpyJG3l/DStQP47durnZ4v74eYPrqrfeH7AF8v1vxtPMH+tT/GHN83+P25XQDo3SGM/204wgu/TiI1p4D24fUPLI6/+svNv+0cbno3mXlrUoiLCOTTdSn20VPltp1h4GlI2gSklGoQw8+K4mh2AffP3whAflHFsM7XrhtYZ/oBHSPt29sfm8iVg+J58ZoBRDkEjvKHP0BBcRk/7LKGc1Z9aS0rr4jUkwUUl5bx4re7AZg6pGJ58nbhVh/HDW//woh/fctCh9FIrvLx9iIm1J8e7UIBOL+71Z9wcT+rBvTC0l3VHv7l8opKKCszPPDpJhZuPur0mqagAUAp1SCuG96Zjm0Cmb/2MNn5xZwqsjpeP7hpGBP7tK8zfXiQL69MG8gDk3oQ4OvN01f159L+HfjHlD6Vrnv52oHcODIBgOnvr+FQZh5DnljC/DUpgDVdRdI/FjPsn0tJfPBre7qZV/Szb986uqvt2nT7ff788QaXypm8P5OPkw9RVFLGb4Z35n9/PJdFd4/i7RuHAnDZgDj+cH71N6w7hAeQEBUEwLAnlrI+JYsPfznI9PfXcjTbeaBobLogjFKqwaw5cIKrXvsJx3e+Prv9HAZ0iqw5UR3yikr4y7yNBPh4Ex8ZyN3jrbeVhz6xhLQqzUzrHhrPnFUHeHrRzkrHk/82jugqi9+8uHQXzy6ufN32xyZW6+hetOUY6w5l8eqyPYzvFcvPezPIKbCC28MX9+J3tmYlZ/l+96cDXD+iMyG2ZqqC4lJ6PLSw2rVXDorn6asqZkt97fs9hAb4MHVIJ9JyChDEXms5HbomsFKqSTzyxRZ7pyjAl388lz4OL401lNSTBQz759Iazw/t0oZgP2/G9ozl+uGda0w/tEsbftmXCUC32BAW3V2x6tbWIyeZ/OIPNX7HU1f042qHpiVXLNpyrNLIpsS2IeQUlLDygbGICPvST3H+08sAOCsmmL3Hrak2fpwx9rQ6wUFXBFNKNZEHJvcgJtSfxVtT2Z9xyj7VREOLDQtgyT2j+d+GI/SNC+fm95Jx/D378a0j6ky/5dEL8ffx4mxbU9HO1FzScwvttYUvNzofzlkuyN+71vPOTOjdjvd+P5Tr3/oFL4HrR3Tm4c+38MqyPXSNCSbIr+KxXP7wB0774V8bl2oAIjIReAHwBt40xsyscl5s5ycDecBvjTFrRaQ78JHDpWcBDxtjnheRR4CbgeO2c381xiyoLR9aA1BK1eTz9Yf509z1APRoF8rCu0bVK/3KPRlc88bPPH1Vfyb3bUeQnw83vbuag5l5zLvtHDanZHM8t5Anv97O2J5t+WDVQTY9cmGdo5BqY4wh9WQhw/9VUZPpHhvKjtQcxveKtU/IN/+2cxjU+fSb0U67CUhEvIGdwHggBVgNXGOM2epwzWTgj1gBYBjwgjFmmJP7HAaGGWMO2AJArjHmaVcLoQFAKdVYikvLGP3UdxzJLqh0/KJ+7Xn52rpHMZ2Jq19faW+GKrfmb+MICfCp9OLc6aopALgyCmgosNsYs9cYUwTMBaZUuWYK8F9j+RmIEJGq3f4XAHuMMS1rsgyllEfw9fbi10M6VTveIza00b/7zrGJ+HqLfa6lrjHBRAb5NcjDvzau1F3iAMfJulOwfuXXdU0c4DjAdSrwYZV0d4jIb4Bk4M/GmGqrS4jILcAtAJ06Vf+Xo5RSDWXa8E48t8QaGTSocyRjusVw86izGv17z02MZsdjk/DyEp77dVKjf185VwKAODlWtd2o1mtExA+4FHjA4fyrwGO26x4DngF+V+0mxswCZoHVBORCfpVS6rREh/jz8MW96N8xnEGd2zTpd3t5OXuMNi5XAkAK4DjOKR6o2jVe1zWTgLXGGPukHI7bIvIG8KWLeVZKqUZT07j+1siVPoDVQKKIdLH9kp8KfFHlmi+A34hlOJBtjHFs/rmGKs0/VfoILgcabzUIpZRS1dRZAzDGlIjIHcA3WMNAZxtjtojIdNv514AFWCOAdmMNA72xPL2IBGGNILq1yq2fEpEkrCag/U7OK6WUakT6JrBSSrVyZzIMVCmlVCukAUAppTyUBgCllPJQGgCUUspDaQBQSikP1aJGAYnIceB05hKKBtIbODvuoOVoXrQczYuWo2adjTExVQ+2qABwukQk2dkQqJZGy9G8aDmaFy1H/WkTkFJKeSgNAEop5aE8JQDMcncGGoiWo3nRcjQvWo568og+AKWUUtV5Sg1AKaVUFRoAlFLKQ7XqACAiE0Vkh4jsFpEZ7s5PbUSko4h8JyLbRGSLiPzJdryNiCwWkV22v5EOaR6wlW2HiFzovtxXJyLeIrJORL607be4cohIhIjME5Httn8vI1poOe62/Te1WUQ+FJGAllAOEZktImkistnhWL3zLSKDRGST7dyLItKkS2/VUI5/2/672igin4lIhFvKYYxplR+stQv2AGcBfsAGoJe781VLftsDA23bocBOoBfwFDDDdnwG8KRtu5etTP5AF1tZvd1dDofy3AN8AHxp229x5QDeBW6ybfsBES2tHFhrc+8DAm37HwO/bQnlAEYBA4HNDsfqnW/gF2AE1tK1XwOTmkE5JgA+tu0n3VWO1lwDGArsNsbsNcYUAXOBKW7OU42MMUeNMWtt2znANqz/eadgPYiw/b3Mtj0FmGuMKTTG7MNajGdok2a6BiISD1wEvOlwuEWVQ0TCsP7HfQvAGFNkjMmihZXDxgcIFBEfIAhrudZmXw5jzHIgs8rheuXbtvJgmDFmpbGeov91SNMknJXDGLPIGFNi2/0ZaxldaOJytOYAEAcccthPsR1r9kQkARgArAJijW15TdvftrbLmnP5ngfuA8ocjrW0cpwFHAfetjVlvSkiwbSwchhjDgNPAweBo1jLtS6ihZXDQX3zHWfbrnq8Ofkd1i96aOJytOYA4Kx9rNmPeRWREGA+cJcx5mRtlzo55vbyicjFQJoxZo2rSZwcc3s5sH41DwReNcYMAE5hNTnUpFmWw9ZGPgWrOaEDECwi19WWxMkxt5fDBTXlu1mXR0QeBEqAOeWHnFzWaOVozQEgBejosB+PVfVttkTEF+vhP8cY86ntcKqt+oftb5rteHMt30jgUhHZj9XsNlZE3qfllSMFSDHGrLLtz8MKCC2tHOOAfcaY48aYYuBT4BxaXjnK1TffKVQ0rzgedzsRuQG4GJhma9aBJi5Haw4Aq4FEEekiIn7AVOALN+epRrYe/beAbcaYZx1OfQHcYNu+Afjc4fhUEfEXkS5AIlYnkVsZYx4wxsQbYxKw/pl/a4y5jpZXjmPAIRHpbjt0AbCVFlYOrKaf4SISZPtv7AKs/qWWVo5y9cq3rZkoR0SG28r/G4c0biMiE4H7gUuNMXkOp5q2HE3ZG97UH2Ay1miaPcCD7s5PHXk9F6tKtxFYb/tMBqKApcAu2982DmketJVtB008ssHFMo2hYhRQiysHkAQk2/6d/B8Q2ULL8SiwHdgMvIc1wqTZlwP4EKvfohjrF/DvTyffwGBb2fcA/8E2A4Kby7Ebq62//P/119xRDp0KQimlPFRrbgJSSilVCw0ASinloTQAKKWUh9IAoJRSHkoDgFJKeSgNAEop5aE0ACillIf6f/3KyVVmBUcSAAAAAElFTkSuQmCC" 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<blockquote><p><strong><em>Inference as taken from Fastbook</em></strong>:"As you can see, the training loss keeps getting better and better. But notice that eventually the validation loss improvement slows, and sometimes even gets worse! This is the point at which the model is starting to over fit. In particular, the model is becoming overconfident of its predictions. But this does <strong><em>not</em></strong> mean that it is getting less accurate, necessarily. Have a look at the table of training results per epoch, and you will often see that the accuracy continues improving, even as the validation loss gets worse. In the end what matters is your accuracy, or more generally your chosen metrics, not the loss. The loss is just the function we've given the computer to help us to optimise."</p>
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<h2 id="Number-of-epochs-of-training">Number of epochs of training<a class="anchor-link" href="#Number-of-epochs-of-training"> </a></h2>
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<p>Let's try training the model a little more and see what happens:</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">fit_one_cycle</span><span class="p">(</span><span class="mi">3</span><span class="p">,</span> <span class="n">lr_max</span><span class="o">=</span><span class="nb">slice</span><span class="p">(</span><span class="mf">1e-6</span><span class="p">,</span><span class="mf">1e-4</span><span class="p">))</span>
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<th>epoch</th>
<th>train_loss</th>
<th>valid_loss</th>
<th>accuracy</th>
<th>time</th>
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<td>0</td>
<td>0.079713</td>
<td>0.092469</td>
<td>0.971289</td>
<td>00:33</td>
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<td>1</td>
<td>0.067934</td>
<td>0.087500</td>
<td>0.974954</td>
<td>00:33</td>
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<td>2</td>
<td>0.062209</td>
<td>0.086632</td>
<td>0.973122</td>
<td>00:33</td>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">recorder</span><span class="o">.</span><span class="n">plot_loss</span><span class="p">()</span>
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" 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<p>We can see that the <strong><em>number of epochs</em></strong> of training is quite important as shown in this case.</p>
<p>Training a lot will mean we overfit as shown by the large divergence between training loss and validation loss as shown above. Here training loss is reducing but accuracy on validation set as well as validation loss has increased drastically again. This indicates that the model isn't generalizing well to the 102 classes of flowers but instead trying to memorize the images of the specific flowers per class in our training set.</p>
<blockquote><p><strong><em>Note:</em></strong> The most important value we care about is our metric i.e. our accuracy in this case! The validation loss is a created metric in order for the learning process to take place, so even if the validation loss reduced but our main metric i.e. accuracy increases then our training is still on the right track!</p>
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<p>So in order to find the ideal number of epochs to train Fastai suggests to employ the <code>fit_one_cycle</code> method, unfreeze and train a set number of epochs till you find that your model metric is still reducing and the training is going on well. The point where you see that metric is going wack and not training properly anymore is where you have gone too far and need to start training again till an epoch or two before!</p>
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<h2 id="Deeper-architectures">Deeper architectures<a class="anchor-link" href="#Deeper-architectures"> </a></h2>
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<p>Till now we have used a <code>resnet34</code> architecture which indicates that it has 34 layers.</p>
<blockquote><p>"In general, a bigger model has the ability to better capture the real underlying relationships in your data, and also to capture and memorise the specific details of your individual images." - Fastbook Chapter 5</p>
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<p>Let's train a deeper pretrained model in the form of resnet50 which has 50 layers as compared to the 34 layers used till now.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="kn">from</span> <span class="nn">fastai.callback.fp16</span> <span class="kn">import</span> <span class="o">*</span>
<span class="n">learn</span> <span class="o">=</span> <span class="n">vision_learner</span><span class="p">(</span><span class="n">dls</span><span class="p">,</span> <span class="n">resnet50</span><span class="p">,</span> <span class="n">metrics</span><span class="o">=</span><span class="n">accuracy</span><span class="p">)</span><span class="o">.</span><span class="n">to_fp16</span><span class="p">()</span>
<span class="n">learn</span><span class="o">.</span><span class="n">fine_tune</span><span class="p">(</span><span class="mi">6</span><span class="p">,</span> <span class="n">freeze_epochs</span><span class="o">=</span><span class="mi">3</span><span class="p">)</span>
</pre></div>
</div>
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<div class="output_html rendered_html output_subarea ">
<style>
/* Turns off some styling */
progress {
/* gets rid of default border in Firefox and Opera. */
border: none;
/* Needs to be in here for Safari polyfill so background images work as expected. */
background-size: auto;
}
.progress-bar-interrupted, .progress-bar-interrupted::-webkit-progress-bar {
background: #F44336;
}
</style>
</div>
</div>
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<div class="output_html rendered_html output_subarea ">
<table border="1" class="dataframe">
<thead>
<tr style="text-align: left;">
<th>epoch</th>
<th>train_loss</th>
<th>valid_loss</th>
<th>accuracy</th>
<th>time</th>
</tr>
</thead>
<tbody>
<tr>
<td>0</td>
<td>2.852885</td>
<td>0.794613</td>
<td>0.796579</td>
<td>00:24</td>
</tr>
<tr>
<td>1</td>
<td>0.950806</td>
<td>0.297811</td>
<td>0.919976</td>
<td>00:24</td>
</tr>
<tr>
<td>2</td>
<td>0.450831</td>
<td>0.246811</td>
<td>0.934026</td>
<td>00:24</td>
</tr>
</tbody>
</table>
</div>
</div>
<div class="output_area">
<div class="output_html rendered_html output_subarea ">
<style>
/* Turns off some styling */
progress {
/* gets rid of default border in Firefox and Opera. */
border: none;
/* Needs to be in here for Safari polyfill so background images work as expected. */
background-size: auto;
}
.progress-bar-interrupted, .progress-bar-interrupted::-webkit-progress-bar {
background: #F44336;
}
</style>
</div>
</div>
<div class="output_area">
<div class="output_html rendered_html output_subarea ">
<table border="1" class="dataframe">
<thead>
<tr style="text-align: left;">
<th>epoch</th>
<th>train_loss</th>
<th>valid_loss</th>
<th>accuracy</th>
<th>time</th>
</tr>
</thead>
<tbody>
<tr>
<td>0</td>
<td>0.165750</td>
<td>0.168596</td>
<td>0.956017</td>
<td>00:28</td>
</tr>
<tr>
<td>1</td>
<td>0.140767</td>
<td>0.190361</td>
<td>0.941967</td>
<td>00:29</td>
</tr>
<tr>
<td>2</td>
<td>0.109944</td>
<td>0.135021</td>
<td>0.963958</td>
<td>00:28</td>
</tr>
<tr>
<td>3</td>
<td>0.047105</td>
<td>0.102164</td>
<td>0.966402</td>
<td>00:28</td>
</tr>
<tr>
<td>4</td>
<td>0.022884</td>
<td>0.077443</td>
<td>0.977398</td>
<td>00:28</td>
</tr>
<tr>
<td>5</td>
<td>0.011834</td>
<td>0.074128</td>
<td>0.979841</td>
<td>00:28</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">recorder</span><span class="o">.</span><span class="n">plot_loss</span><span class="p">()</span>
</pre></div>
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7pmdIgfcWGBDO0Qw69HdnBxZOehvAR2f2f13HcshNI88G8CHcZA52utsXffer4TOC/dmqQ9vFUnaZWqA2e7YUp79OepfWxodaI/UlDGkYIyNh/I44Ghbd17nX1ZEaR8Ddvnw85FUJYPAeHQaazVc289BHz8Gy6e45O0H0+xJmmzdsCY53WSVql6oIn+PPVsEQ5AfHggvnZhb7ZV3XLO6v1MHpzoXitySgtg1xKr575rCZQXQVAUdL3BSu5Jl4Pd13Xx+QVbk7LHJ2mzd8NN7+okrVJ1TBP9eRrdtRkPD29Hz5bh9E+MJMDXznWvLOfPn2+joLSCh4a3c22AJcfg58XWmHvK19YNS8FNocckK7m3Ggx2N/q/vXqStgN89qBO0ipVD3SMvg6UlFdyy6xVlFZU8cVDlzV8AMW5sPNLq+ee+g1UlkFoHHS61kruLQeCzY2HlY5LWwNzb7E+nCa8Be1GuDoipTyGjtHXswBfO4PaRPHq97spKa8kwLcBkmrRUWuVzLbPYPdSqCqHJgnQ7x4ruSf0s3rLnqRFP8edtJPg/Rvhqr/BgPt0klapi6SJvo70bRVJZVUqq3ZnM7S+ShoXZMGOz63kvmcZmEoIbwUD74fO10F8b89PiuEt4M5F1p20i6Y5Jmmfc+1cglIeThN9HRnUJoogPzvf7sis20Sfn2HdmbrtM9i3HEwVRLaGwQ9bPfe4Hp6f3E/lH+KYpP2rVf0yO9WapA2KdHVkSnkkTfR1JMDXTq+W4azbn3Pxb5Z34ERy378SMBDdAS573ErusV28L7mfymaD4U9BdHuY/yuYdYVV7jjGg+5XUMpNaKKvQ90TwpmxNJX0nCLiwwP5w6dbaNYkgOt6xdMiMujcb7B3OXz9NKSvtp437QJDf2sl98a6CqXHROsbzNxb4PURcONb1t26Simn6aqbOrQhLZfrXlnOZe2i6dy8Ca99v7v6tU+nDq5eg39G6Wvh80esxN55HES7eKmmO8ndb03SZm6Dq/4OA+71/m81Sp0H3UqwgfRsEc69Q1rzw64j1Uk+LiwAgFeXpp7z+hWlrdgy9nO4/HFN8qcKb2ndSdt+NCx60vpArCx3dVRKeQRN9HXstgGtqh/fMqAlS58YygND27B4WwaH8oqp7RtUTmEZL3z1M7fM+olrXvqxIcP1LP4hcPN7cOmjsPZt+M/11jJTpdRZ6Rh9HWsRGcS8ewcREeRLm5gQbDbhqi7NmL40lZe+TeGTdQe4dUBLnhzdEV+7jfLKKq556UcO5BZXv8feI4WeXxWzvthsMOJpq9xx9STtPIhp7+rIlHJb2qOvB/2TImkXG4rNsTlJh2ah+NiE93/aj8Hw+o97+Ovn26iorOKON1aflOQB/v31z64I27P0mAi/+BzKCqxJ2pRvXB2RUm5LE30DCPC1c1m7aETgT2O78MtLEnl31T5++/FmVu7OBqB5WABhgb70T4rkpz06HOGUlgOsO2nDW8DsCfDTa9aG5Uqpk+jQTQN585f9KCmvItDPTl5xOfM3HuS/a9MJ9rOz9IlhxIT6Y4zh7RV7eWbBNtKOFjm3JLOxOz5J+/E98OVvrDtpR/9D76RVqgbt0TcQEamuVx8W6MuITtbds3+4pjMxof7V54zoFIuvXXj52xSXxepx/EPg5tkw+BFIfhPeu0EnaZWqQRO9izw5qiMPD2/HDb3jTzreIjKI2wcm8kFyGs8s2EpekS4hdIrNBlc+A9e9CvtXwevD4cguV0ellFvQRO8iUSH+PHple/x9Tq90+euR7emfGMlby/fy4Jx1LojOg/WcZE3SlhyDWcMh9VtXR6SUy2mid0PB/j68OKkXAD/sOsLWg3kujsjDtBwAU76ztit8bwKsnuXqiJRyKacSvYiMEpGdIpIiItNqeb2jiKwUkVIRefyU1/aKyGYR2SAinlfXwEWahQUw49beANz59hoXR+OBwlvCXYuh/VWw8HH4/DG9k1Y1WudM9CJiB14BRgOdgUki0vmU044CDwHPneFthhljep6pDoOq3aiuzbihVzyHj5WyI+OYq8PxPP6h1p20gx+G5DfgvfE6SasaJWd69P2BFGPMbmNMGTAXGFfzBGNMpjFmDaBdpjokIvz+6k7YbcIn6w+4OhzPZLPDlX+G62ZYJZ9fH6GTtKrRcSbRxwNpNZ6nO445ywBLRGStiEw500kiMkVEkkUkOSsr6zze3rtFhfgzsnMs76/aT25RmavD8Vw9b4FfLICSPGtFjk7SqkbEmURfWy3Y87n9cLAxpjfW0M9UEbm8tpOMMTONMX2NMX1jYmLO4+293/1D25BfWsGSrYddHYpnaznQupO2iU7SqsbFmUSfDrSo8TwBOOjsHzDGHHT8zgQ+wRoKUuehW3wY8eGBLNmW4epQPF9EK2uStt1Ia5L2i19DZYWro1KqXjmT6NcA7UQkSUT8gInAfGfeXESCRST0+GNgJLDlQoNtrESEkV1iWbbrCIWlmpQumn8oTJxtTdKueR1mj4fiOtgCUik3dc5Eb4ypAB4EFgPbgXnGmK0icp+I3AcgIs1EJB14DPiDiKSLSBMgFvhRRDYCq4EvjDGL6qsx3mxk52aUVVTxwy73m784kFvMPxbtID2niEVbMli81QO+eRyfpB033drC8fURcETLTijvpFsJeoiKyir6/c/XJEQE8edxXWgdHUJBWQXLdx3hht7x+Ngb5t63dftzyCsqZ/eRQsb2iCMjr4RbZ/1E/infNH43piNTLm/TIDFdtH0r4YNboaoCbnoXWg91dURKnbezbSWoid6D/M8X25j1w57Tjr80qRdjezRvkBgSp31x2rHmYQH8eVxX7n7X+v+sb6sI1u7P4YMpg+ifFNkgcV20nL3WnrRZO2HMP6Df3a6OSKnzonvGeolfDW/H/UPbcEXHpicdf/bLHfzyrdUcPlbikriu6xXPiM6xPHFVB355SSJvTu5HYlQwU99fR3pOES8s2cmD769j5rJUUjIL3LOkQ0SiVe647QhrgvaLx3WSVnkN7dF7qPScIvx97Lz87S7eWbkPgF9d0ZZfj+xQfU5FZRWLtmbQJiYEPx8bbWJCLvrvdv3TYgpKK/jD1Z0Y2DqKBRsPcu+QNkQG+5103sa0XMbPWEFFVe3/vqbf2ptL20XTJMDN6sZXVcLXf4IVL0HrYXDjWxAY4eqolDonHbrxYkcKSnl1aSob03PZlVnAy5N60yIykKU7s/h6+2F+2HWk+twV066geXjgBf+tkvJKOv5xEU9c1YGpw9qe8/y1+44ydfZ6Mo6V4Ge3UVZZddLriVFBLHl0CH4+bvjFcv17sOARaznmLfMgykPmG1SjpYm+EfhuZyaT36q9+Fmwn53Cskr+NLYzkwcnXfDf2HukkKHPLeUfE7pzU98W577gFFsO5HHNSz/y8i29yCsu5/efbOHaHs35v4k9EantvjwX27cCPrjN6uXf9C60HuLqiJQ6Ix2jbwSGdWjKvHsHMeuOvsTX6LVf1i6arX8eReuYYD5df4CKU3rV52PO6v0AtGt6YUNAXePD2PGXUVzTvTm3DmjF1GFtmL/xIO873tfttLrEupM2NA7+cz189RQUHjn3dUq5Gd0z1oscX+HSsVkoFVUGm1i1csAav3/0g43MS07nlgEtAcgrKufN5Xu4sW8CCRHn3p920dYMhnaIoVfLCx+zDvA9sdHKIyPak7w3h78v3MH43gknveY2IhLhriWw8AlY/qJVNqHfXXDJwxCipTqUZ9AevRdqERlEUnQwraKCCfG3Psuv6xlPn1YR/P3L7RzMLaayyvDQ3PX83ze7+MWbqykqq32FSXFZJStSj/DBmv3syy7ikjZRdRanr93GfUPbUFBawYpUN+4pBzSBG16Dqauh4zWw8hX4dzdY/HvI1/pDyv3pGH0jsi+7kCue/547ByfSp1Uk9723lj6tIli7z7r9v+Yk66xlu9l9pICMvBK+22ndjRvkZ2fBry6tk9U7x5VVVNHnL19RVllFkJ+dPq0iGN4plkn9W9bZ36hzR1Lgh+dg0wdg94O+d1rlFEKbuToy1YjpZKyqNvX9dSz7OYteLSPYdvAYq357BV9sPsQ7K/aybn8uj4xox6iuzRj17x+qrxnUOoopl7eme0JY9VBQXXrsgw18fEq9/fV/vJKIU5Zsup3sVPjhedg4F2w+0OeXcOkj0KRhbl5TqiZN9KrahrRcbpi+nCoDdw5O4qmx1mZhecXl3Pb6T2w+cPrNTEsevZz2saH1FlN6ThF3vr2G2wcl0qV5E26YvoK/Xd+tei7B7R3dDT+8ABvngNig9y+shB+W4OrIVCOiiV6dZOHmQzy3eCev3d6HdjUSeFZ+Kfe9t5YmAT7cMqAVXeObUFFpaBF57onaumKMYcQL3+Nrt/HBvYMIC6z9hipjDP9dm85VnZsRFnTum66OFpYREeRbv8s4c/ZaCX/DbCvh97oNLn0Mws9/KapS50sTvfIoCzYe5OG562kdE8I/J3SnW3zYaUXbftiVxe1vrOb6XvH86+aeZ32/w8dKGPC3b3joirY8VuPO4XqTux9+/Bes+4/1vNetVsKPaFX/f1s1WrqOXnmUsT2a888JPUjJLOD66Sv430U7Tjvno7XpACzdmUlWfulZ32/RFqts8ovfplB+EfcROC28JVzzL3h4A/T5BWx4H17qDZ89CEdPL0qnVH3TRK/c0nW9TmxL/KEjqR+XX1LOl1sy6NgslGMlFcxYmnrW90red2JTkYWbD9VtoGcTlgBXPw8PbYC+d8GmefBSH/h0qjWRq1QD0USv3JLdJtw3xKovk1NUzk+7s6tfW5maTWlFFX8a24XRXZvx3+S0s26cnpJZwOXtY2gTE8yr3++mwYcrw+Kt0scPb4T+U2DLh/ByP/jkPk34qkFooldua9rojqz/45WEB/ly88xV1TtXrUjNJtDXWnM/dVhbCsoq+POCbVTWUilz1+F8th86RvumIdw3pA3bDx3jobkbqDpDVc161SQORj9rJfyB98PWT+HlvvDxFMj6ueHjUY2GJnrl1iKC/fjkgcEAfLHJGnb5+XA+HZqF4udjo1NcE8b3TuDj9Qf428LtlFVUkVdcXn39dMewzuC20YzrGc+Q9jEs2HiQWT/sBmBzeh7vrdrXsI0KbQZX/Q88sgkGTYXtC+CV/vDhXdbGJ0rVMa11o9xeUnQwN/VN4NMNB9mYlsvurEIuaXuiFMP/ju9OVZXhjR/3sGDjQTLzSxnWIYZ2saF8sv4Al7WLZphjs5a3J/fjgdnr+N9FO/Cx2/jL59sAGNI+pkGXkQIQ0hRG/tWqm7PyJVj9Omz5CLpcD0N+A007NWw8ymtpj155hHsua01ZRRXjZ6wg41jJSWUY7Dbh2fHdCfS1k+lYgbP9UD4zl1m9dt8aSzNFhOdv6sElbaKrkzzAZf/4jnveTea7HZkN1KIaQmKsjcof2QyXPgq7lsD0gTDvDji8teHjUV5HE73yCO1iQ/n7Dd2qd6y6vN3JlSP9fGz8ZlQH+rSK4KffDWfFtCv46tHLAbi+xgoegCA/H16+pReXtIni+Rt7cK1jv92vth1m8ttrmLE09YxF3upVcBSM+JOV8C97HFK+hRmXWDXxMzY3fDzKa+gNU8pjlJRX8odPtzCiUyyjujpXQKyqymCznf1u2IrKKnKKyvlgzX6eW2JNik7s14Jnx3e/6JgvSnEOrJoBq16F0jzocLU1pNO8p2vjUm5J74xVykmrdmczceYqmgT48PWvh9A0NMDVIUFxLvz0KqyaDiV50H60lfDje7s6MuVG9M5YpZw0sHUUXz58GWWVVUydva7WJZsNLjAchk6zhnSG/QH2r4RZw2D2jZC+1tXRKQ+giV6pU3SKa8Lfb+jGmr05PPvldtKOFvFlQ95ReyYBYTDkCSvhD38K0pPh9SvgvfGQVvt+wUqBDt0oVStjDNM+2swHyWnVx7759ZA63XTlopXmw5rXYcVLUJQNrYdZPf+WA10dmXIBHbpR6jyJCI9f1YHAGvvY/ubDTQ1fPuFs/EOt5ZiPbIYr/wKHt8CbV8E718K+Fa6OTrkR7dErdRZbD+axdGcWBaVW8bT5Dw6me0K4q8OqXVkRJL8Jy/8PCjMh8TIY8iQkXebqyFQD0FU3Sl2knMIyBv79G2wiPHdjD67uHufqkM6srAjWvQM//hsKMqDVYEfCvxzqc+MV5VI6dKPURYoI9uO9uwcQHuTLkx9tYlN6rqtDOjO/IKto2sMbYPQ/rK0O370W3hoNqd+CG3buVP1yKtGLyCgR2SkiKSIyrZbXO4rIShEpFZHHz+dapTxFv8RIPrr/Evx8bNz/3jqOFp65NLJb8A2EAfda9fDHPGftfPWf6+GNkbBtPlS4efyqzpwz0YuIHXgFGA10BiaJSOdTTjsKPAQ8dwHXKuUxmocHcufgRA7kFvPPxR5SadI3APrfAw+th6tfgPxDMO92eL4DLHwCDq7XXr6Xc6ZH3x9IMcbsNsaUAXOBcTVPMMZkGmPWAOXne61SnmbqsLaM7tqM+RsOuH+vviYff+h3l9XDv/UjaD0U1r4DM4fC9EHWJG5+houDVPXBmUQfD6TVeJ7uOOYMp68VkSkikiwiyVlZWU6+vVINT0R47Mr2FJdX8saPu10dzvmz+0C7EXDjW/D4z3DNv62lml89BS90gvcmWOWSy0tcHamqI84k+tqm6Z39nuf0tcaYmcaYvsaYvjExMbWdopTbaBcbyrAOTZmXnN4wG47Xl8Bw6DsZ7v4KHlwLlz4Gmdvhwzvh+faw4BHrrlsd2vFoziT6dKBFjecJwEEn3/9irlXKrU3s35Ks/FK+dUUN+/oQ3RaG/9G6AeuOz6D9KNg4F94YYW15uOw5yEs/9/sot+NMol8DtBORJBHxAyYC8518/4u5Vim3NqxDDLFN/Jmzer+rQ6lbNps1fn/DTHhiF4x7BUJi4du/wL+6wrvjYOMH1np95RHOmeiNMRXAg8BiYDswzxizVUTuE5H7AESkmYikA48BfxCRdBFpcqZr66sxSjUkH7uNSf1bsnRnFou2uEHRs/rgHwq9boPJC61J3CFPwtE98MkUeK49fDYV9i7XoR03p3fGKnURyiqqGPV/ywj282HulIEE+zeCbZirqqxSyRveh22fQlkBRCRCj0nQY6L1WDU4LYGgVD2al5zGbz7cBMBT13TmzkuTXBxRAyorhO0LrKS/ZxlgoNWl0HMSdB5nfSNQDUITvVL1bM3eo9z46kpiQv35/FeXEtvEDXamami5abBpLmyYA0dTwTcIOl0LPW+xCqzZtOJKfdJEr1QD2JiWy80zVxIXFsjcKQMbZ7IHa7w+fQ1smA1bPrH2uw1rAd1vtpJ+VBtXR+iVNNEr1UCeX7KTl75NoWmoP+/dPQBjoFVUEAE16to3KuXFsHOhNbST+i2YKmgxwBrP73K9tY5f1QlN9Eo1kKoqw+q9R7n/vbXkFFkVQQa3jeLdOwdgtzXyEsHHDsGmD2DjHMjaAT4B0PFq6HELtBkGtkb6YVhHtEyxUg3EZhMGto7izsEnJmSXp2Tz9oq9rgvKXTSJg0sfgQdWwT3fQa/brV7+7PHwry5WCYbMHa6O0itpj16pelBRWcV/Vu1jaIem/PHTLfyYcoQ/j+vCHYMSXR2ae6kohZ8XWRO4u5aAqYTmva2x/K7jISjS1RF6DB26UcqFcgrLuOm1lRwpKGX5tCsI8msEa+0vREEmbP6vlfQPbwa7n1WGoeet0HY42H1dHaFb06EbpVwoItiPZ8d3I6eonPd/8rJyCXUppCkMmgr3/wj3/gD97rY2OZ9zs1VVc9HvIGOzq6P0SNqjV6qBTJq5il2Z+Sz7zTDt1Turshx2fQUb34edi6CqHJp1syZwu90IIVrp9jgdulHKDazdl8P4GSuY0CeBf07ojuhG3een6KhVJ3/DbGtXLJsPtBtpbXruHwp+IeAfAn6h4Bd84rF/iLXpipc7W6LXboVSDaRPqwgeGNqG6UtT6dK8CZMHN6JSCXUhKNLaErH/PVbN/A3vw6Z51jr9c7H5OpJ/zQ+EYMfjU485Phz8QmocP+VDxMcfPOiDWnv0SjUgYwz3vLuWZT9n8flDl9I+VmvBXJSqKijOsQqrlRVAaQGU5Tt+FzqO5dd4rbDG67Ucqzp1N9QzsPmc/CFR/Q3i+LHgkz8cavsQqflhUgcfHDp0o5QbOVJQyogXvqdzXBNm3z1Ah3DcSUXpiQ8BV3xwhLWwJqMvgA7dKOVGokP8eWR4O55esI0vt2Qwplucq0NSx/n4Wz/BUXXzfhWlVuI/6cMh33Gs4OQPjrJCa0lpPdBEr5QL3DqwFR+uS+eRuRvws9sY0TnW1SGp+nD8g8PFN37pOnqlXMDXbuO9uwbQKS6Uu99NZuDfvuGlb3ZRVeV+Q6nK82miV8pFwoP8eOOX/QDIOFbC81/9zKRZqziYW+ziyJS30USvlAtFh/jzw2+G8fItvZg6rA0/7TnKr+asxx0XSSjPpWP0SrlYi8ggWkQGcU335rSMDOLJjzazYNMhru3R3NWhKS+hPXql3MiEPi3o0rwJD81Zz6SZq9iZke/qkJQX0ESvlBux24R/TOjOyM6xbDt0jGtf/pGUTE326uJoolfKzXRpHsbMO/qy5NHLCfSzc9vrq3lr+R4qKqtcHZryUJrolXJTsU0CeHpsFzKOlfDMgm08/t+NVOryS3UBdDJWKTc2rmdzCkorWJ5yhE83HCQs0JffjunUeDcbVxdEe/RKuTER4baBrZhxWx9uHdCSd1buY8DfvmHN3qOuDk15EE30SnmIZ67twr9v7kmwn51JM1exeo8me+UcTfRKeQgfu43resWz8OHLaBEZxAOz13H4WImrw1IeQBO9Uh4mPMiPGbf1Jq+4jAF/+4bxM1awfn8OZRW6KkfVzqlELyKjRGSniKSIyLRaXhcRedHx+iYR6V3jtb0isllENoiIFplXqg50bNaEdyb3J8jPztp9OVw/fQWT317NsRIn65+rRuWciV5E7MArwGigMzBJRDqfctpooJ3jZwow45TXhxljep6pKL5S6vxd0jaa758YxgdTBmITWJ6SzeBnv2Xd/hytgqlO4kyPvj+QYozZbYwpA+YC4045ZxzwrrGsAsJFRHdTUKqexYT6M6B1FLv/fjWfTR1MiL8PN0xfwbhXlrMxLdfV4Sk34cw6+nggrcbzdGCAE+fEA4cAAywREQO8ZoyZWdsfEZEpWN8GaNmypVPBK6VO6NEinLcn9+d3n2xm7b4cbpm1ikvaRtM6JpggXx/6JUZwSdtoV4epXMCZRF/bhpanfi882zmDjTEHRaQp8JWI7DDGLDvtZOsDYCZYe8Y6EZdS6hQdmoXy0f2XcDC3mGcWbGVlajbf7sisvqP2lgEtuXNwIm2b6qbkjYkziT4daFHjeQJw0NlzjDHHf2eKyCdYQ0GnJXqlVN1pHh7Ia7dbU2I5hWWkZhXwt4Xbef+n/cxbk8a7d/Xnkjbau28snBmjXwO0E5EkEfEDJgLzTzlnPnCHY/XNQCDPGHNIRIJFJBRARIKBkcCWOoxfKXUOEcF+9E2M5K3J/fnLuC60jArijjdW0/PPS3jsgw2sTM3WyVsvd85Eb4ypAB4EFgPbgXnGmK0icp+I3Oc4bSGwG0gBZgEPOI7HAj+KyEZgNfCFMWZRHbdBKeWEsEBfbh+UyNx7BtIyMojconI+Xn+ASbNWce97aynX6pheS9xxy7K+ffua5GRdcq9UfSmvrCK7oIz5Gw+wdGcWK1KzGdWlGU9f24VmYQGuDk9dABFZe6Yl7JrolVK88eMe/vrFNnxtNp6/qQdjdRtDj3O2RK8lEJRS3HVpEt/9eijdEsL41Zz1PD1/q5ZU8CKa6JVSACRGBzPnnoFMHpzI2yv2ctNrK8nKL3V1WKoOaKJXSlXz87Hxp7FdmH5rb3ZkHOPGV1eQdrTI1WGpi6SJXil1mjHd4ph990ByisoZP2MFOzKOuTokdRE00SulatWnVQT/vW8QInDTqytZtTvb1SGpC6SJXil1Ru1jrZIK0SH+TJy5iltmrWJnRj5nWq2XV1zOC1/9rGP7bkaXVyqlzim7oJTXlu3mPyv3UVxeSaCvnYGtIxndNY7resXj52P1Gf+zci9//GwrzcMCmHlHX7rGh7k48sZD19ErpepETmEZ85LT+GZHZvWetX4+Nu66NInconJW78kmK7+UEH8fjhaV8cy1XRjfOwEfuw4e1DdN9EqpOmWMIT2nmB0Z+cz6YfdJG5Vf2TmWv13fjQdmr2XN3hwig/0Y3DaaEZ2ackXHpoQG+Lowcu+liV4pVW+qqgyzV+8nIsgXY2BQmyiiQ/ypqjIs2XaYD9em8WPKEUrKq4gLC+BfN/fksw0H2JSeR5uYEC5rF831veK113+RNNErpVzqaGEZm9JzeWbBNvYcKaw+brcJlVWGtk1DuGNQKwS4tmc8YYFWr39fdiExof4E+TlTUb1x00SvlHILBaUVzF61DwNMHpyIn93G4q2H+cvn2ziQWwyAn91Gr5bhbEjLpbSiiphQf+4Y2IpeLSMY1CYKu622fY6UJnqllFvLKy5n8ZYMmocH8uWWQ3y87gDF5ZUM79iUzPxSNh/IAyA+PJDHrmzPNT3i8LHZNOnXoIleKeVRCkorsIsQ6Genssqw+UAe+7ILeXP53upNz0MDfJg8OIk7BycSHuTn2oDdgCZ6pZRXqKoyLNh0kN1ZhezMyGfR1gwAuieE8bsxnejbKqLRTuqeLdHrDIdSymPYbMK4nvHVz3dkHOOTdQdYsPEgE2euwscm9E+K5JeXJDK8U6wO7Thoj14p5fGKyir4fNMhUrMK+HzjIQ7kFtMyMogeLcKJCPJl8uAkkqKDXR1mvdKhG6VUo1FRWcWSbYd5e/ledh8pJLeojIoqQ+voYCb0TaBNTAgVlYbhnZoS4Gt3dbh1RodulFKNho/dxphucYzpFgdAZn4Jn64/wNfbM/nHop3V5/n72GgTE8KYbs3o3SqC3i0jnE78ZRVV5JeU42O3Va/5d2fao1dKNRr7s4tYn5ZDgK+dr7cdJjWrgHX7cwEI9LUzvFNTxvZoTo+EcGKb+CNyYox/xtJU5m88yOXto1mVms3G9DxEoHfLCPonRXIkv5S2TUMY0y2OFpFBDd42HbpRSqkzyMovZfOBXL7ZnsmXWzI4WlgGQGSwH/0TI+nRIpz+SRE8PHcD+SUVFJZWUFFlGNg6kt4tI/hh15Hqdf7H9UgI46quzQj19yEy2J8AXxsDWkcR4l9/gyia6JVSygkVlVWsSM0mNauALQeOsWbvUfbX2Erx6bGduaFPAsVllcQ2Cag+nnmsBF+7jYLSCr7YfIiFmw+xKT3vtPdvHhZA/6RI4sIDaR8bQrumobSIDKqT4R9N9EopdYFyi8r4ZnsmGcdKuGNQK6erb6YdLSK3qJxjJeWUVlSy9cAxdh7OZ0VqdvW3huNCA6ye/tNjuzC+T8IFxamTsUopdYHCg/wuKPm2iAyiReSJ51d0jAWgsspQXlnFrsMF7DtaSNrRYnZnFVBeWUViPS0B1USvlFINyG4T7DY73RLC6JbQMDtwNc57hZVSqhHRRK+UUl5OE71SSnk5TfRKKeXlnEr0IjJKRHaKSIqITKvldRGRFx2vbxKR3s5eq5RSqn6dM9GLiB14BRgNdAYmiUjnU04bDbRz/EwBZpzHtUoppeqRMz36/kCKMWa3MaYMmAuMO+WcccC7xrIKCBeROCevVUopVY+cSfTxQFqN5+mOY86c48y1AIjIFBFJFpHkrKwsJ8JSSinlDGdumKpti5ZT6yac6RxnrrUOGjMTmAkgIlkiss+J2I6LBo6cx/nuylvaAd7TFm2He9F2nFmrM73gTKJPB1rUeJ4AHHTyHD8nrj2NMSbGibiqiUjymWo8eBJvaQd4T1u0He5F23FhnBm6WQO0E5EkEfEDJgLzTzlnPnCHY/XNQCDPGHPIyWuVUkrVo3P26I0xFSLyILAYsANvGmO2ish9jtdfBRYCY4AUoAiYfLZr66UlSimlauVUUTNjzEKsZF7z2Ks1HhtgqrPX1oOZ9fz+DcVb2gHe0xZth3vRdlwAt6xHr5RSqu5oCQSllPJymuiVUsrLeXyi96RaOiLypohkisiWGsciReQrEdnl+B1R47XfOtq1U0Suck3UpxORFiLynYhsF5GtIvKw47hHtUVEAkRktYhsdLTjGcdxj2rHcSJiF5H1IvK547nHtUNE9orIZhHZICLJjmOe2I5wEflQRHY4/jsZ5NJ2GGM89gdrJU8q0Bprzf5GoLOr4zpLvJcDvYEtNY79A5jmeDwN+F/H486O9vgDSY522l3dBkdscUBvx+NQ4GdHvB7VFqwb+kIcj32Bn4CBntaOGu15DHgf+NyD/23tBaJPOeaJ7XgHuNvx2A8Id2U7PL1H71G1dIwxy4Cjpxweh/WPAsfv62ocn2uMKTXG7MFautq/IeI8F2PMIWPMOsfjfGA7VmkLj2qLsRQ4nvo6fgwe1g4AEUkArgZer3HY49pxBh7VDhFpgtWpewPAGFNmjMnFhe3w9ETvdC0dNxZrrJvLcPxu6jjuEW0TkUSgF1Zv2OPa4hju2ABkAl8ZYzyyHcC/gd8AVTWOeWI7DLBERNaKyBTHMU9rR2sgC3jLMZT2uogE48J2eHqid7qWjgdy+7aJSAjwEfCIMebY2U6t5ZhbtMUYU2mM6YlVnqO/iHQ9y+lu2Q4RuQbINMasdfaSWo65vB0Og40xvbFKm08VkcvPcq67tsMHa4h2hjGmF1CINVRzJvXeDk9P9M7U4XF3hx0lnXH8znQcd+u2iYgvVpKfbYz52HHYI9sC4PhqvRQYhee1YzBwrYjsxRq+vEJE3sPz2oEx5qDjdybwCdYQhqe1Ix1Id3w7BPgQK/G7rB2enui9oZbOfOAXjse/AD6rcXyiiPiLSBLWpi6rXRDfaUREsMYftxtjXqjxkke1RURiRCTc8TgQGAHswMPaYYz5rTEmwRiTiPXfwLfGmNvwsHaISLCIhB5/DIwEtuBh7TDGZABpItLBcWg4sA1XtsPVs9N1MLs9BmvVRyrwe1fHc45Y5wCHgHKsT/G7gCjgG2CX43dkjfN/72jXTmC0q+OvEdelWF8tNwEbHD9jPK0tQHdgvaMdW4CnHMc9qh2ntGkoJ1bdeFQ7sMa2Nzp+th7/79nT2uGIqyeQ7Pi39SkQ4cp2aAkEpZTycp4+dKOUUuocNNErpZSX00SvlFJeThO9Ukp5OU30Sinl5TTRK6WUl9NEr5RSXu7/Af/APJfNELotAAAAAElFTkSuQmCC" 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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">save</span><span class="p">(</span><span class="s1">'flowers-resnet50'</span><span class="p">)</span>
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<pre>Path('models/flowers-resnet50.pth')</pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">load</span><span class="p">(</span><span class="s1">'flowers-resnet50'</span><span class="p">)</span>
<span class="n">learn</span><span class="o">.</span><span class="n">validate</span><span class="p">()</span>
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<pre>(#2) [0.07412809878587723,0.9798411726951599]</pre>
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<p>We can see that a deep resnet 50 architecture surely helps in bringing up the accuracy of the model to just over 98%.</p>
<blockquote><p><strong><em>Note:</em></strong> This isn't always the case and using deeper architectures could lead to worser models.
"Bigger models aren't necessarily better models for your particular case! Make sure you try small models before you start scaling up." - Fastbook Chapter 5</p>
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<p>Let's try to fine-tune this deeper resnet50 model by using the strategies we used earlier on:</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">lr_find</span><span class="p">()</span>
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<pre>SuggestedLRs(valley=4.365158383734524e-05)</pre>
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" 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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">unfreeze</span><span class="p">()</span>
<span class="n">learn</span><span class="o">.</span><span class="n">fit_one_cycle</span><span class="p">(</span><span class="mi">3</span><span class="p">,</span> <span class="n">lr_max</span><span class="o">=</span><span class="nb">slice</span><span class="p">(</span><span class="mf">1e-5</span><span class="p">,</span> <span class="mf">1e-4</span><span class="p">))</span>
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<td>0</td>
<td>0.011237</td>
<td>0.080620</td>
<td>0.976787</td>
<td>00:29</td>
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<td>0.006528</td>
<td>0.069570</td>
<td>0.981063</td>
<td>00:28</td>
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<td>2</td>
<td>0.004849</td>
<td>0.069127</td>
<td>0.981063</td>
<td>00:28</td>
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<p>After a bit more of training the model reaches the 98% mark all while the training loss and validation loss is still reducing.</p>
<p>Let's save this as the final model for further use and set it as our current benchmark model on the flowers-102 dataset.</p>
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<pre>Path('models/flowers-resnet50-best.pth')</pre>
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<pre>(#2) [0.06912674754858017,0.9810629487037659]</pre>
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<h2 id="Conclusion">Conclusion<a class="anchor-link" href="#Conclusion"> </a></h2>
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<p>In this post, we have successfully seen how to take a baseline model and improve upon it considerably.</p>
<p>We started with a baseline model at 96% accuracy and after employing some Fastai suggested methods we were able to build a model with an accuracy of 98%. All this is acheived by using the inbuilt convenience functions used in Fastai by using transfer learning.</p>
<p>There are definitely a load other tricks that can be done to this model to make it more robust and generalize better like employing tricks like progressive resizing, test time augmentation, mixup, adding regularization like dropout and using weight decay.</p>
<p>I'm currently working on getting a better grasp of all these techniques and will be posting more about them in the upcoming blogs!</p>
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<h2 id="References">References<a class="anchor-link" href="#References"> </a></h2>
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<li><p><a href="http://docs.fast.ai">Fastai Documentation</a></p>
</li>
<li><p><a href="https://github.com/fastai/fastbook">Fastbook</a> i.e Deep Learning for Coders with Fastai and Pytorch: AI Applications Without a PhD by Jeremy Howard and Sylvain Gugger</p>
</li>
<li><a href="https://sgugger.github.io/how-do-you-find-a-good-learning-rate.html#how-do-you-find-a-good-learning-rate">How do you find a good learning rate</a> post by Sylvain Gugger</li>
<li><a href="https://sgugger.github.io/the-1cycle-policy.html#the-1cycle-policy">1 cycle policy</a> post by Sylvain Gugger</li>
<li><p><a href="https://arxiv.org/abs/1708.07120">Super-Convergence: Very Fast Training of Neural Networks Using Large Learning Rates</a> paper by Leslie Smith.</p>
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<li><p><a href="https://arxiv.org/abs/1506.01186">Cyclical Learning Rates for Training Neural Networks</a> paper by Leslie Smith.</p>
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<p>Happy learning! :)</p>
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</div>Harish VadlamaniBuilding an image classifier using Fastai2021-09-29T00:00:00-05:002021-09-29T00:00:00-05:00https://harish3110.github.io/through-tinted-lenses/computer%20vision/image%20classification/2021/09/29/Building-an-image-classifier-using-Fastai<!--
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<p>I would like to start these series of posts with an introduction to the <a href="http://dev.fast.ai">fastai</a> library in the application of vision, which is arguably the most common application in the field, and definitely, the most worked on.</p>
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<p><strong><em>Update:</em></strong> The follow-up post to this one can be found <a href="https://harish3110.github.io/through-tinted-lenses/image%20classification/2021/10/03/Improving-baseline-model.html">here</a> where I employ Fastai techniques with an aim to build a SOTA model.</p>
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<h3 id="Importing-the-library-and-necessary-modules">Importing the library and necessary modules<a class="anchor-link" href="#Importing-the-library-and-necessary-modules"> </a></h3>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="kn">from</span> <span class="nn">fastai.vision.all</span> <span class="kn">import</span> <span class="o">*</span>
<span class="o">%</span><span class="k">matplotlib</span> inline
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<p><strong><em>Note:</em></strong> The first line imports some helper functions from utils.py as used in the <a href="https://github.com/fastai/fastbook">fastbook</a> repo which provides great visualization options.</p>
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<h3 id="About-the-dataset">About the dataset<a class="anchor-link" href="#About-the-dataset"> </a></h3><p>Let's start with the Flowers <a href="https://www.robots.ox.ac.uk/~vgg/data/flowers/">dataset</a>, which is a common dataset for image classification tasks. The dataset is a collection of images of 102 different types of flowers, which is nicely curated. The images are of fairly reasonable size shot in different angles and lighting conditions.</p>
<p>Here's a <a href="https://www.robots.ox.ac.uk/~vgg/data/flowers/102/categories.html">list</a> of the 102 different categories of flowers in this dataset for your reference.</p>
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<h3 id="Getting-and-exploring-the-dataset">Getting and exploring the dataset<a class="anchor-link" href="#Getting-and-exploring-the-dataset"> </a></h3><p>Now that we have our arsenal set up and have an understanding of the data we are working. Let's download it and explore it.</p>
<p>About 90% of the work done by data scientist revolves around clearly gathering data. For simplicity, let's begin with commonly available datasets.</p>
<p>Fastai library makes it extremely easy to get common well-know <a href="http://dev.fast.ai/data.external.html">datasets</a> and is stored in Amazon S3 buckets for fast retrieval and use. They're all stored in the <code>URLs</code> global constant.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">flowers_link</span> <span class="o">=</span> <span class="n">URLs</span><span class="o">.</span><span class="n">FLOWERS</span>
<span class="n">flowers_link</span>
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<pre>'https://s3.amazonaws.com/fast-ai-imageclas/oxford-102-flowers.tgz'</pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">path</span> <span class="o">=</span> <span class="n">untar_data</span><span class="p">(</span><span class="n">flowers_link</span><span class="p">)</span>
<span class="n">path</span><span class="o">.</span><span class="n">ls</span><span class="p">()</span>
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<pre>(#4) [Path('/home/harish/.fastai/data/oxford-102-flowers/jpg'),Path('/home/harish/.fastai/data/oxford-102-flowers/test.txt'),Path('/home/harish/.fastai/data/oxford-102-flowers/train.txt'),Path('/home/harish/.fastai/data/oxford-102-flowers/valid.txt')]</pre>
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<p>The above response may appear like a datastructure similar to a list in Python, but it's a built-in fastai data structure called 'L.' You can think of it as a data structure, which is an amalgamation of lists and dicts in Python.</p>
<p>The above output begins with a tuple '#4', which indicates that the path has 4 sub-directories in it and then displays those directories as an array.</p>
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<p>To see the directories better, let's just see the base path of the sub directories instead of the entire path.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">Path</span><span class="o">.</span><span class="n">BASE_PATH</span> <span class="o">=</span> <span class="n">path</span>
<span class="n">path</span><span class="o">.</span><span class="n">ls</span><span class="p">()</span>
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<pre>(#4) [Path('jpg'),Path('test.txt'),Path('train.txt'),Path('valid.txt')]</pre>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="o">!</span>ls <span class="o">{</span>path<span class="o">}</span>
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<pre>jpg test.txt train.txt valid.txt
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<p>Now we can clearly see that the directory has one folder and three .txt files:</p>
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<li>jpg: A folder containing all the images of the dataset</li>
<li>txt files: 3 text files indicating train, test, and validation. </li>
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<p>Let's look into the 'jpg' folder:</p>
<p>Fastai provides an in-built function, <code>get_image_files</code> to get all image files in a folder as an 'L'.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">files</span> <span class="o">=</span> <span class="n">get_image_files</span><span class="p">(</span><span class="n">path</span><span class="o">/</span><span class="s1">'jpg'</span><span class="p">)</span>
<span class="n">files</span>
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<pre>(#8189) [Path('jpg/image_03860.jpg'),Path('jpg/image_05075.jpg'),Path('jpg/image_01217.jpg'),Path('jpg/image_06190.jpg'),Path('jpg/image_04181.jpg'),Path('jpg/image_03936.jpg'),Path('jpg/image_06732.jpg'),Path('jpg/image_01810.jpg'),Path('jpg/image_01316.jpg'),Path('jpg/image_00586.jpg')...]</pre>
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<p>We can see that there are 8189 images in the dataset available to us. Let's look at one of the images.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">img</span> <span class="o">=</span> <span class="n">PILImage</span><span class="o">.</span><span class="n">create</span><span class="p">(</span><span class="n">files</span><span class="p">[</span><span class="mi">0</span><span class="p">])</span>
<span class="n">img</span><span class="o">.</span><span class="n">show</span><span class="p">()</span>
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<pre><AxesSubplot:></pre>
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" />
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<p>Now let's look at the .txt files using pandas. Pandas is the go-to method for dealing with a tabular structure in python and is an essential skill for all data scientists using python.</p>
<p>Pandas can read many formats of data such as CSV, Excel, as well as text files very quickly by creating a pandas dataframe for manipulating it accordingly.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">train</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">read_csv</span><span class="p">(</span><span class="n">path</span><span class="o">/</span><span class="s1">'train.txt'</span><span class="p">,</span> <span class="n">header</span><span class="o">=</span><span class="kc">None</span><span class="p">,</span> <span class="n">sep</span><span class="o">=</span><span class="s1">' '</span><span class="p">)</span>
<span class="n">train</span><span class="o">.</span><span class="n">head</span><span class="p">()</span> <span class="c1">#head displays the first 5 rows of the dataframe</span>
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<table border="1" class="dataframe">
<thead>
<tr style="text-align: right;">
<th></th>
<th>0</th>
<th>1</th>
</tr>
</thead>
<tbody>
<tr>
<th>0</th>
<td>jpg/image_03860.jpg</td>
<td>16</td>
</tr>
<tr>
<th>1</th>
<td>jpg/image_06092.jpg</td>
<td>13</td>
</tr>
<tr>
<th>2</th>
<td>jpg/image_02400.jpg</td>
<td>42</td>
</tr>
<tr>
<th>3</th>
<td>jpg/image_02852.jpg</td>
<td>55</td>
</tr>
<tr>
<th>4</th>
<td>jpg/image_07710.jpg</td>
<td>96</td>
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<p>We can see that the file contains the image file name and its corresponding labels. So let's label the columns of the pandas dataframe accordingly.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">cols</span> <span class="o">=</span> <span class="p">[</span><span class="s1">'name'</span><span class="p">,</span> <span class="s1">'label'</span><span class="p">]</span>
<span class="n">train</span><span class="o">.</span><span class="n">columns</span> <span class="o">=</span> <span class="n">cols</span>
<span class="n">train</span><span class="o">.</span><span class="n">head</span><span class="p">()</span>
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<table border="1" class="dataframe">
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<th></th>
<th>name</th>
<th>label</th>
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</thead>
<tbody>
<tr>
<th>0</th>
<td>jpg/image_03860.jpg</td>
<td>16</td>
</tr>
<tr>
<th>1</th>
<td>jpg/image_06092.jpg</td>
<td>13</td>
</tr>
<tr>
<th>2</th>
<td>jpg/image_02400.jpg</td>
<td>42</td>
</tr>
<tr>
<th>3</th>
<td>jpg/image_02852.jpg</td>
<td>55</td>
</tr>
<tr>
<th>4</th>
<td>jpg/image_07710.jpg</td>
<td>96</td>
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</tbody>
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<p>Now that we have an organized structuring for our training files. Let's do the same to create a validation and test dataframe.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># validation df</span>
<span class="n">valid</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">read_csv</span><span class="p">(</span><span class="n">path</span><span class="o">/</span><span class="s1">'valid.txt'</span><span class="p">,</span> <span class="n">sep</span><span class="o">=</span><span class="s2">" "</span><span class="p">,</span> <span class="n">names</span><span class="o">=</span> <span class="n">cols</span> <span class="p">)</span>
<span class="c1"># test df</span>
<span class="n">test</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">read_csv</span><span class="p">(</span><span class="n">path</span><span class="o">/</span><span class="s1">'test.txt'</span><span class="p">,</span> <span class="n">sep</span><span class="o">=</span><span class="s2">" "</span><span class="p">,</span> <span class="n">names</span><span class="o">=</span> <span class="n">cols</span> <span class="p">)</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">valid</span><span class="o">.</span><span class="n">head</span><span class="p">()</span>
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<table border="1" class="dataframe">
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<tr style="text-align: right;">
<th></th>
<th>name</th>
<th>label</th>
</tr>
</thead>
<tbody>
<tr>
<th>0</th>
<td>jpg/image_04467.jpg</td>
<td>89</td>
</tr>
<tr>
<th>1</th>
<td>jpg/image_07129.jpg</td>
<td>44</td>
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<th>2</th>
<td>jpg/image_05166.jpg</td>
<td>4</td>
</tr>
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<th>3</th>
<td>jpg/image_07002.jpg</td>
<td>34</td>
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<th>4</th>
<td>jpg/image_02007.jpg</td>
<td>79</td>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">test</span><span class="o">.</span><span class="n">head</span><span class="p">()</span>
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<td>34</td>
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<td>80</td>
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<td>58</td>
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<td>0</td>
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<th>4</th>
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<td>45</td>
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<p>Let's see the count of images in each one of the train, validation and test datasets.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="nb">print</span><span class="p">(</span><span class="sa">f</span><span class="s2">"The number of images in training set are:</span><span class="si">{</span><span class="nb">len</span><span class="p">(</span><span class="n">train</span><span class="p">)</span><span class="si">}</span><span class="s2">"</span><span class="p">)</span>
<span class="nb">print</span><span class="p">(</span><span class="sa">f</span><span class="s2">"The number of images in validation set are:</span><span class="si">{</span><span class="nb">len</span><span class="p">(</span><span class="n">valid</span><span class="p">)</span><span class="si">}</span><span class="s2">"</span><span class="p">)</span>
<span class="nb">print</span><span class="p">(</span><span class="sa">f</span><span class="s2">"The number of images in test set are:</span><span class="si">{</span><span class="nb">len</span><span class="p">(</span><span class="n">valid</span><span class="p">)</span><span class="si">}</span><span class="s2">"</span><span class="p">)</span>
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<pre>The number of images in training set are:1020
The number of images in validation set are:1020
The number of images in test set are:1020
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<p>We can see that we have a total of around 8000 labelled images to build our flower classifier of 102 different clases. Since the data we have ain't that much let's utilize all the data available to build our model. To do so let's first merge the 3 dataframes into one.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">df</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">concat</span><span class="p">([</span><span class="n">train</span><span class="p">,</span> <span class="n">valid</span><span class="p">,</span> <span class="n">test</span><span class="p">],</span> <span class="n">axis</span><span class="o">=</span><span class="mi">0</span><span class="p">)</span>
<span class="n">df</span><span class="o">.</span><span class="n">head</span><span class="p">()</span>
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<pre>The main dataframe consists of 8189 labeled images.
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<p>Let's now save this dataframe as a CSV file for ease of access later on.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">df</span><span class="o">.</span><span class="n">to_csv</span><span class="p">(</span><span class="s1">'data/df.csv'</span><span class="p">)</span>
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<p>By looking at the above dataframe we can see that the images and numerically labelled by the creators of the datset, probably for easier mapping. This would make visualization pretty bad since we won't what flower we are seeing in the end. So let's get the mpping of the labels to the numerical assignemnt given here.</p>
<p>If you look at the main source of the dataset, the labels are provided in a .mat file and would be quite cumbersome to fetch. Luckily enough <a href="https://gist.github.com/JosephKJ">JosephKJ</a> did the labelling and generously made it available for us <a href="https://gist.github.com/JosephKJ/94c7728ed1a8e0cd87fe6a029769cde1">here</a>. I downloaded the .txt file and will read it using pandas.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">labels</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">read_csv</span><span class="p">(</span><span class="s1">'data/labels.txt'</span><span class="p">,</span> <span class="n">header</span><span class="o">=</span><span class="kc">None</span><span class="p">,</span> <span class="n">names</span> <span class="o">=</span> <span class="p">[</span><span class="s1">'labels'</span><span class="p">])</span>
<span class="n">labels</span><span class="p">[</span><span class="s1">'labels'</span><span class="p">]</span> <span class="o">=</span> <span class="n">labels</span><span class="p">[</span><span class="s1">'labels'</span><span class="p">]</span><span class="o">.</span><span class="n">apply</span><span class="p">(</span><span class="k">lambda</span> <span class="n">x</span><span class="p">:</span> <span class="n">x</span><span class="o">.</span><span class="n">replace</span><span class="p">(</span><span class="s2">"'"</span><span class="p">,</span> <span class="s2">""</span><span class="p">))</span>
<span class="n">labels</span><span class="o">.</span><span class="n">head</span><span class="p">()</span>
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<td>canterbury bells</td>
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<p>Now creating labels dictionary where key is the number and value is the respective name of the flower.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">labels_dict</span> <span class="o">=</span> <span class="nb">dict</span><span class="p">(</span><span class="nb">zip</span><span class="p">(</span><span class="nb">list</span><span class="p">(</span><span class="nb">range</span><span class="p">(</span><span class="nb">len</span><span class="p">(</span><span class="n">labels</span><span class="p">))),</span> <span class="n">labels</span><span class="p">[</span><span class="s1">'labels'</span><span class="p">]))</span>
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<p>Let's use the all powerful pandas <code>apply</code> function again to map the numerical labels in <code>df</code> with the <code>labels_dict</code></p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Creating a new column 'class' using the existing label of images</span>
<span class="n">df</span><span class="p">[</span><span class="s1">'class'</span><span class="p">]</span> <span class="o">=</span> <span class="n">df</span><span class="p">[</span><span class="s1">'label'</span><span class="p">]</span><span class="o">.</span><span class="n">apply</span><span class="p">(</span><span class="k">lambda</span> <span class="n">x</span><span class="p">:</span> <span class="n">labels_dict</span><span class="p">[</span><span class="n">x</span><span class="p">])</span>
<span class="n">df</span><span class="o">.</span><span class="n">head</span><span class="p">()</span>
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<td>spear thistle</td>
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<td>sword lily</td>
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<td>55</td>
<td>bishop of llandaff</td>
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<td>96</td>
<td>mallow</td>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">df</span><span class="o">.</span><span class="n">to_csv</span><span class="p">(</span><span class="s1">'data/df.csv'</span><span class="p">)</span>
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<p>Now that we have arranged our data exactly as we want it, let's move ahead to model building using fastai library.</p>
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<hr />
<h3 id="The-DataBlock-API">The DataBlock API<a class="anchor-link" href="#The-DataBlock-API"> </a></h3><p>We have our data structured well and exactly as we want. It's now time to feed it into the fastai library. This can be done using the <a href="http://dev.fast.ai/data.block">DataBlocks</a> API.</p>
<blockquote><p>The DataBlocks API is the Fastai solution to simplifying the most time-consuming task in a data science pipeline, <code>Data Preparation.</code> It's easy to use, highly hackable and can be be used for a wide variety of data on applications such as vision, tabular, and text.</p>
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<p>This DataBlock API is a much-needed addition to the fastai, which makes it super easy to load in data as needed for deep learning models.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="k">def</span> <span class="nf">get_x</span><span class="p">(</span><span class="n">r</span><span class="p">):</span> <span class="k">return</span> <span class="n">path</span><span class="o">/</span><span class="n">r</span><span class="p">[</span><span class="s1">'name'</span><span class="p">]</span>
<span class="k">def</span> <span class="nf">get_y</span><span class="p">(</span><span class="n">r</span><span class="p">):</span> <span class="k">return</span> <span class="n">r</span><span class="p">[</span><span class="s1">'class'</span><span class="p">]</span>
<span class="n">dblock</span> <span class="o">=</span> <span class="n">DataBlock</span><span class="p">(</span><span class="n">blocks</span><span class="o">=</span><span class="p">(</span><span class="n">ImageBlock</span><span class="p">,</span> <span class="n">CategoryBlock</span><span class="p">),</span>
<span class="n">splitter</span><span class="o">=</span><span class="n">RandomSplitter</span><span class="p">(</span><span class="n">seed</span><span class="o">=</span><span class="mi">42</span><span class="p">),</span>
<span class="n">get_x</span><span class="o">=</span> <span class="n">get_x</span><span class="p">,</span>
<span class="n">get_y</span><span class="o">=</span> <span class="n">get_y</span><span class="p">,</span>
<span class="n">item_tfms</span> <span class="o">=</span> <span class="n">Resize</span><span class="p">(</span><span class="mi">224</span><span class="p">))</span>
<span class="n">dls</span> <span class="o">=</span> <span class="n">dblock</span><span class="o">.</span><span class="n">dataloaders</span><span class="p">(</span><span class="n">df</span><span class="p">)</span>
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<p>Let's get a basic understanding of what's happening in the above code. Creating data which can be fed to a model requires two steps:</p>
<h4 id="1.-Create-a-DataBlock:">1. Create a DataBlock:<a class="anchor-link" href="#1.-Create-a-DataBlock:"> </a></h4><p>A <code>Datablock</code> can be considered as a series of sequential functions all collated into one function. For people who have used sci-kit-learn, this can be considered similar to a pipeline.</p>
<p>The DataBlock API requires some methods to get the input data in the desired format for model building and training:</p>
<ul>
<li><p><code>blocks</code>:
This is used to define the input and output of the model. In the above code, the type of input i.e. the independent variable, which are images and hence <code>ImageBlock.</code> The output, i.e., dependant variable, are categories of flowers and hence <code>CategoryBlock.</code></p>
</li>
<li><p><code>splitter</code>:
Splitters are used to divide our data into training and validation. This is of utmost importance because we don't want our model to train and memorize all the training images. We want a subset of images to validate how good our model is doing. In this case, we use a method that randomly splits data in train and validation.</p>
</li>
<li><p><code>getters</code>:
Getters are used to get the independent and dependant variables in the right order. The two getters used are <code>get_x</code> and <code>get_y.</code> Here we defined <code>get_x</code> by grabbing the name of the image file from <code>df</code> and adding the path to it, and we set <code>get_y</code> by getting the <code>class</code> column from df.</p>
</li>
<li><p><code>transforms</code>:
Transforms are used to perform data augmentation techniques on our input data either on the entire data(<code>item_tfms</code>) on the CPU or on the data passed as batches(<code>batch_tfms</code>) when passing it through the architecture on the GPU. In this case, we are just resizing all images to <code>224</code>, which is mandatory as deep learning models need all our training images to be of the same size.</p>
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<h4 id="2.-Call-the-dataloaders-method-on-your-data:">2. Call the dataloaders method on your data:<a class="anchor-link" href="#2.-Call-the-dataloaders-method-on-your-data:"> </a></h4><p>A <code>dataloaders</code> is a method called on the DataBlock where we pass in our dataframe <code>df</code> to perform all the steps mentioned in the DataBlock, which finally returns the data in the required format for modeling.</p>
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<h3 id="Visualizing-the-data">Visualizing the data<a class="anchor-link" href="#Visualizing-the-data"> </a></h3>
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<p>Now that we have made our data ready and in the format to be ingested by the fastai library, let's visualize our data.</p>
<p>We can use <code>show_batch</code> method from our dataloader created to visualize a batch of images and their labels.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">dls</span><span class="o">.</span><span class="n">show_batch</span><span class="p">()</span>
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" 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<h3 id="Building-the-model">Building the model<a class="anchor-link" href="#Building-the-model"> </a></h3><p>Let's build a deep learning model on our dataset using a <strong><em>Convolutional Neural Netwok(CNN)</em></strong> model.</p>
<h4 id="Basic-understanding-of-CNN's">Basic understanding of CNN's<a class="anchor-link" href="#Basic-understanding-of-CNN's"> </a></h4><p>Here's the general architecture of every CNN model</p>
<p><img src="/through-tinted-lenses/images/copied_from_nb/images/cnn_understanding.jpeg" alt="" /></p>
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<p>Every CNN architecture consists of 4 parts:</p>
<ul>
<li><p>Input layer:
The input i.e. the image dataset with 'n' classes which are correctly labeled on which our image classification model is built on.</p>
</li>
<li><p>Feature extraction:
This is the crux of the CNN model. It learns various features of the classes in your data and how to distinguish between them during the training process.
For instance, during the training process, if images of dogs are passed in, the initial layers learn simple features such as lines, edges, circles. Still, as we move to later layers of the model, the model learns complex features like ears, nose, and eyes of the dog. In machine language, all these features are represented numerically, and we refer to all these learned features as <code>parameters</code> of the model.</p>
</li>
<li><p>Classification:
This part of the model is used to pool in the different features learned and associate it with the corresponding class.
Continuing the example of our dog, it could mean that we pool in the features learned about the dog, such as its nose, eyes, tail, etc. and associate it with the output label, which is a dog.</p>
</li>
<li><p>Output:
This is the part that associates an input image to class as labeled in our training set. When a new image of a dog is sent through a trained model, the output class of the model will get activated and indicate that the input image is that of a dog.</p>
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<p>The entire structure of the model built above is referred to as a model <code>architecture</code> in deep learning.</p>
<p>Now, we can build flower classifier from scratch, but since we only have 8000 odd images for 102 different classes. We can safely say that we don't have enough data to build a beautiful model from scratch.</p>
<p>Instead, let's use the biggest weapon in the deep learning arsenal available at our disposal, <strong><em>Transfer Learning</em></strong>.</p>
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<h4 id="Transfer-Learning">Transfer Learning<a class="anchor-link" href="#Transfer-Learning"> </a></h4><p>Transfer Learning is a method that uses the work done by other researchers who spend days on end to build appropriate <code>architectures</code> which train on large datasets for specific tasks. For instance, the ImageNet dataset, which consists of 1.3 million images of various sizes around 500 pixels across in 1000 categories, takes a few days to train.</p>
<p>The main idea is as follows, the ImageNet dataset has 1000 different everyday categories, and the parameters and features it learns for each one of the categories can be applied to make the building blocks of the flowers dataset we are working on. The initial <strong><em>feature extraction</em></strong> layers that learn simple features line lines, edges, circles, etc. can be applied to flowers as well, and we can fine-tune the final layers to distinguish between the different classes of flowers.</p>
<p>The final output layer(which is trained on 1000 categories) also needs to be removed and replaced with the 102 different classes of flowers.</p>
<hr />
<h4 id="Defining-the-learner">Defining the learner<a class="anchor-link" href="#Defining-the-learner"> </a></h4><p>In fastai, to build a model, we use the <code>cnn_learner</code> class. We need to pass in the following details to the <code>cnn_learner</code> to train the model:</p>
<ul>
<li><strong><em>Dataloaders object:</em></strong>
The <code>dls</code> dataloader we created according to how fastai needs the input data. </li>
<li><strong><em>Model Architecture:</em></strong>
This is the architecture we would like to use. Since we are making use of transfer learning, we'll use a <code>pretrained model,</code> in this case, the famous resnet34 architecture. </li>
<li><strong><em>Metrics:</em></strong>
This is how you would like to keep track of your training progress. In this case, we'll use <code>accuracy,</code> which indicates how well our model classifies all the classes in our data overall. </li>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span> <span class="o">=</span> <span class="n">vision_learner</span><span class="p">(</span><span class="n">dls</span><span class="p">,</span> <span class="n">resnet34</span><span class="p">,</span> <span class="n">metrics</span><span class="o">=</span><span class="n">accuracy</span><span class="p">)</span>
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<p>Let's visualize the model architecture used i.e the resnet34 architecture</p>
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<pre>Sequential (Input shape: 64 x 3 x 224 x 224)
============================================================================
Layer (type) Output Shape Param # Trainable
============================================================================
64 x 64 x 112 x 112
Conv2d 9408 False
BatchNorm2d 128 True
ReLU
____________________________________________________________________________
64 x 64 x 56 x 56
MaxPool2d
Conv2d 36864 False
BatchNorm2d 128 True
ReLU
Conv2d 36864 False
BatchNorm2d 128 True
Conv2d 36864 False
BatchNorm2d 128 True
ReLU
Conv2d 36864 False
BatchNorm2d 128 True
Conv2d 36864 False
BatchNorm2d 128 True
ReLU
Conv2d 36864 False
BatchNorm2d 128 True
____________________________________________________________________________
64 x 128 x 28 x 28
Conv2d 73728 False
BatchNorm2d 256 True
ReLU
Conv2d 147456 False
BatchNorm2d 256 True
Conv2d 8192 False
BatchNorm2d 256 True
Conv2d 147456 False
BatchNorm2d 256 True
ReLU
Conv2d 147456 False
BatchNorm2d 256 True
Conv2d 147456 False
BatchNorm2d 256 True
ReLU
Conv2d 147456 False
BatchNorm2d 256 True
Conv2d 147456 False
BatchNorm2d 256 True
ReLU
Conv2d 147456 False
BatchNorm2d 256 True
____________________________________________________________________________
64 x 256 x 14 x 14
Conv2d 294912 False
BatchNorm2d 512 True
ReLU
Conv2d 589824 False
BatchNorm2d 512 True
Conv2d 32768 False
BatchNorm2d 512 True
Conv2d 589824 False
BatchNorm2d 512 True
ReLU
Conv2d 589824 False
BatchNorm2d 512 True
Conv2d 589824 False
BatchNorm2d 512 True
ReLU
Conv2d 589824 False
BatchNorm2d 512 True
Conv2d 589824 False
BatchNorm2d 512 True
ReLU
Conv2d 589824 False
BatchNorm2d 512 True
Conv2d 589824 False
BatchNorm2d 512 True
ReLU
Conv2d 589824 False
BatchNorm2d 512 True
Conv2d 589824 False
BatchNorm2d 512 True
ReLU
Conv2d 589824 False
BatchNorm2d 512 True
____________________________________________________________________________
64 x 512 x 7 x 7
Conv2d 1179648 False
BatchNorm2d 1024 True
ReLU
Conv2d 2359296 False
BatchNorm2d 1024 True
Conv2d 131072 False
BatchNorm2d 1024 True
Conv2d 2359296 False
BatchNorm2d 1024 True
ReLU
Conv2d 2359296 False
BatchNorm2d 1024 True
Conv2d 2359296 False
BatchNorm2d 1024 True
ReLU
Conv2d 2359296 False
BatchNorm2d 1024 True
____________________________________________________________________________
64 x 512 x 1 x 1
AdaptiveAvgPool2d
AdaptiveMaxPool2d
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64 x 1024
Flatten
BatchNorm1d 2048 True
Dropout
____________________________________________________________________________
64 x 512
Linear 524288 True
ReLU
BatchNorm1d 1024 True
Dropout
____________________________________________________________________________
64 x 102
Linear 52224 True
____________________________________________________________________________
Total params: 21,864,256
Total trainable params: 596,608
Total non-trainable params: 21,267,648
Optimizer used: <function Adam at 0x7f7c7e5071f0>
Loss function: FlattenedLoss of CrossEntropyLoss()
Model frozen up to parameter group #2
Callbacks:
- TrainEvalCallback
- Recorder
- ProgressCallback</pre>
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<p>If you scroll down and read the summary, in the end, you can see that there are a total of around 21 million parameters, but only around 600k parameters are trainable.</p>
<p>This is because we have inherited a model trained extensively on the ImageNet dataset and are using the parameters learned by that model to train our model on 102 classes of flowers.</p>
<p>This means that the parameters learned early on in the model to distinguish various objects are kept as is, and the final layers are replaced to classify.</p>
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<h4 id="Fine-tuning-pretrained-model">Fine-tuning pretrained model<a class="anchor-link" href="#Fine-tuning-pretrained-model"> </a></h4><p>Once we have created our learner based on a pretrained resnet34 model, let's train our learner on classifying the flowers. In fastai there's a learner method specifically to train a pretrained model called <code>fine_tune</code> quickly.</p>
<p><code>fine_tune</code> by default trains the <code>head,</code> i.e. the additional part to the model we added for our classification of 102 flowers for one epoch and then unfreezes the all the weights and optimizes the entire model including the weights in the starting phase.</p>
<p>So in the first epoch, the model learns the 600k trainable parameters such that all 21 million parameters are trained roughly. In the consecutive 2 epochs, it optimizes the all these weights specifically for the task in hand, i.e. classifying 102 types of flowers.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">learn</span><span class="o">.</span><span class="n">fine_tune</span><span class="p">(</span><span class="mi">3</span><span class="p">)</span>
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<td>0</td>
<td>2.798084</td>
<td>0.682475</td>
<td>0.828955</td>
<td>00:18</td>
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<td>0</td>
<td>0.638634</td>
<td>0.273132</td>
<td>0.926084</td>
<td>00:22</td>
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<td>0.260633</td>
<td>0.153619</td>
<td>0.958461</td>
<td>00:22</td>
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<td>0.101001</td>
<td>0.135447</td>
<td>0.963348</td>
<td>00:22</td>
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<p>We can see that by using the power of transfer learning, in 2 lines of code and 3 steps of training(epochs) which took about 30 seconds to train on small GPU we are able to build a flowers classifier which can classify between 102 types of flowers with greater than 96% accuracy!</p>
<p>This blows the original <a href="https://www.robots.ox.ac.uk/~vgg/publications/2008/Nilsback08/nilsback08.pdf">paper</a> out of the water which came out in 2008 which used a non-DL approach to tackle this problem and received an accuracy of about 72.8%</p>
<p><img src="/through-tinted-lenses/images/copied_from_nb/images/og_flowers_results.png" alt="" /></p>
<p>But this isn't really a fair comparison, so if we compare our basic model the current <a href="https://paperswithcode.com/sota/image-classification-on-flowers-102">leaderboard</a> for the flowers-102 dataset, we can see that the best accuracy on the entire dataset is about 99.7%.</p>
<p>So, this is a good starting point. This will act as our baseline model for future improvements and experimentation in order to come closer to the current benchmark.</p>
<p>So let's save this model so that we can build on from here form next time.</p>
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<pre>Path('models/flowers-baseline.pth')</pre>
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<p>We'll slowly build upon this and make this model better while learning more about building state-of-the-art models in the upcoming posts.</p>
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<p><strong><em>Update:</em></strong> The follow-up post to this one can be found <a href="https://harish3110.github.io/through-tinted-lenses/image%20classification/2021/10/03/Improving-baseline-model.html#Discriminative-learning-rates">here</a> where I employ Fastai techniques with an aim to build a SOTA model.</p>
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<h3 id="Learning-resources">Learning resources<a class="anchor-link" href="#Learning-resources"> </a></h3><ol>
<li>Corey Schafer's <a href="https://www.youtube.com/watch?v=YYXdXT2l-Gg&list=PL-osiE80TeTt2d9bfVyTiXJA-UTHn6WwU">Python Tutorials</a></li>
<li>Corey Schafer's <a href="https://www.youtube.com/watch?v=ZyhVh-qRZPA&list=PL-osiE80TeTsWmV9i9c58mdDCSskIFdDS">Pandas Tutorials</a></li>
<li><p>Fastai <a href="https://docs.fast.ai">Documentation</a></p>
</li>
<li><p><a href="https://github.com/fastai/fastbook">Fastbook</a> i.e Deep Learning for Coders with Fastai and Pytorch: AI Applications Without a PhD by Jeremy Howard and Sylvain Gugger</p>
</li>
<li><p><a href="https://t.co/b1ZFLpJ1DN?amp=1">Fastai DataBlock API walkthrough</a> blog by <a href="https://forums.fast.ai/u/muellerzr/summary">Zach Mueller</a></p>
</li>
<li><p><a href="https://arxiv.org/abs/1708.07120">Super-Convergence: Very Fast Training of Neural Networks Using Large Learning Rates</a> paper by Leslie Smith</p>
</li>
<li><p><a href="https://arxiv.org/abs/1506.01186">Cyclical Learning Rates for Training Neural Networks</a> paper by Leslie Smith</p>
</li>
</ol>
<hr />
<p>Happy learning! :)</p>
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</div>Harish VadlamaniIntroducing Prometheus, my very own deep learning arsenal.2021-07-21T00:00:00-05:002021-07-21T00:00:00-05:00https://harish3110.github.io/through-tinted-lenses/workstation%20setup/2021/07/21/Introducing%20Prometheus,%20my%20very%20own%20deep%20learning%20arsenal<blockquote>
<p>“In Greek mythology, Prometheus, meaning “forethought” is a Titan, a culture hero, and a trickster figure who is credited with the creation of humanity from clay, and who defies the gods by stealing fire from Zeus and giving it to humanity. Prometheus is known for his intelligence and as a champion of humankind and also seen as the author of the human arts and sciences generally.”</p>
</blockquote>
<p><img src="https://miro.medium.com/max/547/1*1K9acuplyn85jwEN8itwXA.png" alt="" title="Prometheus" />
<img src="https://miro.medium.com/max/700/1*1GjAMdcrdK-j-oFCG-AgbQ.jpeg" alt="" title="Prometheus Setup" /></p>
<hr />
<h2 id="why-own-a-deep-learning-workstation">Why own a Deep Learning workstation?</h2>
<p>Today, there is a myriad of cloud GPU options one can use to dabble in the field of deep learning. Over the past year or so, I have used almost all the possible options available which have helped me grasp the concepts of the field as it has made it easy for anyone to prototype the knowledge acquired in the field at an affordable cost. Most of these services also offer free tier options and provide almost immediate access to a GPU instance.</p>
<p>My overall favorite has been Google’s GCP which also provides a 300$ credit to all their users as well as the newly launched Colab Pro which in my opinion is the best value for money option for most DL enthusiasts as it gives you access to multiple GPU instances for a nominal monthly fee. GCP’s main advantage is full command-line access to your Linux based server whereas Colab’s interface is quite intuitive as well. Until recently, I had opted for the Colab Pro for most of my prototyping work and finally renting a GCP instance to train large models on an hourly basis.</p>
<p>This being said, there are still downsides to this setup which becomes way too evident as you start spending long hours with a setup as mentioned above which I’m sure anyone in the field long enough can easily vouch for. Even though gaining access to a GPU instance has become way too easy, here the major frustration points which have bugged me long enough to shell out and invest in building my own DL rig:</p>
<ul>
<li>The setup process of getting your instance started with the correct requirements can be quite tedious and takes some time to get a hang of things in each cloud platform available.</li>
<li>Preemptible instances, which are the free-tier option provided by cloud services can get annoying as you can be kicked off the instance abruptly in the middle of your training process.</li>
<li>On the other hand, the constant worry to ensure shutting down your device to avoid racking up the bill is real.</li>
</ul>
<p>In short, having your workstation at hand gives you the much-needed freedom to prototype models at the flick of your fingers and gets rid of all the friction involved in using the cloud options available. This is an extension to James Clear’s advice ‘make it easy’ which is basically to eliminate the friction involved in performing long-term rewarding habits.</p>
<blockquote>
<p>“Human behavior follows the Law of Least Effort. Reduce the friction associated with good habits. When friction is low, habits are easy.”
― James Clear</p>
</blockquote>
<hr />
<h2 id="should-you-build-your-workstation">Should you build your workstation?</h2>
<p>Due to my lack of experience with hardware components and have not built a PC till now, I was nervous to build my rig without the help of people with experience. There are many dealers and companies that provide services of building DL workstation either as a fixed option or also provide options for customizing your build.</p>
<p>Starting, I was certain that this was the right choice considering that the parts are quite expensive and it’s natural to feel nervous that you might fry a component and thus waste loads of money. So, I started out researching all the components needed to build a decent DL workstation. Here again, I would like to point back to another Tim Dettmer’s blog, <a href="">A Full Hardware Guide to Deep Learning</a>, which shaped my thought process in building Prometheus.</p>
<p>This was followed by endless hours of watching various PC builds on YouTube and learning more and more about the fascinating hobby of PC building. These hours spent watching people such jaw-dropping builds motivated be so much in wanting to build my PC and the more I saw, the less daunting the whole task seemed. I highly recommend watching builds based on the components you decide specifically by <a href="https://www.youtube.com/user/LinusTechTips">Linus Tech Tips</a>, <a href="https://www.youtube.com/user/Jayztwocents">Jays Two Cents</a>, and <a href="https://www.youtube.com/user/AwesomeSauceNews">BitWit</a>.</p>
<p>If you would like an all-in-one resource to build a PC based on the components needed to build a DL workstation like mine, this is the only one you’ll probably need:</p>
<p><a href="https://www.youtube.com/watch?v=IhX0fOUYd8Q">How to Build a PC! Step-by-step</a> by <a href="https://www.youtube.com/user/AwesomeSauceNews">BitWit</a></p>
<p>In hindsight, I can confidently say that building my PC has been a wonderful learning experience that I am glad I partook in. Despite one’s fears, it is worth pointing out that the process despite seeming pretty intimidating is quite easy if one follows the right guides. The components involved in building the PC are expensive and touted as quite delicate but in all fairness, all the parts available today are quite rugged and one can dispel unnecessary fears of damaging them. Having built the entire system on my own, I have full control over any future expansion plans I have on this build and know exactly what the process is. I’m another in the long line of individuals who would like to take PC building as a valuable hobby.</p>
<p>This being said, If you’re the type of person who doesn’t envy this process and don’t want to deal with the hassle of building your machine, I would suggest checking out <a href="https://www.ant-pc.com/ai-and-deep-learning">Ant-PC</a> in India who provide customizable builds specific to deep learning and also provide on-site warranty and they thoroughly stress test their parts before shipping for an affordable premium cost in comparison.</p>
<hr />
<h2 id="components">Components</h2>
<p><img src="https://miro.medium.com/max/1000/1*XONwaYSd-bnUAxlExSivuw.jpeg" alt="" title="Componenets Used" /></p>
<h3 id="cpu-and-motherboard">CPU and Motherboard</h3>
<ul>
<li>The heart of every workstation depends on these two components and the decision between choosing AMD or Intel would be the main decision that would pave the way for the rest of the components you choose.</li>
<li>In the last couple of years, AMD has made great strides in overthrowing up Intel off its perch by providing high-performance chips at competitive prices.</li>
<li>I went with the AMD route and chose the Ryzen 7 3700x card which is probably the best option in terms of performance and cost. It’s an 8 core processor with 12 threads with support for up to 128Gb in memory.</li>
<li>In terms of the motherboard there are way too many options available in all budget ranges but if you’re going for a premium build then going for an X570 board ensures future-proofing as they support PCIe Gen 4 and come with multiple M.2 slots for super-fast SSD storage options.</li>
<li>Look for X570 boards that have decent VRM(Voltage Regulated Modules) which is solely responsible for supplying stable voltage to your motherboard.</li>
<li>The best value proposition X570 board with great VRM’s is the ASUS TUF Gaming X570 option, which was my first choice for my build, but due to the lack of parts available owing to the current global pandemic, I had to increase my budget and go for a higher-end, Aorus X570 Ultra motherboard.</li>
<li>The Aorus Ultra board has pretty amazing VRM’s, 3 full-capacity PCIe 4 M.2 slots, supports NVIDIA 2 way SLI, Wi-Fi 6, Bluetooth 5.0, and premium Realtek audio. It’s one of the best mid-range X570 boards in the market today and despite the added cost over an ASUS TUF Gaming board, it provides enough expansion and future-proofing for years to come.</li>
</ul>
<blockquote>
<p><strong>Note:</strong> Despite the notion among many, an AMD setup supports all the popular deep learning libraries as efficiently as Intel boards.</p>
</blockquote>
<h3 id="storage">Storage</h3>
<ul>
<li>It’s vital to go for an SSD to put your OS on, and ponying up for a good quality M.2 NVME SSD over the older 2.5’ SATA SSD makes a big difference in transfer speed.</li>
<li>For storage purposes, going for an HDD would make sense.</li>
<li>I got a 500GB Samsung 970 Evo Plus M.2 NVMe SSD to put Linux on for my main use and a 1 TB 7200 RPM WD Blue HDD for storage and putting on Windows.</li>
<li>I will look out for deals to add another SSD down the lane for loading Windows on for a faster and smoother experience.</li>
</ul>
<h3 id="gpu">GPU</h3>
<ul>
<li>Arguably the most important component nowadays in a PC build, it is especially important for my use case since almost all the heavy lifting of training an ML model nowadays is done by it.</li>
<li>It comprises almost 50% of the overall cost of the build and thus deciding this component is one of the most important aspects to building any deep learning rig.</li>
<li>My insight into choosing the GPU is heavily shaped by Tim Dettmer’s blog <a href="https://timdettmers.com/2019/04/03/which-gpu-for-deep-learning/">post</a> where he compares the price to performance of the latest NVIDIA cards.</li>
<li>In the blog post which is a little dated today, he recommends the RTX 2070 as the sweet spot in terms of cost-efficiency and performance. But since the release of the 20 series RTX Super cards which provide much better performance for mot much a difference.</li>
<li>I opted for the RTX 2070 Super and specifically chose Gigabyte’s RTX 2070 Super Windforce OC, which is highly regarded as one of the best cost-efficient GPU in the market today.</li>
<li>The recent NVIDIA cards since the 1080Ti offer the possibility of training DL models at half-precision points i.e. allow the possibility of training in FP16 over full precision training at FP32 which has been vital for training large models much quicker and lowering the GPU RAM usage since in theory this type of training doubles the GPU RAM at your disposal.</li>
<li>I would have loved to opt for the RTX 2080Ti but in all honesty, couldn’t fathom and justify the price difference between the two. I have developed my build in such a way that it can support multiple GPU systems, so maybe down the road ;).</li>
</ul>
<h3 id="power-supply">Power Supply</h3>
<ul>
<li>Choosing a PSU is pretty straightforward, just lookout for a decent brand and ensure that you have bought a PSU that manages to adequately supply all the components you have and would like to have in the future.</li>
<li>To keep an expansion possibility of adding another GPU, I went for an Antec HCP 1000W PSU, which is a fully modular power supply with an 80+ platinum rating with decently premium black sleeved cables.</li>
<li>For setups with a single GPU, a 750W PSU is more than sufficient but it’s worth ensuring that the PSU is either 80+ gold rated for reliable power supply to your PC.</li>
</ul>
<h3 id="ram">RAM</h3>
<ul>
<li>When choosing a RAM, the main criteria to ensure is to have enough RAM to perform your prototyping smoothly. The clock speeds and latency aren’t as important.</li>
<li>For Intel processors, one could easily go for lower RAM speeds but AMD suggests users go for higher clock rates, ideally above 3200Mhz.</li>
<li>One should also go for a dual-channel or quad-channel setup to achieve ideal performance.</li>
<li>I decided to go for a dual-channel, G.Skill Trident RGB 16*2 3200Mhz RAM bundle.</li>
</ul>
<blockquote>
<p><strong>Note:</strong> Manufacturers make RAM sticks optimized specifically for either an Intel or AMD or both and it’s worth checking it out but as far as I know they don’t make as much difference in performance.</p>
</blockquote>
<h3 id="cpu-cooler">CPU Cooler</h3>
<ul>
<li>The hotly contested question that exists for CPU cooling is between air cooling and water cooling.</li>
<li>It’s well-founded that a good beefy Air Cooler can provide as good or even better cooling performance for a much cheaper cost at the expense of fan noise.</li>
<li>An AIO(All-in-one) cooler does provide the advantage of being much quieter as well as adds the aesthetics factor.</li>
<li>In my initial build, I used the stock cooler AMD Prism cooler but then succumbed to the urge of adding more RGB and aesthetics to my build and opted to buy the NZXT Kraken X63 cooler.</li>
</ul>
<p><img src="https://cdn-images-1.medium.com/max/800/1*rsG2PBwD5c1palH0YqHHxA.png" alt="" title="AMD Stock Prism Cooler" />
<img src="https://cdn-images-1.medium.com/max/800/1*BD7fXuuoR2UbcTQS7d3xGQ.jpeg" alt="" title="NZXT Krazen X63 AIO" /></p>
<ul>
<li>It’s worth noting that an AIO is the hardest component to fix due to the work needed in orienting it and getting the bracket right.</li>
<li>Do ensure to get the latest AM4 bracket if going for an AMD build as they are more secure, this was what was missing in the initial X62 AIO I ordered at first but later exchanged it for the later X63 model which was the same cost as the predecessor.</li>
</ul>
<h3 id="cabinet-case">Cabinet/ Case</h3>
<ul>
<li>Choosing a case/cabinet is a matter of preference at the end of the day.</li>
<li>Ensure that your case has decent airflow reviews which would be needed to keep your components at an ideal temperature and supports your expansion needs.</li>
<li>I wanted to get the Phanteks P400 Digital or Fractal Meshify C which has one of the best airflow’s at a decent cost but due to lack of availability with the NZXT 510i which is the great minimal looking case and provides a superb building experience.</li>
<li>The NZXT 510i lacks a front mesh and is thus less optimal in maintaining temperatures when compared to both my initial picks but is surely an eye-catching minimal case with great cable management, RGB capabilities, and newer-IO ports to make up for.</li>
</ul>
<hr />
<h2 id="cable-management">Cable Management</h2>
<ul>
<li>Cable management is hands down the most time-consuming and frustrating task in a build especially if you’re obsessed like me in getting things to look right.</li>
<li>Taking a piece of paper and plotting the wire path helps greatly in the process along with cable ties, velcro wraps, and tape.</li>
</ul>
<h4 id="before">Before:</h4>
<p><img src="https://cdn-images-1.medium.com/max/800/1*TUSYxc7YLnQIUL6brow9Bg.png" alt="" />
<img src="https://cdn-images-1.medium.com/max/800/1*0-o6sgHGguu1vodOe59KLw.png" alt="" title="Bad initial cable management" /></p>
<h4 id="after">After:</h4>
<p><img src="https://cdn-images-1.medium.com/max/800/1*M9JVvdBOvR3G_aRHTzXhtw.jpeg" alt="" title="Final Rear View" />
<img src="https://cdn-images-1.medium.com/max/800/1*6uqMtcobkHgDCnzpixvaVg.png" alt="" title="Final Front View" /></p>
<hr />
<h2 id="complete-setup-parts-list">Complete Setup Parts List</h2>
<ul>
<li><strong>CPU:</strong> AMD Ryzen 7 3700x</li>
<li><strong>Motherboard:</strong> Gigabyte Aorus X570 Ultra</li>
<li><strong>GPU:</strong> Gigabyte NVIDIA RTX 2070 Super Windforce OC</li>
<li><strong>RAM:</strong> G.Skill Trident RGB 3200Mhz C16 * 2</li>
<li><strong>CPU Cooler:</strong> NZXT Kraken X63</li>
<li><strong>Case:</strong> NZXT 510i</li>
<li><strong>PSU:</strong> Antec HCP 1000W</li>
<li><strong>Monitor:</strong> BenQ GW2480 1080p 60Hz Monitor * 2</li>
<li><strong>Mouse:</strong> Logitech MX Master 2S</li>
<li><strong>Keyboard:</strong> Ducky One 2 SF Mechanical Keyboard</li>
</ul>
<hr />
<h2 id="conclusion">Conclusion</h2>
<p>All in all, building my own workstation from the ground up has been an amazing learning experience and is definitely something I would wholesomely suggest it to anyone interested in pursuing a career in data science. There’s definitely a learning curve to get a grip of things but once you get past that it becomes very clear as to why PC building is such a popular hobby for people all over the world. The path of curiosity and desire to learn all there is to learn about PC building to getting the parts and building your own system and seeing a successful post screen is definitely an invaluable experience to cherish!</p>
<p>By having a powerful workstation on hand has definitely made it very easy to prototype quickly without having to run through the hoops of setting the necessary requirements for your work, since that’s just a one-time process.</p>
<p>I’ll be following up this blog with another blog post detailing my setup process of getting all the necessary ML libraries installed, stress testing/ bench-marking my setup and setting up a remote server workstation.</p>
<p><img src="https://cdn-images-1.medium.com/max/600/1*SfOPXj5uQp0mRh7RR65R-g.jpeg" alt="" />
<img src="https://cdn-images-1.medium.com/max/600/1*1GjAMdcrdK-j-oFCG-AgbQ.jpeg" alt="" title="Prometheus Setup" />
<img src="https://cdn-images-1.medium.com/max/800/1*sQPHTs7KKQj7lCKfrJVvRQ.gif" alt="" /></p>
<hr />
<p>Feel free to reach out to me regarding my work, to collaborate on ML projects or just discuss ML in general on my Twitter <a href="https://twitter.com/harish3110">handle</a>.</p>
<p>Stay safe and happy learning! :)</p>
<hr />“In Greek mythology, Prometheus, meaning “forethought” is a Titan, a culture hero, and a trickster figure who is credited with the creation of humanity from clay, and who defies the gods by stealing fire from Zeus and giving it to humanity. Prometheus is known for his intelligence and as a champion of humankind and also seen as the author of the human arts and sciences generally.”Relearning how to learn, deep.2021-06-28T00:00:00-05:002021-06-28T00:00:00-05:00https://harish3110.github.io/through-tinted-lenses/fastai/2021/06/28/Relearning%20how%20to%20learn%20deep<blockquote>
<p>“The illiterate of the 21st century will not be those who cannot read and write, but those who cannot learn, unlearn, and relearn. ”
― Alvin Toffler
—</p>
</blockquote>
<h2 id="fact-deep-learning-is-hard">Fact: Deep learning is hard!</h2>
<p>I have a background in Electronics Engineering and having studied in the sub-continent, the amount of exposure I have had with programming was virtually non-existent. Since graduating, I have slowly transitioned my way into the field of data science and machine learning. I had to start from scratch and build block after block all the necessary skills needed to call myself a capable data scientist, and successfully land myself a job in the field.</p>
<p>Whenever I meet anyone from a non-ML background and tell them I’m a data scientist, their response is almost always the same. They nod in appreciation and say something like, “That’s the future!” and that “I’m on the right path!”. They then begin asking questions about the areas like self-driving cars and other popular fields and finally land on to the million-dollar question. “Is it difficult to become a machine learning/deep learning engineer?”. To this, I always find myself lying by spouting out of phrases like “it’s easy” and “anyone can do it”! Whereas the fact of the matter is that despite there being some credibility to the statement, the learning curve isn’t that easy.</p>
<p>Being a self-learner, I learned how to code in Python, understood the fundamental concepts of data science and machine learning by following an array of popular MOOCs such as Coursera, Udacity, etc. as well as completed certifications from reputed colleges in India. It has been an incredible journey of learning, but it has definitely not been a cakewalk! There is always a huge learning curve, and even after you complete a course or certification, there’s still that void of not having built anything meaningful. Every one of the courses makes a point of conveying the theory and underlying maths well but almost always fail at delivering to students the necessary tools to go ahead and build something practical. There’s always the next step(s) that needs to be taken to actually implement the knowledge learned in the course. Being able to understand the theory and math from ground up was satisfying to begin with but as you dig deeper, without being able to rapidly prototype and experiment with the concepts takes a toll on the learning process!</p>
<hr />
<h2 id="enter-fastai">Enter Fastai</h2>
<p>I first heard about Fastai and Jeremy Howard from my friends around version 1 of the course. I pushed it aside as one of the many courses suggested by people in the field due to their inherent allegiance to it having taken it. But over time, on Twitter, LinkedIn, and other sources, it had reached a point that I couldn’t not take a look at the course. So I finally succumbed to the pressure and started last year’s <a href="https://course.fast.ai/">course</a>.</p>
<p><img src="https://miro.medium.com/max/1128/1*H2bbbgCg4u71KsYay7eVhQ.png" alt="fastai logo" /></p>
<p>In less than two weeks, I binged watch through the entire part 1! The course was nothing like I had taken before. All the concepts explained intuitively and efficiently, and more importantly, everything taught was visualised through code and by building state-of-the-art models. I fell in love with the teaching methodology and with the community it had garnered. I couldn’t but feel envious of the new students taking up the course to learn deep learning as I was comparing it to myself starting out in ML a year ago and how a course like this would have been extremely helpful to my past self.</p>
<hr />
<h2 id="fact-deep-learning-is-hard-1"><del>Fact: Deep learning is hard</del></h2>
<h2 id="fact-deep-learning-is-easy-if-done-right">Fact: Deep learning is easy if done right!</h2>
<blockquote>
<p>“There are Two Core Abilities for Thriving in the New Economy :</p>
<ol>
<li>The ability to quickly master hard things.</li>
<li>The ability to produce at an elite level, in terms of both quality and speed.”
― Cal Newport</li>
</ol>
</blockquote>
<p>The main idea of the <a href="https://www.fast.ai/">course</a> and the <a href="https://dev.fast.ai/">library</a> is to democratise this powerful tool of ‘Deep Learning’, in a way that it can be easily harnessed by people across all domains such that one can apply the principles easily in their domain.</p>
<p>The course challenges the usual way of learning by following a top-down approach to understanding deep learning. In comparison to every other DL course under the sun, this course makes the field easy to approach, and most importantly, it helps implement the models very quickly. Students taking the class learn to apply all the theoretical concepts learned immediately with concrete examples rather than learn mathematical proofs. In a rapidly evolving field such as this, being able to learn and rapidly prototype simultaneously is invaluable!</p>
<p>Everything taught in this year’s course is again application-driven and closely follows the book written by the founders of Fastai - Jeremy, and Sylvain. The only prerequisites needed to start with the course are high school math and intermediate coding skills in Python, which, to be honest, can be picked up along the way(I will be sure to put up references for all in the end). This doesn’t mean that the course is geared only for beginners. On the contrary, even veterans in the field will have a lot to discover and learn in the course. The course gradually wades through the ingenious implementations, tricks, and insights gained through experimentation by the Fastai team, which has led them to achieve state-of-the-art benchmark models by beating top companies with considerably limited compute resources as compared to big guns in the field.</p>
<p>The lectures taught by Jeremy, the <a href="https://github.com/fastai/fastbook">book</a> as a manual to wade through the ‘frightening’ depths of deep learning, the fantastic community of like-minded and extremely helpful peers, is a complete package and the perfect recipe to learn.</p>
<blockquote>
<p>“What I hope is that lots of people will realise that state-of-the-art results of deep learning are something they can achieve even if they’re not a Stanford University deep learning PhD.” — Jeremy Howard</p>
</blockquote>
<hr />
<h2 id="my-blog-post-series">My blog post series</h2>
<p>There’s definitely a self-centred motivation to write these blog posts. Following the advice by Rachel Thomas(co-founder of fast.ai) in her <a href="https://medium.com/@racheltho/why-you-yes-you-should-blog-7d2544ac1045">blog post</a>, she encourages anyone on a learning path to put out blog posts in order to maximise your learning.</p>
<p>But aside from the learning advantages, I would like to do my best in helping guide people entering this field on how best to navigate the myriad resources in the field and hopefully impart some of the knowledge learned along my journey until now.</p>
<p>Being quarantined, I find this time to be the best opportunity to start my blog by delving into depths of this fantastic deep-learning library!</p>
<p>The course is currently private but will be made public and free for all like all courses by fast.ai. Until then, and hopefully, even then, I hope I can help wade students through the mazes of Deep Learning, Fast.ai style! So let’s get into it!</p>
<p>In my upcoming blog <a href="https://harish3110.github.io/through-tinted-lenses/computer%20vision/image%20classification/2021/09/29/Building-an-image-classifier-using-Fastai.html">post</a>, I will provide an introduction to the Fastai v2 library and build an image classifier on a well-known dataset.</p>
<blockquote>
<p>“Education is the kindling of a flame, not the filling of a vessel.”
― Socrates</p>
</blockquote>
<hr />
<p>Happy learning, stay at home and stay safe! :)</p>“The illiterate of the 21st century will not be those who cannot read and write, but those who cannot learn, unlearn, and relearn. ” ― Alvin Toffler —