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 "cells": [
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    "# GLM Illustrative Example\n",
    "\n",
    "This notebook explores cedalion's GLM functionality. Using simulated timeseries with a known 'ground truth' allows us to clearly see how the GLM works. We fit several different models to the timeseries and showcase the GLM statistics afforded by cedalion's statsmodels integration."
   ]
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    "# This cells setups the environment when executed in Google Colab.\n",
    "try:\n",
    "    import google.colab\n",
    "    !curl -s https://raw.githubusercontent.com/ibs-lab/cedalion/dev/scripts/colab_setup.py -o colab_setup.py\n",
    "    # Select branch with --branch \"branch name\" (default is \"dev\")\n",
    "    %run colab_setup.py\n",
    "except ImportError:\n",
    "    pass"
   ]
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   ],
   "source": [
    "import cedalion\n",
    "import cedalion.io\n",
    "import cedalion.nirs\n",
    "import cedalion.dataclasses as cdc\n",
    "import cedalion.models.glm as glm\n",
    "import cedalion.vis.blocks as vbx\n",
    "import cedalion.vis.anatomy\n",
    "import numpy as np\n",
    "import xarray as xr\n",
    "import matplotlib.pyplot as p\n",
    "import pandas as pd\n",
    "from cedalion import units\n",
    "from cedalion.sim.synthetic_hrf import RandomGaussianSum\n",
    "xr.set_options(display_expand_data=False)"
   ]
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  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Creating a simple simulated timeseries\n",
    "\n",
    "In this section, we simulate an fNIRS timeseries by generating some random noise and then adding a simple HRF regressor.\n",
    "\n",
    "### 1. Build a NDTimeSeries with noise\n",
    "\n",
    "First, we'll use the utility function `build_timeseries` to create a timeseries containing normally distributed noise. The `build_timeseries` function takes the following arguments:\n",
    "- data : The data values.\n",
    "- dims : The dimension names.\n",
    "- time : The time values.\n",
    "- channel : The channel names.\n",
    "- value_units : The units of the data values.\n",
    "- time_units : The units of the time values.\n",
    "- other_coords : dict[str, ArrayLike] Additional coordinates"
   ]
  },
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       "  * chromo   (chromo) &lt;U3 24B &#x27;HbO&#x27; &#x27;HbR&#x27;</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 2400</li><li><span class='xr-has-index'>channel</span>: 2</li><li><span class='xr-has-index'>chromo</span>: 2</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-bf29ed99-ec0e-4525-a6ca-0564d65df65d' class='xr-array-in' type='checkbox' ><label for='section-bf29ed99-ec0e-4525-a6ca-0564d65df65d' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>[µM] 0.04199 0.0137 0.05419 -0.04701 ... -0.06143 0.04726 -0.02591</span></div><div class='xr-array-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[0.041992297061962267 0.01370029797945714]  [0.05418536502653287 -0.04701359743455251]] [[-0.017236725985460898 -0.008249662635464379]  [0.009118554697114409 0.08831878347507732]] [[0.0360042386384973 0.07817665005695437]  [-0.05365639576376513 0.006217278722794646]] ... [[-0.006562264141335188 0.0901528140840272]  [-0.07473067848665785 0.03281233380661749]] [[0.024258229362153706 0.024074594286340126]  [0.01586822436925191 -0.11024723569123872]] [[-0.0484214693375341 -0.06142506382060096]  [0.04725611882312468 -0.025914629994252543]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>micromolar</td></tr></tbody></table></div></div></li><li class='xr-section-item'><input id='section-bf3d7af7-c835-4c12-abef-d5bb323e24e7' class='xr-section-summary-in' type='checkbox'  checked><label for='section-bf3d7af7-c835-4c12-abef-d5bb323e24e7' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.1 0.2 ... 239.7 239.8 239.9</div><input id='attrs-cca9863b-07cc-4de3-939e-7bcc1b0d30e5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cca9863b-07cc-4de3-939e-7bcc1b0d30e5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4063ed64-71b9-4359-bed4-505df5dc50c7' class='xr-var-data-in' type='checkbox'><label for='data-4063ed64-71b9-4359-bed4-505df5dc50c7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>second</dd></dl></div><div class='xr-var-data'><pre>array([0.000e+00, 1.000e-01, 2.000e-01, ..., 2.397e+02, 2.398e+02, 2.399e+02],\n",
       "      shape=(2400,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>samples</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 ... 2396 2397 2398 2399</div><input id='attrs-e34266a8-4266-41cb-98c1-e5a66f11c5fa' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e34266a8-4266-41cb-98c1-e5a66f11c5fa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1780eaf6-fb41-4c20-b28b-196be376fa44' class='xr-var-data-in' type='checkbox'><label for='data-1780eaf6-fb41-4c20-b28b-196be376fa44' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([   0,    1,    2, ..., 2397, 2398, 2399], shape=(2400,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>channel</span></div><div class='xr-var-dims'>(channel)</div><div class='xr-var-dtype'>&lt;U4</div><div class='xr-var-preview xr-preview'>&#x27;S1D1&#x27; &#x27;S1D2&#x27;</div><input id='attrs-09060449-6860-4bfb-9c2d-e9737763ca2f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-09060449-6860-4bfb-9c2d-e9737763ca2f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0ca52381-3ead-461d-a2e2-809b42325e76' class='xr-var-data-in' type='checkbox'><label for='data-0ca52381-3ead-461d-a2e2-809b42325e76' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;S1D1&#x27;, &#x27;S1D2&#x27;], dtype=&#x27;&lt;U4&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>chromo</span></div><div class='xr-var-dims'>(chromo)</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;HbO&#x27; &#x27;HbR&#x27;</div><input id='attrs-2e72aec0-1521-401a-8c72-7dabe88548e3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2e72aec0-1521-401a-8c72-7dabe88548e3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-108ab94b-ebae-46c3-8fc3-4debec21e96a' class='xr-var-data-in' type='checkbox'><label for='data-108ab94b-ebae-46c3-8fc3-4debec21e96a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;HbO&#x27;, &#x27;HbR&#x27;], dtype=&#x27;&lt;U3&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-adbcf12c-33eb-4e01-81fd-e909da614299' class='xr-section-summary-in' type='checkbox'  ><label for='section-adbcf12c-33eb-4e01-81fd-e909da614299' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-abc863c0-4540-43d5-956f-42626ca32aa5' class='xr-index-data-in' type='checkbox'/><label for='index-abc863c0-4540-43d5-956f-42626ca32aa5' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  0.0,   0.1,   0.2,   0.3,   0.4,   0.5,   0.6,   0.7,   0.8,   0.9,\n",
       "       ...\n",
       "       239.0, 239.1, 239.2, 239.3, 239.4, 239.5, 239.6, 239.7, 239.8, 239.9],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;time&#x27;, length=2400))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>channel</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-f5741032-d1f6-4470-b768-c1c0e9202edb' class='xr-index-data-in' type='checkbox'/><label for='index-f5741032-d1f6-4470-b768-c1c0e9202edb' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;S1D1&#x27;, &#x27;S1D2&#x27;], dtype=&#x27;object&#x27;, name=&#x27;channel&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>chromo</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-01a14382-6271-48be-934d-f3f1c068b366' class='xr-index-data-in' type='checkbox'/><label for='index-01a14382-6271-48be-934d-f3f1c068b366' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;HbO&#x27;, &#x27;HbR&#x27;], dtype=&#x27;object&#x27;, name=&#x27;chromo&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c44adf1d-1d2f-43e7-bf70-a454b14f3777' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-c44adf1d-1d2f-43e7-bf70-a454b14f3777' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (time: 2400, channel: 2, chromo: 2)> Size: 77kB\n",
       "[µM] 0.04199 0.0137 0.05419 -0.04701 ... -0.04842 -0.06143 0.04726 -0.02591\n",
       "Coordinates:\n",
       "  * time     (time) float64 19kB 0.0 0.1 0.2 0.3 0.4 ... 239.6 239.7 239.8 239.9\n",
       "    samples  (time) int64 19kB 0 1 2 3 4 5 6 ... 2394 2395 2396 2397 2398 2399\n",
       "  * channel  (channel) <U4 32B 'S1D1' 'S1D2'\n",
       "  * chromo   (chromo) <U3 24B 'HbO' 'HbR'"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "\n",
    "fs = 10.0 * cedalion.units.Hz # sampling rate\n",
    "T = 240 * cedalion.units.s # time series length\n",
    "channel = [\"S1D1\", \"S1D2\"] # two channels\n",
    "chromo = [\"HbO\", \"HbR\"] # two chromophores\n",
    "nsample = int(T * fs)  # number of samples\n",
    "\n",
    "# create a NDTimeSeries that contains normal distributed noise\n",
    "ts = cdc.build_timeseries(\n",
    "    np.random.normal(0, 0.05, (nsample, len(channel), len(chromo))),\n",
    "    dims=[\"time\", \"channel\", \"chromo\"],\n",
    "    time=np.arange(nsample) / fs,\n",
    "    channel=channel,\n",
    "    value_units=units.uM,\n",
    "    time_units=units.s,\n",
    "    other_coords={\"chromo\": chromo},\n",
    ")\n",
    "display(ts)"
   ]
  },
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   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 2. Build the Stimulus DataFrame\n",
    "\n",
    "A stimulus Dataframe contains information about the experimental stimuli. It should have columns 'trial_type', 'onset', 'duration' and 'value'.\n",
    "\n",
    "In this example, we specify two trial types: 'StimA', 'StimB' and define for each 3 trials with a duration of 10s.\n",
    "\n",
    "The trials get different values assigned, which we'll use to control the amplitude of the hemodynamic response."
   ]
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       "      <th></th>\n",
       "      <th>onset</th>\n",
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       "   onset trial_type  value  duration\n",
       "0     10      StimA   0.50      10.0\n",
       "1     80      StimA   1.00      10.0\n",
       "2    150      StimA   1.50      10.0\n",
       "0     45      StimB   1.25      10.0\n",
       "1    115      StimB   0.75      10.0\n",
       "2    185      StimB   1.00      10.0"
      ]
     },
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   ],
   "source": [
    "stim = pd.concat(\n",
    "    (\n",
    "        pd.DataFrame({\"onset\": o, \"trial_type\": \"StimA\"} for o in [10, 80, 150]),\n",
    "        pd.DataFrame({\"onset\": o, \"trial_type\": \"StimB\"} for o in [45, 115, 185]),\n",
    "    )\n",
    ")\n",
    "\n",
    "stim[\"value\"] = [0.5, 1, 1.5, 1.25, 0.75, 1.0]\n",
    "stim[\"duration\"] = 10.\n",
    "display(stim)"
   ]
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  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 3. Build a Design Matrix\n",
    "\n",
    "We'll use cedalion's design matrix functionality to create a simulated HRF function that we can add to our timeseries.\n",
    "\n",
    "We build a design matrix by concatenating different regressors. The regressor functions are found in `glm.design_matrix`. A regressor or sum of regressors returns a `DesignMatrix` object with two attributes:\n",
    "  1. common (xr.DataArray): regressors that apply to all channels, e.g.\n",
    "    - HRF regressors\n",
    "    - drift regressors\n",
    "    - constant term\n",
    "  2. channel_wise (list[xr.DataArray]): regressors that can differ between channels. The motivating use-case is short-distance channel regression, in which one describes superficial components in long channels with a regressor made from a nearby short channel. \n",
    "\n",
    "The functional form of the HRF regressors is specified by the `basis_function` argument. Please refer to the notebook `glm_basis_functions.ipynb` and the documentation for more details. In this section, we use the `Gamma` basis function, which takes these arguments:\n",
    "- tau: specifies a delay of the response with respect ot stimulus onset time.\n",
    "- sigma: specifies the width of the hemodynamic reponse.\n",
    "- T: If > 0, the response is additionally convoluted by a square wave of this width.\n",
    "\n",
    "`DesignMatrix.common` stores regressors in an `xr.DataArray` with dimensions 'time', 'chromo' (or 'wavelength') and 'regressor'.\n",
    "\n",
    "Each regressor has a string label for clarity. The convention used by cedalion regressor functions is to\n",
    "use labels of the form `'HRF <trial_typ> <number>'` for the HRF regressors and `'Drift <number>'` for the\n",
    "drift components. \n",
    "\n",
    "Using such a schema is convenient when one needs to select regressors. If there would be multiple regressors \n",
    "for stimulus \"StimA\" one could distinguish all these from other HRF or drift regressors by selecting labels \n",
    "that start with 'HRF StimA'."
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       "  --xr-disabled-color: var(\n",
       "    --jp-layout-color3,\n",
       "    hsl(from var(--pst-color-on-background, white) h s calc(l - 40))\n",
       "  );\n",
       "  --xr-background-color: var(\n",
       "    --jp-layout-color0,\n",
       "    var(--pst-color-on-background, white)\n",
       "  );\n",
       "  --xr-background-color-row-even: var(\n",
       "    --jp-layout-color1,\n",
       "    hsl(from var(--pst-color-on-background, white) h s calc(l - 5))\n",
       "  );\n",
       "  --xr-background-color-row-odd: var(\n",
       "    --jp-layout-color2,\n",
       "    hsl(from var(--pst-color-on-background, white) h s calc(l - 15))\n",
       "  );\n",
       "}\n",
       "\n",
       "html[theme=\"dark\"],\n",
       "html[data-theme=\"dark\"],\n",
       "body[data-theme=\"dark\"],\n",
       "body.vscode-dark {\n",
       "  --xr-font-color0: var(\n",
       "    --jp-content-font-color0,\n",
       "    var(--pst-color-text-base, rgba(255, 255, 255, 1))\n",
       "  );\n",
       "  --xr-font-color2: var(\n",
       "    --jp-content-font-color2,\n",
       "    var(--pst-color-text-base, rgba(255, 255, 255, 0.54))\n",
       "  );\n",
       "  --xr-font-color3: var(\n",
       "    --jp-content-font-color3,\n",
       "    var(--pst-color-text-base, rgba(255, 255, 255, 0.38))\n",
       "  );\n",
       "  --xr-border-color: var(\n",
       "    --jp-border-color2,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 10))\n",
       "  );\n",
       "  --xr-disabled-color: var(\n",
       "    --jp-layout-color3,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 40))\n",
       "  );\n",
       "  --xr-background-color: var(\n",
       "    --jp-layout-color0,\n",
       "    var(--pst-color-on-background, #111111)\n",
       "  );\n",
       "  --xr-background-color-row-even: var(\n",
       "    --jp-layout-color1,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 5))\n",
       "  );\n",
       "  --xr-background-color-row-odd: var(\n",
       "    --jp-layout-color2,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 15))\n",
       "  );\n",
       "}\n",
       "\n",
       ".xr-wrap {\n",
       "  display: block !important;\n",
       "  min-width: 300px;\n",
       "  max-width: 700px;\n",
       "}\n",
       "\n",
       ".xr-text-repr-fallback {\n",
       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-header {\n",
       "  padding-top: 6px;\n",
       "  padding-bottom: 6px;\n",
       "  margin-bottom: 4px;\n",
       "  border-bottom: solid 1px var(--xr-border-color);\n",
       "}\n",
       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 0 20px 0 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: inline-block;\n",
       "  opacity: 0;\n",
       "  height: 0;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "  border: 2px solid transparent !important;\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:focus + label {\n",
       "  border: 2px solid var(--xr-font-color0) !important;\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: \"►\";\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: \"▼\";\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: \"(\";\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: \")\";\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: \",\";\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  border-color: var(--xr-background-color-row-odd);\n",
       "  margin-bottom: 0;\n",
       "  padding-top: 2px;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "  border-color: var(--xr-background-color-row-even);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  border-top: 2px dotted var(--xr-background-color);\n",
       "  padding-bottom: 20px !important;\n",
       "  padding-top: 10px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in + label,\n",
       ".xr-var-data-in + label,\n",
       ".xr-index-data-in + label {\n",
       "  padding: 0 1px;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-data > pre,\n",
       ".xr-index-data > pre,\n",
       ".xr-var-data > table > tbody > tr {\n",
       "  background-color: transparent !important;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
       "  color: var(--xr-font-color0);\n",
       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
       "  stroke-width: 0.8px;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (time: 2400, regressor: 3, chromo: 2)&gt; Size: 115kB\n",
       "0.0 0.0 0.0 0.0 1.0 1.0 0.0 0.0 0.0 0.0 ... 0.0 1.0 1.0 0.0 0.0 0.0 0.0 1.0 1.0\n",
       "Coordinates:\n",
       "  * time       (time) float64 19kB 0.0 0.1 0.2 0.3 ... 239.6 239.7 239.8 239.9\n",
       "  * regressor  (regressor) &lt;U9 108B &#x27;HRF StimA&#x27; &#x27;HRF StimB&#x27; &#x27;Drift 0&#x27;\n",
       "  * chromo     (chromo) &lt;U3 24B &#x27;HbO&#x27; &#x27;HbR&#x27;</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 2400</li><li><span class='xr-has-index'>regressor</span>: 3</li><li><span class='xr-has-index'>chromo</span>: 2</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-d8cf8b40-a7ad-4117-a884-2b919d28aae1' class='xr-array-in' type='checkbox' ><label for='section-d8cf8b40-a7ad-4117-a884-2b919d28aae1' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.0 0.0 0.0 0.0 1.0 1.0 0.0 0.0 ... 1.0 1.0 0.0 0.0 0.0 0.0 1.0 1.0</span></div><div class='xr-array-data'><pre>array([[[0., 0.],\n",
       "        [0., 0.],\n",
       "        [1., 1.]],\n",
       "\n",
       "       [[0., 0.],\n",
       "        [0., 0.],\n",
       "        [1., 1.]],\n",
       "\n",
       "       [[0., 0.],\n",
       "        [0., 0.],\n",
       "        [1., 1.]],\n",
       "\n",
       "       ...,\n",
       "\n",
       "       [[0., 0.],\n",
       "        [0., 0.],\n",
       "        [1., 1.]],\n",
       "\n",
       "       [[0., 0.],\n",
       "        [0., 0.],\n",
       "        [1., 1.]],\n",
       "\n",
       "       [[0., 0.],\n",
       "        [0., 0.],\n",
       "        [1., 1.]]], shape=(2400, 3, 2))</pre></div></div></li><li class='xr-section-item'><input id='section-27c81f70-4b9d-412d-abf3-48ab30ce01fd' class='xr-section-summary-in' type='checkbox'  checked><label for='section-27c81f70-4b9d-412d-abf3-48ab30ce01fd' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.1 0.2 ... 239.7 239.8 239.9</div><input id='attrs-df51de9f-01e1-4750-ab9c-34d6a4d9f9b3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-df51de9f-01e1-4750-ab9c-34d6a4d9f9b3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-60f73f51-86ba-45b1-9349-dc30cf2d2114' class='xr-var-data-in' type='checkbox'><label for='data-60f73f51-86ba-45b1-9349-dc30cf2d2114' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.000e+00, 1.000e-01, 2.000e-01, ..., 2.397e+02, 2.398e+02, 2.399e+02],\n",
       "      shape=(2400,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>regressor</span></div><div class='xr-var-dims'>(regressor)</div><div class='xr-var-dtype'>&lt;U9</div><div class='xr-var-preview xr-preview'>&#x27;HRF StimA&#x27; &#x27;HRF StimB&#x27; &#x27;Drift 0&#x27;</div><input id='attrs-1ff0767e-ea43-436e-bf64-f67e0c84b227' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1ff0767e-ea43-436e-bf64-f67e0c84b227' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7738f313-7cb0-40d0-804d-65eb6448aee9' class='xr-var-data-in' type='checkbox'><label for='data-7738f313-7cb0-40d0-804d-65eb6448aee9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;HRF StimA&#x27;, &#x27;HRF StimB&#x27;, &#x27;Drift 0&#x27;], dtype=&#x27;&lt;U9&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>chromo</span></div><div class='xr-var-dims'>(chromo)</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;HbO&#x27; &#x27;HbR&#x27;</div><input id='attrs-e89551ad-af58-4224-bfc2-0399d67f808b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e89551ad-af58-4224-bfc2-0399d67f808b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6a232d2a-8ab1-4d1c-9e9b-f36a59231d6e' class='xr-var-data-in' type='checkbox'><label for='data-6a232d2a-8ab1-4d1c-9e9b-f36a59231d6e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;HbO&#x27;, &#x27;HbR&#x27;], dtype=&#x27;&lt;U3&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-8a773117-e233-4e9e-ba3c-087ce840d368' class='xr-section-summary-in' type='checkbox'  ><label for='section-8a773117-e233-4e9e-ba3c-087ce840d368' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-6c39ee82-d4ab-40d3-9dd1-a28175a49cfb' class='xr-index-data-in' type='checkbox'/><label for='index-6c39ee82-d4ab-40d3-9dd1-a28175a49cfb' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  0.0,   0.1,   0.2,   0.3,   0.4,   0.5,   0.6,   0.7,   0.8,   0.9,\n",
       "       ...\n",
       "       239.0, 239.1, 239.2, 239.3, 239.4, 239.5, 239.6, 239.7, 239.8, 239.9],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;time&#x27;, length=2400))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>regressor</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-2edf2c1d-9c4c-45d9-927c-fad5429396c0' class='xr-index-data-in' type='checkbox'/><label for='index-2edf2c1d-9c4c-45d9-927c-fad5429396c0' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;HRF StimA&#x27;, &#x27;HRF StimB&#x27;, &#x27;Drift 0&#x27;], dtype=&#x27;object&#x27;, name=&#x27;regressor&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>chromo</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-b630167c-35a2-4ce4-a143-c4dd0af7de90' class='xr-index-data-in' type='checkbox'/><label for='index-b630167c-35a2-4ce4-a143-c4dd0af7de90' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;HbO&#x27;, &#x27;HbR&#x27;], dtype=&#x27;object&#x27;, name=&#x27;chromo&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-dcfb9562-7936-4da3-90e3-75801bb7f6f9' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-dcfb9562-7936-4da3-90e3-75801bb7f6f9' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (time: 2400, regressor: 3, chromo: 2)> Size: 115kB\n",
       "0.0 0.0 0.0 0.0 1.0 1.0 0.0 0.0 0.0 0.0 ... 0.0 1.0 1.0 0.0 0.0 0.0 0.0 1.0 1.0\n",
       "Coordinates:\n",
       "  * time       (time) float64 19kB 0.0 0.1 0.2 0.3 ... 239.6 239.7 239.8 239.9\n",
       "  * regressor  (regressor) <U9 108B 'HRF StimA' 'HRF StimB' 'Drift 0'\n",
       "  * chromo     (chromo) <U3 24B 'HbO' 'HbR'"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x500 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Design matrix built by concatenating the HRF and drift regressors\n",
    "dms = (\n",
    "    glm.design_matrix.hrf_regressors(\n",
    "        ts, stim, glm.Gamma(tau=0 * units.s, sigma=5 * units.s)\n",
    "    )\n",
    "    & glm.design_matrix.drift_regressors(ts, drift_order=0)\n",
    ")\n",
    "display(dms.common) \n",
    "dm = dms.common # there are no channel-wise regressors in this example\n",
    "\n",
    "# For this use case we want the HbR regressors to be \n",
    "# inverted and smaller in amplitude than their HbO counterparts.\n",
    "dm.loc[:, [\"HRF StimA\", \"HRF StimB\"], \"HbR\"] *= -0.25\n",
    "\n",
    "# Plot the design matrix/regressors\n",
    "f, ax = p.subplots(1,2,figsize=(12,5))\n",
    "dm.sel(chromo=\"HbO\").plot(ax=ax[0], vmin=-1, vmax=1, cmap='RdBu_r')\n",
    "dm.sel(chromo=\"HbR\").plot(ax=ax[1], vmin=-1, vmax=1, cmap='RdBu_r')\n",
    "p.xticks(rotation=90)\n",
    "p.show()\n",
    "\n",
    "f, ax = p.subplots(1,2,figsize=(12,3))\n",
    "for i,chromo in enumerate(dm.chromo.values):\n",
    "    for reg in dm.regressor.values:\n",
    "        ax[i].plot(dm.time, dm.sel(chromo=chromo, regressor=reg), label=reg)\n",
    "    vbx.plot_stim_markers(ax[i], stim, y=1)\n",
    "    ax[i].set_title(f\"chromo={chromo}\")\n",
    "    ax[i].legend()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 4. Add regressors to time series with noise\n",
    "\n",
    "The time series has two channels: 'S1D1' and 'S1D2'. In this toy example the stimuli will correspond to distinct channels: activations from trial 'StimA' should occur only in 'S1D1', and 'StimB' activations occur only in 'S1D2'.\n",
    "\n",
    "The regressors are added with different offsets and scaling factors, which determine the amplitude of the function. Later on we will compare our GLM results to these 'ground truth' amplitude values."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-11-11T09:51:45.980300Z",
     "iopub.status.busy": "2025-11-11T09:51:45.980109Z",
     "iopub.status.idle": "2025-11-11T09:51:46.854780Z",
     "shell.execute_reply": "2025-11-11T09:51:46.852298Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# define offsets and scaling factors\n",
    "SCALE_STIMA = 1.25\n",
    "OFFSET_STIMA = 0.5\n",
    "SCALE_STIMB = 0.75\n",
    "OFFSET_STIMB = 0.25\n",
    "\n",
    "# add scaled regressor and offsets to time series, which up to now contains only noise\n",
    "ts.loc[:, \"S1D1\", :] += (\n",
    "    SCALE_STIMA * dm.sel(regressor=\"HRF StimA\").pint.quantify(\"uM\")\n",
    "    + OFFSET_STIMA * cedalion.units.uM\n",
    ")\n",
    "ts.loc[:, \"S1D2\", :] += (\n",
    "    SCALE_STIMB * dm.sel(regressor=\"HRF StimB\").pint.quantify(\"uM\")\n",
    "    + OFFSET_STIMB * cedalion.units.uM\n",
    ")\n",
    "\n",
    "# plot original regressors for StimA and StimB\n",
    "f, ax = p.subplots(1, 2, sharex=True, sharey=True, figsize=(12,3))\n",
    "for i, reg in enumerate([\"HRF StimA\", \"HRF StimB\"]):\n",
    "    ax[i].plot(dm.time, dm.sel(regressor=reg, chromo=\"HbO\"), \"r-\")\n",
    "    ax[i].plot(dm.time, dm.sel(regressor=reg, chromo=\"HbR\"), \"b-\")\n",
    "    ax[i].set_title(f\"Reg {reg}\")\n",
    "    vbx.plot_stim_markers(ax[i], stim, y=1)\n",
    "    ax[i].grid(True)\n",
    "p.tight_layout()\n",
    "\n",
    "# plot the resulting time series\n",
    "f, ax = p.subplots(1, 2, sharex=True, sharey=True, figsize=(12,3))\n",
    "for i, ch in enumerate(ts.channel.values):\n",
    "    ax[i].plot(ts.time, ts.sel(channel=ch, chromo=\"HbO\"), \"r-\")\n",
    "    ax[i].plot(ts.time, ts.sel(channel=ch, chromo=\"HbR\"), \"b-\")\n",
    "    ax[i].set_title(f\"Ch {ch}\")\n",
    "    ax[i].grid(True)\n",
    "    vbx.plot_stim_markers(ax[i], stim, y=1)\n",
    "p.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Fitting the GLM - using the same design matrix\n",
    "\n",
    "In this section, we'll fit our simulated timeseries using the same design matrix that we used to create it, just to make sure that everything is working as expected.\n",
    "\n",
    "The method `glm.fit` is used to fit the GLM to the time series. The required arguments are timeseries and design matrix. We can optionally specify the noise model from the following currently available options:\n",
    "- ols (default): ordinary least squares\n",
    "- rls: recursive least squares\n",
    "- wls: weighted least squares\n",
    "- ar_irls: autoregressive iteratively reweighted least squares <cite data-cite=\"Barker2013\">(Barker,2013)</cite>\n",
    "- gls: generalized least squares\n",
    "- glsar: generalized least squares with autoregressive covariance structure\n",
    "\n",
    "The fit method returns an `xr.DataArray` of statsmodels `RegressionResults` objects with dimensions (channel, chromo). Any `RegressionResults` method can be called on this `DataArray` using the `.sm` accessor. For example, we access the betas or model coefficients by using `result.sm.params`. Please refer to the [statsmodels documentation](https://www.statsmodels.org/dev/generated/statsmodels.regression.linear_model.RegressionResults.html) for a full list of methods and attributes."
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (channel: 2, chromo: 2)&gt; Size: 32B\n",
       "&lt;statsmodels.regression.linear_model.RegressionResultsWrapper object at 0x7f1...\n",
       "Coordinates:\n",
       "  * channel  (channel) &lt;U4 32B &#x27;S1D1&#x27; &#x27;S1D2&#x27;\n",
       "  * chromo   (chromo) &lt;U3 24B &#x27;HbO&#x27; &#x27;HbR&#x27;\n",
       "Attributes:\n",
       "    description:  OLS model via statsmodels.regression</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>channel</span>: 2</li><li><span class='xr-has-index'>chromo</span>: 2</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-b902ac91-8408-43dd-942a-2f74fe15370b' class='xr-array-in' type='checkbox' ><label for='section-b902ac91-8408-43dd-942a-2f74fe15370b' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>&lt;statsmodels.regression.linear_model.RegressionResultsWrapper objec...</span></div><div class='xr-array-data'><pre>array([[&lt;statsmodels.regression.linear_model.RegressionResultsWrapper object at 0x7f1943c56ed0&gt;,\n",
       "        &lt;statsmodels.regression.linear_model.RegressionResultsWrapper object at 0x7f1943c86710&gt;],\n",
       "       [&lt;statsmodels.regression.linear_model.RegressionResultsWrapper object at 0x7f194c9d63d0&gt;,\n",
       "        &lt;statsmodels.regression.linear_model.RegressionResultsWrapper object at 0x7f1943c86a10&gt;]],\n",
       "      dtype=object)</pre></div></div></li><li class='xr-section-item'><input id='section-f3785ea9-a43f-40cb-a750-3d603c0d380f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f3785ea9-a43f-40cb-a750-3d603c0d380f' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>channel</span></div><div class='xr-var-dims'>(channel)</div><div class='xr-var-dtype'>&lt;U4</div><div class='xr-var-preview xr-preview'>&#x27;S1D1&#x27; &#x27;S1D2&#x27;</div><input id='attrs-02736d9a-b107-4b39-acd4-77dbed74dffe' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-02736d9a-b107-4b39-acd4-77dbed74dffe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e338be2f-845a-4c82-8d3a-e78f9b15686d' class='xr-var-data-in' type='checkbox'><label for='data-e338be2f-845a-4c82-8d3a-e78f9b15686d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;S1D1&#x27;, &#x27;S1D2&#x27;], dtype=&#x27;&lt;U4&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>chromo</span></div><div class='xr-var-dims'>(chromo)</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;HbO&#x27; &#x27;HbR&#x27;</div><input id='attrs-02d47234-bd57-4ed6-834f-0ec6a6830e2a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-02d47234-bd57-4ed6-834f-0ec6a6830e2a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b760fe07-c7b4-42d4-9515-68bebccd5dcd' class='xr-var-data-in' type='checkbox'><label for='data-b760fe07-c7b4-42d4-9515-68bebccd5dcd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;HbO&#x27;, &#x27;HbR&#x27;], dtype=&#x27;&lt;U3&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-6de449b8-608d-4c14-a9fe-72d1829cdf48' class='xr-section-summary-in' type='checkbox'  ><label for='section-6de449b8-608d-4c14-a9fe-72d1829cdf48' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>channel</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-9ee4c8c0-099c-41f5-87a8-1fd9440b594f' class='xr-index-data-in' type='checkbox'/><label for='index-9ee4c8c0-099c-41f5-87a8-1fd9440b594f' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;S1D1&#x27;, &#x27;S1D2&#x27;], dtype=&#x27;object&#x27;, name=&#x27;channel&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>chromo</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-92bf49c5-cb23-41aa-a798-f813dd0ddfe8' class='xr-index-data-in' type='checkbox'/><label for='index-92bf49c5-cb23-41aa-a798-f813dd0ddfe8' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;HbO&#x27;, &#x27;HbR&#x27;], dtype=&#x27;object&#x27;, name=&#x27;chromo&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-e7a6e20b-1c2c-48be-85d5-d98c7e0ffba1' class='xr-section-summary-in' type='checkbox'  checked><label for='section-e7a6e20b-1c2c-48be-85d5-d98c7e0ffba1' class='xr-section-summary' >Attributes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>OLS model via statsmodels.regression</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (channel: 2, chromo: 2)> Size: 32B\n",
       "<statsmodels.regression.linear_model.RegressionResultsWrapper object at 0x7f1...\n",
       "Coordinates:\n",
       "  * channel  (channel) <U4 32B 'S1D1' 'S1D2'\n",
       "  * chromo   (chromo) <U3 24B 'HbO' 'HbR'\n",
       "Attributes:\n",
       "    description:  OLS model via statsmodels.regression"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "result = glm.fit(ts, dms, noise_model=\"ols\")\n",
    "display(result)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "execution": {
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     "iopub.status.busy": "2025-11-11T09:51:46.965819Z",
     "iopub.status.idle": "2025-11-11T09:51:47.001728Z",
     "shell.execute_reply": "2025-11-11T09:51:46.998739Z"
    }
   },
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (channel: 2, chromo: 2, regressor: 3)&gt; Size: 96B\n",
       "1.255 0.003887 0.4981 1.26 0.02016 0.5002 ... 0.747 0.249 0.01193 0.7659 0.2514\n",
       "Coordinates:\n",
       "  * regressor  (regressor) object 24B &#x27;HRF StimA&#x27; &#x27;HRF StimB&#x27; &#x27;Drift 0&#x27;\n",
       "  * channel    (channel) &lt;U4 32B &#x27;S1D1&#x27; &#x27;S1D2&#x27;\n",
       "  * chromo     (chromo) &lt;U3 24B &#x27;HbO&#x27; &#x27;HbR&#x27;\n",
       "Attributes:\n",
       "    description:  OLS model via statsmodels.regression</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>channel</span>: 2</li><li><span class='xr-has-index'>chromo</span>: 2</li><li><span class='xr-has-index'>regressor</span>: 3</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-32bfd46f-a579-48c2-8ef2-f3961cb920fc' class='xr-array-in' type='checkbox' ><label for='section-32bfd46f-a579-48c2-8ef2-f3961cb920fc' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>1.255 0.003887 0.4981 1.26 0.02016 ... 0.249 0.01193 0.7659 0.2514</span></div><div class='xr-array-data'><pre>array([[[1.25492189, 0.00388663, 0.49814863],\n",
       "        [1.25980426, 0.0201553 , 0.50020438]],\n",
       "\n",
       "       [[0.00709079, 0.7469829 , 0.24900834],\n",
       "        [0.0119295 , 0.76585146, 0.25135724]]])</pre></div></div></li><li class='xr-section-item'><input id='section-243abdad-2001-4360-b7d1-6cf5884bbf7a' class='xr-section-summary-in' type='checkbox'  checked><label for='section-243abdad-2001-4360-b7d1-6cf5884bbf7a' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>regressor</span></div><div class='xr-var-dims'>(regressor)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;HRF StimA&#x27; &#x27;HRF StimB&#x27; &#x27;Drift 0&#x27;</div><input id='attrs-f695ecb5-a657-4b17-baf5-a71984a37a4f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f695ecb5-a657-4b17-baf5-a71984a37a4f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cf22ec0c-89d4-4137-be50-923d5f0b374f' class='xr-var-data-in' type='checkbox'><label for='data-cf22ec0c-89d4-4137-be50-923d5f0b374f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;HRF StimA&#x27;, &#x27;HRF StimB&#x27;, &#x27;Drift 0&#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>channel</span></div><div class='xr-var-dims'>(channel)</div><div class='xr-var-dtype'>&lt;U4</div><div class='xr-var-preview xr-preview'>&#x27;S1D1&#x27; &#x27;S1D2&#x27;</div><input id='attrs-c7737048-b296-49a1-9732-1d21a8c0f1bd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c7737048-b296-49a1-9732-1d21a8c0f1bd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-73ec5eda-a4db-4ddd-b709-4d1c580dfcaf' class='xr-var-data-in' type='checkbox'><label for='data-73ec5eda-a4db-4ddd-b709-4d1c580dfcaf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;S1D1&#x27;, &#x27;S1D2&#x27;], dtype=&#x27;&lt;U4&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>chromo</span></div><div class='xr-var-dims'>(chromo)</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;HbO&#x27; &#x27;HbR&#x27;</div><input id='attrs-d1541fda-8bf6-4bd6-86bc-998f329dd041' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d1541fda-8bf6-4bd6-86bc-998f329dd041' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-88f762cd-b4a4-4ab9-9e01-9edde58ab2eb' class='xr-var-data-in' type='checkbox'><label for='data-88f762cd-b4a4-4ab9-9e01-9edde58ab2eb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;HbO&#x27;, &#x27;HbR&#x27;], dtype=&#x27;&lt;U3&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-e08b9ad5-e92f-4016-9e7f-c40307c9e4f9' class='xr-section-summary-in' type='checkbox'  ><label for='section-e08b9ad5-e92f-4016-9e7f-c40307c9e4f9' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>channel</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-b1a6610a-756c-4e6e-b9dc-2ea8c360a870' class='xr-index-data-in' type='checkbox'/><label for='index-b1a6610a-756c-4e6e-b9dc-2ea8c360a870' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;S1D1&#x27;, &#x27;S1D2&#x27;], dtype=&#x27;object&#x27;, name=&#x27;channel&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>chromo</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-ff89e7f9-ab6c-40fc-847f-df3ecd088b1c' class='xr-index-data-in' type='checkbox'/><label for='index-ff89e7f9-ab6c-40fc-847f-df3ecd088b1c' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;HbO&#x27;, &#x27;HbR&#x27;], dtype=&#x27;object&#x27;, name=&#x27;chromo&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>regressor</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-e49ede4c-3ef8-4c9c-92a9-b69fa080a677' class='xr-index-data-in' type='checkbox'/><label for='index-e49ede4c-3ef8-4c9c-92a9-b69fa080a677' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;HRF StimA&#x27;, &#x27;HRF StimB&#x27;, &#x27;Drift 0&#x27;], dtype=&#x27;object&#x27;, name=&#x27;regressor&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1cdfb8e0-a8b5-4791-813f-618aeebd875b' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1cdfb8e0-a8b5-4791-813f-618aeebd875b' class='xr-section-summary' >Attributes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>OLS model via statsmodels.regression</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (channel: 2, chromo: 2, regressor: 3)> Size: 96B\n",
       "1.255 0.003887 0.4981 1.26 0.02016 0.5002 ... 0.747 0.249 0.01193 0.7659 0.2514\n",
       "Coordinates:\n",
       "  * regressor  (regressor) object 24B 'HRF StimA' 'HRF StimB' 'Drift 0'\n",
       "  * channel    (channel) <U4 32B 'S1D1' 'S1D2'\n",
       "  * chromo     (chromo) <U3 24B 'HbO' 'HbR'\n",
       "Attributes:\n",
       "    description:  OLS model via statsmodels.regression"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "betas = result.sm.params\n",
    "betas"
   ]
  },
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    "Next, we'll display our coefficiients in table.\n",
    "\n",
    "The weights of the fitted model should correspond to the amplitudes of our original timeseries, which we know are just the scaling factors and offsets that we used above. We'll add these amplitude values in an additional column."
   ]
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       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th>betas_S1D1</th>\n",
       "      <th>Expected</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>channel</th>\n",
       "      <th>chromo</th>\n",
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       "      <th rowspan=\"6\" valign=\"top\">S1D1</th>\n",
       "      <th rowspan=\"3\" valign=\"top\">HbO</th>\n",
       "      <th>HRF StimA</th>\n",
       "      <td>1.254922</td>\n",
       "      <td>1.25</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>HRF StimB</th>\n",
       "      <td>0.003887</td>\n",
       "      <td>0.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Drift 0</th>\n",
       "      <td>0.498149</td>\n",
       "      <td>0.50</td>\n",
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       "    <tr>\n",
       "      <th rowspan=\"3\" valign=\"top\">HbR</th>\n",
       "      <th>HRF StimA</th>\n",
       "      <td>1.259804</td>\n",
       "      <td>1.25</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>HRF StimB</th>\n",
       "      <td>0.020155</td>\n",
       "      <td>0.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Drift 0</th>\n",
       "      <td>0.500204</td>\n",
       "      <td>0.50</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th rowspan=\"6\" valign=\"top\">S1D2</th>\n",
       "      <th rowspan=\"3\" valign=\"top\">HbO</th>\n",
       "      <th>HRF StimA</th>\n",
       "      <td>0.007091</td>\n",
       "      <td>0.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>HRF StimB</th>\n",
       "      <td>0.746983</td>\n",
       "      <td>0.75</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Drift 0</th>\n",
       "      <td>0.249008</td>\n",
       "      <td>0.25</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th rowspan=\"3\" valign=\"top\">HbR</th>\n",
       "      <th>HRF StimA</th>\n",
       "      <td>0.011929</td>\n",
       "      <td>0.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>HRF StimB</th>\n",
       "      <td>0.765851</td>\n",
       "      <td>0.75</td>\n",
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       "    <tr>\n",
       "      <th>Drift 0</th>\n",
       "      <td>0.251357</td>\n",
       "      <td>0.25</td>\n",
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      ],
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       "                          betas_S1D1  Expected\n",
       "channel chromo regressor                      \n",
       "S1D1    HbO    HRF StimA    1.254922      1.25\n",
       "               HRF StimB    0.003887      0.00\n",
       "               Drift 0      0.498149      0.50\n",
       "        HbR    HRF StimA    1.259804      1.25\n",
       "               HRF StimB    0.020155      0.00\n",
       "               Drift 0      0.500204      0.50\n",
       "S1D2    HbO    HRF StimA    0.007091      0.00\n",
       "               HRF StimB    0.746983      0.75\n",
       "               Drift 0      0.249008      0.25\n",
       "        HbR    HRF StimA    0.011929      0.00\n",
       "               HRF StimB    0.765851      0.75\n",
       "               Drift 0      0.251357      0.25"
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    "df = betas.rename(\"betas_S1D1\").to_dataframe()\n",
    "# add a column with expected values\n",
    "df[\"Expected\"] = [\n",
    "    SCALE_STIMA, 0.0, OFFSET_STIMA, \n",
    "    SCALE_STIMA, 0.0, OFFSET_STIMA,\n",
    "    0.0, SCALE_STIMB, OFFSET_STIMB,\n",
    "    0.0, SCALE_STIMB, OFFSET_STIMB,\n",
    "]\n",
    "\n",
    "display(df)"
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    "Finally, we use the design matrix and fitted coefficients to predict the timeseries using glm.predict."
   ]
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       "  );\n",
       "  --xr-background-color: var(\n",
       "    --jp-layout-color0,\n",
       "    var(--pst-color-on-background, white)\n",
       "  );\n",
       "  --xr-background-color-row-even: var(\n",
       "    --jp-layout-color1,\n",
       "    hsl(from var(--pst-color-on-background, white) h s calc(l - 5))\n",
       "  );\n",
       "  --xr-background-color-row-odd: var(\n",
       "    --jp-layout-color2,\n",
       "    hsl(from var(--pst-color-on-background, white) h s calc(l - 15))\n",
       "  );\n",
       "}\n",
       "\n",
       "html[theme=\"dark\"],\n",
       "html[data-theme=\"dark\"],\n",
       "body[data-theme=\"dark\"],\n",
       "body.vscode-dark {\n",
       "  --xr-font-color0: var(\n",
       "    --jp-content-font-color0,\n",
       "    var(--pst-color-text-base, rgba(255, 255, 255, 1))\n",
       "  );\n",
       "  --xr-font-color2: var(\n",
       "    --jp-content-font-color2,\n",
       "    var(--pst-color-text-base, rgba(255, 255, 255, 0.54))\n",
       "  );\n",
       "  --xr-font-color3: var(\n",
       "    --jp-content-font-color3,\n",
       "    var(--pst-color-text-base, rgba(255, 255, 255, 0.38))\n",
       "  );\n",
       "  --xr-border-color: var(\n",
       "    --jp-border-color2,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 10))\n",
       "  );\n",
       "  --xr-disabled-color: var(\n",
       "    --jp-layout-color3,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 40))\n",
       "  );\n",
       "  --xr-background-color: var(\n",
       "    --jp-layout-color0,\n",
       "    var(--pst-color-on-background, #111111)\n",
       "  );\n",
       "  --xr-background-color-row-even: var(\n",
       "    --jp-layout-color1,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 5))\n",
       "  );\n",
       "  --xr-background-color-row-odd: var(\n",
       "    --jp-layout-color2,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 15))\n",
       "  );\n",
       "}\n",
       "\n",
       ".xr-wrap {\n",
       "  display: block !important;\n",
       "  min-width: 300px;\n",
       "  max-width: 700px;\n",
       "}\n",
       "\n",
       ".xr-text-repr-fallback {\n",
       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-header {\n",
       "  padding-top: 6px;\n",
       "  padding-bottom: 6px;\n",
       "  margin-bottom: 4px;\n",
       "  border-bottom: solid 1px var(--xr-border-color);\n",
       "}\n",
       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 0 20px 0 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: inline-block;\n",
       "  opacity: 0;\n",
       "  height: 0;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "  border: 2px solid transparent !important;\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:focus + label {\n",
       "  border: 2px solid var(--xr-font-color0) !important;\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: \"►\";\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: \"▼\";\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: \"(\";\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: \")\";\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: \",\";\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  border-color: var(--xr-background-color-row-odd);\n",
       "  margin-bottom: 0;\n",
       "  padding-top: 2px;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "  border-color: var(--xr-background-color-row-even);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  border-top: 2px dotted var(--xr-background-color);\n",
       "  padding-bottom: 20px !important;\n",
       "  padding-top: 10px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in + label,\n",
       ".xr-var-data-in + label,\n",
       ".xr-index-data-in + label {\n",
       "  padding: 0 1px;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-data > pre,\n",
       ".xr-index-data > pre,\n",
       ".xr-var-data > table > tbody > tr {\n",
       "  background-color: transparent !important;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
       "  color: var(--xr-font-color0);\n",
       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
       "  stroke-width: 0.8px;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (time: 2400, channel: 2, chromo: 2)&gt; Size: 77kB\n",
       "0.4981 0.5002 0.249 0.2514 0.4981 0.5002 ... 0.2514 0.4981 0.5002 0.249 0.2514\n",
       "Coordinates:\n",
       "  * time     (time) float64 19kB 0.0 0.1 0.2 0.3 0.4 ... 239.6 239.7 239.8 239.9\n",
       "  * chromo   (chromo) &lt;U3 24B &#x27;HbO&#x27; &#x27;HbR&#x27;\n",
       "  * channel  (channel) &lt;U4 32B &#x27;S1D1&#x27; &#x27;S1D2&#x27;</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 2400</li><li><span class='xr-has-index'>channel</span>: 2</li><li><span class='xr-has-index'>chromo</span>: 2</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-359e992f-7003-4561-b18d-498c07c58399' class='xr-array-in' type='checkbox' ><label for='section-359e992f-7003-4561-b18d-498c07c58399' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.4981 0.5002 0.249 0.2514 0.4981 ... 0.4981 0.5002 0.249 0.2514</span></div><div class='xr-array-data'><pre>array([[[0.49814863, 0.50020438],\n",
       "        [0.24900834, 0.25135724]],\n",
       "\n",
       "       [[0.49814863, 0.50020438],\n",
       "        [0.24900834, 0.25135724]],\n",
       "\n",
       "       [[0.49814863, 0.50020438],\n",
       "        [0.24900834, 0.25135724]],\n",
       "\n",
       "       ...,\n",
       "\n",
       "       [[0.49814863, 0.50020438],\n",
       "        [0.24900834, 0.25135724]],\n",
       "\n",
       "       [[0.49814863, 0.50020438],\n",
       "        [0.24900834, 0.25135724]],\n",
       "\n",
       "       [[0.49814863, 0.50020438],\n",
       "        [0.24900834, 0.25135724]]], shape=(2400, 2, 2))</pre></div></div></li><li class='xr-section-item'><input id='section-99b9893d-5fdb-4eb7-9add-4aa88f6735d1' class='xr-section-summary-in' type='checkbox'  checked><label for='section-99b9893d-5fdb-4eb7-9add-4aa88f6735d1' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.1 0.2 ... 239.7 239.8 239.9</div><input id='attrs-2ed9186b-c262-4aa3-9f31-d3001ff798a5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2ed9186b-c262-4aa3-9f31-d3001ff798a5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-348a96ea-f136-4766-be3f-aa0747740f21' class='xr-var-data-in' type='checkbox'><label for='data-348a96ea-f136-4766-be3f-aa0747740f21' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.000e+00, 1.000e-01, 2.000e-01, ..., 2.397e+02, 2.398e+02, 2.399e+02],\n",
       "      shape=(2400,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>chromo</span></div><div class='xr-var-dims'>(chromo)</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;HbO&#x27; &#x27;HbR&#x27;</div><input id='attrs-0df0013f-71c1-4ef2-b800-f52f8343ceee' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0df0013f-71c1-4ef2-b800-f52f8343ceee' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fae1e9d4-27c6-4755-85be-616aed0bfda3' class='xr-var-data-in' type='checkbox'><label for='data-fae1e9d4-27c6-4755-85be-616aed0bfda3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;HbO&#x27;, &#x27;HbR&#x27;], dtype=&#x27;&lt;U3&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>channel</span></div><div class='xr-var-dims'>(channel)</div><div class='xr-var-dtype'>&lt;U4</div><div class='xr-var-preview xr-preview'>&#x27;S1D1&#x27; &#x27;S1D2&#x27;</div><input id='attrs-cc44a044-f9dc-4678-8ab4-832da4593e77' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cc44a044-f9dc-4678-8ab4-832da4593e77' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2f347a5e-0b41-49e6-ad83-7d08820859bb' class='xr-var-data-in' type='checkbox'><label for='data-2f347a5e-0b41-49e6-ad83-7d08820859bb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;S1D1&#x27;, &#x27;S1D2&#x27;], dtype=&#x27;&lt;U4&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-7e3923ee-d49d-4f3a-8e95-0eab76113fd7' class='xr-section-summary-in' type='checkbox'  ><label for='section-7e3923ee-d49d-4f3a-8e95-0eab76113fd7' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-32888acf-2e22-4e3d-8d98-6690e1a3dc19' class='xr-index-data-in' type='checkbox'/><label for='index-32888acf-2e22-4e3d-8d98-6690e1a3dc19' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  0.0,   0.1,   0.2,   0.3,   0.4,   0.5,   0.6,   0.7,   0.8,   0.9,\n",
       "       ...\n",
       "       239.0, 239.1, 239.2, 239.3, 239.4, 239.5, 239.6, 239.7, 239.8, 239.9],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;time&#x27;, length=2400))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>chromo</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-f34e2834-03e6-4cf0-9297-a7d7104aff8f' class='xr-index-data-in' type='checkbox'/><label for='index-f34e2834-03e6-4cf0-9297-a7d7104aff8f' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;HbO&#x27;, &#x27;HbR&#x27;], dtype=&#x27;object&#x27;, name=&#x27;chromo&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>channel</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-9d42782a-41c5-41d4-873a-7eb1d0088b22' class='xr-index-data-in' type='checkbox'/><label for='index-9d42782a-41c5-41d4-873a-7eb1d0088b22' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;S1D1&#x27;, &#x27;S1D2&#x27;], dtype=&#x27;object&#x27;, name=&#x27;channel&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-682fa1de-0490-49ef-9cb1-dea954b8fe61' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-682fa1de-0490-49ef-9cb1-dea954b8fe61' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (time: 2400, channel: 2, chromo: 2)> Size: 77kB\n",
       "0.4981 0.5002 0.249 0.2514 0.4981 0.5002 ... 0.2514 0.4981 0.5002 0.249 0.2514\n",
       "Coordinates:\n",
       "  * time     (time) float64 19kB 0.0 0.1 0.2 0.3 0.4 ... 239.6 239.7 239.8 239.9\n",
       "  * chromo   (chromo) <U3 24B 'HbO' 'HbR'\n",
       "  * channel  (channel) <U4 32B 'S1D1' 'S1D2'"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1200x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# helper function to compare original time series and model prediction\n",
    "def plot_data_to_fit_comparison(ts, pred, stim):\n",
    "    f, ax = p.subplots(2,1, sharex=True, figsize=(12,4))\n",
    "    for i, ch in enumerate(ts.channel.values):\n",
    "        ax[i].plot(ts.time, ts.sel(channel=ch, chromo=\"HbO\"), \"r-\")\n",
    "        ax[i].plot(ts.time, ts.sel(channel=ch, chromo=\"HbR\"), \"b-\")\n",
    "        ax[i].plot(pred.time, pred.sel(channel=ch, chromo=\"HbO\"), \"-\", c=\"#e41a1c\", lw=2)\n",
    "        ax[i].plot(pred.time, pred.sel(channel=ch, chromo=\"HbR\"), \"-\", c=\"#377eb8\", lw=2)\n",
    "        ax[i].set_title(f\"Ch {ch}\")\n",
    "        vbx.plot_stim_markers(ax[i], stim, y=1)\n",
    "    p.tight_layout()\n",
    "\n",
    "# use all regressors of the design matrix to predict the time series\n",
    "pred = glm.predict(ts, betas, dms)\n",
    "display(pred)\n",
    "plot_data_to_fit_comparison(ts, pred, stim)\n",
    "\n",
    "\n",
    "# use only HRF-related regressors, i.e. remove the drift/offset\n",
    "pred = glm.predict(\n",
    "    ts,\n",
    "    # select regressor whose label start with HRF Stim\n",
    "    betas.sel(regressor=betas.regressor.str.startswith(\"HRF Stim\")),\n",
    "    dms\n",
    ")\n",
    "plot_data_to_fit_comparison(ts, pred, stim)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Fitting the GLM - this time using a slightly different model"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In this section, we create a new design matrix that encodes less prior knowledge about the timeseries."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-11-11T09:51:48.068580Z",
     "iopub.status.busy": "2025-11-11T09:51:48.067383Z",
     "iopub.status.idle": "2025-11-11T09:51:48.216981Z",
     "shell.execute_reply": "2025-11-11T09:51:48.216210Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>onset</th>\n",
       "      <th>trial_type</th>\n",
       "      <th>value</th>\n",
       "      <th>duration</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>10</td>\n",
       "      <td>StimA</td>\n",
       "      <td>1.0</td>\n",
       "      <td>10.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>80</td>\n",
       "      <td>StimA</td>\n",
       "      <td>1.0</td>\n",
       "      <td>10.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>150</td>\n",
       "      <td>StimA</td>\n",
       "      <td>1.0</td>\n",
       "      <td>10.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>45</td>\n",
       "      <td>StimB</td>\n",
       "      <td>1.0</td>\n",
       "      <td>10.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>115</td>\n",
       "      <td>StimB</td>\n",
       "      <td>1.0</td>\n",
       "      <td>10.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>185</td>\n",
       "      <td>StimB</td>\n",
       "      <td>1.0</td>\n",
       "      <td>10.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   onset trial_type  value  duration\n",
       "0     10      StimA    1.0      10.0\n",
       "1     80      StimA    1.0      10.0\n",
       "2    150      StimA    1.0      10.0\n",
       "0     45      StimB    1.0      10.0\n",
       "1    115      StimB    1.0      10.0\n",
       "2    185      StimB    1.0      10.0"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\r",
      "  0%|          | 0/2 [00:00<?, ?it/s]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\r",
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       "<div>\n",
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       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th>betas_S1D1</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>channel</th>\n",
       "      <th>chromo</th>\n",
       "      <th>regressor</th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th rowspan=\"6\" valign=\"top\">S1D1</th>\n",
       "      <th rowspan=\"3\" valign=\"top\">HbO</th>\n",
       "      <th>HRF StimA</th>\n",
       "      <td>1.044438</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>HRF StimB</th>\n",
       "      <td>-0.011525</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Drift 0</th>\n",
       "      <td>0.507819</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th rowspan=\"3\" valign=\"top\">HbR</th>\n",
       "      <th>HRF StimA</th>\n",
       "      <td>-0.262474</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>HRF StimB</th>\n",
       "      <td>0.001748</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Drift 0</th>\n",
       "      <td>0.497524</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th rowspan=\"6\" valign=\"top\">S1D2</th>\n",
       "      <th rowspan=\"3\" valign=\"top\">HbO</th>\n",
       "      <th>HRF StimA</th>\n",
       "      <td>-0.006579</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>HRF StimB</th>\n",
       "      <td>0.615720</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Drift 0</th>\n",
       "      <td>0.256606</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th rowspan=\"3\" valign=\"top\">HbR</th>\n",
       "      <th>HRF StimA</th>\n",
       "      <td>0.001459</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>HRF StimB</th>\n",
       "      <td>-0.162930</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Drift 0</th>\n",
       "      <td>0.249916</td>\n",
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       "</div>"
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      "text/plain": [
       "                          betas_S1D1\n",
       "channel chromo regressor            \n",
       "S1D1    HbO    HRF StimA    1.044438\n",
       "               HRF StimB   -0.011525\n",
       "               Drift 0      0.507819\n",
       "        HbR    HRF StimA   -0.262474\n",
       "               HRF StimB    0.001748\n",
       "               Drift 0      0.497524\n",
       "S1D2    HbO    HRF StimA   -0.006579\n",
       "               HRF StimB    0.615720\n",
       "               Drift 0      0.256606\n",
       "        HbR    HRF StimA    0.001459\n",
       "               HRF StimB   -0.162930\n",
       "               Drift 0      0.249916"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# copy the stimulus DataFrame and set all values to 1, i.e.\n",
    "# there is no prior knowledge about amplitude differences between trials\n",
    "stim_other = stim.copy()\n",
    "stim_other[\"value\"] = 1.\n",
    "display(stim_other)\n",
    "\n",
    "# this design matrix also uses Gamma basis functions but \n",
    "# the onset (tau) is delayed and the HRF width (sigma) is longer.\n",
    "dms_other = (\n",
    "    glm.design_matrix.hrf_regressors(\n",
    "        ts, stim, glm.Gamma(tau=1 * units.s, sigma=7 * units.s)\n",
    "    )\n",
    "    & glm.design_matrix.drift_regressors(ts, drift_order=0)\n",
    ")\n",
    "\n",
    "\n",
    "betas = glm.fit(ts, dms_other, noise_model=\"ols\").sm.params\n",
    "\n",
    "# display the fitted betas as a DataFrame\n",
    "display(betas.rename(\"betas_S1D1\").to_dataframe())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
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     "iopub.status.idle": "2025-11-11T09:51:48.901256Z",
     "shell.execute_reply": "2025-11-11T09:51:48.900451Z"
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       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
       "  color: var(--xr-font-color0);\n",
       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
       "  stroke-width: 0.8px;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (time: 2400, channel: 2, chromo: 2)&gt; Size: 77kB\n",
       "0.5078 0.4975 0.2566 0.2499 0.5078 0.4975 ... 0.2499 0.5078 0.4975 0.2566 0.2499\n",
       "Coordinates:\n",
       "  * time     (time) float64 19kB 0.0 0.1 0.2 0.3 0.4 ... 239.6 239.7 239.8 239.9\n",
       "  * chromo   (chromo) &lt;U3 24B &#x27;HbO&#x27; &#x27;HbR&#x27;\n",
       "  * channel  (channel) &lt;U4 32B &#x27;S1D1&#x27; &#x27;S1D2&#x27;</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 2400</li><li><span class='xr-has-index'>channel</span>: 2</li><li><span class='xr-has-index'>chromo</span>: 2</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-20179f06-c14d-45f4-bdef-492e9597850c' class='xr-array-in' type='checkbox' ><label for='section-20179f06-c14d-45f4-bdef-492e9597850c' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.5078 0.4975 0.2566 0.2499 0.5078 ... 0.5078 0.4975 0.2566 0.2499</span></div><div class='xr-array-data'><pre>array([[[0.5078185 , 0.49752391],\n",
       "        [0.2566064 , 0.24991643]],\n",
       "\n",
       "       [[0.5078185 , 0.49752391],\n",
       "        [0.2566064 , 0.24991643]],\n",
       "\n",
       "       [[0.5078185 , 0.49752391],\n",
       "        [0.2566064 , 0.24991643]],\n",
       "\n",
       "       ...,\n",
       "\n",
       "       [[0.5078185 , 0.49752391],\n",
       "        [0.2566064 , 0.24991643]],\n",
       "\n",
       "       [[0.5078185 , 0.49752391],\n",
       "        [0.2566064 , 0.24991643]],\n",
       "\n",
       "       [[0.5078185 , 0.49752391],\n",
       "        [0.2566064 , 0.24991643]]], shape=(2400, 2, 2))</pre></div></div></li><li class='xr-section-item'><input id='section-aa0bade5-dddd-4665-8f37-a48161cbb7a8' class='xr-section-summary-in' type='checkbox'  checked><label for='section-aa0bade5-dddd-4665-8f37-a48161cbb7a8' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.1 0.2 ... 239.7 239.8 239.9</div><input id='attrs-b5604108-03b6-419d-bac7-2a8fd2cfc29c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b5604108-03b6-419d-bac7-2a8fd2cfc29c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-67839751-85be-489b-88ea-0a6b5dca6e55' class='xr-var-data-in' type='checkbox'><label for='data-67839751-85be-489b-88ea-0a6b5dca6e55' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.000e+00, 1.000e-01, 2.000e-01, ..., 2.397e+02, 2.398e+02, 2.399e+02],\n",
       "      shape=(2400,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>chromo</span></div><div class='xr-var-dims'>(chromo)</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;HbO&#x27; &#x27;HbR&#x27;</div><input id='attrs-946c13aa-4579-423a-bb44-f63d8c4d5bb3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-946c13aa-4579-423a-bb44-f63d8c4d5bb3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-745b62a3-1399-465e-9de7-424dee02e294' class='xr-var-data-in' type='checkbox'><label for='data-745b62a3-1399-465e-9de7-424dee02e294' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;HbO&#x27;, &#x27;HbR&#x27;], dtype=&#x27;&lt;U3&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>channel</span></div><div class='xr-var-dims'>(channel)</div><div class='xr-var-dtype'>&lt;U4</div><div class='xr-var-preview xr-preview'>&#x27;S1D1&#x27; &#x27;S1D2&#x27;</div><input id='attrs-a2962c06-4011-45fe-ac46-16fd382b5a21' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a2962c06-4011-45fe-ac46-16fd382b5a21' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c84e20f0-832b-4422-93bb-7507cdd57849' class='xr-var-data-in' type='checkbox'><label for='data-c84e20f0-832b-4422-93bb-7507cdd57849' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;S1D1&#x27;, &#x27;S1D2&#x27;], dtype=&#x27;&lt;U4&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-6796891a-3596-4ad0-8415-bb843ba13bbe' class='xr-section-summary-in' type='checkbox'  ><label for='section-6796891a-3596-4ad0-8415-bb843ba13bbe' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-316568cb-eb8c-43ab-b685-f7c87de67a8c' class='xr-index-data-in' type='checkbox'/><label for='index-316568cb-eb8c-43ab-b685-f7c87de67a8c' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  0.0,   0.1,   0.2,   0.3,   0.4,   0.5,   0.6,   0.7,   0.8,   0.9,\n",
       "       ...\n",
       "       239.0, 239.1, 239.2, 239.3, 239.4, 239.5, 239.6, 239.7, 239.8, 239.9],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;time&#x27;, length=2400))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>chromo</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-fbe03de8-571c-4a07-8073-b628fc880662' class='xr-index-data-in' type='checkbox'/><label for='index-fbe03de8-571c-4a07-8073-b628fc880662' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;HbO&#x27;, &#x27;HbR&#x27;], dtype=&#x27;object&#x27;, name=&#x27;chromo&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>channel</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-4f2fd5c8-5689-4056-b2d2-5f1f18169cb5' class='xr-index-data-in' type='checkbox'/><label for='index-4f2fd5c8-5689-4056-b2d2-5f1f18169cb5' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;S1D1&#x27;, &#x27;S1D2&#x27;], dtype=&#x27;object&#x27;, name=&#x27;channel&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-59ef3708-e81e-4610-ab56-d939582af41a' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-59ef3708-e81e-4610-ab56-d939582af41a' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (time: 2400, channel: 2, chromo: 2)> Size: 77kB\n",
       "0.5078 0.4975 0.2566 0.2499 0.5078 0.4975 ... 0.2499 0.5078 0.4975 0.2566 0.2499\n",
       "Coordinates:\n",
       "  * time     (time) float64 19kB 0.0 0.1 0.2 0.3 0.4 ... 239.6 239.7 239.8 239.9\n",
       "  * chromo   (chromo) <U3 24B 'HbO' 'HbR'\n",
       "  * channel  (channel) <U4 32B 'S1D1' 'S1D2'"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "pred = glm.predict(ts, betas, dms_other)\n",
    "display(pred)\n",
    "plot_data_to_fit_comparison(ts, pred, stim_other)\n",
    "\n",
    "\n",
    "pred = glm.predict(\n",
    "    ts,\n",
    "    betas.sel(regressor=betas.regressor.str.startswith(\"HRF Stim\")),\n",
    "    dms_other\n",
    ")\n",
    "plot_data_to_fit_comparison(ts, pred, stim_other)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Creating a new, more complicated time series"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In this section, we'll build a more complicated simulated HRF, following the same steps as in the first part of this notebook. The only thing we do differently is pass a different basis function (`RandomGaussianSum`) to `glm.design_matrix.hrf_regressors`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-11-11T09:51:48.903476Z",
     "iopub.status.busy": "2025-11-11T09:51:48.903271Z",
     "iopub.status.idle": "2025-11-11T09:51:49.716716Z",
     "shell.execute_reply": "2025-11-11T09:51:49.713438Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "\n",
    "fs = 10.0 * cedalion.units.Hz # sampling rate\n",
    "T = 240 * cedalion.units.s # time series length\n",
    "channel = [\"S1D1\", \"S1D2\"] # two channels\n",
    "chromo = [\"HbO\", \"HbR\"] # two chromophores\n",
    "nsample = int(T * fs)  # number of samples\n",
    "\n",
    "# create a NDTimeSeries that contains normal distributed noise\n",
    "ts = cdc.build_timeseries(\n",
    "    np.random.normal(0, 0.05, (nsample, len(channel), len(chromo))),\n",
    "    dims=[\"time\", \"channel\", \"chromo\"],\n",
    "    time=np.arange(nsample) / fs,\n",
    "    channel=channel,\n",
    "    value_units=units.uM,\n",
    "    time_units=units.s,\n",
    "    other_coords={\"chromo\": chromo},\n",
    ")\n",
    "\n",
    "# Create a design matrix with a random Gaussian sum HRF\n",
    "dms = (\n",
    "    glm.design_matrix.hrf_regressors(\n",
    "        ts, stim, RandomGaussianSum(\n",
    "    t_start=0 * units.s,\n",
    "    t_end=30 * units.s,\n",
    "    t_delta=2 * units.s,\n",
    "    t_std=3 * units.s,\n",
    "    seed=22,\n",
    ")\n",
    "    )\n",
    "    & glm.design_matrix.drift_regressors(ts, drift_order=0)\n",
    ")\n",
    "\n",
    "dm = dms.common # there are no channel-wise regressors in this example\n",
    "\n",
    "# For this simulated example we again want the HbR regressors to be \n",
    "# inverted and smaller in amplitude than their HbO counterparts.\n",
    "dm.loc[:, [\"HRF StimA\", \"HRF StimB\"], \"HbR\"] *= -0.25\n",
    "\n",
    "# define offsets and scaling factors\n",
    "SCALE_STIMA = 1.25\n",
    "OFFSET_STIMA = 0.5\n",
    "SCALE_STIMB = 0.75\n",
    "OFFSET_STIMB = 0.25\n",
    "\n",
    "# add scaled regressor and offsets to time series, which up to now contains only noise\n",
    "ts.loc[:, \"S1D1\", :] += (\n",
    "    SCALE_STIMA * dm.sel(regressor=\"HRF StimA\").pint.quantify(\"uM\")\n",
    "    + OFFSET_STIMA * cedalion.units.uM\n",
    ")\n",
    "ts.loc[:, \"S1D2\", :] += (\n",
    "    SCALE_STIMB * dm.sel(regressor=\"HRF StimB\").pint.quantify(\"uM\")\n",
    "    + OFFSET_STIMB * cedalion.units.uM\n",
    ")\n",
    "\n",
    "# plot original regressors for StimA and StimB\n",
    "f, ax = p.subplots(1, 2, sharex=True, sharey=True, figsize=(12,3))\n",
    "for i, reg in enumerate([\"HRF StimA\", \"HRF StimB\"]):\n",
    "    ax[i].plot(dm.time, dm.sel(regressor=reg, chromo=\"HbO\"), \"r-\")\n",
    "    ax[i].plot(dm.time, dm.sel(regressor=reg, chromo=\"HbR\"), \"b-\")\n",
    "    ax[i].set_title(f\"Reg {reg}\")\n",
    "    vbx.plot_stim_markers(ax[i], stim, y=1)\n",
    "    ax[i].grid(True)\n",
    "p.tight_layout()\n",
    "\n",
    "# plot the resulting time series\n",
    "f, ax = p.subplots(1, 2, sharex=True, sharey=True, figsize=(12,3))\n",
    "for i, ch in enumerate(ts.channel.values):\n",
    "    ax[i].plot(ts.time, ts.sel(channel=ch, chromo=\"HbO\"), \"r-\")\n",
    "    ax[i].plot(ts.time, ts.sel(channel=ch, chromo=\"HbR\"), \"b-\")\n",
    "    ax[i].set_title(f\"Ch {ch}\")\n",
    "    ax[i].grid(True)\n",
    "    vbx.plot_stim_markers(ax[i], stim, y=1)\n",
    "p.tight_layout()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Fitting the GLM - Uncertainty"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The aim of this section is to showcase some uncertainty measurements of the GLM fit that are accessible through statsmodels. First, we'll create a simple design matrix using gamma basis functions, following the same steps as in the previous sections."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-11-11T09:51:49.721342Z",
     "iopub.status.busy": "2025-11-11T09:51:49.720992Z",
     "iopub.status.idle": "2025-11-11T09:51:50.543026Z",
     "shell.execute_reply": "2025-11-11T09:51:50.542433Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x500 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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tzTyohHSCtp4QQgixiQCXFmL77befmgQR1vL4+uuvV883b94cEePC6NGj8fzzz+ONN97ApEmT8Mtf/hK33347W5D1Qgqaa1HYUoeww4nQ6BlAqVGQZ/uKXO8aISof9ZNmXYDvP6wcu/cvVY9XbqMAJ6QztPWEEEKITULQZ86c2WMbrwceeKDLshkzZmDx4sXJ7x3JK0oM73dT1Qi4pf1YzTigeStQtwIYOjnXu0f6OBvbge0BB9zQMHFQKXbvX4LXvgK+qaUAJ6QztPWEEEJIZrBh2UOSrxRvX6PmjdWj9AVVxrxhfQ73ihCd5c36wOHu3hC8bidG9NOLzmyqb+MhIoQQQgghWYECnFhG0U5dgDdVDtMXlA/R542beJRJzvmmRRfgY7whNR9crleN3dLYntP9IoQQQgghfQcKcGIZRTvXqnkzBTixsQAXD7gwyOj/vbmBApwQQgghhGQHCnBiCY6QH4UNG9Xj5oqh+sJyY96oLyfEVh5wQ4BLGzJ/MJzTfSOEEEIIIX0DCnBiCd7GzXBoYQQ9xWgvrtYXMgSd2AQpHLm6NdYDXl1SgAKXE1JTsraJXnBCCCGEEJJ5KMCJJXgbt6h5e9lAwKG3ekLZYH3euh0IUOCQ3FHnB9rD8oOnYYhH93Y7HA4MrPCqx1sYhk4IIYQQQrIABTixBG/T1g4BblJUBTg9+uPWOh5pkjM2tuve74EFgMcYHxJqSnUBXtfsz9WuEUIIIYSQPgQFOLEEb5PhAS+NEuDiCS/u1+EFJyRHbGzTBfhQXW9H6FdSoOY7WynACSGEEEJI5qEAJ9YK8LIBsX+gACc2YKORATHEqwtxk6piXYDvaKEAJ4QQQgghmYcCnFgbgl7aWYAbBdla6AEnuQ9B7+wBl0Jswk4KcEIIIYQQkgUowIklFDTHyQEXSmr0OUPQiS0EeCcPuCHA6QEnhBBCCCHZgAKcpH8R+VvhaW9Uj31dPODMASe5Z0Nbzx7wHcwBJ4QQQgghWYACnKRNQYte4TxYUIJQQXE3ApxV0EnueoBv9emPB3XygFcbOeAMQSeEEEIIIdmAApykjccILw+YYjuaYoagk9zSHNJ7gAv9ja54XULQ6QEnhBBCCCFZgAKcpE1B6041DxRXdf2jWYStdQePNMkJdYb3u9QFFLm6K8IWyMGeEUIIIYSQvgYFOEkbjyGu/abYjsb0ihth6oRkm21+Pey8plP+d7QAb/YF4QuGsr1rhBBCCCGkj0EBTiwT4IF4ArzI8Iq31/NIk5wK8P4Fji5/K/O64TAWN7TRC04IIYQQQjILBTjJrAAvrNDnRpV0QrLNNiMEvSaOAHc6HUqEC03twWzvGiGEEEII6WNQgBPrBLjp7Y4nwAMtQIgeRpJDD3icEHShrFCvzNZIDzghhBBCCMkwFOAkbTxtO7uvgu4t73jsa+LRJlmnzt+9B1woLzIEOD3ghBBCCCEkw1CAk7QpMIuwlcQJQXe5AU+J/ph54CQHbPOZOeDx/15WaIagM0KDEEIIIYRkFgpwkhaOkB9uw7MdNwQ9Jg+8gUeb5MwDHq8Im1AeCUFnDjghhBBCCMksFOAkLdxtuqgOO10Iecvir8RCbCSH7DBywPt14wEvL9I94I30gBNCCCGEkAxDAU7Swu3Tq5sHJdfb7OfUmUIjD5wecJJlNE1Dg+HYrvT07AFnCDohsdx5550YPXo0CgsLMXnyZLz99ts9HqKHH34Y++67L4qLizF48GCcd9552L59Ow8rIYQQEgUFOEkLT5shwE2R3ZMH3BDrhGSL5hAQ1B3gqNR1dhfKjRxwhqAT0sGjjz6KefPm4dprr8WSJUswffp0zJkzB+vWrYt7mN555x2ce+65uOCCC7B06VI89thj+Oijj3DhhRfysBJCCCFRUIATizzg3YSfR1dCpwecZJl6o65aoRModDl6bENGDzghHdx6661KTIuAnjBhAm677TYMHz4cd911V9zD9P7772PUqFH48Y9/rLzmhx56KH7wgx/g448/5mElhBBCoqAAJ2nhbk/CA26sS0i2qA9oPXq/Y3PAWYSNEMHv92PRokWYNWtWzAGR5wsXLox7kKZNm4YNGzbg+eefV6kfW7duxX//+18ce+yx3R5Un8+HxsbGmIkQQgjp7VCAE2s84AkJcFZBJ7nxgHeX/x1bBZ1tyAgR6urqEAqFMHDgwJgDIs+3bNnSrQCXHPAzzzwTBQUFGDRoECorK3HHHXd0e1Dnz5+PioqKyCQedkIIIaS3QwFOrPGAm2Hm8WARNmJjD3hHCDo94IRE4+hUWFM8252XmXz55Zcq/Pz6669X3vMXX3wRq1evxkUXXdTtQb366qvR0NAQmdavX88TQAghpNejx14SkuoF1K73AGcRNpK3HnC2ISMkhpqaGrhcri7e7tra2i5e8Whv9iGHHIIrr7xSPd9nn31QUlKiirf96le/UlXRO+P1etVECCGE9CXoAScWhaCzCBuxrwe8IgEPOEPQCdGREHJpO7ZgwYKYQyLPJdQ8Hq2trXA6Y28pRMSbnnNCCCGEpCHA2RuUJBeCXqnP2+t54EhuPOA9xPqYbcha/CEEQ+Es7Rkh9ubyyy/HPffcg/vuuw/Lli3DZZddplqQmSHlEj4ubcdMjj/+eDzxxBOqSvqqVavw7rvvqpD0Aw88EEOGDMnhJyGEEELyXICzNyhJugq6t1Sf+1t48IjtQtBLvB3qvDUQysZuEWJ7pJiatB67+eabMWnSJLz11luqwvnIkSPV3zdv3hzTE3zu3Lmqddmf//xnTJw4EaeffjrGjx+vRDkhhBBC0sgBj+4NKoiBfumll9Sot+SA9dQbVJD+oNIb9JZbbkn2rYkNcfsSyAEvMAS4rzlLe0VI4kXYvG4n3E4HgmENLb5gpCo6IX2diy++WE3xeOCBB7osu/TSS9VECCGEEIs84NnqDUryhHAILkNU9xiCHvGAU4CT7FIf3LUHXKo6m15wEeC9AUf9OqB5W653gxBCCCGEpCPAs9Ub1OfzobGxMWYi9sPta4YDuocx5O2hCFuB8bdAqxLthNjJAy6UGgK82Zf/1+egNe+j6M5pwB/3BNa+l+vdIYQQQggh6RZhy3RvUAllr6ioiEzDhw9PZTdJtiqgFxRDc/WQzVBQ0vGYXnBisxxwobjA1Ts84OEQ9lj0Lzi0MBDyA28x1YcQQgghJG8FeLq9QaUv6OzZs1UVdamsKkVc4iHVVRsaGiLT+vXrk9lNkuUe4CHTw93til7AaQh0FmIjWSIQ1tBqOLR7akMm9JYQ9MotX6C4pa5jweq3AaNQIiGEEEIIyTMBnq3eoF6vF+Xl5TETsR8uQ0wHvVEe7nhIdAQLsZEs0xylpcv0n5xdhqC3+PNbgFev+0jNA/ucAVSNBsIBYMOHud4tQgghhBCSagg6e4OSzgI8FB1i3h1mjrhf95oTkmmaDC1d7IKqct4TJV5Xr8gB77deF+ChsbOBofvrCzd/ltudIoQQQgghqbchk2Jq27dvV71BJYRc+n3uqjdoU1OT6g3605/+VBVgO+KII/Db3/422bcmthXgRpXznjBFOluRkSzRFNQjbMoS+JUrKcj/EHRP6w4UNW6GBgdCow8FGjYAXzwObKEAJ4QQQgjJWwEusDcoSdoDbop05oCTLHvAS909e7+jc8Bb81iAl279Us2bKofBJREnNeP0P+xYldsdI4QQQggh6VVBJ0RwJxWCzl7gJLs0hRLL/44W4Pkcgl66dZma1/cfoy+oHq3Pd6yRghs53DNCCCGEEJKWB5yQpIqwCZEibMwBJ9mhyegBXraLCuhCqZEDnmwIeigUQiBg9DqzAF/AB1fIpbd1TFIzexrr0V46HDsH7o/Sdh9cRYOBUqOFY/1WoKjSsv3sK3g8nkjRUEIIIX0Tq219uvZecIQc6vU+sfch2ql8s/UU4CTLIejNPOIkyx7wXYegFxs54M0JVkGXDg7SjrG+vh5WEtbC6B8aAIf8E6OcBLXjf4Bt48LQiiqxef1mOB1OYPqfgHAQ2LAVcO+0dF/7ClK3ZNCgQUmfD0IIIflNpmx9uvZe8GgFKEFph70neWXrKcBJyriMgmrJhaDrop2QbLUhS6QIW2mSOeCmQR4wYACKi4st+8EOhUNoDbbACReS22IYxfVh9aipYiiKPaVwOV2AaO5AG1A+CCissGQf+9KNl7TRrK2tVc8HDx6c610ihBCSRTJl69Oz9zriNA8jhGJ3iW7vSV7Zegpwkl0POKugkyxXQS9NpAq62Qc8gRxwCUUzDXK/fv3S39HobYdDCAYCcDpccCZhkp2BNhS6HQg73Sgo9KLQU6gbZG8hoLUDUoiusNDSfe0LFBUVqbkYZjnfDEcnhJC+QSZtfTr23iQMDWEt1GHvSV7ZesYskJRx+1vVPJiUB5w54CS7VdDLE6qCbvYB37UH3MwDk9Fwu+AM+dU87CqI/YPLSIAPW5u71pcwz7PV+X+EEELsix1tPek9tp4CnGTJA16mz+kBJzb0gJsh6C0J5oALdsoJdgYNAe7uJMCdhgAPUTymip3OMyGEkOxCG9A3cGTZ1lOAk5RxGQXVEhPgxjrMASdZ9oAnkgNuFmFLJATdjjh25QGnACeEEEIIsQUU4CQ1tDBcRgg6+4ATOwvw0gRC0CMe8CTbkNkFpxFiHjYFd5cQ9Pz8XNEj00899VSud4MQQgghGcTRR+w9BThJ7cIJtMFhNC4MmvndCYWgMwecZDcEvTyhImx6DnhbIIRQOIWGnDnGEdIFthRhi8F8Hgpg7ty5OOmkk7q89o033lAGz2yzYj43Jyk+c8QRR+Ddd9+Ned2NN94Ys545vfLKK93u5+OPP46DDjoIFRUVKCsrw1577YWf/vSnMducNGlSl9dt3rwZc+bMgRVs2LABBQUF2GOPPSzZHiGEEGInaO/tb+8pwElKuI1Qcrnh1zqHvfZYhI19wIn92pCZVdCTzQO3A45wSA2GybCB1lmAmx5wLSS9NpLa7tdff62Erwjy/v3749hjj4206TARAS3rRE+HHXZY3O2JMD/rrLNw2mmn4cMPP8SiRYvwf//3f/D79fD5npDenF6vF1bwwAMP4IwzzlBtRzoPKhBCCCF9Ddr77EMBTlLC5YsqwJZI4QLmgJMs93VMJgTd63bC5dTXa82zPHCHEX6uxHfn76JDPPvGMk3vE54o0opDhO/ee++NX/ziF2hoaMAHH3wQs47b7VbrRE8y2hyPZ599FoceeiiuvPJKjB8/HuPGjVMe+TvuuCMijG+66SZ8+umnEW+6LOsckrZmzRr1/D//+Q+mT5+u2occcMABWL58OT766CNMmTIFpaWlOProo7Ft27Yu18X999+Pc845B2effTbuvffepI4JIYQQ0tugvc8+7ANOMl8BXWAfcJJFfGEgoCXuARdBV1LgQmN7MKFWZJ1FnYSuW9UXtDUQgowFJNIXtMjjhMMosKZ1zv8WRJCLMFciPbXQevEUi2gVPJ4475EgIs7/9a9/4YsvvsDEiRO7/P3MM89Uf3vxxRcjYewSqt4dN9xwA2677TaMGDEC559/Pr797W+jvLwcf/rTn1Q7EfFyX3/99bjrrrsir3n99dfV5/nWt76FYcOGqXB4WV/C4QkhhBA72ntl67NQpZv2PntQgJPsCHCvcYMbaAHCYcDJ4AuSOUzvt5irEj29O6FCbCLAky3EJsZ4z+tfQi746BeHosIQ4GGz5VhnTAGuacoLLd7haEKh+DcTIlBNgyw3HZMnT8aRRx4Zs87nn38es70999xThZfH49JLL8Xbb7+tPOojR47EwQcfjFmzZuE73/mOCi8XT7Zsy/Sq74orrrgCs2fPVo9/8pOfKAH+6quv4pBDDlHLLrjggogH3UQ83hIG73K5VPj8mDFj8Oijj+LCCy/c5fsRQgjp2+TK3outLy5I8GbGgPb+XlvbewpwkhKugFkBXW9cn7AH3MwDLyznkScZo8XQlMUuwJngqHFJnlZCj4Sgu7r5OXcaRlsL4/DDD4/xCAsSVv7d7363y8tELJeUlGDJkiX4+c9/rsRsZw+4hJI/88wzkec95WnLtp577jmsXLlSeaLff/99VYBNPNDvvfee8lonwz777BN5PHDgQDUXcR+9LDpnXYrMPfHEE3jnnXciy+Rz33fffbYxyIQQQogV0N4/YWt7TwFOUsIVaFfzkKcowSvNa3jighTgJOO0hvRw60S930KxIcCTDUEv8rjw5c26J9aKkLTmQDOcDlfiIejt+miD1pMHXK2gKREso8Cdq4TGY/To0aisrFS52u3t7Tj55JNViHi0yJZ8787b2xW77767msQIXnvttWr7Mip93nnnJbWd6MEAMzSv87KwRNsYSPi7fA4JOzcRz76s8+WXXyrvPYnlzjvvxO9+9ztVXE88CBLyL3n33eHz+XDzzTfjoYcewpYtW1QUhZxjSREghJB8J1f2Xmx9stDet9va3jMOmKR24Rge8HCiAlxukCOF2PTXEpIpWgwNXZzEEGNpVCuyZBChV1zgtnByJTypYmVGj2/N9HR3JlIZPfX2alK0TAyXCDIrGTVqlPJ8t7S0RAR9dyHx6SLh5+Jx/+STTyKTFHwTL4GMipNYZFBk3rx5SkBLFIQIb2kFt27dum4PleTdSxqAHGupqvvII4/Ysv0LIYSkQq7sfTbyv01o77MDPeAkJVyBNjUPuQsTf5GEobc3sBUZyTitkRD0xI2WGEOhJe+qoJsC3L0LD3hyVdBjNuF0KjH2q1/9Cj/4wQ+SDhc3e3xLPvkxxxyjcsAlJPz2229HIBDAUUcdFRHkq1evVuJYvKdSHM2K9mOyvcWLF+Phhx/uIggld1xE5vz589MqMtfbuPXWW1UevRmuJ97vl156SaUwyLHqjBTPe/PNN7Fq1SpUV1dHzichhJD8gfY+O9ADTlK7cIwQ9IQ94ELEA85e4CQ7IeiSA54oUgVdvTYP+4D3LMDNHPDUPeCChBGLWP7zn/+c0utnzJihxNm5556rRLB4UyVM+eWXX1a55MKpp56q2oeJV1p6j4sH1QrEIyshZ/G8sdIKbceOHfjf//5nyXv1BqQ3u/RplyJ50cjzhQsXxn2N1AKQFnC33HILhg4dqlILpFBeW5s+WNtdyHpjY2PMRAghJLfQ3mceesBJeh7wlAS4Hm5KSOY94JnPAc+1+BYfvxYJQY8jsg1h/sAd84GasV3+PHPmTJUb1d3z6HwyEarRHm2ZEkVEtUw9Id7u//73v12WR++PeFU771+8fZ47d66aBLPXeDxE6AeD+XPOs0FdXZ1KBTCL25nIcxk0iYcMrkjBm8LCQjz55JNqGxdffLG6ZroL8RdPuvR+J4QQYh2dO4CY0N73t429pwecpIQrmIoAL+0VHnC5z19W24KGNr36NOkdIegdHvBQ/oWfO3oYaTA944annJCEr69OeYcyyNFdLqLUCJC/SZj/gQceqFINJIxdbgS784JfffXVaGhoiEzr16/nySGEENLroQAnaYagF/Y5D/j8rcU49p7FmPG717F+BwvK9RoPeCQH3B6jo5bkf0eHoBvrErIrampqVO/Uzt5uaevW2StuMnjwYBV6XlFREVk2YcIEJdq7q7QvEQ/l5eUxEyGEENLboQAnWQxBL817Ab6sBfjXTn3Qob41gLveXJnrXSIWtSErNULQ88sDbuZ/0wNOrEOq0U+ePBkLFiyIWS7Pp02bFvc1hxxyCDZt2oTm5o4Ip+XLl6uCPlJQjxBCCCE6FOAkJZyGAA+7+1YRtv/W6l+ZqiJdrD332WYEQ6lXlyZ2ygF39VIPuPm3MMPQScJcfvnluOeee1T+9rJly3DZZZepFmQXXXRRJHxcCuqZnH322ejXr5/q5y59Vt966y1ceeWVqphPUVESdoIQQgjp5VCAk5RwGSHooaRC0PPbA+4Pa3hxu57/+Pvjx6PM61Z54F9tacr1rhFLcsDz2QPegwB3yM+8cRyYB04S5Mwzz1Stx26++WZMmjRJCernn39etZATNm/eHNMTvLS0VHnIpb2cVEP/zne+g+OPP161miOEEEJIB6yCTlLCaRRhS60NWX4K8E8aNNQHHah2hTF9tyrsN7IKby3fhkVrd2Li0I68R5KvOeCGB9yfhx5wVw8fVIpmSYi6rKvlz+ACyT1SxVymRKvsSpu3zmHrhBBCCImFHnCS/TZkvvwMQX9vpx5qPrUkALfTgX0M0U0PuP1oSaUPuJkD7svHKui7GEs1q6TTA04IIYQQklMowElqF05afcDzVIDv0EXdwSV6+7GxA/WQ+m9qGYJuN1oNJ3aJ25G0Bzyv+oBrCRRhE8y/0wNOCCGEEJJTKMBJ8oRDcAV9+sM+UgXdF9KwtEkX4AcW6wJtzAD98yzf2qxa7ZD8DkGPeMDzKAQd4XBiApwecEIIIYQQW0ABTpK/aAzxnboHPP8E+NctGoIaUOXWMMSji57d+5eq9FopxFbX7M/1LpI4bchSywHPoxB006NtCuxe6gF3OBx46qmncr0bhBBCCMkgjj5i7ynAScr535rDCc1VkPgLvfnrAV/aqAu6PUs0JbqFQo8Lg8r1KvAbdrbmcveIBR5wsw+4PxhGIB9ay2lhs7Y5NOcufsqdLsyddwNOOvOcLn964403lMGT6tXRz81JWksdccQRePfdd2Ned+ONN8asZ06vvPJKt7vx+OOP46CDDkJFRQXKysqw11574ac//WnMNqXidmek4vacOXOQDp33V/Zh+vTpePPNN9PaLiGEEGIn5s6di5NOOqnLctr7N5HXAvzOO+/E6NGjUVhYiMmTJ+Ptt9/ucX2fz4drr71WtS/xer3YfffdVW9Rkp84g1EtyEw1mlQIev7lgH9phJ/vaTjxTYZW6hEAm+r1Y0Lytw1ZsdGGTL0+D7zgHQXYotqMdbuy6QFPfPtff/21Er5isPv3749jjz0WtbW1MeuIgJZ1oqfDDjss7vZEmJ911lk47bTT8OGHH2LRokX4v//7P/j9u44eGTRokLId6RK9v++99x7Gjh2L4447Dg0NDWlvmxBCCMlHaO/zQIA/+uijmDdvnhLUS5YsUR4E8UxE9wPtzBlnnIFXX30V9957rzrJjzzyiGpXQvLbAx52JxF+nuch6Gb+t3jAoxkSEeD6MSG5R/LxU/GAF7id8BiCPR/ywB2akf+9q/BzIZIjnrgCHzBggBK+e++9N37xi18okfrBBx/ErON2u9U60VNBQfyomGeffRaHHnoorrzySowfPx7jxo1TI/R33HFHpK3VTTfdhE8//TTipTZbXUWHpK1Zs0Y9/89//qPsT1FREQ444AAsX74cH330kepBLT2pjz76aGzbtq3b/d1zzz3V+zU3N6vXEkIIIX0R2vs86AN+66234oILLsCFF16ont9222146aWXcNddd2H+/Pld1n/xxRdViN+qVatQXV2tlo0aNcqKfSf5VAE9j6ughzUNK1t14TJeBHhHCjyGVunHYCMFuG1oD3fIzGQEuFq/wK1y+luSaUUmBfgCFqUgSJsw2ZYS1T17tR0ykKVpuy7AFpMDnnyxwNbWVtx///3qscfjQaqI6P3Xv/6FL774AhMnTuzy9zPPPFP9TWyGGcYuYeLdccMNNyj7M2LECJx//vn49re/jfLycvzpT39CcXGxGvi9/vrrlW3qLjJLBH5lZaUaECCEEELsaO8h99vJRJymCO29TQW4hApK2OBVV10Vs3zWrFlYuHBh3Nc888wzyiNxyy234J///CdKSkpwwgkn4Je//KXyXJA89oBLCHoymCHo8oMjPzyJCAcbsLkd8IcBjwMYKlGwvq4e8N4mwB3bvwFKBwOlA5BvmN5voSjJS6ykwKUEeFIecLmefz0EViC7273kjMN5L0AzB7Z6wvCSP/vya8o7HE0oFH+wYdiwYRGDLFEFkm505JFHxqzz+eefx2xPvMoSXh6PSy+9VKUriUdd0pEOPvhgZTu+853vqPBysQeyLdNLvSuuuOIKzJ49Wz3+yU9+ogS4RFodcsghapkMFJse9Hj7K59L8tAlqkuEOyGEEGJHe99yxQqgoDip7UvUGe19qW3tfVICvK6uTt2sDRw4MGa5PN+yZUvc14jn+5133lH54k8++aTaxsUXX4wdO3Z0mwcungmZTBobG5PZTZJhnIH29Dzg5o+Ytwz5wBrD+z2iCJC20tE+xKGV+iDExp29R4CPX/xvFH/xDOApAc5/ERi8D/KJ6PBzZ5IjxsVGIbZ86gWejAf88EMOwl33PhjzJwkr/+53v9vlJSKWZcBUUo1+/vOfKzHb2QMunmMZZDXpKU9btvXcc89h5cqVeP311/H++++rAmzisZZ8bPFaJ8M++3Rcl6ZNEnEfvaxzznr0/jY1NSljfPrpp6v9kYFiQgghpDdw+OGHd4kAo70/3Tb2PukQdEHy76IR70jnZSbhcFj97eGHH46EE0oYuxTi+ctf/hLXCy6h7JKbR+zuAU9SgLulaJtTVW9WeeD5IsDbdMk9qrjrNW56wDc39A4BXrJ9NXYX8S0EWoDXfgl85zH09hZk0R5wtY1kQtA9xcA1m2AFoXAIzYFmOB0uOHcRkuZprUOBDIYlIsAND3hJcSHGjBkT86cNGzbEfYkU2pTwbMnVbm9vx8knn6xCxKNFtuR7d97erpAinDJJGpPUEpHtixA+77zzktpO9GCAaX86LxP7E03n/d1vv/1UbrmEsj/00ENJvT8hhJA+Ro7svQpBTxIZ9Ka9H2Nbe59UEbaamhq4XK4u3m7xMnT2ipsMHjwYQ4cOjcnlmzBhghLt3d34XX311argjzmtX78+md0kGcYVNHLAky3CJjfJkUro+VOIbXVr9wJ8QJnuAd/ZGsiP1lW7YMiy59U8NNDI0f3mFaB1B/KJVAqwda6E3pJMCLq6rkssnIoTmhxur3rvpIqwpZADLpxzzjlKzEoHDCuReiDi+W5paYkI5O5C4jOF2LS2tt4xgEYIISSD5MjeZyP/24T23oYCXG6OJA9wwYIFMcvl+bRp0+K+RvLxNm3apCrNmkjFWafTGckx7Ix4WCRGP3oi9ivClnQOeJ62IlvTgwCvLPLA5dSXb2/edTslu6cW9F/1lnrsP+omYMBeerTCyteQT7QGk29BZlJihKDnRxsyfR+TKsImCRQpiHD5vZbuF7/5zW9ULlWqfbh/9rOfqbZmq1evVqHtUjwtEAjgqKOOighy+dsnn3yi0pWiU5GsIBgMqgFkmVasWIFf/epX+PLLL3HiiSda+j6EEEJIPkJ7b9M2ZJdffjnuuecelb+9bNkyXHbZZaoF2UUXXRTxXp977rmR9c8++2z069dPhRfKjc5bb72l2tDIjReLsOUnrlRzwPO0FdnaHgS40+lATanedmlbk7ViIduUb1wCd6ANbSU1CI84GBilF7PCxsXIJ1rS8ICXePUXteRBDrjDCK9OSIBHe8mN9mXJYorlP//5zym9fsaMGaomiNgHaUMp7StFCL/88suRKuSnnnqqah8muWvSe1xaVlrJ0qVLVVSWTJMmTVKtzCRHLtpmEUIIIX0Z2nsb5oBLq5jt27fj5ptvxubNm1U7meeff15VtRVkWXRPcKnAJx5yqYArSe8ixqU9jHgeSL57wNMQ4L7mvGlBttXQ1UMKHUAc7VJT6sXWRh/qmvNbgFeu03s8bx22H/pLuNPgSfofNn+CvpIDboag54UHXDM84ImEoDuceOC2mw0PuLyu4zUzZ85UKUHdPY/OJ5PimdEebZkSRUS1TD0h0U///e9/uyyP3h/xknfev3j7PHfuXDWlur+EEEJIPtK5A4gJ7b19SKkIm1QxlynRky7ejs5h6yT/i7CF+kAIep0fCGh6qMgAcXTrzv8uAlzYlucCvGL9IjXfJgJcHgwxBfhnUk1R3P3o7TngZhG2pHLAc0UkBD2B8yIDKqoAYkh/XX50ACSEEEII6XXkxx01sWUbsnAfCEHf3K571QZ4AbeR692Z/mXevA9B97Rsh7d5KzSHEzsG6OHAqBkPON2AvwlosqbqZ3YFePI54GYbsrwIQTdDyRPxgAtmqLoh3AkhhBBCSPahACfZq4KehwJ8i6GpB0v4eTeYHvB8DkEv3bpMzVuqRnTk9rvcQKWeWoLtK5EvZL0NWU7Q4DA60sugSUJEKqHb/bMRQgghhPReKMBJ8hdNJAQ9HQHenFce8EHengR4/hdhK63VBXhTf8P7bdLP6KG4I58EOFLPATc94HYPQTcLsMl/iQpw01NODzghhBBCSM6gACcp54Cn14YsPzzgmwwBPriHj2qGoOezB7zE8IA3muHnJv12z0MPeBptyEwPuM2LsHWEnyfxE04POCGEEEJIzqEAJ2kUYUvBA+7NLwG+xWcI8B484P3NImz56gHXNBTvWK0eNtcYgtukejd9bvw9H2gx+4CnUGKyJE9ywDsqoCfxE04POCGEEEJIzqEAJ7lpQ5Y3Iei7zgGvNkLQd7T4kY94WrfD7W9RYq61YljsH83njRvQN3LA86QNmeEBT0qA0wNOCCGEEJJzKMBJ0riMKuip5YDnVxsy0wM+qIcQ9OpiXYA3tAUQDnftn2x3inauVfP2iiHQXJ7YP5YP1ecNG9E3csDzow1ZWiHozAEnCXLnnXdi9OjRKCwsxOTJk/H2228n9Lp3330XbrcbkyYZrQwJIYQQEoECnCSHpnV4wN2FvboKeiCsqT7guyrCVmkIcNHeje0B5BtFO3QB3mZWPI/nAW+tA4yBl96dA+7OiyroDrMImymqE3oRBThJnEcffRTz5s3DtddeiyVLlmD69OmYM2cO1q1b1+PrGhoacO655+LII4/k4SaEEELiQAFOksIZ9EXaH6VXBd3+AnyHoaVFx1V1cgxHU+B2Rop37WwN5K0HvK06jgAvqgLMdnONG/MqBL0kFQ+4cR6bbZ4DHmkllsUQ9DfeeAMOhwP19fWRZU899RTGjBkDl8ulxBrpPdx666244IILcOGFF2LChAm47bbbMHz4cNx11109vu4HP/gBzj77bEydOjVr+0oIIcQ6aO8zDwU4Se6CMXqAC2G3Xnyst+aA1/l1IVftAZyOnr2pphd8Z2v+5YEX1eserbaqOAJcPneFEYbeuCnLe5b9EHSzCJsvGEYwZIR52zgEPZkc8Lk/uBSOofvDUTMWHo8HAwcOxFFHHYX77rsPYcOj3hPTpk3D5s2bUVFRESO2TjvtNKxfvx6//OUvMXfuXJx00kkZDW8mmcfv92PRokWYNWtWzHJ5vnDhwm5fd//992PlypW44YYbsrCXhBBC4iG2WAbMZaK9tycU4CS1/G8R38mEv+ZhG7I6o6h5TcGuQ5mrSnQXeX0eCnBv42Y195lCuzPlQ/LMA556CLrpAVfbCYTsH4KejAccDhx9+DRs/vxNrFmzBi+88AIOP/xw/OQnP8Fxxx2HYLB7r38gEEBBQQEGDRqkDLrQ3NyM2tpazJ49G0OGDEFZWVnGw5tJdqirq0MoFFKDNNHI8y1btsR9zYoVK3DVVVfh4YcfVvnfieDz+dDY2BgzEUIISZ+jjz5aDZrT3tsTCnCSvQroeRaCvt3wgNfozu0eqTI94C35FYLuCPpQ0LpDPfaVDYq/UvmwvBHgmqal5QH3up1wOR32zwM3i7AllQPugFdEdE01hg4div333x/XXHMNnn76aSXGH3jggahVHbj77rtx4oknoqSkBL/61a9iQtLksSm4jzjiCLV85syZePDBB9X2zJF3Wc/K8GaSXczBlujvV+dlgoh1CTu/6aabMG7cuIS3P3/+fBVRYU5yDRBCCEkfr9erBs1p7+1JCp1ySV+mowd4cWobMD3gvnwIQdfn/RLxgOdpCLq3aWvkfAa9ZUAoTi/z0gH6vLkWdiegAUGjEH1JCr9uIi4kn7+xPZhwJXQRJW1RqRnpIKHgsi2nwwUnur/uwoFWBEK+HtfpiiNuDrgI6H333RdPPPGEEsQmEkYsAumPf/yjyvFevXp1TDj6119/jfHjx+Pxxx9Xz4uLi/H9739feTElFFmorq7uNrxZvKXJhDeT7FFTU6POeWdvt0Q8dPaKC01NTfj4449VNMMll1wSuZbluyHe8JdfflldZ525+uqrcfnll0eey7VDEU4IsSu5sPdCoasw7uBnstDe2wcKcJKSBzzkSaECerQAD7TIrw/gdNo+BzwxD7gnTwW4foPtKxuo53vHI48EeEuUtixK8dKSPHAR4Il6wMWAHvSvg5AL3jrhaSRweeqY51e855oWc7732GMPfPbZZzGri0fz/PPPjzyPFuASjj5gwICIyJZRdqGoqEiFFZvPrQpvJtlFzq/k5S9YsAAnn3xyZLk8l6iIzpSXl+Pzzz/vkuP/2muv4b///a/K9e/OQyMTIYTkA7my96+f/hqKzIK4aUJ7bw8owElKOeBph6ALgVbAawhyG7Ld0NI1PbQg61qELZCnArx7wYQSQ4C3bIPdaTWc1l4n4DZCyVPNA7d7L3BFMjng0QMs0gvc5e4xtHjKlCmW7GK64c0kN4hn+pxzzlHXgVQ0/9vf/qZy9C+66KKI93rjxo34xz/+AafTiYkTJ8a8XgZopMBe5+WEEEJyB+29PaAAJylVQQ+lOhKnhLvcZGt6HriNBXjEA95DC7LOHvB8K8LmbUxAgOeRB9xsQZZK/nfnSuitCQpwGZX+4OwPYFVIWnOwaZchaYU71sKpBQF3sdEUMBGitqfC0Dt+/pctW9bFSym533YIbya54cwzz8T27dtx8803q0I+IqSff/55jBypd0uQZSyaRwjpS+TC3psh6FZBe28PKMBJSjng4VRD0MXDJWHo/iajFdlA+xdhS8ADXlWSn0XYIh7w8gQEeEs+CHCkLcA7eoEnFoIuXtviVGsidCIUDiGE4C4NcpGrAE7NhdYoL3ZiODo84AYSJizhw5dddhmsCF2W8HIrw5tJ7rj44ovVFI/oon3xuPHGG9VECCG9hVzYeyuhvbcPFOAkKZxmG7JUQ9DNMHQlwFt6TRG2yjwvwpZQCHrbTiAUAFwJhATkYQsyk5ICwwPuC9q+D3hSIehynv0BbKmtQ6i9GFvrW/Diiy+qQmvShuzcc89Ne79GjRqFl156SRVo69evn6psLT1Ikw1vJoQQQkjqSD0WiTSTQfGtW7fS3tsMCnCSogc8TQEu2FiA+8MaGgz9lUgRtmpDgNfnWQ54QbMpwHuIRCiqAhwuPWxZ8sDNvuC91QNuhKC3+O3ahkyDwwg8T64POPDi6+9g8H6zVGXqqqoqVf389ttvx/e+9z2Vx5suUgVdWo+JsJY+4a+//rpqT5ZseDMhhBBCUkcG2AcPHkx7b1MowEmKbch6twDfYTiy3Q6gIoFvSaWRA76j1Z83xaQcIT887Y3qcaCkpvsVRZiV9Aeat+h54LYW4BbkgBsh6Hb1gDuke4BeRSEpD7iEDD/w+1/o0SeVI4Dift2uK9dwZ0RIRy+vrKzssl7//v1Vy6l0w5sJIYQQkhrK3u8iTciE9j432LcHFLF1G7KUc8AF6TctiBCwKQ1GM2kR34mIaTMH3B8Moy1gV89pLJ7WHWoednn0HuA9Udo/LyqhW+EBL7G7B9zs452k91vhNA6MIeIJIYQQQkh2oQAnSeEKGjng7t7tAW8wIskrPYl7TT1G3nG+tCIraNmu5n7xhO5qkKHUCFE3QtZ7dw644QG3aRsyM/872fDzGAFuinhCCCGEEJJVKMBJchdMH8kBrzc0dIUnMSEnXvJIIbaW/CjE5mnVBXigpPtQ5C6F2GzeiiwiwN0W5IAnWAU966QjwCWXv1MVdEIIIYQQkj0owEmKOeCFFghwaUNm8xD0JAp+m73AG9vy0AO+K/ImBF0/byVW5IDb1QNuho+bYjoZ6AEnhBBCCMkpFOAkpTZk6XnAS/MmBL1CqrAlSGWR2YosPwS4xxDggUQEuBRhEwyvuV1psSAEvdhoQ9Zs1yJspgc8larlptecHnBCCCGEkJxAAU6Soq9UQa8PJO8BrzA84PVt+RGCXmCIaX8iIehF1XkhwFuDVhRhMz3gNg3TNvK3mQNOCCGEEJJ/UICT5C6YoJU54M29zANuCPB884AnIsBNL7ndBbgFbchMD3iLzT3gKVVBZw44IYQQQkhOoQAnSeEyQtBD7sL0Q9B99s8BT7QKulrX8IA35EsOuOkBL05GgOuty3p3GzJ7e8AjfcCZA04IIYQQkndQgJPkLhhLQtDzKAc8KQGu54DXt/bCKujF1XkmwNNoQ2ZUQbdrETazCjpSygFnH3BCCCGEkFySRrMe0tdwhAJwhoN9og1ZQzC5NmTRHvB8KMImxfTc/lb12G+K654w1/E3AUEf4Pai13rAIyHoyXnAtbY2aIH0zn04HIIWaFbebQ3xrz2tqQHhQCvC7nKgKPNV0G+88UY89dRT+OSTT5J8M0IIIaT3kS17ryjwwFGYRtRpgtDWZxcKcJK091sIWxGCbusccCMEPYlviFkFvSEPBLi7vUHNwy4Pwp7iXb/AW6F7T0W4iRe8fDB6bw64/uK2QAihsAaX05GQMW57aQHCDfpxTZUwQgiEfHDACWc3BjncthPOkB+hAcPgOubYpAxz7bbtuO5nv8ILry/E1rodqKqqwr777qsM79SpU1U/+yeffBInnXRS5DVXXHEFLr30UljF//t//w/33nsvHn74YZx11lmWbZcQQgjJNNm094qKMhQcdWRytr62Ftdddx1eeOEFbN26lba+twjwO++8E7/73e+wefNm7LXXXrjtttswffr0Xb7u3XffxYwZMzBx4kR6U/I4/1tEm+Zy92oPeH0gdQ94PlRBNwV4sFCEdQKfUcKdi6qA1jqgzc4C3Ioc8I5rW0R4adTz7pCRcDHGjkIv4E09OsCpheEItSuD7OjGIDvdfjjaAK2xGfAHgCSM8qlnnIlASz0evO0m7Db5SGyt245XX30VO3Z0n1pQWlqqJitobW3Fo48+iiuvvFKJcApwQggh+UQ27b3m8wENTcnb+lNPRSAQwIMPPojddttNiXDaenuRdBKh3DzNmzcP1157LZYsWaKE95w5c7Bu3boeX9fQ0IBzzz0XRx55ZDr7S2xQAT2t/O88EODtIQ3tRpptUm3I8qgKuqe9Uc0DheWJvygPKqFbkQPudTthOr2TroTu9cJZXJzy5FBTUY+Ts7AAKChIug94fX093nnnHfz2F/Nw+CEHYOSIYTjwwANx9dVX49hjj8WoUaPUeieffLLyhJvPxTs+adKkyHbmzp2rPOS//vWvMXDgQFRWVuKmm25CMBhUwrq6uhrDhg3Dfffd12UfHnvsMey5557qPWVAds2aNckdX0IIIcQOZMHeO1IQ+BFb/9vf4vDDD8fIkSNp63uDAL/11ltxwQUX4MILL8SECROU93v48OG46667enzdD37wA5x99tkqzJHkJy4jZzjs7t0CvNHQXKLhSpPwpFaVGEXY2gLQND0UOi884L1EgAfDGnzGwElxGgEaIj5L7NyKzLi2eswZ68GT/dSLb8Dn8wPh2Dzwjz76SM3vv/9+Fd1kPo/Ha6+9hk2bNuGtt95SNkFE+nHHHafC3D744ANcdNFFalq/fn3M68Tr/d3vfhcVFRU45phj1HsRQgghxBoitv6pp+ATD3onaOvzUID7/X4sWrQIs2bNilkuzxcuXNjt6+Qma+XKlbjhhhtS31NinxZknjSLQUTngNtQqNYb+d8Vbl2MJdsH3B8Mq9BlO+M2PODBpDzg9q6Ebnq/hZI0QtCFYhu3IuvoA56cAHe73XjggQfw4GPPoHLPGThkxhG45ppr8Nlnn6m/9+/fX83Foz1o0KDI83iIl/v222/H+PHjcf7556u5hJfL9saOHas83AUFBcrLbbJixQq8//77OPPMM9VzEeJiG8JGWzVCCCGEpEfE1j/4oLLnhxxyCG19vgvwuro6hEIhFXYYjTzfsmVL3NfITddVV12lCu7IRZEIMmLT2NgYMxH7hKCnVQE92gMODQjoXvV8b0FmFu/yGKHPdg9DT80Dnh8C3O0Akkjdj0uJbT3gUQNWSQpwMy9s02dv45n7/4jZ3zoCb7zxBvbff39lrJNBan84o0LgxQbsvffekeculwv9+vVThWCivd+zZ89GTU2Nei4e8JaWFrzyyitJfw5CCCGE9GDrN23CM888o+wubX0v6QPe2Sso4bbxPIUi1iXsXPIDx40bl/D258+fr0IUzUlC3EnucVnRA1xQVbcdtg1Dj7QgEyWXBPIdqDAqodtfgJs54L0nBD26AFsykQs99wK3mQc8JmIkpZ9vFBYX46jDDsb1V/9URS5JTney0UkeT+zolBzveMtM77bYgn/84x947rnn1ECsTMXFxar4mwhzQgghhFhHYWEhjjrqKFx//fW09TYkqUxJ8VyIZ6Ozt1u8HJ294kJTUxM+/vhjVaztkksuUcvkhkwEu9yAvfzyyzjiiCO6vE7CFy+//PLIc/GAU4Tbpw1ZON0QdPGciRdcQtBVK7IBsGMLsmQ94GYl9Lpmn+0roXva6ntdDrgVLcg6tyJr8dvMA27275YBhlSzN6SdnGDkgEtRNMkVE0REi1i2mueff17ZA7EFYkNMvvrqK3znO9/B9u3blcecEEIIIdZDW28vknKhSE7f5MmTsWDBgpjl8nzatGld1i8vL8fnn3+uWo6ZkxTmkXxBeXzQQQfFfR+v16teGz0RG+WAp1uEzeaF2FJpQWZSZbQis3sv8JRywIuMEHRpQ9ZLW5B18YD77OUBd5gecEfy3m8RuTLg+dBjT+OzL5dj9erVqir5LbfcghNPPFGtI5XPpVWJDLLu3LnTsv0WL7dUWpee49KG0pwkTE5yzR966CHL3osQQgjpq0Rs/UMPqRovtPX2JOlaweKZPuecczBlyhRV0fxvf/ubakEmwtr0Xm/cuFGFG0qOoNxkRTNgwAAVFtF5OckfD3ioQELIe68Abwh2FGFLlkgIepvdBXjvq4LeYmjlkjRakKXtAff5kE5JMU0LQwvJQJczbpVzR9iHcFs7whKlkeT1KVVRZdDzj3fdh5WrVyMQDGH48BH4/ve/rwq0CH/4wx/Ub/zf//53DB061JI2YdJ/VELP//Wvf3X9PA4HTjnlFCXQf/KTn6T9XoQQQkhWyLC9V+vEqWKesK3/4x9VAWzpBy5RxLT19iJpiSEVbGV05eabb1atakRIS3ih9JkTZNmueoKT/M4BD7vTDEGPEeASgm7PImyVKXjAJQRd2Nnqz48c8KLe0wfcyhD0kiSLsDk8HjgrKhBuaADakzeYJmGEoIV83RpkLdgOrb0ZmqsA6FcGFCSeJyGRRVJfY/41PwGaNuvns3JEzDrHH3+8mqKRFmMymcQr2CYFXjoTLd7lBqA7pJo6sSd33nknfve73ym7LoX3pO3o9OnT4677xBNPqHakEt0mhVRlfblupAAQIYT0FrJl7yNUpGjr58/vdh3a+tyTUrfciy++WE3x2FU13c43cyR/cAbNNmRWhKAbrch8dhTgaeSAF+VBCLqmwdOLq6Cn0wO8cxuylgSLsDmKilA0+yhoPQjNRAiFQwgHmuF0uOCMY5BdvkZ4W7Yh6CmGv98IOAoL084BJyQejz76KObNm6dEuLSx+etf/4o5c+bgyy+/xIgRsQM3gvSEl4I/v/71r1XrG2kxJzd50hd+v/3240EmhPQKsmXvIxR4UrP1xNZYcKtK+pwH3BIBbucQdH1emcK3w/SA27kKusvfEuklnVIfcIlaCPoAtxd2oiMHPP0Q9BLDA96aRBsyMcoypYMWDsERcMDhcMERxyA724JwOkrg8JalbpCdFOBk19x666244IILcOGFF6rn4v1+6aWXlJc7nmdF/h6NCPGnn34a//vf/yjACSG9imzYe9K7Sa2PDenbOeDpVkG3uwBPowhbZbGZA+63ff53yFOshzInireiw3tqQy94q6GVLamCnqQHPFuYAyepFGHr2IgrtqI6IZ3w+/1YtGgRZs2aFbNcnkvrukSQjidS+b662hi4i4OEqkuXk+iJEEII6e1QgJMcecDLbJsDXp9mGzK7e8A9bboADyTj/TbbxxVV2TYP3Moc8NJIH3B7tSFzGH21NdOLnQpyHgWGoJNuqKurU+3oOrcXleed25B2hxT0a2lpwRlnnNHtOuJJr6ioiExsN0oIIaQvQAFOkm9D1kdC0CvcKXjAzSroNhbgKVVAz4NCbFa2ISuOFGGzmZfY8Fpr6XjATfFODzjZBVKlPuby07Quy+LxyCOPqFovkkcunU+6Q7qmNDQ0RKb169fznBBCCOn1MAecJIwzaFZB770C3B/WIkIuLQ+4rUPQU+gBnlcC3IoccJc9PeBWhqDTA066oaamBi6Xq4u3u7a2totXvDMiuiV3XHrMf+tb39pltV6ZCCGEkL4EPeAk6RB0a3PAm22Z/y1fjLKU+oB7erkH3MjnbNth2xD0IktywO3pATcFuCUecGhSBcaaHSO9ioKCAkyePBkLFiyIWS7Pp02b1qPne+7cuarn+7HHHpuFPSWEEELyD3rAc4A/DKzY1ITdC4pQXpiCmzXHRdjCVrYhs5sANxye5R7AmUCoZWeqSvQQdF8wjPZACIUeC9RgxnqApxOCbj8B3mJo5RJL+oCbRdjs5QFH2EIPuNpeCHBxHJZ05fLLL8c555yDKVOmYOrUqfjb3/6GdevW4aKLLoqEj2/cuBH/+Mc/IuL73HPPxZ/+9CccfPDBEe95UVGRyu8mhBBCiA4FeJbZ4gMuWF2BNV9/orylD194ECYOrcgzD3hxrw1Bj/QAd6cu3NxOB4JhTXnBB1XYT4B39ADvnSHoJSnk7udLDnjEA55OETYZWBIBL9tSeeD5MwhIsseZZ56J7du34+abb8bmzZsxceJEPP/88xg5cqT6uywTQW4ifcKDwSB+9KMfqcnke9/7Hh544AGeOkIIIcSAAjyLiCi7bIULa/y6QGhoC+CKxz7Fcz+eDpfT3j0AHaEgnKFAr29DVp9GCzJBChRJHnhdsx87W/0YVGHBsbKY3lqErcXCNmQl3uRzwH0hH4Lh9DzmoXAIrYFWOB0uOOP0BdUCeg/3tmA7XA4nCpJpI9fZCy4CPIE8cCmm9dRTT+GTTz5J7b1I3nLxxRerKR6dRfUbb7yRpb0ihJDckg17b+J2ulO39UlAW59dKMCzyJNbwvis2YFyZxj//N7++O4jX+CrLU1455s6zBjXH/lQgK3Xh6Cn0YLMRCIbRIDbNQ+89xZhs64NmekBb/WHEA5rcO5igEyM8Qeb30dzmtezhjB8QR8cjvjmuKC5Vs0DbRtR7C3DlIEHJGWYpYjWddddhxeeewZbt21HVVUV9t13kjK8EmYsA0hPPvkkTjrppMhrrrjiClx66aVIl+jq2VLga8iQITjttNNUKyoW4iKEEJIPZMvem5R4SlK39S+8gK1btxq2fl/aehtBAZ7F6tp3rNK9TT/s34a9B5fhpElD8c/31+LpJRttL8AjPcCdHmguC0JWvaW29ICbOeCVaYQxVxbLj2QLGmxaCd0MQQ/0Mg94JATdwj7gQlsghJKo5/GQkXAxxmIgC5ypj1SHtTBcDjecyiB3ugY1DV6XPvjV5PKiJdCi3jcZo3zqqaciEAjgwTt+i92G9sPW9kK8+u6H2LGj+5z+0tJSNVnB/fffj6OPPlrtw6efforzzjsPJSUl+OUvf2nJ9gkhhJBMkhV7b+AP+dOz9Q8+iN12202J8FdffZW23kZQgGeJBbVhbPMDgwo0nFnpU8tOmDRECfDXvq5NyMtmjwJsFoVU2zQE3QoPeJXZisz2HvDeWoQt/e9RocepUqU1TS/EtisBbiLGuNBdmJZB1qDFNcgOLQSvq0Bql8Pn9irjmgz19fV45513VKjwjInDAF8jRlaOwIGHHan+PmrUKDU/+eST1VxyfdesWdMlLE2qXMu2DjzwQFVwy+fz4bLLLsO1116rCnPde++9KC4uVrnD559/fsw+VFZWYtCgQerx8OHDccIJJ2Dx4sUpHy9CCCEkF2TS3kcTCPtTt/UzZkTsudhsgbbeHrD8bZb4zya9eNIp/TUUGEd9v+GVytMmQu3Lzboo6hMF2KJD0H32CkGvNz3gKeaACxVF+ihlfZsNBXg4BLevKf02ZDbzgEt9BZ9RILzYgmFFCZcusVshtkgP8NSuTdOTLWLaZ+a2R+WAf/TRRxEvtRTYMp/H47XXXsOmTZvw1ltv4dZbb1Ui/bjjjlNhbh988IGqlC3T+vXru93G8uXL8frrr+Oggw5K6fMQQgghpAdb79MdftHQ1tsDCvAssNWn4cN6TY1vnTygo++u2+XEQaN1QfPeSnsJms64/Bb2ABe8Rv6xvymhQlDZ7gOeahV0QYqwCVKEza7eb7kag2YaQCoe8EAr4G+F3cLPrQpBF8oK9Yugqd0eAykOccerHuCpCXC3260KZ0lIWuVu++KQE8/DNTf+Cp999pn6e//+/WO81ObzeFRXV+P222/H+PHjlZdb5q2trbjmmmswduxY5QmXXtLvvvtuzOu+/e1vqxuDwsJC9Zq99tpLrUsIIYSQ9Imx9ZWVOOSQQ5Rtpq23FxTgWeDNOl10713uwBBv7N/2H1ml5p9uqEc+FGELW+UBjy4A5rOP97/eghD0yiL9xQ02DEHvaEFWBqTSysorrzMOTtsO2wlwSd1PI3ghhvJC/XM2ttmkF7ghwIHURxgkL0w81888cj9mz5yKN95eiP333z/pNlEinJ3ODvMxcOBA7L333jFF1vr166cKwUTzxz/+UYWyS/73s88+q7zg0muaEEIIIdYQsfXPPIPZs2ercHTaentBAZ4FXjcE+BE1XQ/3PsP0MOAvNurCyK64DG+nZR5wtxdwG9XUDVFoKw94Giqu0sY54GlVQBfE+2rDQmwd+d+x1bbTobxI94A32sQDrvfsll/t9D6feJ+POvJwXH/Z/8PCFx9XOd033HBDUtvweGJHqOSYx1sWDndE/AjiWR8zZozyfh977LG46aab8Oijj+Kbb75J4xMRQgghpIutP+ooXH/99Vi4cCFtvc2gAM9C9fP3d+qeq5k1XW+c9x6qC/A121tt6TE1cQbbrc0BF0wRaIhCO9AQ1CwIQTdzwP29qwe4iQ0FuJUtyLp6wO3xvXSo8mt6+kDamNEPWgh77rknWlr0YogiokOh7KWEiKdcaGvraHNICCGEEGuhrbcXrIKeYZY2aWgPA9UeYFyJA1pbV7E2oroY63a0YummBkwbUwNbtyGzoge4iYjA5q30gOdEgKfoAY8pxGa/EPTiNNrHdZ8Dbq8QdM2R2rjp9u3bcfrpp6uc7X3GjkSZ1oCPl76NW265BSeeeGKkOqq0KpGcMenNLUXVrESqs27ZskV5xlesWKEqpY8bNw4TJkyw9H0IIYSQvkiMrd9nH5SVleHjjz+mrbcZFOAZZnG9ftO8f6VDhWSaWZzRjB9UpgT4itpm+wrwSBE2iwW4jULQA2EtEspcmVYOuOEBt3EIeqCwsld5wFuC1hZgE8qNXP5kQtD90i4kDb0ubUl8IV/ctiSuYBtCIT+CLrfqDZosUvxMKo5LHvbKld8g4Pdj+NDB+P73v68KtAh/+MMfcPnll+Pvf/87hg4dqtqQWYn0/Rbkt1DC0Q877DD8+te/VkVjCCGEkHwhk/Y+8h5p2/qVqmWptP2krbcXvOvJMIsb9BzIyRXde63GDijFgi+3YkWt3h7KzkXYLBXgZiV0mxRhazR+SOVnsMyCKuh2DEH3WOIBt58Az3UIutvpRmlBKZr9zSkZTBMNYfiCPjiUQY7FFWiBKyQi3ImQy4UST4l630QRj/b8+fPVpNr/bV8BuLzAwD0j6xx//PFqikZajMlkEq9gmxR46Uxn8a5FisgRQggh+Uk27H00adn6bqCtzz0U4BlEbjgXN+g3nftVdP/1GjNAbwe1Yqu9emLHK8IWtqoImw094PWGzip3A640CnmZArw9EEZ7IIRCj4WqME3cbb0zBzy6CFsuQtC9Li8OGnwwguH0wtVD4RBaAs1wOlzobJI9zVvh8TXDV9IPocJKZZALXHq0RTo54IQQQghJjGzY+2jSsvXEtlCAZ5DNPl3USVrqhLLuv1xjB5Sp+cptNhbgGSnCZi8B3mBBCzKh1OuGy+lAKKyhoS1gLwGebhV0mwrwSA64y5GzEHQxyjKla5BlVDyeQZZtu91BuD0lCKb7PXQY12SYApwQQghJhkzbe9L7YRX0DLKsSRd0Y0ocKOihddDuA0rUvK7Zjx0t9gtbFpwRD3hRr62C3mAMZlakWchL8lvNXuB2ywM3Q9ADvc0DblSvL7ZwSNFufcAdWjitImwxRHp4a0CnVmGEEEIIISRzUIBnkK+adVGwR2nPgq64wI2hlbqw/aa22eYe8N5bhM0qD7jahhGGvrPVXgMq1njA7VsF3doibDbrA24IZc0MH7fCA642SC84IYQQQki2oADPIMua9BvmPXoIP++cB25XAe402pBlRID77JUDXuFJPxTIrh7wSBuyot5VBT0TIehlhge8uxzwbBcVc5hC2QoPuNQ4YBh6QrB4HCGE9F1oA/oGWpbv6SjAM8gywwM+YRcecGF0jR6GvnZHC+yIK5CBEHSvzTzgRhhzOi3ITKqK9YIZDTaqhO4I+iKRDIF0POAlNR0C3CaVrTNRhK3cKMLWuQq6x6NfIK2t+nciL0PQBRZiSwjzPJvnnRBCSO8nV7ae9A1bzyJsGaIxoGGTrnV2GYIujKjWiyqtrbPnF90V6P0h6BEPuNu6EHQ7ecDN/O+w041wOkW8iowQdGm/4W8GvHoRwV7XhsyIYmjyBVVBPSmsJ7hcLlRWVqK2tlZ/z+JilfdvBVKUxR/0wwlXl5IszkBILWv3hwCHL+7r5SiEEUJ7qB2uXYWqBx2AHLe2NiBsn0KBdhoNF4Ms51nOt5x3QgghfYNM2vpd2ftESMreE9vZegrwDLG2TRcENQVAeQIhzaNqDAG+w54C3Gl4wEMFmaiCbpMibJaGoOse8PoEekjnJP87HSMi14AIeLkmxAtuAwHeEsxcGzKh2RdEhSHIhUGDBqm5aZitIqyF4Qv54JB/UefIoWkoaN6mHvsaHN2ePzEk8k+qszp35SmX7UlExM4wUKBH4JCuiEE2zzchhJC+Q6ZsfU/2PlGSsvfEdraeAjxDrGvVBfjIosS+VCP7GSHo21vUl8rKUba00bSIBzzsLsxAFXSbFWGz4FtRaUMPeCT/O50K6NF54A2GAK8aBdvkgKdZwT4ar9sFr9sJXzCswtCjBbh8PwcPHowBAwYgELDuHLcGWvHRlg9R7C6OaXHiaanD6Hd/jrDTgy9Ou7vb14sxbw224oBBB6J4V1EOL/0dWPEycMjlwPizLfsMvQkJRaPnmxBC+iaZsvU92ftEScreE9vZegrwDLFGr1mGkcWJCYJhVUXKqdXqD6l2ZP3L0usvaCWOkD+Sf5oZD3iDnkuc40GHSBsyKzzgEQHu710V0KMroTest00ldDME3UoPuBmGvq3J120ldPnBtvJHO+QKqUlzazG/zp5gAwqb18NfVAX0kJ6kOTSEtBC8hV4UenYxWOZ2As3rgbZNQKGFA2uEEEJIL8JqW9+TvU+UpOw9sR2MWcgQ69qS84CLt21IRVHEC27HAmxC2O21XoBLdWd/S69qQ1ZpFGGzkwe8owd4GhXQbVoJ3SzCZmUOeGwhttz2AncZ34+Q18JQcZudQ0IIIYSQvkBKAvzOO+/E6NGjUVhYiMmTJ+Ptt9/udt0nnngCRx11FPr374/y8nJMnToVL730Eno7a40Q9BEJesCFkf2MPPDt9soDd/mNFmQSfm5lnomEzLh0oYq2nbBLEbZKt4VtyOyUA95mpQfcEG8tel6yfQS4tVEUlTapZu+SYncqAkVvV2gJkX7uFOAkfVsvvPnmm2o9WX+33XbD3Xd3ny5BCCGE9FWSVlOPPvoo5s2bh2uvvRZLlizB9OnTMWfOHKxbty7u+m+99ZYS4M8//zwWLVqEww8/HMcff7x6bd/wgCf+mug8cDt6wENWF2qSkHOzonZbbkOZA2ENzYaIs6INmRmC3mCrEPR663LASwfq82brC5Mki9RMaDYc1KUWJ9VUGedxZ44jGdw+XYAHLRXgpgfcHmkExF4ka+tXr16NY445Rq0n619zzTX48Y9/jMcffzzr+04IIYT0KgF+66234oILLsCFF16ICRMm4LbbbsPw4cNx1113xV1f/v6zn/0MBxxwAMaOHYtf//rXav6///0PvbkF2U7jfn1EgiHoMR5wm1VCj4S/ZqJSsk3CYM38bzlb5VYIcDtXQS+ywANe0t82AlwKsJndyMssFuCmB3xHS6494JkIQTc94BTgJH1bL97uESNGqPVkfXnd+eefj9///vc8vIQQQkgUSd2u+v1+5cW+6qqrYpbPmjULCxcuTGgb4XAYTU1NqK42bv56sfdbWpCVJBHOPMoQ4Gu221WAZ6DKok1EgBl+Xu4GXBYUg6ss0VW8FNVrD4RQ6HHZKAfcSg/4VuSaJmPwRKLPCy2ualFdYuby51iAGx5wSwfBbBJ9QuxHKrb+vffeU3+PZvbs2bj33ntV9WCpMptNvvn0XbQ11KlAK/0n3WE8dqq5/FRoDn2Z2cLHKUOwTv3339HeBn/DKjgDhaguLYyKrom2D3FshWk/2tuhtbcCmxYDjaXxX+OIt6zr9v1hDTua/aojQ3swDH8wDA0OVbtU2hCp16jH+mtkeeyuyQc3H+kP2sN+bNu5EfXuEvjKhkfe1/x7vN2M3l1/KAQpjVGuNaDI7Yt5gfkRYj5JZPtdP6r5ns5QO9xtdXD6m+AMtqjirw71wfSOxw75qJHh1qhtyHnstMNaWxv8jSvgCBZhoM8Lj3Fe456HeM/labsPWnsLsOEDoKQkzjq72mbHOuGwhvo2P1r8IXUefUFNbyOlySfq+EzmeY3dRNSxVdetcQ6CfuysX43N5aPh9DoTPncmgVAIrUGgQmtAodsf83EcSZw39VgLwd1eB1f7TjhCPjjDfjjCAdVC03x1x+s6PqC5DYec3M60tcPfuBwDUAinv1ORscjOxrtfM5b5fNDaWoEN7wMlpT181xJbFjTOYasvhNZAGGHj/Km53jAIYa27fTM/fMcyX9iHuh3rsKFsJJwFyd+8+ENBtAeBAv8OFLqMys9p4Ay0wOPbCXdAvn9tQOT7FzYKMYc7vB15Qkn1IOw28SDkvQCvq6tDKBTCwIHGzbeBPN+yZUtC2/jDH/6AlpYWnHHGGd2u4/P51GTS2GiPPtHJ5n8nWoDNZES1fnO9zm4h6Jn0gEtVZ1sIcOsKsAllXnekhZVU0R5eXWyjKuhWCPABtvGANwX1c1fqir1RsYJKu4SgG9/BzISgb7dFFwJiH1Kx9bI83vrBYFBtT1r5ZNPWt7x4I/Zt+zD9DaVrmv79h7R3QYYBM9GddqoxXxYegUsCl2KlNjSFraSXTjjRsQpnuN7Eoc7PMdKxFa54QiwdrAiu+89taW9C5JUMeVrtejpAxgk0D+4LzcGtwdMQTKm5UWrncKxjA85wvYFDnEsxzrEebofeLcdytuf+/AlyZGtgLQfLbZRWiDuCJ+OvoeO6GVDYFZ+l+O4aZjg/w0mud3CA82sMc9Sht7G4ZDow8VnYkZQCNjvf5Cbat/qRRx7BjTfeiKefflr11OuO+fPn46abbkJfaUHWOQRdbvYbOvUdziUuv+6RD2YyBD3HXrhIATYLWpAJ8n2oKfViY30btjXbRYCbfcDLe5UH3Mzdtzr8XKgyQtB39uYQ9JBf70LgtVDck15BsrY+3vrxlmfD1reXDMMqnzlAGEfUmftm/E330+lu5I7Hyq+le7WMW+Marwz2KT9k99sWwmE1OUqKoz5/1LqRh1HeT01Dqz+o2h5Gjp3xN5mLE1d3+EZ5FWO8ibGv6fz3KB955P1K0YYJznV4tPDXmOv9DXY69C4ZkU8X8/HM1+med/H8FboLVQRB9HqmRzdmWafD5NV8+Gngrzg2/HrMcj/caEYJWlGIMJzi91ZzdUjh7HK0u15ZsW8aiRIQ8VvgQHXc2yot/nM58XIOS0vh6OxB7/yBYrzYev0XuY+LXk3Om9PhUJ9GvybE3x39WaJXFq9y1z3rHAHg0XyodjTiYvcz2LNgC35RcBnCRkRHd+fOfKY88NBQ6CpUkSExnnhzvTiXd3G4GZcGH8AJ4VdjlofgRCNK4YdHTUG4IueuM7GfPHoPYx9rYU38rmorw4uAQvnuRXaqu8EaLfY7GH3+Yj5QvA/Z8XvQ2BZQU/TfI+cwJthA/zSdfv12+b2UpQWaD2WOVlzteQT9i0P4R8Gp3XymeJ9S2pCFUeopiUTxJMqAcC2uaLkV+4SWxiz3oQAtjhK0O7zG903//qnIjDif0u74S1MZVMwOSd2y1tTUqD54nUfAa2tru4x8xyvoIvlkjz32GL71rW/1uO7VV1+Nyy+/PGZUXHLP8i0EPZn8b6HE61b9v8VjKoXY9hlmQbso2+eA2yUEXbOsAJuJnEsR4HVNHR6enKFpEQEeKKq0ToCL9zQUBFwZUL8JYhZgK7Ogen23Atw2Ieil1nYhkM4GwXb9PFKAkzRs/aBBg+Ku73a70a+fMdCaRVt/0CX3p/X6cGMjWp98Go6KcqxHEX77TRCv12lw+oE/TnRj1oCeb3jDra3QGhpRfPKJcJTvetBThPe8f3+Cl7/UBzWHVxfh1P2HYdruNdi9f4lKh7Eywqcl0II317+BqmAQ+75wHWp2rsX9I/6L1YdfmdDr24PtaA40Y8bwg1HiSfLeQAb1/3EisEEiFBzAxFOBfc4AhuyHgpL+qHY40vYUm+cvXF6OB+u8+MNKaXcKPLS/G5MrExMryZ5DwRcM4UcPL8Yrm/TBnwNHV+P0ycMwZVQ1hlYVweNyWnsO172OURs/wx5v3oqZoQ/xr31fxZZJ3UeYpn0OJertnycDW7/Qn+9xnH7+hk2Bq2wIqiy8F5BzuPPxp3FlbSVe2+nE+AIHntjfrQRwps4fjIGJqx7/HI9+vF49P3i3anz7wBHYf0QVhlQWwdklnSG98zd++WvY/YN7cUHwvzjoxMPR1m/3JM/fAcl9B7d9DTxwPhDaBriLgP3PBSYcBwycCG9xNSxsNpxzRsO+JPVLUFBQoFqMLFiwIGa5PJ82bVqPnu+5c+fiX//6F4499thdvo/X61Uty6KnvAxBT9IDHp0HbqdWZO6M5oDbowib1R5wQTzggnjAc420sXKGQxa2Ias2WtJpQGudLULQSzLiATfayeU8BD0DOeByE2OT7x+xF6nYemkx2nn9l19+GVOmTOk2/ztfbL3Y8j/v7cbpQ8QjC/zsyyCWN1sXbtvmD+Gcez9U4rvA7cR1x+2J1386E/O+NU4JuH6lXsvTa0xkQHb1zCvU45rlr8DbsBEZRbyJz1yqi+/CSmDus8Bp9wLjZuupTRZ/TnGYXjjShVMG67e7v1weUp77TPGLJ7/AK8tqVQrabWdOwn9+MBWnTxmO0TUllorvCA4H6kYfgrWHXKKeDvv4H/C0ZMgmB9qBh0/TxXfJAOC8F4GzHgYmngJUjsjIQLzXCfxy97CKcPu6WcOCbZlPQr7n7dVKfLucDsw/ZW888v2DceKkoSqS0SrxHcHhwMaJJ2L7boepPOsR7/8dGUWcXXIOpYXswL2BH30AHHMLMPqwDocYyQpJ/xrIaPU999yD++67D8uWLcNll12m2pJcdNFFkRHtc889N0Z8y3PJ/T744IPVCLlMDQ26N6430uEBT/61dmxFZoagZyYH3B6FoDLlARfqmnLfiszTZoSfFxRDM3uvp4PTFVUJPbdh6B0ecOu3XVViEw+4mQNutZfaJt8/Yj+StfWyfO3atep1sr68TgqwXXGFLu7yHfG6XT/OhUOqHfCFgZ8uDaEtlL4YCIU1XPrIYixauxPlhW488v2DcMGho+HOhFjrhpYB41E/fIoKMu3/1YuZfbOvXwC++C/gdANn/QsYdSiywZVjXChx6SJOIhkywdOfbMRjizao8OS/njMZJ+2XvfDXbXscjaZBE+EM+TH0439m5k1euhrY/KluN85/ERhpVhHILJVu4Oyh+vfh0Y1GzlmGkHvv3738tXp8/XF7Ks93pga/oll/0AXQHE5UbFiMou0rM/dGL14F1K8DqkYD5z4NVI3M3HuRHkn6F/7MM89UbUZuvvlmTJo0SfX5lh7fI0fqJ3Hz5s0xfUL/+te/qiIsP/rRj1QRFnP6yU9+gt7egizZImx2rYTeN0LQ9XmlhWHM/Ut18batuR32yf+2MK3BJoXYzBxwPS8zMyHo0k5ObpR7VRV0ocTwgGfKY0LylmRt/ejRo9Xf33jjDbX+L3/5S9x+++049dTEcxrtjtvpwG/3dKsOJ9+0aPjtN+mLgb+/vSriMb1v7gGYPDI3XqhtE45R85qvXwaMaCnLCQV0ASBMuxQYdQiyhUS3nT1Mv+W9Z631n6+pPYBfPvulenzJEWMxc3z3dY4ygsOhRJxQs3wBPFbfU63/CPj4Pv2xRCwkGCZtFacPcans4/d2athoOLkywf89t0x1GZg+tgbnTs2eOPWXD8aO0dPV44FLM1Q0bO17wGeP6tGLp97TYf9JTkjJZ3TxxRerKR4PPPBAzHMxxn2JVFuQ2dsDbghwyRm1mkgIbG4FeEPQ2iro0R5wyenPNe62eusqoMfkgX+ecw94pAp6BjzgZhV0iViUYiymRzxnVdCt9oCbufxNiXWxIH2LZGy9MGPGDCxevBi9mX4Fugi/4JMgHt0Yxox+YRxek5q3+ouNDfiD4W27+cS9VJ5wrqgfcbAqtFrQthOltV+hedBe1r/J0ieB+rV69NRhieWaW8k5w1y4f10YnzRqKoVgXKl1UQZ/fXMV6pr9KtT8ksPHIBfIOWsauCfKtn6J/l8+h01TzrFmw2IAXzDO16TvALsfgWwztMiByZUOfFyv4bW6MM4Zbn1r1xVbm1QaiDi8xfudDc9350GwfqveRPWqt7D2kB9aE60YzRvz9fl+56icfZJbshfj1EdItQWZyShDgPcZD7jZhiznIeiwPATdzAEXo2ybHuBFVgvw3h2CLjl70lIup2Homhb1HcyQALdBOzlC8oVp1U6cN1y/ffrFsiC2+bSU8r5/8u8lCIQ0zN5rIM6YkttCs5rLjYYRB6rHVWsWZuANNGDh7frjgy4CMnE/sQv6ex2YWaPfmz2+2bocfqlaf/+7q9Xjnx89XuXx54qtE09U8wFfPguHRBxYwYoFwKYlgBT6+taNyBVHGgNdIsAzlfstzNpzIMYOLEO2aRyyD/zF/eD2NaFi3UfWRzCsfhNweoDDekdaUL5DAW4xa40WZMlWQDcZYYSgi9e02WcoixzjCmQwB9z0gEuRKSnw0ZuKsPV6D7hNQtCNr0lpBqqgC6bXe0eOWpFJDQYpzpKR72CZ0V24mR5wQpJh3u4u7FHqwI4AcO2yYKRtWKL8+vllWLmtBQPKvPjNKftk3dsWj51GTm+lhKpazZbP9cnlBaacj1whoczCM1vCCFiUVvSfj9ajxR/C2AGlmL1XJjq2J87O0dPhL65WkQyWDKTIdf327/XHB5zfYfdzwBGGAP+oXlPpnlYiA2LPfrZJPT7/kBzVzna6sH3MTPWwevU71m7743v1uXQbkIJ5JOdQgFvM2rbUK6AL0vtb2o3YKQy9w/uWgRB0EYRikHPsSc1IEbaIB9xnmyJslrQgM5EqqIJdQtCtj0izRSqB29eo5mFXAcKewgyFoOe+nzsh+USB04Fb9nSpKs1v79Dw8IbEvXKvLtuKf76/Vj3+wxn75iy1pTMNw6eoQlBF9Rusr6QtuafC+KNzWm1ZiuhJiqAMuks+cbpIbZAHFq5Rj88/dHTOB1IkkkEKsgkShp42Gz4C1n+g36dN1Sut54oRxQ6MLAKk9uGiBmsF+IJlW9UgirT/k84DuaLeHARb96F1tRjEAbP0Kf3x5POs2SZJGwpwi1nXmnoFdJORNmtFltEQdDFWOQ6DFc9FQwY94K3+EFpyHM3gbs+AB9z0njZuRm8NQY8eSMlVOzl3e6N17eNsmkZASD4yttSpqmsLv1sZwoc7dy3Ctza244rHPlWPpdr59LFGNwkbEPKWotUorlW+Sd9HSxAh8cXj+uN9zkQucTkcmNVfv/V9YWv6oczvflOHDTvbVL2Qk7NY9bwntu0xBxocqNj0Sfpt5RY9qM+l17dp83PIQVX6ufsgge9aMjy1RD9OJ08amtNBlKZBeyHoLVNh6KVb9aJ+abP0CSDYBgzYk7nfNoIC3GYe8Ng8cBt4wLUwXH49rl4KtGSEsoE5DYNtDQFmNJOVHvCSAheKC/Sbs9och6FnJAe8Ypg+b8xw39hd0BTKbAj6gHJdgNc25liAezMgwCMh6BTghKSCtEc6qr8D/jDww8+CPYpwXzCESx9Zgp2tAew1pBw/O3q87Q5645B91bxs02fWbVTyh5s2A/IbNuYo5Jo5A/Vb31e2heFPMwz9SUO4nbDvEBR6MhSGlST+soFoGHGAejwgHS+42B4Rb8Lk78EOHFip2/kPLYheMGn1B/HOCj3i4/h9hyCnOF2oH66fu6q171vX+k/Y+zTd6UVsAQW4jVqQdfGA1+XeA+4MtKneoBnzgNvAC2fmfxc4gSILvxEyijqoQg8Z3lxvFAfIEW6zD3hhJgT4psy1rUmAZiMEPeMe8ByHoAcy4gE30gjkPfy5/70hJN+Q3/nf7enGQZUONZgr1dHvXhNSgryz+L7s0U/w4eodanD29m/vB6/bHoItngC31AMuRbyE3Q8H3LkPt9+/woGBXr2F5dvbUxdyEtn24he64yCbPb8TodZsK7d8ARyhFOuXSNSC1ACqGQcMPwh24ADDA/5Vs0QuWiPCF36zHf5QWIWfjxlgcaHTFKgfebCaV1ohwCWCddWb+uNxc9LfHrEMCnAbtSCzowfc7dP3Iez0QHNZ6B6OJwJylIcayf926zdTVjK0Us9F2JhjAW56wINW5oDLwInTDWihnLaxaspwCHrEA97U3vtC0MUj5TbyZegFJyS1r5HLgbv3dePYgU7IeOCfVoUwa4kLv99ahOeXbcN/F23AyX9ZiOc/3wKPy4G/njMFu/fP/Y1+PJoHTVR54IWNm+Bp3mbNRle8rM/HzoIdcDocOHqAEYZem3oo88tfbkFbIIRR/Yqx33ALbasF1I84CP6SGmX7q1a/m9pGFv9Dn+9/rm08pwO8DowuhnILSUsyK3hjuZ7+OHPcgJzn8AsNww9A2OlCUf16eNNN8RPxHfLphdcGTLBqF4kFUIBnIvw8De+33XLATe9bsLAscz/ApbmtxLzd8IBXF1j/+QabHvCG3FV4lyqmpgc8YKUH3OkCyoxwrYYNyAXhDOXvxyvClqs0And7U+YEuHynIykgDEMnJFUKXeIJd+E3E1wYUABsCzjwwI4iXPLkVyrn+8vNjarI6n1zD8ChY2tse6BD3hK01Oh9rMs3f57+BqWYm4SgC2O+BbswxxDgr9eF0SZVvVLgicUbI95vOwi3GJwubJOCdyJalz2f/OulYv2mxfog+z5nwU4cWKmfu4/rw5bUAHr9K32gaeZ4e9RjkO+gDIQJles+SG9jy1/U5+OOts0gCtGhALeQta3ptSDr7AHf0tiuWiPkksjNvzeDPRFz3M5qu183vv0yEBk3xPCAb8qhB9wZaIUzHLA+BD0mDH1DzgqwmSa4IlMe8LJCW4SgZ+w7GKmEzlZkhKSDiLATB7uwYJoHt44N4ZSKdkwaUoYDR1Xj0iPG4NWfzrBV0bXuaB60l5qXbvki/Y2tekNkDjBob1sU8TLZp9yBYYV6DZhU+kpLRJQUYBPsUnytM1INXaIZJJ2gsD5JG734n/p8/DFAqb2u2f2NPPBFFnjAV9e1qAjFApcTU3c32uLaADMPvGLth6lvJBwGlr+kPx4326I9I1ZBAZ6BEPR0CrAJUk2zvFBXE2t3tNjEA54B75uJaZRzJAC2G+lR/TLgAR9SYQjwHHrAzRZkIbfX+jZWFUNz6gFvMMLPJXdfwkAz6QGXdnLScqZXhaALrIROiOUtymb303DzkFY8MXcS/nPRVPx01njUGPUk7E6TiGUxzVYI8LVGL+rRM2C3wZLjBjkjPcGT5YXPt0DMwaThlRhpOE3shr9sgApnFvon4wUPtAGf/Vt/vL89iq9FM7lCP29fNmtoTTF6weSjNTvUfNKIShQXZGgUPwXqR+o59+WbP1W1mFJiy6d6ZKmnBBg13dodJGlDAW4hay1oQWYahtFGftjK2twKcJev73jAJXe/N3rAPa26gQlkoveq6QFPt9VJmvn7FRkqTyD0KylQkVtys7WjJcViNnYeBIucw9wMohBC7EXTYN0DXrxjDVzGAGDKrDMKSdmkiFc0JwzSi+C9u0NDnXEfkCj/+3STPapmJ1yM7WU4ggnar2XPAlI3pmK4XjjPZgwtcmCwV+8H/mma/cA/WrNTzaeMrIKdaK8cAV/ZQDhDAZRv/CS1jZjeb1X8MD8G//oSFOA29IAL44xKjMu36gI41yHooYwK8KhWSDmopm16wKszkEM8pLKjCrrkGuVWgGcgvKo8xx7wDOd/C26XE/1KvJEevr2qDZkgxVmE+nWZ2T4hJK8IFlWhrVIfmCvbsjT1DbXVA7VGL+MRemVnOzG62KFC0UXIPZdET3AZUP947U41MHvs3oNhZ+pHHAifKsbWiOrV7yT2osVG7+/9vqvXerEhk4088EVp5oEvWqsL8ANGZcBBkQ4OhyqkJ1Su+zD9/G9iOyjALaIpqGGHBS3ITMYN1AXvN7XN6BMh6JFq2mlWfEyBugzmgA82QtBb/CE0thnx0lmmoHW7mvsz4gEfrs8b1iMXmG1IMpX/bTK0Sj+PG3a29a4ibAIFOCEkE2HoGz7S87+rd++IdLMZJxhh6E9vDic8SP7cZ/p9iuT2m61GbYsUY9tDbz818IunVFHWHtm+EljztihAYNJ3YFcmm3ngaXjApa6L5IDLQMr+I+zlATcHT4QKKcSWrANHqqebxQ+Z/21LKMAtYp0Rft7Pk14LMpOxA+3lAc9oCLqMsJphsDvXIlce8JoM5IAXFbhQXaIr+00Nbb3PA141Sp/vXJO8gbCAemNMozKDIejCsIgAb+19g2AU4ISQTjQN1qswl21OQ4Cve0+fj5hq2+N7zAAnCpzAsmYNnzQmZsP+91l+hJ+bbJtwjKoBU1r7FapWi7jugQ//1lGxvtIYYLchkyv0+zUJQQ+kWJtl0Vr93mj8wDJUFGf4JiIFGofsq86bt6UORTtWp9b6b+hk2w5+9XUowC1itSHAR1kQfh7tAZfROX8w/VYLtq3AbFI5MmdhsDsCmfOAR4u3XLWVMz3ggZLqDAlwByDXSYtFPWOToN6IOqnIYAh6rADP7iCKI+iDyyjAYnkF+85RDK11gD+3NScIIfagyWiDVFy3As5Ae3r530YorR2pKnDguIH6rfA/1u/6XmvltmZ8tqEBLqcDcybap6p7TwRK+mHLPqerxyPe+zuc3f3Ot2wHFhnh51N/BDuze4lDRb61hYEvm7S08r8n2yz/20Rze9E0ZFJq7cgi1c8Zfm5XKMAtYo3FAlz6R5d53QiGNazZnrubYrdZhC2TIeg59MKFNA07MlgFXRhdo1dIzdV59LRkMARdqqqbo+Tbv0HOQtAzPHg9vKo4JwLc06bfIIRdBQgVZKjSblElYIr7+tykEhBC7IW/bBD8xf3gDAdRsu3r5DcQ9AEbF9neAy58b7h+K/xybTgSzdgd//5Qv0eZOa4/+uVJVXth86TTVVEvb/NWjHr79vgRawv/BATbgMH7ArvNhJ1xOhwd7chSDEOXPH5b5n/HCUNPKg9cBsxWva4/pgC3LRTgFrG6taOohxVIJfQxNghDz0oIeg494OJBNce8qzIk4kwBvmpbc+8LQRf6jenIHctRG7JMFmHLZQh6QYt57qpUUZaMwTB0Qkg0DkdUGPrnyR+bzZ8CwXZA7I5pI2zKuFInplc71L3AH1d1XwjWFwzh8cV6x49vH2g4DfKEsKcIK4+4SvUFr/nmdYx4725Ai/L4b10KvHen/njm1Zm1Nxa3I0ulEFurP4ilG/UWrVNG2dMDLpiF2Eq3LoPbaCm7SySHP9AKlA0BjFoOxH5QgNs0BF0YN0AXvV9vyaUAb8iOB7zKFOBrc9KCTHKIPc7MesAlnSAXFGSyDZkgBXZy5AHfaXjAKzNchG1YlAc8m9XsPW3GuSuqzs4A2M4k88wIIb2WtAqxRcLPp+aFmLt8d5ckU+HF2jA+3Blf0D29ZJNqRTmw3IuZ4/sj32getBfWTP+Jejzo8yexzwvXoar2azglUuGRbwPhgO4xzROvaaQQW72GcJJ2+ZP19SrCVKJNhxrtYu3ay72lZgwcWhjVq95M7EVfP99RfC0Pvnt9FQpwC5Ab8rVGCzKrPODCXkN10fu5MUqXbRyhYKQFkvLAZZIceeC2+PT5QG/mfqR2N3q650KAS99PM43AX5JhD/iO7HvA64zzV5PB8xftAW/2BdHQZiSeZwFPqx4i58/0969mrD5PJdSUENIrMT3g4n1LukVoRIDbr/1YPPYoc+L0Ifot8c++DGJHp77ggVAYf35dH2S+4NDRqj1lPrJtwhysPPxnqrhX5ebPMfXFm1D0wPG680Nqupx4Z96Itj3LHCh06pFwq5IMTltk9v8eVa0iTu1M3dhvqXnN8ld2vXI4DHxlCPA9jsvwnpF0yM9fEJtR6wdaQ4DLAQyzcCBt32GVav7p+vqc9JAW77cDmgpZylgPYpOq0R3trFIt+JICW9r14zoog6lcowwPeF2zP6viLboAm55DrA8EWE7NmJyJN7OFXE2GCuiZFHpcyushrMriQIopwDMWvWDSf4I+3/ZVZt+HEJI3tFWPQrCgVBWCLEkmxUjuV8wK6MPzQ4ALPxvjwuhiYKsPuPCTIOqM+jDC3W+sxLodrehXUoDvHmxEDOUp28d9C1+cdje2jjkcAU8xNHchsNfJwPkvA5kaqM8ABU4H9i13pBSG/pGR/z3FpgXYotk+5nB1Hy5V7At3Vadl02KgeQtQUAaMnp6tXSQpQAFuAatbdBEwtFD/QbCKPQaXweNyYGdrICf9h80CUAEp0iStwjKJtEkorNRzkravQLbY7DMEeGHmRkBLve6IeMt2X/eCpi1q7isbkLlR7YF7d4Sg+1uzW0AvkLkWcp0Za6SErMhiTYaOEPQM3yT0H6/PKcAJISYOpwpbFkqTaUdWtwKQ3y4RdlLQK0+QFrJ37O1BtUdvS3bK5y78c4cXf3l3Hf74ynK1zi+Om4DiggznPGUBX8VQfD3jMiw46+9o/dlK4PQHgLKByDeiw9ATJRTWsNgU4DbO/zYJFlehYfgB6vGApf/reeWvntXnY48C3PlTJLAvQgFuAWsyEH4ueN0uTBise54/3VCPnBXvyvTNvyDicIDhhavNnhdui+FsH5zhEGbzPC7dlN10Am/TVjX3lWawXYoY7ZIB+uCJFHLJYgG9kKaaoGWsgF40YyNFEZtzUEAv0yHo4/R2chIx0Zz9dnKEEHsSKcSWTB74uoX6fOgUwJ3h8KQMtLf65/4ejC1xYHvAgd9uLcEf3lwLaTUthddOmjQUvQq597J5CHZPTK7UZczHSXjAl21uVOlk0mloj0EZju60iC17n6Tm/b96IZIaGjf8/IvH9cd7HJvFvSOpQAFuASsND/huFgvw6DD0T9blQoCb4a9ZGiHsv4c+37YsizngmQ9BF/Yeqrd5+nxDbgS4P9Mj24P30edbPkW2C+hVZbCAXjTjBpZlvStBhwDPcAh6QXFHIUR6wQkhnfqBq0roiabCrTXCz0fau/1Yd+xW4sBjU9y4ZlQIBxQHcNCICsw/ZW/830kTbZ8v3NeQEHRJ/9zsAzYZKYW74qM1ul3df2SV6ueeDzQO3V8VY3MFfRj06X/jr7T2Hb2OkqSMjj8m27tIkoQC3AKWNelf+nGl1n+R9x+pC/APjR+M3ISgZ6lHYsQDnj0Bvtn4wR6cwRB0YaIpwDfmyAOeaQE+yBDgmz9Dttjmz174uTAuB20BIwMopVkIDRywpz7fkkLLIdKr2LlzJ8455xxUVFSoSR7X13c/CBwIBPDzn/8ce++9N0pKSjBkyBCce+652LRpU1b3m1hPS/+xCLs88LQ3oLBhQ3IecJv3/+4Jr8uB7wzScP/IJjzy3X2U99uZJ2KtLyFpAxNKk8sD/3C1fj994Gj79v/ugsOBjft/Rz0c9NnjKKyP811c9IA+n3iqPqhObA0FeJpIcbTlhgd8Qpn1P87Tdq+JCLf61qiKIFmgoKUuO963ziJOWmJkoeictK0wq6APynAIuukBX1HbjPZAktVkLckBz2AIumDm+W1cjGxRa0Qv9M9SmpOEqsn919ZGH7Y0ZL5QoDPQpm56szKAIgydrM83fJj59yK25uyzz8Ynn3yCF198UU3yWER4d7S2tmLx4sW47rrr1PyJJ57A8uXLccIJJ2R1v4n1aK4CNBuD4+Ubluz6BQ0bdS+cwwkMP5CnhGScKUYe+Hs7tITu2U0PeF4JcEm7GzUN9cOmwBkOYPdXfw1n0LiBNesuLH1Sfzzl/JztI0kcCvA02dQONAUBj8P6HHBhYHkhxgwoVXr0vZV6Rete5z01GTIJcLqB5q1ZaUdW6wN8YcDtEA94Zt9Lek3WlBao4h+fZTEM3RsR4Bk+h6anY+sXgBE2nWk2GrUXhmY4esGkxOvGeCNfbPE6PTokkxQ016p5sKAEIW+GKthHY94sb/g48+9FbMuyZcuU6L7nnnswdepUNf3973/Hs88+i6+/jt/pQLzkCxYswBlnnIHx48fj4IMPxh133IFFixZh3brstpYk1lM/Qv9tqFrz7q5XNqufy4C6V0/bISSTzOinS5nXt4dVb++ekHaw0pGmwO3EPsN0x0je4HBgzWHzECisQEndN9hrwa/g9jUDoQDw3OV6HR4JPTdTAomtoQBPE6mUKYwpcVhaAT2aQ8foXvA3l2e3OFKH9zRLAtxT1OFJ3fBRxt9udat+7qR1XKZziCVv7ODd9PYe73yjRxZkGqe/FV4jiqG9IsOFY+QaUYW8NGCtEX6YYTYYTuhsCXBhspESYlZQ7V0DYPvrXitpBdjI0OG+ynvvvacE9UEHHRRZJoJali1cmPh3u6GhQf3uVVbq35l4+Hw+NDY2xkzEfuwcfYial23+DC7fLlJwzN//kdOysGeE6B7wCrdemHVxQ88C3PR+TxpWqQod5xv+sgFYMet6hDxFqNr0KWY8fQWK7jkKWP0W4C4CZv0q17tIEoQCPE2+bNJzTsZnIP/b5FsT9BvwF5duQSCUXK/DlNG0qAJeGQ5fjma4cdO35u2Mv9UaQ4CPKsqOgDMHUt7NkgAvMqII/MXVCBVmodLnKKPn5MrXsuMBb+9o/5ctJhs9Qz8wcsgyibdxS/byv9UblgJD9tMff/Nqdt6T2I4tW7ZgwIABXZbLMvlbIrS3t+Oqq65Soezl5d3/9syfPz+SZy7T8OHD09p3krmWVa1VI+EMh1C59v2eVzZ//0cdytNBsoLb6cDMGl3OvLKt53vkt1bo918H75Zf4efRNA/eG8uO/x1aK4bB294IZ91yXXxLK7l+u+d690iCUICnidl7cL+KzIk4+aGQ8OX61kDWvKee9ka4grqL0Sc9urPFmCP1+dcv6i0VsuABH5WB1IF4HDpWF+BL1u3Etqao3J0MUbRTF+BtlSOQFcYd3dGHMhzKWgj6kCwNoAiHjumvOrZITYZM54EX7Vyr5m1VWTp/wtjZ+nz5i9l7T5IVbrzxRuWR7mn6+GM9/SBepWfJnUykArQUZDvrrLMQDodx55139rju1VdfrTzl5rR+/fo0PiHJJDt2O0zN+3/9cvcrbV8J7FwNOD3AaH19QrLB7AG6nPnf1jD83YShB0NhvG1Eks4Yn8X72gzQ2n8cFp38J3x0xJXwHf8n4CefAOONezCSF1CAp4F8yT9t1GJ6EWYCt8uJY/YerB7/+8Ps5NMVGSGo/pIaaNns4yle1IJSoHkLsCmzBb2+NtIHpO9nNhhWVYx9h1eqfqLPfZb5EN+iHavVvN1sL5VpdpsJFFboOfwZDkNvl5bjxhjG8CwK8P5lXuw3XA+pXfBlYt7AVCnauUbN27J1/oRxszu8WN31GiV5ySWXXKLyu3uaJk6ciEGDBmHrVj36KZpt27Zh4MCBuxTfkge+evVqlRPek/db8Hq9ap3oidiTuj1mQ3M4Ub7p0/gVmIVvXtHnIw5m/jfJKtOrHRjo1cPQF3TjBf90Qz0a24OoKPJgkmHH8xnN5cG2YfshuM/pQDYjVYklUICnweeNmiriJX2Id8twxf9zp+o34S9/uRUrtzVnvuCU4X1rrRqFrOL2doiAxQ9m7G1EBC812sftXZ49AXfSpCFq/u+P1iO8i2Ih6VK6dVmkjUxWkIGaPU/UH3/4t4y+1cpWQEysfPf6eZBVjp44KHIOxSuYETQNxTsMAV49GllDajBILn+gFfj8P9l7X5JxampqsMcee/Q4FRYWqqJr4o3+8MOOavgffPCBWjZt2rRdiu8VK1bglVdeQb9+es0L0jvwlw5A/fAD1OMBS5+Ov9Ky/+nzsUdlcc8I0cPQTxusS5qHN4Tj2uaXluoDi9PH1uRN/2/Se0lJgEtY2ejRo5Wxnjx5Mt5+u+d83TfffFOtJ+vvtttuuPvuu9EbeK1OH2WbWuVMKDQvHcYMKFO54PKbMv/5ZZm78TcoMW/++2Xx5t/kgAv1+WePAUYeutWsbgdaQkChE9g9SyHowsn7DUVJgQtfbWlSgymZwhH0o2TbCvW4adBeyBoHX9wRhr51acbeZnmrI1J7IdPfvc6cPnk4vG4nlm5qxHurMtOZwNtcC7evCWGnC22VWcyLlWNptjBZ+Gcgus0J6RNMmDABRx99NL7//e/j/fffV5M8Pu6441SFcxMR7E8+qbe9CQaDOO2001QI+8MPP4xQKKTyxWXy+7PbPpNkjq17n6TmA5Y9D29zp6KwEjW35h398V4n8zSQrHPGUBcKnMCSBg3vdmpJJh1onvlEjzw8bh/dEUJIXgnwRx99FPPmzcO1116LJUuWYPr06ZgzZ063rUYkFO2YY45R68n611xzDX784x/j8ccfRz4T0oCXanUBPsvIPck0Pzt6PDwuB15ZVouHP8hsKHq56T2tyZL3tHNLK+lJHGwDXrwqIz3B329wRLzfMnKaLSqLC/C9aXpUwU3/W4qG1kBG3qeidpnqFRkoqoSvPIvGRvrFTjheb4fxzI8zJuAWN+nnbM+y7I9iV5UU4Iwpuii+8ZmlGenrXrnlCzVvrRmX3RQQYb/vAlL4TXI53741u+9NbIGI6L333huzZs1S0z777IN//vOfMetISzLxigsbNmzAM888o+aTJk3C4MGDI1MyldOJvWkcuj8aB+8DZyiA3T64N9Y2L3lY74Ih9jtbdUcIiWKA14Gzh+r34/NXBFWqmsnbK7ZhS2M7ygvdOHyP/jxuJOckrRxvvfVWXHDBBbjwwgvVSPltt92mKpfeddddcdcXb/eIESPUerK+vO7888/H73//e+Qzr+5wYGM7VOuD6f2yIwLGDSzDvG9Jqyfguqe/wF9e/wa+oPU3/97WnSg18ocbhxptwbKJeOGO+b3eEmnpE8BL1wJBa70oC7Y7Y/pHZpMfHT4GI/sVY3NDO7577wdYt73V8vfov1KPStk58mD9eGaTo38DeMuBjR8Dj3wb6OwpsWDwa6ExgHJwVW6yaC4/ahyqSwqwfGszLnpoEepbrb0++639QM0bh+Tg+ye9e2f9n/74zd8AC+/ISlE9Yh+qq6vx0EMPRVqDyePO7cQkCmvu3Lnq8ahRo9TzeNPMmTNz9CmI5TgcWDftIhWZ03/NQoz8eoG+vL0B+MCIbDQjaAjJAf9vlAs1BcCqVuD/VjvVGFFY0/Dn175Rfz9NRbDlX/sx0vtwJ7OyhJItWrRItReJRkbIuxvllp6i8vdoZs+ejXvvvVfljHk82U3gXPr20+rLKOO2auzWuElQD43/VGquFtbXMRcaNxyaz4embSvwWkMhDnMCx/Z3orQxngiI77V1+HzQWluBVWVAsSSOd+Pdjev11XDxYA0VE9bj9a9rsXjBIlz9tht7DanAoIpCVVhCfljcTg1upxPOTrsVX4bFvo8/5MeQb/Tcz62VE7C4tkSWxt/HOFvxh4JoCwKu9h3wulq6voPxRD8DsR81Mlf/D8Ww/a7DhMU3Ae//Be2fPIZtg2eipXw3+Lw1CLu8CDtc0BxuVRhG6/Tpog+f+V7qf58fm7ashLdFP3+nFrngrE9CoPp8QFsLsLbKOH/x3jTmg8QeAU2DHNGHDmvBLS9+hZbNQfzy1jew15AyjK4pQVWxB8UFbnicum5W1YllpEztYqcDJc+jrk+ZB8IBeOqWYsAKvRXM++UzsWWtP+5lFu8K8weDaAsBjrbtKIycv65rdheUoC/3oOrg2zHpnR/AtfJVhP44EdsHHYrGqonwFQ1E0F2MsJw3pweaOofdH//O7yPfv5VbVmFM0It9PMDBjl2dv9hz4fC169+/1eUd56/Ledv1c2lG9sj0Rtz+6goEV4Rx429fxN5Dy1WhvYpClwpRl3Pmku+hQ6pHR+1D1Pnq/CEDIT+Ktn+B6nV6/u17JYdip5y/BPGH9e+fx7cDhe6OgR39KkqCosMxeo/zMfSr+4CXf4H2hX/FjsEz0F4+CgFvNcKuQvUdlO9eDF3OZcfzzt/RXDJgt4kYOIztWghJltaaMdh4wFwM/+Be7PXhA/C7S4Htq4DWOqB6d2CvU3hQSc6o8jgwf4Ib/+/TIJ7Y5kSbrwQDX1mFj9fuRKHHiQun5yCtkpB0BXhdXZ3K7epcCVWed9cfVJbHW19yxmR7EqLWGZ/PpyYTGYG3inGvnAePI31vzrdkAE2mncaULE/FjxjYFXIL+12ZzKhUCbGRgqTdFCVNh1/UzsGCp1I99p9ZsAfjcYzzx7jB8w8MbK/F8NXWFYU61Tx++qBo8jz+l7TeXwKY75AH5n6Ik9haRzFeCe2HH78loYCpnMPP03z3Akxw3IjfeP6OfbEKAza+oiYrOBDAt83j9lWKG3my5/ZIiSDZsH8xfwcESS+zsLj9i6ED8NNXq1M8f1Z8/47Ed10afup+DFXN6zFkxUPoLXyw9ToMPP2KXO8GIXnJ5n3PgKO5FsOW/g8FUitCkNZjJ/4ZcCV1W0mI5Rzaz4lf7eHCdV8F8UKjF/hIN8zXHjMBQyqLeMSJLUjpl7Jz0aNd9QeNt3685Sbz58/HTTfdhEyw1j0KTk1cfFH718U7o/uLtE7rqH2XR8EgCl1AjdcJd2SdxLw7mrjXQyE4qyrhcLl6fm3c49OxTLR3c3sAzf4w/MGw6nGovPvixe/GSxnfC9Xx6eQlfs2Bl92HYnnpQdhVAyR5j+jdlHMbRhilnlI4HVKcLvajRHviOpbFLojew82Oo3GJdiT28y/GHoEvMSBUi3KtHh4tALcWggtBONWnjU+8T6sFgyh2OdDPm7RfEJr0Jg+H4Swv7zh/MQehy4eK/bBxnrcHQ2hsD6lc4kBYU8VCwsbFZ0ZhdPHwG887vMf6XC6vsBbCctdoPFB6BkY59H3s8jnjfHA5GmFNrqEwygrk/LniXoJxj1mnFfVnlbhBuwNjgiuwT+ATDAltQnV4O7yaD24tqM6dq4dz1/V95UDo359dnz85cl3PiTp/oTCclXG+fz2co56ey7mQ72GjLwRfIKTaE6rLxDx3pqM7an1zD6O3py/XEAyHscY5DPeXnIGRxvlLFPn+y/kr8ZSo71+6fIxTcJ42B5MDi7FHaDkGhbegRGtV57AA/ihvfgcO8/e9yye0D+4SVugmJGUcDqw66EJsqx6FfdYvgUvE9/SfAiO7r5JPSDY5ZYgLI10+3Ls2jKbKGpw1dTROmzyMJ4HkpwCXNiYul6uLt7u2trbb/qDSUzTe+m63u9s2JVdffTUuv/zyGA+45JlbwZjr0ustHW5sROuTT8NRUY5QcTGS9aWHW1uhNTSi+OQT4Uiz56ncXssWrOyc2hJowZvr38A0TymOcBcm/fr2YDuaA82YMXyKEgHWYU0eYfT583cOIc/y+TORo5z8ke75/A32lOIm25y/Qy3ajj3Pn4jLMmOy6vwNSvv8HWDx989oDdhLYBAiIWnicGDz6KkYd9jVFv/WEGIN+5UBdwxvRvHJRyqnCSF2IikXSUFBgWontmCBUXjDQJ531x9Ueop2Xv/ll1/GlClTus3/9nq9KC8vj5kIIYQQQgghhJB8JukYRfFM33PPPbjvvvuwbNkyXHbZZaoF2UUXXRTxXp977rmR9WX52rVr1etkfXmdFGC74grm3xFCCCGEEEII6TsknQN+5plnYvv27bj55puxefNmTJw4Ec8//zxGjtSzhWVZdE/w0aNHq7+LUP/LX/6CIUOG4Pbbb8epp55q7SchhBBCCCGEEEJ6WxG2iy++WE3xeOCBB7osmzFjBhYvTi/3mhBCCCGEEEIIyWfSL5NLCCGEEEIIIYSQXUIBTgghhBBCCCGEZAEKcEIIIYQQQgghxK454NlG07RIP/Bco/oQt7XBEQ4Bra3Jb8Dng+bzI9jYaMvRD+lD3NrUioArgAJnQdKv94f9CIQC6lyFPMl2Sc88PH89w/OXW3r796+3Ydok00aR9KCtzx69/bcmbVsv8H4tp/B+Lb+/g72JxgzYeoeWB3cOGzZswPDhw3O9G4QQQkgX1q9fj2HDhvHIpAltPSGEkL5g6/NCgIfDYWzatAllZWVwOBxpj2KImJeDWF5ebtk+9hV4/Hj8eP3lL/z+WnsMxSY1NTWp9ppOpx1jmvIL2nr7wN8KHsNcw2uQx6832/q8CEGXD2u1d0HENwU4j1+u4PXH45dLeP1ZdwwrKios2BoRaOvtB38reAxzDa9BHr/eaOs5ZE8IIYQQQgghhGQBCnBCCCGEEEIIISQL9DkB7vV6ccMNN6g54fHj9Zdf8PvL45dreA3mBzxPPH65htcgjx+vv/zFm2G9mBdF2AghhBBCCCGEkHynz3nACSGEEEIIIYSQXEABTgghhBBCCCGEZAEKcEIIIYQQQgghJAtQgBNCCCGEEEIIIVmgTwnwO++8E6NHj0ZhYSEmT56Mt99+O9e7ZEtuvPFGOByOmGnQoEGRv0vdPllnyJAhKCoqwsyZM7F06VL0Zd566y0cf/zx6pjI8Xrqqadi/p7IMfP5fLj00ktRU1ODkpISnHDCCdiwYQP6Ars6fnPnzu1yTR588MEx6/TV4zd//nwccMABKCsrw4ABA3DSSSfh66+/jlmH1196x4/XX/5Be58YtPfJQVufHrT1qUNb37tsfZ8R4I8++ijmzZuHa6+9FkuWLMH06dMxZ84crFu3Lte7Zkv22msvbN68OTJ9/vnnkb/dcsstuPXWW/HnP/8ZH330kRLnRx11FJqamtBXaWlpwb777quOSTwSOWZyfT755JP497//jXfeeQfNzc047rjjEAqF0NePn3D00UfHXJPPP/98zN/76vF788038aMf/Qjvv/8+FixYgGAwiFmzZqljasLrL73jJ/D6yx9o75OD9j5xaOvTg7Y+dWjre5mt1/oIBx54oHbRRRfFLNtjjz20q666Kmf7ZFduuOEGbd999437t3A4rA0aNEj7zW9+E1nW3t6uVVRUaHfffXcW99K+yNfqySefTOqY1dfXax6PR/v3v/8dWWfjxo2a0+nUXnzxRa0vHz/he9/7nnbiiSd2+xoevw5qa2vVMXzzzTfVc15/6R0/Xn/5B+194tDepw5tfXrQ1qcHbX1+2/o+4QH3+/1YtGiRGumIRp4vXLgwZ/tlZ1asWKHCgSVk/6yzzsKqVavU8tWrV2PLli0xx1Ka1M+YMYPHshsSOWZyfQYCgZh15PhPnDiRx9XgjTfeUGFD48aNw/e//33U1tZGjhWPXwcNDQ1qXl1dzevPguPH6y+/oL1PHtp7a6Cttwba+sSgrc9vW98nBHhdXZ0KDRg4cGDMcnkuwojEctBBB+Ef//gHXnrpJfz9739Xx2jatGnYvn175HjxWCZOIsdM5gUFBaiqquI1GgdJF3n44Yfx2muv4Q9/+IMK4z/iiCNULg6PXwfiVLj88stx6KGHKoPA6y/948frL7+gvU8O2nvroK1PH9r6xKCtz39b70YfQpLpO5+AzsuIfgGa7L333pg6dSp23313PPjgg5FiBDyW2bn+eI3qnHnmmZFjIj+WU6ZMwciRI/Hcc8/hlFNO4fEzuOSSS/DZZ5+pvCRef9YdP15/+QdtVGLQ3tvj2qOt1+FvbWLQ1ue/re8THnCpVOdyubqMTkhYQWevJOmKVPkTIS5hamY1dB7LxEnkmMk6Ejq5c+dOXqMJMHjwYPWjKNckj5+OVOV85pln8Prrr2PYsGG8/iw6frz+8gva+/SgvU8d2nrroa3vCm1977D1fUKAS7iAtB2TqnfRyHMJrSY9I6EXy5YtUxei5ITLBRh9LOVilOqCPJbxSeSYyfXp8Xhi1pHqi1988QWPaxwkHWL9+vXqmuzrx09GXmU094knnlBhU3K9RcPrL73jFw9ef/aF9j49aO9Th7+11sPf2g5o63uZrdf6CFKxTirX3XvvvdqXX36pzZs3TyspKdHWrFmT612zHT/96U+1N954Q1u1apX2/vvva8cdd5xWVlYWOVZSzVsqeD/xxBPa559/rn3729/WBg8erDU2Nmp9laamJm3JkiVqkq/Vrbfeqh6vXbs24WMmVfqHDRumvfLKK9rixYu1I444QlWjDwaDWl8+fvI3uSYXLlyorV69Wnv99de1qVOnakOHDuXx0zTthz/8obq25Du7efPmyNTa2ho5vrz+Uj9+vP7yD9r7xKG9Tw7a+vSgrU8d2vreZev7jAAX/vKXv2gjR47UCgoKtP333z+m9Dzp4Mwzz1TiUAYshgwZop1yyina0qVLI3+XtkbSukRaa3m9Xu2www5TorIvI19UEY6dJ2lpkOgxa2tr0y655BKturpaKyoqUgMf69at0/r68ZMfx1mzZmn9+/dX1+SIESPU8s7Hpq8ev3jHTab7778/sg6vv9SPH6+//IT2PjFo75ODtj49aOtTh7a+d9l6h7FThBBCCCGEEEIIySB9IgecEEIIIYQQQgjJNRTghBBCCCGEEEJIFqAAJ4QQQgghhBBCsgAFOCGEEEIIIYQQkgUowAkhhBBCCCGEkCxAAU4IIYQQQgghhGQBCnBCCCGEEEIIISQLUIATQgghhBBCCCFZgAKcEEIIIYQQQgjJAhTghBBCCCGEEEJIFqAAJ4QQQgghhBBCsgAFOCGEEEIIIYQQgszz/wF6J6kBHCC0hwAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 1200x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "dms_simple = (\n",
    "    glm.design_matrix.hrf_regressors(\n",
    "        ts, stim, glm.Gamma(tau=0 * units.s, sigma=5 * units.s)\n",
    "    )\n",
    "    & glm.design_matrix.drift_regressors(ts, drift_order=0)\n",
    ")\n",
    "\n",
    "dm_simple = dms_simple.common\n",
    "\n",
    "dm_simple.loc[:, [\"HRF StimA\", \"HRF StimB\"], \"HbR\"] *= -0.25 # invert HbR regressors\n",
    "\n",
    "f, ax = p.subplots(1,2,figsize=(12,5))\n",
    "dm_simple.sel(chromo=\"HbO\").plot(ax=ax[0], vmin=-1, vmax=1, cmap='RdBu_r')\n",
    "dm_simple.sel(chromo=\"HbR\").plot(ax=ax[1], vmin=-1, vmax=1, cmap='RdBu_r')\n",
    "p.xticks(rotation=90)\n",
    "p.show()\n",
    "\n",
    "f, ax = p.subplots(1,2,figsize=(12,3))\n",
    "for i,chromo in enumerate(dm_simple.chromo.values):\n",
    "    for reg in dm_simple.regressor.values:\n",
    "        ax[i].plot(dm_simple.time, dm_simple.sel(chromo=chromo, regressor=reg), label=reg)\n",
    "    vbx.plot_stim_markers(ax[i], stim, y=1)\n",
    "    ax[i].set_title(f\"chromo={chromo}\")\n",
    "    ax[i].legend()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now, we fit the GLM and showcase some useful uncertainty measures. As noted above, the `glm.fit` function returns a `DataArray` of `statsmodels RegressionResults` objects, and the full list of available methods can be found in the [statsmodels documentation](https://www.statsmodels.org/dev/generated/statsmodels.regression.linear_model.RegressionResults.html). Here, we calculate the standard error, variance, and confidence intervals of our GLM coefficients.\n",
    "\n",
    "Even though our HRF is more complicated now, the weights of the fitted simple model should still roughly correspond to the max amplitudes of our original timeseries (TS Amplitude), which we know are just the scaling factors and offsets that we used above."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-11-11T09:51:50.545084Z",
     "iopub.status.busy": "2025-11-11T09:51:50.544905Z",
     "iopub.status.idle": "2025-11-11T09:51:50.691147Z",
     "shell.execute_reply": "2025-11-11T09:51:50.690268Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\r",
      "  0%|          | 0/2 [00:00<?, ?it/s]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\r",
      " 50%|█████     | 1/2 [00:00<00:00, 377.87it/s]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\r",
      "  0%|          | 0/2 [00:00<?, ?it/s]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\r",
      " 50%|█████     | 1/2 [00:00<00:00, 595.87it/s]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th>TS Amplitude</th>\n",
       "      <th>Confidence Interval Lower</th>\n",
       "      <th>betas_S1D1</th>\n",
       "      <th>Confidence Interval Upper</th>\n",
       "      <th>Standard Error</th>\n",
       "      <th>Variance</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>channel</th>\n",
       "      <th>chromo</th>\n",
       "      <th>regressor</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th rowspan=\"6\" valign=\"top\">S1D1</th>\n",
       "      <th rowspan=\"3\" valign=\"top\">HbO</th>\n",
       "      <th>HRF StimA</th>\n",
       "      <td>1.25</td>\n",
       "      <td>0.782609</td>\n",
       "      <td>0.825043</td>\n",
       "      <td>0.867478</td>\n",
       "      <td>0.021640</td>\n",
       "      <td>0.000468</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>HRF StimB</th>\n",
       "      <td>0.00</td>\n",
       "      <td>-0.175357</td>\n",
       "      <td>-0.137542</td>\n",
       "      <td>-0.099727</td>\n",
       "      <td>0.019284</td>\n",
       "      <td>0.000372</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Drift 0</th>\n",
       "      <td>0.50</td>\n",
       "      <td>0.575433</td>\n",
       "      <td>0.585828</td>\n",
       "      <td>0.596224</td>\n",
       "      <td>0.005301</td>\n",
       "      <td>0.000028</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th rowspan=\"3\" valign=\"top\">HbR</th>\n",
       "      <th>HRF StimA</th>\n",
       "      <td>1.25</td>\n",
       "      <td>0.754142</td>\n",
       "      <td>0.811494</td>\n",
       "      <td>0.868846</td>\n",
       "      <td>0.029247</td>\n",
       "      <td>0.000855</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>HRF StimB</th>\n",
       "      <td>0.00</td>\n",
       "      <td>-0.176867</td>\n",
       "      <td>-0.125759</td>\n",
       "      <td>-0.074651</td>\n",
       "      <td>0.026063</td>\n",
       "      <td>0.000679</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Drift 0</th>\n",
       "      <td>0.50</td>\n",
       "      <td>0.474964</td>\n",
       "      <td>0.478476</td>\n",
       "      <td>0.481989</td>\n",
       "      <td>0.001791</td>\n",
       "      <td>0.000003</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th rowspan=\"6\" valign=\"top\">S1D2</th>\n",
       "      <th rowspan=\"3\" valign=\"top\">HbO</th>\n",
       "      <th>HRF StimA</th>\n",
       "      <td>0.00</td>\n",
       "      <td>-0.133550</td>\n",
       "      <td>-0.103785</td>\n",
       "      <td>-0.074019</td>\n",
       "      <td>0.015179</td>\n",
       "      <td>0.000230</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>HRF StimB</th>\n",
       "      <td>0.75</td>\n",
       "      <td>0.461041</td>\n",
       "      <td>0.487566</td>\n",
       "      <td>0.514091</td>\n",
       "      <td>0.013527</td>\n",
       "      <td>0.000183</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Drift 0</th>\n",
       "      <td>0.25</td>\n",
       "      <td>0.301652</td>\n",
       "      <td>0.308944</td>\n",
       "      <td>0.316236</td>\n",
       "      <td>0.003719</td>\n",
       "      <td>0.000014</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th rowspan=\"3\" valign=\"top\">HbR</th>\n",
       "      <th>HRF StimA</th>\n",
       "      <td>0.00</td>\n",
       "      <td>-0.088144</td>\n",
       "      <td>-0.039929</td>\n",
       "      <td>0.008287</td>\n",
       "      <td>0.024588</td>\n",
       "      <td>0.000605</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>HRF StimB</th>\n",
       "      <td>0.75</td>\n",
       "      <td>0.457175</td>\n",
       "      <td>0.500141</td>\n",
       "      <td>0.543107</td>\n",
       "      <td>0.021911</td>\n",
       "      <td>0.000480</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Drift 0</th>\n",
       "      <td>0.25</td>\n",
       "      <td>0.234300</td>\n",
       "      <td>0.237253</td>\n",
       "      <td>0.240206</td>\n",
       "      <td>0.001506</td>\n",
       "      <td>0.000002</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                          TS Amplitude  Confidence Interval Lower  betas_S1D1  \\\n",
       "channel chromo regressor                                                        \n",
       "S1D1    HbO    HRF StimA          1.25                   0.782609    0.825043   \n",
       "               HRF StimB          0.00                  -0.175357   -0.137542   \n",
       "               Drift 0            0.50                   0.575433    0.585828   \n",
       "        HbR    HRF StimA          1.25                   0.754142    0.811494   \n",
       "               HRF StimB          0.00                  -0.176867   -0.125759   \n",
       "               Drift 0            0.50                   0.474964    0.478476   \n",
       "S1D2    HbO    HRF StimA          0.00                  -0.133550   -0.103785   \n",
       "               HRF StimB          0.75                   0.461041    0.487566   \n",
       "               Drift 0            0.25                   0.301652    0.308944   \n",
       "        HbR    HRF StimA          0.00                  -0.088144   -0.039929   \n",
       "               HRF StimB          0.75                   0.457175    0.500141   \n",
       "               Drift 0            0.25                   0.234300    0.237253   \n",
       "\n",
       "                          Confidence Interval Upper  Standard Error  Variance  \n",
       "channel chromo regressor                                                       \n",
       "S1D1    HbO    HRF StimA                   0.867478        0.021640  0.000468  \n",
       "               HRF StimB                  -0.099727        0.019284  0.000372  \n",
       "               Drift 0                     0.596224        0.005301  0.000028  \n",
       "        HbR    HRF StimA                   0.868846        0.029247  0.000855  \n",
       "               HRF StimB                  -0.074651        0.026063  0.000679  \n",
       "               Drift 0                     0.481989        0.001791  0.000003  \n",
       "S1D2    HbO    HRF StimA                  -0.074019        0.015179  0.000230  \n",
       "               HRF StimB                   0.514091        0.013527  0.000183  \n",
       "               Drift 0                     0.316236        0.003719  0.000014  \n",
       "        HbR    HRF StimA                   0.008287        0.024588  0.000605  \n",
       "               HRF StimB                   0.543107        0.021911  0.000480  \n",
       "               Drift 0                     0.240206        0.001506  0.000002  "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# fit the model to the time series\n",
    "result = glm.fit(ts, dms_simple, noise_model=\"ols\")\n",
    "betas = result.sm.params\n",
    "\n",
    "# display the fitted betas as a DataFrame\n",
    "df = betas.rename(\"betas_S1D1\").to_dataframe()\n",
    "# add a column with expected values\n",
    "df[\"TS Amplitude\"] = [\n",
    "    SCALE_STIMA, 0.0, OFFSET_STIMA, \n",
    "    SCALE_STIMA, 0.0, OFFSET_STIMA,\n",
    "    0.0, SCALE_STIMB, OFFSET_STIMB,\n",
    "    0.0, SCALE_STIMB, OFFSET_STIMB,\n",
    "]\n",
    "\n",
    "# calculate uncertainty measures and add to table\n",
    "df[\"Standard Error\"] = result.sm.bse.rename(\"Standard Error\").to_dataframe() # standard error\n",
    "conf_int_df = result.sm.conf_int().to_dataframe(name=\"conf_int\").unstack() # confidence intervals\n",
    "conf_int_df.columns = [\"Confidence Interval Lower\", \"Confidence Interval Upper\"]\n",
    "df = df.join(conf_int_df)\n",
    "df[\"Variance\"] = result.sm.regressor_variances().rename(\"Variance\").to_dataframe() # variance\n",
    "\n",
    "# reorder columns\n",
    "df = df[[\"TS Amplitude\", \"Confidence Interval Lower\", \"betas_S1D1\", \"Confidence Interval Upper\", \"Standard Error\", \"Variance\"]]\n",
    "\n",
    "display(df)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Next, we plot the model prediction and compare it to the time series."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-11-11T09:51:50.693769Z",
     "iopub.status.busy": "2025-11-11T09:51:50.693076Z",
     "iopub.status.idle": "2025-11-11T09:51:51.390692Z",
     "shell.execute_reply": "2025-11-11T09:51:51.386133Z"
    }
   },
   "outputs": [
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       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-data > pre,\n",
       ".xr-index-data > pre,\n",
       ".xr-var-data > table > tbody > tr {\n",
       "  background-color: transparent !important;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
       "  color: var(--xr-font-color0);\n",
       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
       "  stroke-width: 0.8px;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (time: 2400, channel: 2, chromo: 2)&gt; Size: 77kB\n",
       "0.5858 0.4785 0.3089 0.2373 0.5858 0.4785 ... 0.2373 0.5858 0.4785 0.3089 0.2373\n",
       "Coordinates:\n",
       "  * time     (time) float64 19kB 0.0 0.1 0.2 0.3 0.4 ... 239.6 239.7 239.8 239.9\n",
       "  * chromo   (chromo) &lt;U3 24B &#x27;HbO&#x27; &#x27;HbR&#x27;\n",
       "  * channel  (channel) &lt;U4 32B &#x27;S1D1&#x27; &#x27;S1D2&#x27;</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 2400</li><li><span class='xr-has-index'>channel</span>: 2</li><li><span class='xr-has-index'>chromo</span>: 2</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-65fd3080-f3db-46a6-8810-3cb9b523eaf9' class='xr-array-in' type='checkbox' ><label for='section-65fd3080-f3db-46a6-8810-3cb9b523eaf9' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.5858 0.4785 0.3089 0.2373 0.5858 ... 0.5858 0.4785 0.3089 0.2373</span></div><div class='xr-array-data'><pre>array([[[0.58582849, 0.4784764 ],\n",
       "        [0.30894397, 0.23725301]],\n",
       "\n",
       "       [[0.58582849, 0.4784764 ],\n",
       "        [0.30894397, 0.23725301]],\n",
       "\n",
       "       [[0.58582849, 0.4784764 ],\n",
       "        [0.30894397, 0.23725301]],\n",
       "\n",
       "       ...,\n",
       "\n",
       "       [[0.58582849, 0.4784764 ],\n",
       "        [0.30894397, 0.23725301]],\n",
       "\n",
       "       [[0.58582849, 0.4784764 ],\n",
       "        [0.30894397, 0.23725301]],\n",
       "\n",
       "       [[0.58582849, 0.4784764 ],\n",
       "        [0.30894397, 0.23725301]]], shape=(2400, 2, 2))</pre></div></div></li><li class='xr-section-item'><input id='section-f151a508-cf77-444e-af21-c2e4ce24c899' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f151a508-cf77-444e-af21-c2e4ce24c899' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.1 0.2 ... 239.7 239.8 239.9</div><input id='attrs-fa45de69-f240-418c-8df2-122915a17dd4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fa45de69-f240-418c-8df2-122915a17dd4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-290e1d80-c4c7-4974-af45-37cbbf8c4f28' class='xr-var-data-in' type='checkbox'><label for='data-290e1d80-c4c7-4974-af45-37cbbf8c4f28' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.000e+00, 1.000e-01, 2.000e-01, ..., 2.397e+02, 2.398e+02, 2.399e+02],\n",
       "      shape=(2400,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>chromo</span></div><div class='xr-var-dims'>(chromo)</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;HbO&#x27; &#x27;HbR&#x27;</div><input id='attrs-528a2e45-1e2b-404d-a67e-19c098b8c712' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-528a2e45-1e2b-404d-a67e-19c098b8c712' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9bb5ed55-8796-43c5-94b0-7d890b3a2726' class='xr-var-data-in' type='checkbox'><label for='data-9bb5ed55-8796-43c5-94b0-7d890b3a2726' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;HbO&#x27;, &#x27;HbR&#x27;], dtype=&#x27;&lt;U3&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>channel</span></div><div class='xr-var-dims'>(channel)</div><div class='xr-var-dtype'>&lt;U4</div><div class='xr-var-preview xr-preview'>&#x27;S1D1&#x27; &#x27;S1D2&#x27;</div><input id='attrs-a9d4c668-9ab4-4062-bd0b-8570a0f7260e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a9d4c668-9ab4-4062-bd0b-8570a0f7260e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-042ed164-a140-4731-83ff-451f5e7f5225' class='xr-var-data-in' type='checkbox'><label for='data-042ed164-a140-4731-83ff-451f5e7f5225' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;S1D1&#x27;, &#x27;S1D2&#x27;], dtype=&#x27;&lt;U4&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-13838f15-e182-493d-8691-e8a2161fea51' class='xr-section-summary-in' type='checkbox'  ><label for='section-13838f15-e182-493d-8691-e8a2161fea51' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-5b316411-43f7-486f-948b-ef320c466dae' class='xr-index-data-in' type='checkbox'/><label for='index-5b316411-43f7-486f-948b-ef320c466dae' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  0.0,   0.1,   0.2,   0.3,   0.4,   0.5,   0.6,   0.7,   0.8,   0.9,\n",
       "       ...\n",
       "       239.0, 239.1, 239.2, 239.3, 239.4, 239.5, 239.6, 239.7, 239.8, 239.9],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;time&#x27;, length=2400))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>chromo</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-30a9d8f9-c2e3-4ae5-a31b-cea348de2b4e' class='xr-index-data-in' type='checkbox'/><label for='index-30a9d8f9-c2e3-4ae5-a31b-cea348de2b4e' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;HbO&#x27;, &#x27;HbR&#x27;], dtype=&#x27;object&#x27;, name=&#x27;chromo&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>channel</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-7164c198-6216-482f-bb33-91f8b5bbcc7e' class='xr-index-data-in' type='checkbox'/><label for='index-7164c198-6216-482f-bb33-91f8b5bbcc7e' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;S1D1&#x27;, &#x27;S1D2&#x27;], dtype=&#x27;object&#x27;, name=&#x27;channel&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-8053bb9c-be2c-4d1a-a506-1d6812e30393' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-8053bb9c-be2c-4d1a-a506-1d6812e30393' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (time: 2400, channel: 2, chromo: 2)> Size: 77kB\n",
       "0.5858 0.4785 0.3089 0.2373 0.5858 0.4785 ... 0.2373 0.5858 0.4785 0.3089 0.2373\n",
       "Coordinates:\n",
       "  * time     (time) float64 19kB 0.0 0.1 0.2 0.3 0.4 ... 239.6 239.7 239.8 239.9\n",
       "  * chromo   (chromo) <U3 24B 'HbO' 'HbR'\n",
       "  * channel  (channel) <U4 32B 'S1D1' 'S1D2'"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# use all regressors of the design matrix to predict the time series\n",
    "pred = glm.predict(ts, betas, dms_simple)\n",
    "display(pred)\n",
    "plot_data_to_fit_comparison(ts, pred, stim)\n",
    "\n",
    "\n",
    "# use only HRF-related regressors, i.e. remove the drift/offset\n",
    "pred = glm.predict(\n",
    "    ts,\n",
    "    # select regressor whose label start with HRF Stim\n",
    "    betas.sel(regressor=betas.regressor.str.startswith(\"HRF Stim\")),\n",
    "    dms_simple\n",
    ")\n",
    "plot_data_to_fit_comparison(ts, pred, stim)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Fitting with multiple gaussian kernels\n",
    "\n",
    "In this section, we'll build a new design matrix using the `GaussianKernels` basis function. This basis function consists of multiple time-shifted gaussians. Therefore, the model is capable of describing also more complex hemodynamic repsonse - like the one we just simulated. However, the obtained coefficients are not as easy to interprete as in the simpler model above. There the size of the coefficient directly related to the amplitude of the response. Here, the coefficients of the Gaussians encode both the shape and the amplitude.\n",
    "\n",
    "The GaussianKernels basis function takes the following arguments:\n",
    "- t_pre : time before trial onset\n",
    "- t_post : time after trial onset\n",
    "- t_delta : the temporal spacing between consecutive gaussians\n",
    "- t_std : time width of the gaussians"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-11-11T09:51:51.395082Z",
     "iopub.status.busy": "2025-11-11T09:51:51.394886Z",
     "iopub.status.idle": "2025-11-11T09:51:51.805195Z",
     "shell.execute_reply": "2025-11-11T09:51:51.804431Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(0.0, 90.0)"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Build design matrix with Gaussian kernels\n",
    "dms_gauss = glm.design_matrix.hrf_regressors(\n",
    "    ts,\n",
    "    stim,\n",
    "    glm.GaussianKernels(\n",
    "        t_pre=5 * units.s, t_post=30 * units.s, t_delta=3 * units.s, t_std=2 * units.s\n",
    "    ),\n",
    ") & glm.design_matrix.drift_regressors(ts, drift_order=0)\n",
    "\n",
    "dm_gauss = dms_gauss.common\n",
    "\n",
    "# Plot the regressors\n",
    "f,ax = p.subplots(1,1, figsize=(12,4))\n",
    "for reg in dm_gauss.regressor.values:\n",
    "    p.plot(dm_gauss.time, dm_gauss.sel(chromo=\"HbO\", regressor=reg), label=reg)\n",
    "vbx.plot_stim_markers(ax, stim, y=1.)\n",
    "p.legend(ncol=3, loc=\"center right\")\n",
    "p.xlim(0,90)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now we use the new design matrix to fit the GLM.\n",
    "\n",
    "Note that we have many regressors and thus no longer can easily infer the HRF amplitude from the coefficients. We also need a more sophisticated way to display the uncertainty of our fit."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-11-11T09:51:51.812204Z",
     "iopub.status.busy": "2025-11-11T09:51:51.811968Z",
     "iopub.status.idle": "2025-11-11T09:51:52.309451Z",
     "shell.execute_reply": "2025-11-11T09:51:52.308971Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\r",
      "  0%|          | 0/2 [00:00<?, ?it/s]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\r",
      " 50%|█████     | 1/2 [00:00<00:00,  5.17it/s]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\r",
      " 50%|█████     | 1/2 [00:00<00:00,  5.13it/s]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\r",
      "  0%|          | 0/2 [00:00<?, ?it/s]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\r",
      " 50%|█████     | 1/2 [00:00<00:00,  4.74it/s]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\r",
      " 50%|█████     | 1/2 [00:00<00:00,  4.69it/s]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th>betas_S1D1</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>channel</th>\n",
       "      <th>chromo</th>\n",
       "      <th>regressor</th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th rowspan=\"5\" valign=\"top\">S1D1</th>\n",
       "      <th rowspan=\"5\" valign=\"top\">HbO</th>\n",
       "      <th>HRF StimA 00</th>\n",
       "      <td>0.114164</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>HRF StimA 01</th>\n",
       "      <td>-0.185085</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>HRF StimA 02</th>\n",
       "      <td>0.271145</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>HRF StimA 03</th>\n",
       "      <td>-0.456136</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>HRF StimA 04</th>\n",
       "      <td>1.022325</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <th>...</th>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th rowspan=\"5\" valign=\"top\">S1D2</th>\n",
       "      <th rowspan=\"5\" valign=\"top\">HbR</th>\n",
       "      <th>HRF StimB 07</th>\n",
       "      <td>0.107209</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>HRF StimB 08</th>\n",
       "      <td>-0.225727</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>HRF StimB 09</th>\n",
       "      <td>-0.002208</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>HRF StimB 10</th>\n",
       "      <td>-0.006987</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Drift 0</th>\n",
       "      <td>0.252647</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>92 rows × 1 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                             betas_S1D1\n",
       "channel chromo regressor               \n",
       "S1D1    HbO    HRF StimA 00    0.114164\n",
       "               HRF StimA 01   -0.185085\n",
       "               HRF StimA 02    0.271145\n",
       "               HRF StimA 03   -0.456136\n",
       "               HRF StimA 04    1.022325\n",
       "...                                 ...\n",
       "S1D2    HbR    HRF StimB 07    0.107209\n",
       "               HRF StimB 08   -0.225727\n",
       "               HRF StimB 09   -0.002208\n",
       "               HRF StimB 10   -0.006987\n",
       "               Drift 0         0.252647\n",
       "\n",
       "[92 rows x 1 columns]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Fit the model to the time series\n",
    "results = glm.fit(ts, dms_gauss, noise_model=\"ols\")\n",
    "betas = results.sm.params\n",
    "\n",
    "# translate the xr.DataArray into a pd.DataFrame which are displayed as tables\n",
    "display(betas.rename(\"betas_S1D1\").to_dataframe())"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We again use the fitted model to predict the time series. This time, the prediction is quite accurate."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-11-11T09:51:52.311749Z",
     "iopub.status.busy": "2025-11-11T09:51:52.311574Z",
     "iopub.status.idle": "2025-11-11T09:51:53.071186Z",
     "shell.execute_reply": "2025-11-11T09:51:53.070430Z"
    },
    "tags": [
     "nbsphinx-thumbnail"
    ]
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "pred = glm.predict(ts, betas, dms_gauss)\n",
    "plot_data_to_fit_comparison(ts, pred, stim)\n",
    "\n",
    "\n",
    "# use only HRF-related regressors, i.e. remove the drift/offset\n",
    "pred_stim = glm.predict(\n",
    "    ts,\n",
    "    # select regressor whose label start with HRF Stim\n",
    "    betas.sel(regressor=betas.regressor.str.startswith(\"HRF Stim\")),\n",
    "    dms_gauss\n",
    ")\n",
    "plot_data_to_fit_comparison(ts, pred_stim, stim)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In the last part of the notebook, we'll explore some options for using a derived statistic to enable quantitative comparisons between the prediction and the original timeseries.\n",
    "\n",
    "First, we compare the peak amplitude and area under the curve of the prediction and the original timeseries. \n",
    "\n",
    "TODO: uncertainty measurements for these values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-11-11T09:51:53.073721Z",
     "iopub.status.busy": "2025-11-11T09:51:53.073350Z",
     "iopub.status.idle": "2025-11-11T09:51:53.122839Z",
     "shell.execute_reply": "2025-11-11T09:51:53.120342Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th>peak_amp_ts</th>\n",
       "      <th>peak_amp_pred</th>\n",
       "      <th>auc_ts</th>\n",
       "      <th>auc_pred</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>channel</th>\n",
       "      <th>chromo</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th rowspan=\"2\" valign=\"top\">S1D1</th>\n",
       "      <th>HbO</th>\n",
       "      <td>1.844879</td>\n",
       "      <td>1.741143</td>\n",
       "      <td>154.118239</td>\n",
       "      <td>154.120140</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>HbR</th>\n",
       "      <td>0.693139</td>\n",
       "      <td>0.509185</td>\n",
       "      <td>111.382692</td>\n",
       "      <td>111.388201</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th rowspan=\"2\" valign=\"top\">S1D2</th>\n",
       "      <th>HbO</th>\n",
       "      <td>1.055806</td>\n",
       "      <td>0.993837</td>\n",
       "      <td>84.020571</td>\n",
       "      <td>84.018442</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>HbR</th>\n",
       "      <td>0.436165</td>\n",
       "      <td>0.263074</td>\n",
       "      <td>54.039689</td>\n",
       "      <td>54.035335</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                peak_amp_ts  peak_amp_pred      auc_ts    auc_pred\n",
       "channel chromo                                                    \n",
       "S1D1    HbO        1.844879       1.741143  154.118239  154.120140\n",
       "        HbR        0.693139       0.509185  111.382692  111.388201\n",
       "S1D2    HbO        1.055806       0.993837   84.020571   84.018442\n",
       "        HbR        0.436165       0.263074   54.039689   54.035335"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# calculate peak amplitude and area under the curve (AUC) for each channel and chromophore\n",
    "peak_amp_pred = pred.max(dim=[\"time\"]).to_dataframe(name=\"peak_amp_pred\")\n",
    "auc_pred = pred.integrate(coord=\"time\").to_dataframe(name=\"auc_pred\")\n",
    "\n",
    "# calculate peak amplitude and AUC for the original time series\n",
    "peak_amp_ts = ts.pint.dequantify().max(dim=[\"time\"]).to_dataframe(name=\"peak_amp_ts\")\n",
    "auc_ts = ts.pint.dequantify().integrate(coord=\"time\").to_dataframe(name=\"auc_ts\")\n",
    "\n",
    "# merge the results into a single DataFrame and display\n",
    "df = peak_amp_ts.join(peak_amp_pred).join(auc_ts).join(auc_pred)\n",
    "\n",
    "display(df)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Finally, we try out a way to visualize the uncertainty of the GLM fit. In the simple case, we could just look at the uncertainties of each coefficient. Now that we have so many coefficients, this is no longer feasible. \n",
    "\n",
    "This method visualizes the uncertainty in a GLM fit by drawing multiple samples of the beta coefficients from their estimated covariance (via multivariate normal sampling). It then uses these sampled betas to generate predicted time courses, and plots the mean prediction with a shaded band representing ±3 standard deviations across samples, thus capturing the variability due to model uncertainty. The band is quite narrow because uncertainty is low in this toy example."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-11-11T09:51:53.124978Z",
     "iopub.status.busy": "2025-11-11T09:51:53.124751Z",
     "iopub.status.idle": "2025-11-11T09:51:53.414978Z",
     "shell.execute_reply": "2025-11-11T09:51:53.414110Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, '$\\\\Delta$  c / uM')"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "cov = results.sm.cov_params()\n",
    "sampled_betas = xr.zeros_like(betas).expand_dims({\"sample\" : 100}, axis=-1).copy()\n",
    "for i_ch in range(sampled_betas.shape[0]):\n",
    "    for i_cr in range(sampled_betas.shape[1]):\n",
    "        sampled_betas[i_ch, i_cr, :, :] = np.random.multivariate_normal(\n",
    "            betas[i_ch, i_cr, :],\n",
    "            cov[i_ch, i_cr, :, :],\n",
    "            size=100,\n",
    "        ).T\n",
    "pred = glm.predict(ts, sampled_betas, dms_gauss)\n",
    "\n",
    "pred_mean = pred.mean(\"sample\")\n",
    "pred_std = pred.std(\"sample\")\n",
    "mm = pred_mean.loc[slice(0,400), \"S1D1\", \"HbO\"]\n",
    "ss = pred_std.loc[slice(0,400), \"S1D1\", \"HbO\"]\n",
    "\n",
    "p.plot(mm.time, mm, c=\"r\")\n",
    "p.fill_between(mm.time, mm-3*ss, mm+3*ss, fc=\"y\", alpha=.8)\n",
    "\n",
    "p.xlabel(\"time / s\")\n",
    "p.ylabel(r\"$\\Delta$  c / uM\")"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "cedalion_250922",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.14"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}