From bc2a29834a3633f0b5e67eb0171c89484cca0ccc Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Tue, 24 Jun 2025 16:52:12 +0200 Subject: [PATCH 01/56] don't include docs and .github in sdist --- pyproject.toml | 5 +++++ 1 file changed, 5 insertions(+) diff --git a/pyproject.toml b/pyproject.toml index 78c952d..4142748 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -80,6 +80,11 @@ requires = [ "hatch-conda>=0.5.2", ] +[tool.hatch.build.targets.sdist] +exclude = [ + "/.github", + "/docs", +] [tool.hatch.envs.default] type = "conda" From 59362d8a029e8d3e6aab5c276c4d32535cf963e7 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Tue, 24 Jun 2025 16:52:51 +0200 Subject: [PATCH 02/56] Describe version updates in installation docs --- docs/getting_started/installation.md | 43 ++++++++++++++++++++++++++++ 1 file changed, 43 insertions(+) diff --git a/docs/getting_started/installation.md b/docs/getting_started/installation.md index c08e117..7467384 100644 --- a/docs/getting_started/installation.md +++ b/docs/getting_started/installation.md @@ -31,6 +31,12 @@ this checked-out directory and run: $ conda env create -n cedalion -f environment_dev.yml ``` +Select a descriptive name for the environment. Keep in mind that over time you +may want to have multiple environments in parallel, for example when you are working +on two projects that use different versions of cedalion. A naming scheme that +includes the current date ('cedalion_YYMMDD') is practical but you are free to choose +whatever works best for you. + Afterwards activate the environment and add an editable install of `cedalion` to it: ``` $ conda activate cedalion @@ -93,6 +99,43 @@ $ hatch run build_docs The same procedure as above applies. However, make sure to use a released version from the main branch. +## Updating + +### Updating between releases + +In the past, you cloned the git repository to a local directory using the last released +version on the main branch. During installation, you created a conda environment and +added cedalion from that directory to the environment. + +Updating to a newer version is easiest done by cloning the git repository again to a +different folder and creating a new environment. This way, the installed version remains +usable. It also guarantees that the new environment contains any updated dependencies. + +The following example uses the version suffix in the directory and environment name. + +``` +$ git clone git@github.com:ibs-lab/cedalion.git path/to/cedalion_v25.1.0 +$ cd path/to/cedalion_v25.1.0 +$ conda env create -n cedalion_v25.1.0 -f environment_dev.yml +$ conda activate cedalion_v25.1.0 +$ pip install -e . +``` + +Switching between the different cedalion versions is then possible by activating the +corresponding environment. + +### During development + +Cedalion's development happens in the dev branch. The cloned git repository contains the +complete development history and maintains the connection to our main repository at +GitHub. By pulling the recent changes from there or by checking out a commit from the past +the cedalion directory can be brought to any desired version. The conda environment +will then use the checked out version. + +Keep in mind that the cedalion's dependencies changed over time. When pulling recent +changes from dev you might need to update or recreate the environment. + + ## Container Environments From 825fbb4353672330a9bc023bfd1bc30706ae77f4 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Wed, 25 Jun 2025 11:59:07 +0200 Subject: [PATCH 03/56] fix pmcx version inconsistency and update docs to use pip --no-deps --- docs/getting_started/installation.md | 4 ++-- pyproject.toml | 2 +- 2 files changed, 3 insertions(+), 3 deletions(-) diff --git a/docs/getting_started/installation.md b/docs/getting_started/installation.md index 7467384..710bf8f 100644 --- a/docs/getting_started/installation.md +++ b/docs/getting_started/installation.md @@ -40,7 +40,7 @@ whatever works best for you. Afterwards activate the environment and add an editable install of `cedalion` to it: ``` $ conda activate cedalion -$ pip install -e . +$ pip install -e . --no-deps ``` This will also install Jupyter Notebook to run the example notebooks. @@ -118,7 +118,7 @@ $ git clone git@github.com:ibs-lab/cedalion.git path/to/cedalion_v25.1.0 $ cd path/to/cedalion_v25.1.0 $ conda env create -n cedalion_v25.1.0 -f environment_dev.yml $ conda activate cedalion_v25.1.0 -$ pip install -e . +$ pip install -e . --no-deps ``` Switching between the different cedalion versions is then possible by activating the diff --git a/pyproject.toml b/pyproject.toml index 4142748..877ca95 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -54,7 +54,7 @@ dependencies = [ "pywavefront==1.3.*", "setuptools-scm", "snirf==0.8.*", - "pmcx==0.4.2", + "pmcx>=0.3.3", "pmcxcl==0.3.1", "pyxdf==1.17.0", ] From b21a3f0a41bae0f5f1921fa448827498f445e8b0 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Fri, 27 Jun 2025 07:14:34 +0200 Subject: [PATCH 04/56] refactor stacking/unstacking, handling of affected additional coordinates --- src/cedalion/imagereco/forward_model.py | 37 +-------- src/cedalion/xrutils.py | 75 +++++++++++++++++ tests/test_imagereco_forward_model.py | 102 ++++++++++++++++++++++++ 3 files changed, 179 insertions(+), 35 deletions(-) diff --git a/src/cedalion/imagereco/forward_model.py b/src/cedalion/imagereco/forward_model.py index 139bbdb..7893e60 100644 --- a/src/cedalion/imagereco/forward_model.py +++ b/src/cedalion/imagereco/forward_model.py @@ -1372,15 +1372,7 @@ def stack_flat_vertex(array: xr.DataArray): def unstack_flat_vertex(array: xr.DataArray): - if "flat_vertex" not in array.dims: - raise ValueError("array misses dimension 'flat_vertex'.") - - coords = ("chromo", "vertex") - for coord in coords: - if coord not in array.coords: - raise ValueError(f"array misses coordinate '{coord}'.") - - return array.set_xindex(coords).unstack("flat_vertex") + return xrutils.unstack(array, "flat_vertex", ("chromo", "vertex")) def stack_flat_channel(array: xr.DataArray): @@ -1394,30 +1386,5 @@ def stack_flat_channel(array: xr.DataArray): def unstack_flat_channel(array: xr.DataArray): - if "flat_channel" not in array.dims: - raise ValueError("array misses dimension 'flat_channel'.") - - coords = ("wavelength", "channel") - for coord in coords: - if coord not in array.coords: - raise ValueError(f"array misses coordinate '{coord}'.") - - unstacked = array.set_xindex(coords).unstack("flat_channel") - - # source and detector are unstacked into 2D arrays with dims channel and wavelength. - # Assert that these coordinates do not vary along the wavelength dimension and - # then reduce them to channel-only coordinates. - - for coord_name in ["source", "detector"]: - c = unstacked.coords[coord_name] - c_wl0 = ( - c[{"wavelength": 0}].copy().drop_vars(["wavelength", "source", "detector"]) - ) - if not (c_wl0 == c).all().item(): - raise ValueError( - f"coord {coord_name} varies over wavelength after unstacking." - ) - #unstacked = unstacked.drop_vars(coord_name) - unstacked = unstacked.assign_coords({coord_name: c_wl0}) + return xrutils.unstack(array, "flat_channel", ("wavelength", "channel")) - return unstacked diff --git a/src/cedalion/xrutils.py b/src/cedalion/xrutils.py index 8b06183..144c991 100644 --- a/src/cedalion/xrutils.py +++ b/src/cedalion/xrutils.py @@ -231,3 +231,78 @@ def unit_stripping_is_error(is_error : bool = True): if f[0] =="error" and f[2] == pint.errors.UnitStrippedWarning: del warnings.filters[i] break + + +def drop_duplicate_dimensions(array : xr.DataArray) -> xr.DataArray: + """Remove dimensions in which all array values are identical. + + During stacking and unstacking of dimensions, coordinate arrays can occur that + are attributed to multiple dimensions although their values change only along + a single dimensions. This function reduces the array to that single dimension. + """ + + drop_dims = [] + + for dim in array.dims: + ref = array.isel({dim : 0}) + if (array == ref).all(): # array values do not change along this dimension + drop_dims.append(dim) + + # drop dimensions + reduced_array = array.isel({dim: 0 for dim in drop_dims}) + + # drop (now scalar) coordinates that belong to removed dimensions + reduced_array = reduced_array.drop_vars(drop_dims) + + return reduced_array + + +def unstack( + array: xr.DataArray, unstack_dim: str, stacked_dims: tuple[str] +) -> xr.DataArray: + """Unstack a stacked DataArray. + + This function unstacks a DataArray in which dimensions 'stacked_dims' have + been stacked into the dimension 'unstack_dim'. The function further processes + unstacked coordinate arrays, so that they are attributed only to their respective + dimension. + + Args: + array: the stacked DataArray + unstack_dim: the dimension to unstack + stacked_dims: The dimensions that were stacked together in the order + given to DataArray.stack. + + Returns: + The unstacked array. + """ + if unstack_dim not in array.dims: + raise ValueError(f"cannot unstack missing dimension '{unstack_dim}'.") + + #coords = ("chromo", "vertex") + for coord in stacked_dims: + if coord not in array.coords: + raise ValueError(f"array misses coordinate '{coord}'.") + + + if unstack_dim not in array.indexes: + array = array.set_xindex(stacked_dims) + + unstacked = array.unstack(unstack_dim) + + # other coorindates of the unstack_dim dimension that are not part + # of the MultiIndex. These coordinates will be assigned to all stacked_dims + # even if they initially belonged only to one of them. + other_dims = [ + c + for c, da in array.coords.items() + if unstack_dim in da.dims and c not in [unstack_dim, *stacked_dims] + ] + + # while they are assigned to all stacked_dims, they may vary only along + # a single dimension. remove the other duplicate dimensions. + for unstack_dim in other_dims: + coords_array = drop_duplicate_dimensions(unstacked.coords[unstack_dim]) + unstacked = unstacked.assign_coords({unstack_dim: coords_array}) + + return unstacked diff --git a/tests/test_imagereco_forward_model.py b/tests/test_imagereco_forward_model.py index 8b0d438..55956ac 100644 --- a/tests/test_imagereco_forward_model.py +++ b/tests/test_imagereco_forward_model.py @@ -5,9 +5,11 @@ import pytest from scipy.sparse import find import sys +import xarray as xr import cedalion.datasets import cedalion.imagereco.forward_model as fw +import cedalion.dataclasses as cdc try: src_path = os.path.abspath( @@ -145,3 +147,103 @@ def test_run_nirfaster(): mesh.gen_intmat(igrid, jgrid, kgrid) # calculate fluence data, _ = mesh.femdata(0, solver=solver, opt=solver_opt) + + + +def test_stacking_flat_channel(): + channel = ["S1D1", "S1D2", "S2D1"] + source = ["S1", "S1", "S2"] + detector = ["D1", "D2", "D1"] + time = [1.,2.,3.,4.,5.] + wavelength = [760., 850.] + + nch = len(channel) + nt = len(time) + nwl = len(wavelength) + + ts = cdc.build_timeseries( + np.arange(nch * nwl * nt).reshape(nch, nwl, nt), + dims=["channel", "wavelength", "time"], + channel=channel, + time=time, + value_units="mV", + time_units="s", + other_coords={ + "wavelength": wavelength, + "source": ("channel", source), + "detector": ("channel", detector), + }, + ) + + # flat_channel : ('wavelength', 'channel') + stacked = fw.stack_flat_channel(ts) + unstacked = fw.unstack_flat_channel(stacked) + + assert stacked.dims == ("time", "flat_channel") # stacked dim at the end + + assert all(stacked.time == time) + assert all(unstacked.time == time) + + assert all(stacked.channel == np.hstack((channel, channel))) + assert all(stacked.source == np.hstack((source, source))) + assert all(stacked.detector == np.hstack((detector, detector))) + + assert all(stacked.wavelength == [wavelength[0]] * nch + [wavelength[1]] * nch) + + assert unstacked.dims == ("time", "wavelength", "channel") # stacked dim replaced + + assert (ts.values == unstacked.transpose(*ts.dims).values).all() + + assert unstacked.source.dims == ("channel",) + assert unstacked.detector.dims == ("channel",) + + assert ts.pint.units == stacked.pint.units == unstacked.pint.units + + +def test_stacking_flat_vertex(): + vertex = [1, 2 , 3] + parcel = ["a", "b", "b"] + time = [1.,2.,3.,4.,5.] + chromo = ["HbO", "HbR"] + + nvx = len(vertex) + nt = len(time) + nchr = len(chromo) + + ts = xr.DataArray( + np.arange(nvx * nchr * nt).reshape(nvx, nchr, nt), + dims = ["vertex", "chromo", "time"], + coords={ + "time" : time, + "vertex" : vertex, + "parcel" : ("vertex", parcel), + "chromo" : chromo + }, + attrs= {"units" : "uM"} + ).pint.quantify() + + ts.time.attrs["units"] = "s" + + + + # flat_vertex : ('chromo', 'vertex') + stacked = fw.stack_flat_vertex(ts) + unstacked = fw.unstack_flat_vertex(stacked) + + assert stacked.dims == ("time", "flat_vertex") # stacked dim at the end + + assert all(stacked.time == time) + assert all(unstacked.time == time) + + assert all(stacked.vertex == np.hstack((vertex, vertex))) + assert all(stacked.parcel == np.hstack((parcel, parcel))) + + assert all(stacked.chromo == [chromo[0]] * nvx + [chromo[1]] * nvx) + + assert unstacked.dims == ("time", "chromo", "vertex") # stacked dim replaced + + assert (ts.values == unstacked.transpose(*ts.dims).values).all() + + assert unstacked.parcel.dims == ("vertex",) + + assert ts.pint.units == stacked.pint.units == unstacked.pint.units From 1b0ec3165b522713f6f666d2ae099c8d8e2dca2f Mon Sep 17 00:00:00 2001 From: nils Date: Tue, 15 Jul 2025 10:35:43 +0200 Subject: [PATCH 05/56] change x-coordinates from LAS to RAS coordinate system (#110) --- .../fullhead_56x144_System2_landmarks.tsv | 659 ++++---- .../fullhead_56x144_System2_optodes.tsv | 401 ++--- .../fullhead_164x496_landmarks.tsv | 659 ++++---- .../fullhead_164x496_optodes.tsv | 1321 +++++++++-------- 4 files changed, 1522 insertions(+), 1518 deletions(-) diff --git a/src/cedalion/data/ninja_cap_probe/fullhead_56x144_System2_landmarks.tsv b/src/cedalion/data/ninja_cap_probe/fullhead_56x144_System2_landmarks.tsv index 6556a79..e1a3349 100644 --- a/src/cedalion/data/ninja_cap_probe/fullhead_56x144_System2_landmarks.tsv +++ b/src/cedalion/data/ninja_cap_probe/fullhead_56x144_System2_landmarks.tsv @@ -1,329 +1,330 @@ -Nz 131.100000 188.000000 234.000000 -Iz 128.000000 182.000000 25.900000 -LPA 42.900000 192.000000 128.000000 -RPA 214.100000 192.000000 131.000000 -Cz 131.000000 46.900000 133.000000 -NFpz 132.000000 169.000000 236.100000 -Fpz 131.000000 150.000000 235.100000 -AFpz 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181.397277 PointType.DETECTOR +D18 74.421294 78.922121 157.549061 PointType.DETECTOR +D19 66.655646 78.644443 131.019730 PointType.DETECTOR +D20 90.248663 68.641116 162.506089 PointType.DETECTOR +D21 106.165638 59.527418 162.443059 PointType.DETECTOR +D22 97.830779 60.848870 147.136973 PointType.DETECTOR +D23 90.267779 59.125233 129.191769 PointType.DETECTOR +D24 107.019928 52.103510 132.387150 PointType.DETECTOR +D25 109.900196 83.373014 51.084540 PointType.DETECTOR +D26 98.722479 60.056727 77.850402 PointType.DETECTOR +D27 81.024684 72.056660 78.890532 PointType.DETECTOR +D28 67.607147 75.666619 103.668725 PointType.DETECTOR +D29 99.836349 53.087066 96.503914 PointType.DETECTOR +D30 89.599969 56.069752 111.931346 PointType.DETECTOR +D31 75.459617 66.089321 118.767085 PointType.DETECTOR +D32 108.535173 49.898335 117.179356 PointType.DETECTOR +D33 140.005139 102.214540 222.671572 PointType.DETECTOR +D34 140.402109 132.675368 233.199709 PointType.DETECTOR +D35 130.673117 88.342773 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105.045196 195.661663 PointType.DETECTOR +D72 68.541137 135.001590 205.450219 PointType.DETECTOR +D73 182.732689 146.242488 43.038510 PointType.DETECTOR +D74 174.713944 85.147492 62.540322 PointType.DETECTOR +D75 188.837573 131.509932 52.777622 PointType.DETECTOR +D76 185.921031 100.509954 60.893769 PointType.DETECTOR +D77 195.225514 116.665607 63.485872 PointType.DETECTOR +D78 201.888849 133.949269 68.088445 PointType.DETECTOR +D79 197.454354 102.500899 74.846789 PointType.DETECTOR +D80 206.236978 150.014757 74.726988 PointType.DETECTOR +D81 215.189581 138.758505 126.577452 PointType.DETECTOR +D82 210.453268 106.989688 126.975854 PointType.DETECTOR +D83 212.066239 123.066028 136.238057 PointType.DETECTOR +D84 214.520065 138.698022 146.924539 PointType.DETECTOR +D85 208.723586 107.022924 145.143064 PointType.DETECTOR +D86 213.719218 153.239354 158.308810 PointType.DETECTOR +D87 200.448676 90.864524 151.933698 PointType.DETECTOR +D88 210.448044 137.736838 167.155531 PointType.DETECTOR 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src/cedalion/plots.py | 10 +++++----- 2 files changed, 8 insertions(+), 8 deletions(-) diff --git a/src/cedalion/geometry/registration.py b/src/cedalion/geometry/registration.py index 75b3ce5..fb7b0eb 100644 --- a/src/cedalion/geometry/registration.py +++ b/src/cedalion/geometry/registration.py @@ -563,9 +563,9 @@ def loss(params, coords_to, coords_from): (-2 * np.pi, 2 * np.pi), (-2 * np.pi, 2 * np.pi), (-2 * np.pi, 2 * np.pi), - (0.5, 1.5), - (0.5, 1.5), - (0.5, 1.5), + (-1.5, 1.5), + (-1.5, 1.5), + (-1.5, 1.5), ] # Optimization step to minimize the loss function diff --git a/src/cedalion/plots.py b/src/cedalion/plots.py index ab0d511..459e9ff 100644 --- a/src/cedalion/plots.py +++ b/src/cedalion/plots.py @@ -4,10 +4,8 @@ import itertools import math -import os import sys -import imageio import matplotlib import matplotlib.colors import matplotlib.pyplot as p @@ -448,7 +446,7 @@ class OptodeSelector: - Masha Iudina | mashayudi@gmail.com | 2024 """ def __init__(self, surface, points, normals=None, plotter=None, labels = None): - self.points = points + self.points = points.pint.dequantify() self.normals = normals self.surface = surface self.plotter = plotter if plotter else pv.Plotter() @@ -456,6 +454,8 @@ def __init__(self, surface, points, normals=None, plotter=None, labels = None): self.actors = [] self.color = None + self.cog = surface.mesh.vertices.mean(axis=0) + def plot(self): plotter = self.plotter points = self.points @@ -477,7 +477,7 @@ def plot(self): } # points = points.pint.to("mm").pint.dequantify() # FIXME unit handling - points = points.pint.dequantify() # FIXME unit handling + # points = points.pint.dequantify() # FIXME unit handling for type, x in points.groupby("type"): for i_point in range(len(x)): @@ -573,7 +573,7 @@ def pca(vertices: np.ndarray): normal_vector = eigenvecs[:, 0] # Verify the direction of the normal - if np.dot(normal_vector, picked_point - np.mean(close_vertices, axis=0)) < 0: + if np.dot(normal_vector, picked_point - self.cog) < 0: normal_vector = -normal_vector # Ensure the normal points outward return normal_vector From ce4ef0f5ca0efbf2a2df3fab7fc26cb0d34a0f4c Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Wed, 16 Jul 2025 13:17:41 +0200 Subject: [PATCH 07/56] keep OptodeSelector.points quantified --- src/cedalion/plots.py | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/src/cedalion/plots.py b/src/cedalion/plots.py index 459e9ff..35cb424 100644 --- a/src/cedalion/plots.py +++ b/src/cedalion/plots.py @@ -446,7 +446,7 @@ class OptodeSelector: - Masha Iudina | mashayudi@gmail.com | 2024 """ def __init__(self, surface, points, normals=None, plotter=None, labels = None): - self.points = points.pint.dequantify() + self.points = points self.normals = normals self.surface = surface self.plotter = plotter if plotter else pv.Plotter() @@ -458,7 +458,7 @@ def __init__(self, surface, points, normals=None, plotter=None, labels = None): def plot(self): plotter = self.plotter - points = self.points + points = self.points.pint.dequantify() color = 'r' # FIXME make these configurable default_point_colors = { @@ -497,7 +497,7 @@ def plot(self): def on_pick(self, picked_point): plotter = self.plotter - points = self.points + points = self.points.pint.dequantify() # Define how close points have to be to consider them "super close" threshold_distance = 5 new_point = np.array(picked_point) From 0da1993d3f991662ac27cabb54a53e534992bdb4 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Fri, 18 Jul 2025 14:06:48 +0200 Subject: [PATCH 08/56] linking multimodal signal decomposition methods from the docs --- docs/machine_learning/index.rst | 1 + src/cedalion/sigdecomp/multimodal/__init__.py | 1 + 2 files changed, 2 insertions(+) create mode 100644 src/cedalion/sigdecomp/multimodal/__init__.py diff --git a/docs/machine_learning/index.rst b/docs/machine_learning/index.rst index 6b3e1ad..e63d464 100644 --- a/docs/machine_learning/index.rst +++ b/docs/machine_learning/index.rst @@ -23,6 +23,7 @@ Decomposition Methods cedalion.sigdecomp.ERBM cedalion.sigdecomp.ICA_EBM + cedalion.sigdecomp.multimodal Examples -------- diff --git a/src/cedalion/sigdecomp/multimodal/__init__.py b/src/cedalion/sigdecomp/multimodal/__init__.py new file mode 100644 index 0000000..2ededfb --- /dev/null +++ b/src/cedalion/sigdecomp/multimodal/__init__.py @@ -0,0 +1 @@ +"""Multimodal signal decomposition methods.""" From ce4b6427a0d1913c0c0fe7e6b14343b75f0b9314 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Alexander=20von=20L=C3=BChmann?= Date: Fri, 18 Jul 2025 15:18:21 +0200 Subject: [PATCH 09/56] added some references to method docstrings --- docs/references.bib | 28 ++++++++++++++++++++++++++ src/cedalion/sigproc/motion_correct.py | 9 +++++++++ src/cedalion/sigproc/physio.py | 3 +++ src/cedalion/sigproc/quality.py | 3 +++ 4 files changed, 43 insertions(+) diff --git a/docs/references.bib b/docs/references.bib index d45a877..ff35953 100644 --- a/docs/references.bib +++ b/docs/references.bib @@ -169,6 +169,34 @@ @article{Pollonini2014 abstract = {The primary goal of most cochlear implant procedures is to improve a patient's ability to discriminate speech. To accomplish this, cochlear implants are programmed so as to maximize speech understanding. However, programming a cochlear implant can be an iterative, labor-intensive process that takes place over months. In this study, we sought to determine whether functional near-infrared spectroscopy (fNIRS), a non-invasive neuroimaging method which is safe to use repeatedly and for extended periods of time, can provide an objective measure of whether a subject is hearing normal speech or distorted speech. We used a 140 channel fNIRS system to measure activation within the auditory cortex in 19 normal hearing subjects while they listed to speech with different levels of intelligibility. Custom software was developed to analyze the data and compute topographic maps from the measured changes in oxyhemoglobin and deoxyhemoglobin concentration. Normal speech reliably evoked the strongest responses within the auditory cortex. Distorted speech produced less region-specific cortical activation. Environmental sounds were used as a control, and they produced the least cortical activation. These data collected using fNIRS are consistent with the fMRI literature and thus demonstrate the feasibility of using this technique to objectively detect differences in cortical responses to speech of different intelligibility.} } +@article{Jahani2018, + title = {Motion artifact detection and correction in functional near-infrared spectroscopy: a new hybrid method based on spline interpolation method and {Savitzky}–{Golay} filtering}, + volume = {5}, + issn = {2329-423X}, + shorttitle = {Motion artifact detection and correction in functional near-infrared spectroscopy}, + url = {https://www.spiedigitallibrary.org/journals/neurophotonics/volume-5/issue-01/015003/Motion-artifact-detection-and-correction-in-functional-near-infrared-spectroscopy/10.1117/1.NPh.5.1.015003.full}, + doi = {10.1117/1.NPh.5.1.015003}, + language = {en}, + number = {01}, + urldate = {2022-11-21}, + journal = {Neurophotonics}, + author = {Jahani, Sahar and Setarehdan, Seyed K. and Boas, David A. and Yücel, Meryem A.}, + month = feb, + year = {2018}, + pages = {1} +} + +@article{Sherafati2020, + title={Global motion detection and censoring in high-density diffuse optical tomography}, + author={Sherafati, Arefeh and Snyder, Abraham Z and Eggebrecht, Adam T and Bergonzi, Karla M and Burns-Yocum, Tracy M and Lugar, Heather M and Ferradal, Silvina L and Robichaux-Viehoever, Amy and Smyser, Christopher D and Palanca, Ben J and others}, + journal={Human Brain Mapping}, + volume={41}, + number={14}, + pages={4093--4112}, + year={2020}, + publisher={Wiley Online Library} +} + @article{Pollonini2016, title = {{PHOEBE}: a method for real time mapping of optodes-scalp coupling in functional near-infrared spectroscopy}, volume = {7}, diff --git a/src/cedalion/sigproc/motion_correct.py b/src/cedalion/sigproc/motion_correct.py index 7a1fda6..31d27dd 100644 --- a/src/cedalion/sigproc/motion_correct.py +++ b/src/cedalion/sigproc/motion_correct.py @@ -213,6 +213,9 @@ def motion_correct_splineSG( Returns: dodSplineSG (cdt.NDTimeSeries): The motion-corrected fNIRS data after applying spline interpolation and Savitzky-Golay filter. + + References: + Paper: :cite:`Jahani2018` """ fs = sampling_rate(fNIRSdata) @@ -281,6 +284,9 @@ def motion_correct_PCA( fNIRSdata_cleaned (cdt.NDTimeSeries): The motion-corrected fNIRS data. svs (np.array): the singular values of the PCA. nSV (Quantity): the number of principal components removed from the data. + + References: + Paper & Code: :cite:`Huppert2009` """ # apply mask to get only points with motion @@ -435,6 +441,9 @@ def motion_correct_PCA_recurse( fNIRSdata_cleaned (cdt.NDTimeSeries): The motion-corrected fNIRS data. svs (np.array): the singular values of the PCA. nSV (int): the number of principal components removed from the data. + + References: + Paper & Code: :cite:`Huppert2009` """ tIncCh = id_motion( diff --git a/src/cedalion/sigproc/physio.py b/src/cedalion/sigproc/physio.py index 339e89d..5d4bb67 100644 --- a/src/cedalion/sigproc/physio.py +++ b/src/cedalion/sigproc/physio.py @@ -238,6 +238,9 @@ def ampd(amplitudes: cdt.NDTimeSeries, chunk_size: int = 500, step_size: int = 2 Output DataArray with the same shape as amplitudes where detected peaks are marked with `1`, and non-peaks are marked with `0`. + References: + Original paper: :cite:`Scholkmann2012` + Initial Contributors: Isa Musisi | w.musisi@campus.tu-berlin.de | 2024 diff --git a/src/cedalion/sigproc/quality.py b/src/cedalion/sigproc/quality.py index 56468b0..9e94ffe 100644 --- a/src/cedalion/sigproc/quality.py +++ b/src/cedalion/sigproc/quality.py @@ -190,6 +190,9 @@ def gvtd(amplitudes: NDTimeSeries, stat_type: str = "default", n_std: int = 10): Returns: A DataArray with coords from the input NDTimeseries containing the GVTD metric. + + References: + Original paper: :cite:`Sherafati2020` """ fcut_min = 0.01 From 630241ee0cf83dd7263758b23205915c6f570a36 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Mon, 21 Jul 2025 13:26:36 +0200 Subject: [PATCH 10/56] Fixed a bug in motion_correct_wavelet affecting the selection of coefficients for IQR-based thresholding --- docs/CHANGELOG.md | 11 +++ src/cedalion/sigproc/motion_correct.py | 99 +++++++++++++++----------- 2 files changed, 67 insertions(+), 43 deletions(-) diff --git a/docs/CHANGELOG.md b/docs/CHANGELOG.md index 9bf45f0..f54ae68 100644 --- a/docs/CHANGELOG.md +++ b/docs/CHANGELOG.md @@ -1,5 +1,16 @@ # Changelog +## Unreleased changes (available on the `dev` branch) + +### Added +### Changed +### Deprecated +### Removed +### Fixed + +- Fixed a bug in motion_correct_wavelet affecting the selection of coefficients for IQR-based thresholding. The issue caused unintended suppression of high-frequency components, particularly near the end of recordings. Changed by [Eike Middell](https://github.com/emiddell). + + ## Version 25.1.0 (2025-06-22) All dependencies have been updated to recent versions. Please rebuild the environment. diff --git a/src/cedalion/sigproc/motion_correct.py b/src/cedalion/sigproc/motion_correct.py index 31d27dd..b84ff0f 100644 --- a/src/cedalion/sigproc/motion_correct.py +++ b/src/cedalion/sigproc/motion_correct.py @@ -574,7 +574,7 @@ def tddr(ts: cdt.NDTimeSeries): return signal_corrected -def pad_to_power_2(signal): +def _pad_to_power_2(signal): """Pad signal to next power of 2.""" n = int(np.ceil(np.log2(len(signal)))) padded_length = 2**n @@ -582,46 +582,67 @@ def pad_to_power_2(signal): padded[:len(signal)] = signal return padded, len(signal) -def process_coefficients(coeffs, iqr_factor, signal_length): +def _clip_coeffs_to_iqr_bounds(block, iqr_factor : float): + """Restrict coefficients to a multiple of the interquartile range.""" + + # Compute statistics on valid data length + q25, q75 = np.percentile(block, [25, 75]) + iqr_val = q75 - q25 + + # Set thresholds + upper = q75 + iqr_factor * iqr_val + lower = q25 - iqr_factor * iqr_val + + block[:] = np.where((block > upper) | (block < lower), 0, block) + + +def _filter_wavelet_coeffs( + coeffs: list[tuple[np.ndarray, np.ndarray]], iqr_factor: float, signal_length: int +): """Deletes outlier coefficients based on IQR.""" - n = coeffs.shape[0] - n_levels = coeffs.shape[1] - 1 - - # Process each level - for j in range(n_levels): - curr_length = signal_length // (2**j) if j > 0 else signal_length - #n_blocks = min(2**j, 8) # Limit number of blocks for speed - n_blocks = 2**j + + n = len(coeffs[0][0]) # length of padded timeseries + n_levels = len(coeffs) + + # coeffs contain approximation (cA) and detail (cD) coeffients in the following + # order: [(cAn, cDn), ..., (cA2, cD2), (cA1, cD1)] for level 1..n_levels + + filtered_coeffs = [] + + cAf = coeffs[0][0].copy() # approximation coeffs at the highest level + + for i, (cA, cD) in enumerate(coeffs): + level = n_levels - i - 1 # here level = 0...n_levels-1 + n_blocks = 2**level block_length = n // n_blocks - for b in range(n_blocks): - start_idx = b * block_length - end_idx = start_idx + block_length - coeff_block = coeffs[start_idx:end_idx, j+1] - - # Compute statistics on valid data length - valid_coeffs = coeff_block[:curr_length] - q25, q75 = np.percentile(valid_coeffs, [25, 75]) - iqr_val = q75 - q25 - - # Set thresholds - upper = q75 + iqr_factor * iqr_val - lower = q25 - iqr_factor * iqr_val - - # Zero out outliers - coeffs[start_idx:end_idx, j+1] = np.where( - (coeff_block > upper) | (coeff_block < lower), - 0, - coeff_block - ) + cDf = cD.copy() + + # Split time series into 2**level blocks and filter each block individually. + # In SWT the coefficient arrays at each level have the length of the padded + # time series n. The coefficients beyond signal_length relate to the padding. + # Don't process these. + for i_block in range(n_blocks): + block_start = i_block * block_length + block_end = (i_block + 1) * block_length + block_end = min(signal_length, block_end) + + if block_end <= block_start: + continue + + # filter detail coefficents + _clip_coeffs_to_iqr_bounds(cDf[block_start:block_end], iqr_factor) - return coeffs + filtered_coeffs.append((cAf, cDf)) + + return filtered_coeffs def mad(x): """Compute Median Absolute Deviation.""" median = np.median(x) return np.median(np.abs(x - median)) + def normalize_signal(signal, wavelet='db2'): """Normalize signal by its noise level using MAD of downsampled coefficients. @@ -693,7 +714,7 @@ def motion_correct_wavelet(od, iqr=1.5, wavelet='db2', level=4): signal = od.sel(channel=ch, wavelength=wl).pint.dequantify() # Pad to power of 2 - padded_signal, original_length = pad_to_power_2(signal) + padded_signal, original_length = _pad_to_power_2(signal) # Remove mean dc_val = np.mean(padded_signal) @@ -707,19 +728,11 @@ def motion_correct_wavelet(od, iqr=1.5, wavelet='db2', level=4): actual_level = min(level, n-1) coeffs = pywt.swt(normalized_signal, wavelet, level=actual_level) - # Reshape coefficients for processing - coeffs_array = np.column_stack([c[1] for c in coeffs]) #Stack detail coeffs - coeffs_array = np.column_stack([coeffs[0][0], coeffs_array]) # Add approx. - - # Process coefficients - coeffs_array = process_coefficients(coeffs_array, iqr, original_length) - - # Reconstruct list of tuples for iswt - coeffs_list = [(coeffs_array[:, 0], coeffs_array[:, i]) - for i in range(1, coeffs_array.shape[1])] + # Filter coefficients + filtered_coeffs = _filter_wavelet_coeffs(coeffs, iqr, original_length) # Reconstruct - corrected = pywt.iswt(coeffs_list, wavelet) + corrected = pywt.iswt(filtered_coeffs, wavelet) # Denormalize corrected = corrected / norm_coef From ac12bb2351099a7eaf9edd31f8de1736b526b255 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Mon, 21 Jul 2025 13:37:42 +0200 Subject: [PATCH 11/56] added PR #110 to CHANGELOG --- docs/CHANGELOG.md | 3 +++ 1 file changed, 3 insertions(+) diff --git a/docs/CHANGELOG.md b/docs/CHANGELOG.md index f54ae68..ed0e2c2 100644 --- a/docs/CHANGELOG.md +++ b/docs/CHANGELOG.md @@ -4,6 +4,9 @@ ### Added ### Changed +- The ninja HD and UHD cap coordinates were changed from a right-handed to a left-handed +coordinate system, by [Nils Harmening](https://github.com/harmening). ([#110](https://github.com/ibs-lab/cedalion/pull/110)) + ### Deprecated ### Removed ### Fixed From 43f18662b2980c88493000fc70b5b473adf18134 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Tue, 22 Jul 2025 16:16:04 +0200 Subject: [PATCH 12/56] renamed several artifact correction methods from motion_correct.motion_correct_X to motion_correct.X - made arguments PEP8 compliant - fixed a bug in the stopping criterion of motion_correct.pca_recurse - added quality.mask_to_segments --- docs/CHANGELOG.md | 6 +- examples/misc/PCArecurse_motion_correct.ipynb | 175 ------------ .../22_motion_artefacts_and_correction.ipynb | 106 +++++--- .../24_downweighting_noisy_channels.ipynb | 12 +- examples/splineSG_motion_correct.ipynb | 166 ------------ src/cedalion/plots.py | 30 ++- src/cedalion/sigproc/motion_correct.py | 255 +++++++++++------- src/cedalion/sigproc/quality.py | 81 ++++-- src/cedalion/utils.py | 18 ++ 9 files changed, 349 insertions(+), 500 deletions(-) delete mode 100644 examples/misc/PCArecurse_motion_correct.ipynb delete mode 100644 examples/splineSG_motion_correct.ipynb diff --git a/docs/CHANGELOG.md b/docs/CHANGELOG.md index ed0e2c2..bf29e6a 100644 --- a/docs/CHANGELOG.md +++ b/docs/CHANGELOG.md @@ -6,13 +6,17 @@ ### Changed - The ninja HD and UHD cap coordinates were changed from a right-handed to a left-handed coordinate system, by [Nils Harmening](https://github.com/harmening). ([#110](https://github.com/ibs-lab/cedalion/pull/110)) +- Changed the names of several motion correction algorithms from `motion_correct.motion_correct_X` +to `motion_correct.X`. Argument names were made PEP8 compliant. The example `22_motion_artefacts_and_correction` was improved. By [Eike Middell](https://github.com/emiddell). + ### Deprecated ### Removed ### Fixed - Fixed a bug in motion_correct_wavelet affecting the selection of coefficients for IQR-based thresholding. The issue caused unintended suppression of high-frequency components, particularly near the end of recordings. Changed by [Eike Middell](https://github.com/emiddell). - +- Fixed a bug in the stopping criterion of motion_correct.pca_recurse caused by an inverted +boolean mask of motion artifacts, by [Eike Middell](https://github.com/emiddell). ## Version 25.1.0 (2025-06-22) diff --git a/examples/misc/PCArecurse_motion_correct.ipynb b/examples/misc/PCArecurse_motion_correct.ipynb deleted file mode 100644 index 0aaa960..0000000 --- a/examples/misc/PCArecurse_motion_correct.ipynb +++ /dev/null @@ -1,175 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": null, - "id": "0", - "metadata": {}, - "outputs": [], - "source": [ - "import cedalion\n", - "import cedalion.nirs\n", - "import cedalion.sigproc.quality as quality\n", - "from cedalion.sigproc.artifact import id_motion, id_motion_refine\n", - "from cedalion.sigproc.motion_correct import motion_correct_PCA, motion_correct_PCA_recurse\n", - "import cedalion.xrutils as xrutils\n", - "import cedalion.datasets as datasets\n", - "import xarray as xr\n", - "import matplotlib.pyplot as p\n", - "from functools import reduce\n", - "import numpy as np\n", - "\n", - "from cedalion import Quantity, units" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "1", - "metadata": {}, - "outputs": [], - "source": [ - "# get example finger tapping dataset\n", - "snirf_element = datasets.get_fingertapping()\n", - "amp = snirf_element[0].data[0]\n", - "geo = snirf_element[0].geo3d\n", - "od = cedalion.nirs.int2od(amp)\n", - "\n", - "data = xr.Dataset(\n", - " data_vars = {\n", - " \"amp\" : amp,\n", - " \"od\" : od,\n", - " \"geo3d\": geo\n", - " })\n", - "\n", - "\n", - "# Plot some data for visual validation\n", - "f,ax = p.subplots(1,1, figsize=(12,4))\n", - "ax.plot( data.amp.time, data.amp.sel(channel=\"S1D1\", wavelength=\"850\"), \"r-\", label=\"850nm\")\n", - "ax.plot( data.amp.time, data.amp.sel(channel=\"S1D1\", wavelength=\"760\"), \"b-\", label=\"760nm\")\n", - "p.legend()\n", - "ax.set_xlabel(\"time / s\")\n", - "ax.set_ylabel(\"Signal intensity / a.u.\")" - ] - }, - { - "cell_type": "markdown", - "id": "2", - "metadata": {}, - "source": [ - "# Detect motion and perform PCA filtering \n", - "\n", - "The motion_correct_PCA_recurse algortithm first detects motion in the the OD data. It then iteratively calls motion_correct_PCA which performs PCA filtering on all time points labelled as motion. \n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "3", - "metadata": {}, - "outputs": [], - "source": [ - "# typical motion id parameters\n", - "t_motion = 0.5\n", - "t_mask = 1\n", - "stdev_thresh = 20\n", - "amp_thresh = 5\n", - "\n", - "# motion identification \n", - "tIncCh = id_motion(fNIRSdata=data.od, t_motion=t_motion, t_mask=t_mask, \n", - " stdev_thresh=stdev_thresh, amp_thresh=amp_thresh) \n", - "tInc = id_motion_refine(tIncCh, 'all')[0]\n", - "tInc.values = np.hstack([False, tInc.values[:-1]]) # manual shift to account for indexing differences\n", - "\n", - "# call motion_correct_PCA\n", - "nSV=0.97 # discard n components up to 97% of variance \n", - "od_cleaned, svs, nSV = motion_correct_PCA(fNIRSdata=data.od, tInc=tInc, nSV=nSV)\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "4", - "metadata": {}, - "outputs": [], - "source": [ - "# plot difference between uncorrected OD and after PCA filter correction\n", - "f,ax = p.subplots(1,1, figsize=(12,4))\n", - "ax.plot( data.od.time, data.od.sel(channel=\"S1D1\", wavelength=\"760\"), \"b-\", label=\"850nm OD\")\n", - "ax.plot( od_cleaned.time, od_cleaned.sel(channel=\"S1D1\", wavelength=\"760\"), \"g-\", label=\"850nm OD post PCA filtering\")\n", - "p.legend()\n", - "ax.set_xlabel(\"time / s\")\n", - "ax.set_ylabel(\"Optical density / a.u.\")" - ] - }, - { - "cell_type": "markdown", - "id": "5", - "metadata": {}, - "source": [ - "# Iterative PCA filtering \n", - "\n", - "Above, the PCA filtering was performed once. motion_correct_PCA_recurse iteratively calls the motion detection and motion_correct_PCA until either it reaches the maximum number of iterations specified or until there is no longer any motion detected. " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "6", - "metadata": {}, - "outputs": [], - "source": [ - "maxIter = 5\n", - "\n", - "od_cleaned_fully, svs, nSV, tInc = motion_correct_PCA_recurse(fNIRSdata=data.od, t_motion=t_motion, t_mask=t_mask, \n", - " stdev_thresh=stdev_thresh, amp_thresh=amp_thresh, nSV=nSV, maxIter=maxIter)\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "7", - "metadata": {}, - "outputs": [], - "source": [ - "# plot difference between uncorrected OD and after iterative PCA filter correction\n", - "f,ax = p.subplots(1,1, figsize=(12,4))\n", - "ax.plot( data.od.time, data.od.sel(channel=\"S1D1\", wavelength=\"760\"), \"b-\", label=\"850nm OD\")\n", - "ax.plot( od_cleaned_fully.time, od_cleaned_fully.sel(channel=\"S1D1\", wavelength=\"760\"), \"g-\", label=\"850nm OD post PCA filtering\")\n", - "p.legend()\n", - "ax.set_xlabel(\"time / s\")\n", - "ax.set_ylabel(\"Optical density / a.u.\")" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "8", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "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": "3.10.13" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/examples/signal_quality/22_motion_artefacts_and_correction.ipynb b/examples/signal_quality/22_motion_artefacts_and_correction.ipynb index 4c3f58e..ea729a4 100644 --- a/examples/signal_quality/22_motion_artefacts_and_correction.ipynb +++ b/examples/signal_quality/22_motion_artefacts_and_correction.ipynb @@ -38,7 +38,11 @@ "import cedalion.sigproc.motion_correct as motion_correct\n", "import cedalion.sigproc.quality as quality\n", "import cedalion.sim.synthetic_artifact as synthetic_artifact\n", - "from cedalion import units" + "import cedalion.plots\n", + "from cedalion import units\n", + "import numpy as np\n", + "\n", + "np.random.seed(123)\n" ] }, { @@ -50,7 +54,10 @@ "# get example finger tapping dataset\n", "\n", "rec = datasets.get_fingertapping()\n", + "# for this example restrict the notebook to 500s.\n", + "rec[\"amp\"] = rec[\"amp\"].sel(time=slice(0,500)).pint.quantify(units.V)\n", "rec[\"od\"] = cedalion.nirs.int2od(rec[\"amp\"])\n", + "rec[\"od_orig\"] = rec[\"od\"].copy()\n", "\n", "# Add some synthetic spikes and baseline shifts\n", "artifacts = {\n", @@ -66,18 +73,23 @@ "# Plot some data for visual validation\n", "f, ax = p.subplots(1, 1, figsize=(12, 4))\n", "ax.plot(\n", - " rec[\"od\"].time, rec[\"od\"].sel(channel=\"S3D3\", wavelength=\"850\"), \"r-\", label=\"850nm\"\n", + " rec[\"od_orig\"].time, rec[\"od_orig\"].sel(channel=\"S3D3\", wavelength=\"760\"), \"g-\", label=\"760nm original\", alpha=.3\n", + ")\n", + "ax.plot(\n", + " rec[\"od_orig\"].time, rec[\"od_orig\"].sel(channel=\"S3D3\", wavelength=\"850\"), \"r-\", label=\"850nm original\", alpha=.3\n", ")\n", "ax.plot(\n", " rec[\"od\"].time, rec[\"od\"].sel(channel=\"S3D3\", wavelength=\"760\"), \"g-\", label=\"760nm\"\n", ")\n", + "ax.plot(\n", + " rec[\"od\"].time, rec[\"od\"].sel(channel=\"S3D3\", wavelength=\"850\"), \"r-\", label=\"850nm\"\n", + ")\n", "\n", "# indicate added artefacts\n", "for _,row in timing.iterrows():\n", " p.axvline(row[\"onset\"], c=\"k\", alpha=.2)\n", "\n", "p.legend()\n", - "ax.set_xlim(0, 500)\n", "ax.set_xlabel(\"time / s\")\n", "ax.set_ylabel(\"OD\")\n", "\n", @@ -154,7 +166,6 @@ "for _,row in timing.iterrows():\n", " p.axvline(row[\"onset\"], c=\"k\", alpha=.2)\n", "\n", - "p.xlim(0, 500)\n", "p.xlabel(\"time / s\")\n", "p.ylabel(\"Motion artifact mask\")\n", "\n", @@ -175,7 +186,7 @@ "metadata": {}, "outputs": [], "source": [ - "p.figure()\n", + "p.figure(figsize=(12, 4))\n", "p.plot(fnirs_data.time, fnirs_data.sel(channel=\"S3D3\", wavelength=\"760\"), \"r-\")\n", "p.plot(ma_mask.time, ma_mask.sel(channel=\"S3D3\", wavelength=\"760\") / 10, \"k-\")\n", "\n", @@ -183,7 +194,6 @@ "for _,row in timing.iterrows():\n", " p.axvline(row[\"onset\"], c=\"k\", alpha=.2)\n", "\n", - "p.xlim(0, 500)\n", "p.xlabel(\"time / s\")\n", "p.ylabel(\"fNIRS Signal / Motion artifact mask\")\n", "p.show()\n" @@ -227,7 +237,7 @@ "outputs": [], "source": [ "# plot the figure\n", - "p.figure()\n", + "p.figure(figsize=(12, 4))\n", "p.plot(fnirs_data.time, fnirs_data.sel(channel=\"S3D3\", wavelength=\"760\"), \"r-\")\n", "p.plot(ma_mask_refined.time, ma_mask_refined.sel(channel=\"S3D3\") / 10, \"k-\")\n", "\n", @@ -235,7 +245,6 @@ "for _,row in timing.iterrows():\n", " p.axvline(row[\"onset\"], c=\"k\", alpha=.2)\n", "\n", - "p.xlim(0, 500)\n", "p.xlabel(\"time / s\")\n", "p.ylabel(\"fNIRS Signal / Refined Motion artifact mask\")\n", "p.show()\n", @@ -278,7 +287,6 @@ "p.figure()\n", "p.plot(fnirs_data.time, fnirs_data.sel(channel=\"S3D3\", wavelength=\"760\"), \"r-\")\n", "p.plot(ma_mask_refined.time, ma_mask_refined/10, \"k-\")\n", - "p.xlim(0,500)\n", "p.xlabel(\"time / s\")\n", "p.ylabel(\"fNIRS Signal / Refined Motion artifact mask\")\n", "p.show()\n", @@ -306,30 +314,44 @@ "metadata": {}, "outputs": [], "source": [ - "def compare_raw_cleaned(rec, key_raw, key_cleaned, title):\n", + "def compare_raw_cleaned(rec, key_orig, key_raw, key_cleaned, title):\n", " chwl = dict(channel=\"S3D3\", wavelength=\"850\")\n", " f, ax = p.subplots(1, 1, figsize=(12, 4))\n", " ax.plot(\n", + " rec[key_orig].time,\n", + " rec[key_orig].sel(**chwl),\n", + " \"r-\",\n", + " label=f\"{chwl['channel']} {chwl['wavelength']}nm original\",\n", + " alpha=.3\n", + " )\n", + " ax.plot(\n", " rec[key_raw].time,\n", " rec[key_raw].sel(**chwl),\n", " \"r-\",\n", - " label=\"850nm raw\",\n", + " label=f\"{chwl['channel']} {chwl['wavelength']}nm with artifacts\",\n", " )\n", " ax.plot(\n", " rec[key_cleaned].time,\n", " rec[key_cleaned].sel(**chwl),\n", " \"g-\",\n", - " label=\"850nm cleaned\",\n", + " label=f\"{chwl['channel']} {chwl['wavelength']}nm cleaned\",\n", " )\n", - " ax.set_xlim(0, 500)\n", + "\n", " ax.set_ylabel(\"OD\")\n", " ax.set_xlabel(\"time / s\")\n", " ax.set_title(title)\n", - " ax.legend()\n", "\n", - " # indicate added artefacts\n", + " # indicate added artifacts\n", " for _,row in timing.iterrows():\n", - " p.axvline(row[\"onset\"], c=\"k\", alpha=.2)\n" + " p.axvline(row[\"onset\"], c=\"k\", alpha=.2)\n", + "\n", + " # indicate detected artifacts\n", + " bad_segments = quality.mask_to_segments(ma_mask_refined)\n", + " cedalion.plots.plot_segments(\n", + " ax, bad_segments, fmt={\"facecolor\": \"y\", \"alpha\": 0.1}, label=\"ma_mask_refined\"\n", + " )\n", + "\n", + " ax.legend()\n" ] }, { @@ -348,11 +370,11 @@ "outputs": [], "source": [ "frame_size = 10 * units.s\n", - "rec[\"od_splineSG\"] = motion_correct.motion_correct_splineSG(\n", + "rec[\"od_spline_sg\"] = motion_correct.spline_sg(\n", " rec[\"od\"], frame_size=frame_size, p=1\n", ")\n", "\n", - "compare_raw_cleaned(rec, \"od\", \"od_splineSG\", \"SplineSG\")\n" + "compare_raw_cleaned(rec, \"od_orig\", \"od\", \"od_spline_sg\", \"SplineSG\")\n" ] }, { @@ -369,16 +391,12 @@ { "cell_type": "code", "execution_count": null, - "metadata": { - "tags": [ - "nbsphinx-tumbnail" - ] - }, + "metadata": {}, "outputs": [], "source": [ "rec[\"od_tddr\"] = motion_correct.tddr(rec[\"od\"])\n", "\n", - "compare_raw_cleaned(rec, \"od\", \"od_tddr\", \"TDDR\")" + "compare_raw_cleaned(rec, \"od_orig\", \"od\", \"od_tddr\", \"TDDR\")\n" ] }, { @@ -397,11 +415,9 @@ "metadata": {}, "outputs": [], "source": [ - "rec[\"od_pca\"], nSV_ret, svs = motion_correct.motion_correct_PCA(\n", - " rec[\"od\"], ma_mask_refined\n", - ")\n", + "rec[\"od_pca\"], nSV_ret, svs = motion_correct.pca(rec[\"od\"], ma_mask_refined)\n", "\n", - "compare_raw_cleaned(rec, \"od\", \"od_pca\", \"PCA\")" + "compare_raw_cleaned(rec, \"od_orig\", \"od\", \"od_pca\", \"PCA\")" ] }, { @@ -421,11 +437,11 @@ "metadata": {}, "outputs": [], "source": [ - "rec[\"od_pca_r\"], svs, nSV, tInc = motion_correct.motion_correct_PCA_recurse(\n", + "rec[\"od_pca_r\"], svs, n_sv, t_inc = motion_correct.pca_recurse(\n", " rec[\"od\"], t_motion, t_mask, stdev_thresh, amp_thresh\n", ")\n", "\n", - "compare_raw_cleaned(rec, \"od\", \"od_pca_r\", \"Recursive PCA\")" + "compare_raw_cleaned(rec, \"od_orig\", \"od\", \"od_pca_r\", \"Recursive PCA\")" ] }, { @@ -449,15 +465,37 @@ }, "outputs": [], "source": [ - "rec[\"od_wavelet\"] = motion_correct.motion_correct_wavelet(rec[\"od\"])\n", + "rec[\"od_wavelet\"] = motion_correct.wavelet(rec[\"od\"])\n", + "\n", + "compare_raw_cleaned(rec, \"od_orig\", \"od\", \"od_wavelet\", \"Wavelet\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Combining TDDR and Wavelet Motion Correction" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "tags": [ + "nbsphinx-thumbnail" + ] + }, + "outputs": [], + "source": [ + "rec[\"od_tddr_wavelet\"] = motion_correct.wavelet(rec[\"od_tddr\"])\n", "\n", - "compare_raw_cleaned(rec, \"od\", \"od_wavelet\", \"Wavelet\")" + "compare_raw_cleaned(rec, \"od_orig\", \"od\", \"od_tddr_wavelet\", \"TDDR & Wavelet\")" ] } ], "metadata": { "kernelspec": { - "display_name": "cedalion", + "display_name": "cedalion_v25.1.0", "language": "python", "name": "python3" }, @@ -471,7 +509,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.9" + "version": "3.11.13" } }, "nbformat": 4, diff --git a/examples/signal_quality/24_downweighting_noisy_channels.ipynb b/examples/signal_quality/24_downweighting_noisy_channels.ipynb index 29cc035..0c1e42e 100644 --- a/examples/signal_quality/24_downweighting_noisy_channels.ipynb +++ b/examples/signal_quality/24_downweighting_noisy_channels.ipynb @@ -256,7 +256,7 @@ "source": [ "# motion correction using the wavelet and tddr methods \n", "rec[\"od_corrected\"] = motion_correct.tddr(rec[\"od\"])\n", - "rec[\"od_corrected\"] = motion_correct.motion_correct_wavelet(rec[\"od_corrected\"])\n", + "rec[\"od_corrected\"] = motion_correct.wavelet(rec[\"od_corrected\"])\n", "\n", "\n", "# Plot corrected data for visual validation\n", @@ -415,7 +415,11 @@ "cell_type": "code", "execution_count": null, "id": "23", - "metadata": {}, + "metadata": { + "tags": [ + "nbsphinx-thumbnail" + ] + }, "outputs": [], "source": [ "# use the same function to calculate the covariance of the optical density measurements\n", @@ -736,7 +740,7 @@ ], "metadata": { "kernelspec": { - "display_name": "cedalion", + "display_name": "cedalion_v25.1.0", "language": "python", "name": "python3" }, @@ -750,7 +754,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.8" + "version": "3.11.13" } }, "nbformat": 4, diff --git a/examples/splineSG_motion_correct.ipynb b/examples/splineSG_motion_correct.ipynb deleted file mode 100644 index 0d4a8d3..0000000 --- a/examples/splineSG_motion_correct.ipynb +++ /dev/null @@ -1,166 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Motion Correction: SplineSG\n", - "\n", - "This notebook sketches how splineSG works and how to implement it for motion correction.\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "import cedalion\n", - "import cedalion.nirs\n", - "import cedalion.sigproc.quality as quality\n", - "from cedalion.sigproc.artifact import detect_baselineshift, detect_outliers\n", - "from cedalion.sigproc.motion_correct import motion_correct_spline, motion_correct_splineSG\n", - "import cedalion.xrutils as xrutils\n", - "import cedalion.datasets as datasets\n", - "import xarray as xr\n", - "import matplotlib.pyplot as p\n", - "from functools import reduce\n", - "\n", - "\n", - "from cedalion import Quantity, units" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# get example finger tapping dataset\n", - "snirf_element = datasets.get_fingertapping()\n", - "amp = snirf_element[0].data[0]\n", - "geo = snirf_element[0].geo3d\n", - "od = cedalion.nirs.int2od(amp)\n", - "\n", - "data = xr.Dataset(\n", - " data_vars = {\n", - " \"amp\" : amp,\n", - " \"od\" : od,\n", - " \"geo3d\": geo\n", - " })\n", - "\n", - "\n", - "# Plot some data for visual validation\n", - "f,ax = p.subplots(1,1, figsize=(12,4))\n", - "ax.plot( data.amp.time, data.amp.sel(channel=\"S1D1\", wavelength=\"850\"), \"r-\", label=\"850nm\")\n", - "ax.plot( data.amp.time, data.amp.sel(channel=\"S1D1\", wavelength=\"760\"), \"b-\", label=\"760nm\")\n", - "p.legend()\n", - "ax.set_xlabel(\"time / s\")\n", - "ax.set_ylabel(\"Signal intensity / a.u.\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Detecting outliers and baseline shifts\n", - "\n", - "SplineSG has two stages. First, in the spline interpolation stage, baselineshifts are detected and spline interpolation is applied to these segments of the signal. Two functions are called initially, detect_outliers(), which returns a boolean mask containing False when outliers are detected and False otherwise, and detect_baselineshift(), which is passed the mask from detect_outliers and returns another mask that indicates where there are baseline shifts. Spline interpolation is then performed on the segments of data where baseline shifts are detected." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# call detect_outliers first \n", - "# this returns mask, M, and M_array which is the result of applying the mask, M to the fNIRSdata\n", - "M = detect_outliers(ts = data.od, t_window_std = 1)\n", - "\n", - "# call detect_baselineshifts\n", - "tInc = detect_baselineshift(ts = data.od, outlier_mask = M)\n", - "\n", - "# perform spline interpolation\n", - "dodSpline = motion_correct_spline(fNIRSdata=data.od, tIncCh=tInc)\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# plot difference between uncorrected OD and after spline correction\n", - "f,ax = p.subplots(1,1, figsize=(12,4))\n", - "ax.plot( data.od.time, data.od.sel(channel=\"S2D3\", wavelength=\"760\"), \"b-\", label=\"850nm OD\")\n", - "ax.plot( dodSpline.time, dodSpline.sel(channel=\"S2D3\", wavelength=\"760\"), \"g-\", label=\"850nm OD post spline\")\n", - "p.legend()\n", - "ax.set_xlabel(\"time / s\")\n", - "ax.set_ylabel(\"Optical density / a.u.\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Savitzky-Golay filtering\n", - "\n", - "The second stage applies a Savitzky-Golay filter to the data to further smooth the signal." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# the function motionCorrectSplineSG performs all the steps outlined above\n", - "dodSplineSG = motion_correct_splineSG(fNIRSdata=data.od, framesize_sec=10)\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# plot uncorrected data vs after splineSG motion correction \n", - "f,ax = p.subplots(1,1, figsize=(12,4))\n", - "ax.plot( data.od.time, data.od.sel(channel=\"S1D1\", wavelength=\"760\"), \"b-\", label=\"760nm OD\")\n", - "ax.plot( dodSplineSG.time, dodSplineSG.sel(channel=\"S1D1\", wavelength=\"760\"), \"g-\", label=\"760nm OD post splineSG\")\n", - "p.legend()\n", - "ax.set_xlabel(\"time / s\")\n", - "ax.set_ylabel(\"Optical density / a.u.\")" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "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": "3.10.13" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/src/cedalion/plots.py b/src/cedalion/plots.py index 35cb424..016f640 100644 --- a/src/cedalion/plots.py +++ b/src/cedalion/plots.py @@ -10,6 +10,7 @@ import matplotlib.colors import matplotlib.pyplot as p import matplotlib.transforms as transforms +from matplotlib.typing import ColorType import numpy as np import pandas as pd import pyvista as pv @@ -17,7 +18,6 @@ import xarray as xr from matplotlib.colors import ListedColormap from matplotlib.patches import Circle, Ellipse, Rectangle -from matplotlib.typing import ColorType from numpy.typing import ArrayLike from PIL import Image from vtk.util.numpy_support import numpy_to_vtk @@ -930,6 +930,34 @@ def plot_stim_markers( ax.add_patch(rect) +def plot_segments( + ax, + segments: list[tuple[float, float]], + fmt: dict | None = None, + y: float = 1.0, + label: str | None = None, +): + trans = transforms.blended_transform_factory( + ax.transData, ax.transAxes) + + if fmt is None: + color = COLORBREWER_Q8[0] + fmt = {"ec": color, "fc": color, "alpha": 0.3} + + for i, (start, end) in enumerate(segments): + rect = Rectangle( + (start, 0), + end-start, + y, + transform=trans, + **fmt, + ) + + if (i == 0) and (label is not None): + rect.set_label(label) + + ax.add_patch(rect) + def scalp_plot( ts: cdt.NDTimeSeries, diff --git a/src/cedalion/sigproc/motion_correct.py b/src/cedalion/sigproc/motion_correct.py index b84ff0f..ba5c493 100644 --- a/src/cedalion/sigproc/motion_correct.py +++ b/src/cedalion/sigproc/motion_correct.py @@ -14,16 +14,29 @@ import cedalion.typing as cdt import cedalion.xrutils as xrutils from cedalion.sigproc.frequency import sampling_rate +from cedalion.utils import deprecated from cedalion import units, Quantity -from .quality import detect_baselineshift, detect_outliers, id_motion, id_motion_refine +from .quality import ( + detect_baselineshift, + detect_outliers, + id_motion, + id_motion_refine, + TAINTED, +) logger = logging.getLogger("cedalion") -# %% SPLINE -@cdc.validate_schemas +@deprecated("This function was renamed to 'spline'.") def motion_correct_spline( fNIRSdata: cdt.NDTimeSeries, tIncCh: cdt.NDTimeSeries, p: float +) -> cdt.NDTimeSeries: + return spline(fNIRSdata, tIncCh, p) + + +@cdc.validate_schemas +def spline( + ts: cdt.NDTimeSeries, t_inc_ch: cdt.NDTimeSeries, p: float ) -> cdt.NDTimeSeries: """Apply motion correction using spline interpolation to fNIRS data. @@ -32,8 +45,8 @@ def motion_correct_spline( https://github.com/BUNPC/Homer3 Args: - fNIRSdata: The fNIRS data to be motion corrected. - tIncCh: The time series indicating the presence of motion artifacts. + ts: The time series to be motion corrected. + t_inc_ch: The time series indicating the presence of motion artifacts. p: smoothing factor Returns: @@ -42,19 +55,19 @@ def motion_correct_spline( dtShort = 0.3 dtLong = 3 - fs = fNIRSdata.cd.sampling_rate - t = np.arange(0, len(fNIRSdata.time), 1 / fs) - t = t[: len(fNIRSdata.time)] + fs = ts.cd.sampling_rate + t = np.arange(0, len(ts.time), 1 / fs) + t = t[: len(ts.time)] - units = fNIRSdata.pint.units - fNIRSdata = fNIRSdata.pint.dequantify() + units = ts.pint.units + ts = ts.pint.dequantify() - dodSpline = fNIRSdata.copy() + dodSpline = ts.copy() - for ch in fNIRSdata.channel.values: - for wl in fNIRSdata.wavelength.values: - channel = fNIRSdata.sel(channel=ch, wavelength=wl).values - tInc_channel = tIncCh.sel(channel=ch, wavelength=wl) + for ch in ts.channel.values: + for wl in ts.wavelength.values: + channel = ts.sel(channel=ch, wavelength=wl).values + tInc_channel = t_inc_ch.sel(channel=ch, wavelength=wl) dodSpline_chan = channel.copy() # get list of start and finish of each motion artifact segment @@ -194,18 +207,24 @@ def compute_window( return int(wind) -# FIXME frame_size -> unit +@deprecated("This function was renamed to 'spline_sg'.") +def motion_correct_splineSG( + fNIRSdata: cdt.NDTimeSeries, p: float, frame_size: Quantity = 10 * units.s +): + return spline_sg(fNIRSdata, p, frame_size) + + # %% SPLINESG @cdc.validate_schemas -def motion_correct_splineSG( - fNIRSdata: cdt.NDTimeSeries, +def spline_sg( + ts: cdt.NDTimeSeries, p: float, - frame_size: Quantity = 10 * units.s, + frame_size: cdt.QTime = 10 * units.s, ): """Apply motion correction using spline interpolation and Savitzky-Golay filter. Args: - fNIRSdata (cdt.NDTimeSeries): The fNIRS data to be motion corrected. + ts: The time series to be motion corrected. frame_size (Quantity): The size of the sliding window in seconds for the Savitzky-Golay filter. Default is 10 seconds. p: smoothing factor @@ -218,14 +237,14 @@ def motion_correct_splineSG( Paper: :cite:`Jahani2018` """ - fs = sampling_rate(fNIRSdata) + fs = sampling_rate(ts) - M = detect_outliers(fNIRSdata, 1 * units.s) + M = detect_outliers(ts, 1 * units.s) - tIncCh = detect_baselineshift(fNIRSdata, M) + tIncCh = detect_baselineshift(ts, M) - fNIRSdata = fNIRSdata.pint.dequantify() - fNIRSdata_lpf2 = fNIRSdata.cd.freq_filter(0, 2, butter_order=4) + ts = ts.pint.dequantify() + fNIRSdata_lpf2 = ts.cd.freq_filter(0, 2, butter_order=4) PADDING_TIME = 12 * units.s # FIXME configurable? extend = int(np.round(PADDING_TIME * fs)) # extension for padding @@ -235,7 +254,7 @@ def motion_correct_splineSG( tIncCh_pad = tIncCh.pad(time=extend, mode="constant", constant_values=False) - dodSpline = motion_correct_spline(fNIRSdata_lpf2_pad, tIncCh_pad, p) + dodSpline = spline(fNIRSdata_lpf2_pad, tIncCh_pad, p) # remove padding dodSpline = dodSpline.transpose("channel", "wavelength", "time") @@ -261,12 +280,17 @@ def motion_correct_splineSG( return dodSplineSG -# FIXME nSV unit or simply float? -# %% PCA -# @cdc.validate_schemas +@deprecated("This function was renamed to 'pca'") def motion_correct_PCA( fNIRSdata: cdt.NDTimeSeries, tInc: cdt.NDTimeSeries, nSV: Quantity = 0.97 ): + return pca(fNIRSdata, tInc, nSV) + + +# @cdc.validate_schemas +def pca( + ts: cdt.NDTimeSeries, t_inc: cdt.NDTimeSeries, n_sv: float = 0.97 +) -> tuple[cdt.NDTimeSeries, int, np.ndarray]: """Apply motion correction using PCA filter identified as motion artefact segments. Based on Homer3 [1] v1.80.2 "hmrR_MotionCorrectPCA.m" @@ -274,23 +298,25 @@ def motion_correct_PCA( https://github.com/BUNPC/Homer3 Inputs: - fNIRSdata: The fNIRS data to be motion corrected. - tInc: The time series indicating the presence of motion artifacts. - nSV (Quantity): Specifies the number of prinicpal components to remove from the - data. If nSV < 1 then the filter removes the first n components of the data - that removes a fraction of the variance up to nSV. + ts: The time series to be motion corrected. + t_inc: The time series indicating the presence of motion artifacts. + n_sv: Specifies the number of prinicpal components to remove from the + data. If n_sv < 1 then the filter removes the first n components of the data + that removes a fraction of the variance up to n_sv. Returns: - fNIRSdata_cleaned (cdt.NDTimeSeries): The motion-corrected fNIRS data. + ts_cleaned (cdt.NDTimeSeries): The motion-corrected fNIRS data. + n_sv (int): the number of principal components removed from the data. svs (np.array): the singular values of the PCA. - nSV (Quantity): the number of principal components removed from the data. + References: Paper & Code: :cite:`Huppert2009` """ - # apply mask to get only points with motion - y, m = xrutils.apply_mask(fNIRSdata, ~tInc, "drop", "none") + # apply_mask drops time points where the provided mask is False + # -> keep only points with motion + y, m = xrutils.apply_mask(ts, t_inc == TAINTED, "drop", "none") # stack y and od y = ( @@ -301,8 +327,8 @@ def motion_correct_PCA( y_zscore = ( y - y.mean('time') ) / y.std('time') - fNIRSdata_stacked = ( - fNIRSdata.stack(measurement=["channel", "wavelength"]) + ts_stacked = ( + ts.stack(measurement=["channel", "wavelength"]) .sortby("wavelength") .pint.dequantify() ) @@ -319,12 +345,12 @@ def motion_correct_PCA( for idx in range(1, svs.shape[0]): svsc[idx] = svsc[idx - 1] + svs[idx] - if nSV < 1 and nSV > 0: - ev = svsc < nSV - nSV = np.where(ev == 0)[0][0] + if n_sv < 1 and n_sv > 0: + ev = svsc < n_sv + n_sv = np.where(ev == 0)[0][0] ev = np.zeros((svs.shape[0], 1)) - ev[:nSV] = 1 + ev[:n_sv] = 1 ev = np.diag(np.squeeze(ev)) # remove top PCs @@ -333,17 +359,17 @@ def motion_correct_PCA( yc = (yc * y.std('time')) + y.mean('time') # insert cleaned signal back into od - lstMs = np.where(np.diff(tInc.values.astype(int)) == -1)[0] - lstMf = np.where(np.diff(tInc.values.astype(int)) == 1)[0] + lstMs = np.where(np.diff(t_inc.values.astype(int)) == -1)[0] + lstMf = np.where(np.diff(t_inc.values.astype(int)) == 1)[0] if len(lstMs) == 0: lstMs = np.asarray([0]) if len(lstMf) == 0: - lstMf = np.asarray([len(tInc) - 1]) + lstMf = np.asarray([len(t_inc) - 1]) if lstMs[0] > lstMf[0]: lstMs = np.insert(lstMs, 0, 0) if lstMs[-1] > lstMf[-1]: - lstMf = np.append(lstMf, len(tInc) - 1) + lstMf = np.append(lstMf, len(t_inc) - 1) lstMb = lstMf - lstMs @@ -353,59 +379,58 @@ def motion_correct_PCA( lstMb = lstMb - 1 yc_ts = yc.values - fNIRSdata_cleaned_ts = fNIRSdata_stacked.copy().values - fNIRSdata_ts = fNIRSdata_stacked.copy().values + tmp_cleaned = ts_stacked.copy().values + tmp_uncleaned = ts_stacked.copy().values - for jj in range(fNIRSdata_cleaned_ts.shape[1]): + for jj in range(tmp_cleaned.shape[1]): lst = np.arange(lstMs[0], lstMf[0]) if lstMs[0] > 0: - fNIRSdata_cleaned_ts[lst, jj] = ( + tmp_cleaned[lst, jj] = ( yc_ts[: lstMb[0] + 1, jj] - yc_ts[0, jj] - + fNIRSdata_cleaned_ts[lst[0], jj] + + tmp_cleaned[lst[0], jj] ) else: - fNIRSdata_cleaned_ts[lst, jj] = ( + tmp_cleaned[lst, jj] = ( yc_ts[: lstMb[0] + 1, jj] - yc_ts[lstMb[0], jj] - + fNIRSdata_cleaned_ts[lst[-1], jj] + + tmp_cleaned[lst[-1], jj] ) for kk in range(len(lstMf) - 1): lst = np.arange(lstMf[kk] - 1, lstMs[kk + 1] + 1) - fNIRSdata_cleaned_ts[lst, jj] = ( - fNIRSdata_ts[lst, jj] - - fNIRSdata_ts[lst[0], jj] - + fNIRSdata_cleaned_ts[lst[0], jj] + tmp_cleaned[lst, jj] = ( + tmp_uncleaned[lst, jj] + - tmp_uncleaned[lst[0], jj] + + tmp_cleaned[lst[0], jj] ) lst = np.arange(lstMs[kk + 1], lstMf[kk + 1]) - fNIRSdata_cleaned_ts[lst, jj] = ( + tmp_cleaned[lst, jj] = ( yc_ts[lstMb[kk] + 1 : lstMb[kk + 1] + 1, jj] - yc_ts[lstMb[kk] + 1, jj] - + fNIRSdata_cleaned_ts[lst[0], jj] + + tmp_cleaned[lst[0], jj] ) - if lstMf[-1] < len(fNIRSdata_ts) - 1: - lst = np.arange(lstMf[-1] - 1, len(fNIRSdata_ts)) - fNIRSdata_cleaned_ts[lst, jj] = ( - fNIRSdata_ts[lst, jj] - - fNIRSdata_ts[lst[0], jj] - + fNIRSdata_cleaned_ts[lst[0], jj] + if lstMf[-1] < len(tmp_uncleaned) - 1: + lst = np.arange(lstMf[-1] - 1, len(tmp_uncleaned)) + tmp_cleaned[lst, jj] = ( + tmp_uncleaned[lst, jj] + - tmp_uncleaned[lst[0], jj] + + tmp_cleaned[lst[0], jj] ) - fNIRSdata_cleaned = fNIRSdata_stacked.copy() - fNIRSdata_cleaned.values = fNIRSdata_cleaned_ts + ts_cleaned = ts_stacked.copy() + ts_cleaned.values = tmp_cleaned - fNIRSdata_cleaned = fNIRSdata_cleaned.unstack("measurement").pint.quantify() - fNIRSdata_cleaned = fNIRSdata_cleaned.transpose("channel", "wavelength", "time") - fNIRSdata_cleaned = fNIRSdata_cleaned.assign_coords({"source": fNIRSdata.source}) + ts_cleaned = ts_cleaned.unstack("measurement").pint.quantify() + ts_cleaned = ts_cleaned.transpose("channel", "wavelength", "time") + ts_cleaned = ts_cleaned.assign_coords({"source": ts.source}) - return fNIRSdata_cleaned, nSV, svs + return ts_cleaned, n_sv, svs - -# %% PCA RECURSE +@deprecated("This function was renamed to 'pca_recurse'.") def motion_correct_PCA_recurse( fNIRSdata: cdt.NDTimeSeries, t_motion: Quantity = 0.5, @@ -415,15 +440,29 @@ def motion_correct_PCA_recurse( nSV: Quantity = 0.97, maxIter: Quantity = 5, ): - """Identify motion artefacts in input fNIRSdata. + return pca_recurse( + fNIRSdata, t_motion, t_mask, stdev_thresh, amp_thresh, nSV, maxIter + ) - If any active channel exhibits signal change greater than STDEVthresh or AMPthresh, - then that segment of data is marked as a motion artefact. motion_correct_PCA is + +def pca_recurse( + ts: cdt.NDTimeSeries, + t_motion: cdt.QTime = 0.5 * units.s, + t_mask: cdt.QTime = 1 * units.s, + stdev_thresh: float = 20, + amp_thresh: float = 5, + n_sv: float = 0.97, + max_iter: int = 5, +) -> tuple[cdt.NDTimeSeries, np.ndarray, int]: + """Identify motion artefacts in input time series ts. + + If any active channel exhibits signal change greater than stdev_thresh or + amp_thresh, then that segment of data is marked as a motion artefact. pca is applied to all segments of data identified as a motion artefact. This is called - until maxIter is reached or there are no motion artefacts identified. + until max_iter is reached or there are no motion artefacts identified. Args: - fNIRSdata (cdt.NDTimeSeries): The fNIRS data to be motion corrected. + ts: The time series to be motion corrected. t_motion: check for signal change indicative of a motion artefact over time range tMotion. (units of seconds) t_mask (Quantity): mark data +/- tMask seconds aroundthe identified motion @@ -434,45 +473,48 @@ def motion_correct_PCA_recurse( amp_thresh (Quantity): if the signal d for any given active channel changes by more than amp_thresh over the time interval tMotion then this time point is marked as a motion artefact. - nSV: FIXME - maxIter: FIXME + n_sv: Specifies the number of prinicpal components to remove from the + data. If n_sv < 1 then the filter removes the first n components of the data + that removes a fraction of the variance up to n_sv. + max_iter: maximum number of iterations. Returns: - fNIRSdata_cleaned (cdt.NDTimeSeries): The motion-corrected fNIRS data. + ts_cleaned (cdt.NDTimeSeries): The motion-corrected fNIRS data. svs (np.array): the singular values of the PCA. - nSV (int): the number of principal components removed from the data. + n_sv (int): the number of principal components removed from the data. + t_inc (np.ndarray): remaining motion artifacts References: Paper & Code: :cite:`Huppert2009` """ - tIncCh = id_motion( - fNIRSdata, t_motion, t_mask, stdev_thresh, amp_thresh + t_inc_ch = id_motion( + ts, t_motion, t_mask, stdev_thresh, amp_thresh ) # unit stripped error x2 - tInc = id_motion_refine(tIncCh, "all")[0] - tInc.values = np.hstack([tInc.values[0], tInc.values[:-1]]) + t_inc = id_motion_refine(t_inc_ch, "all")[0] + t_inc.values = np.hstack([t_inc.values[0], t_inc.values[:-1]]) nI = 0 - fNIRSdata_cleaned = fNIRSdata.copy() + ts_cleaned = ts.copy() + + # default values for the case that ts is already clean + n_sv_ret = -1 + svs = np.ndarray([]) - while sum(tInc.values) > 0 and nI < maxIter: + while sum(~t_inc.values) > 0 and nI < max_iter: nI = nI + 1 - fNIRSdata_cleaned, nSV_ret, svs = motion_correct_PCA( - fNIRSdata_cleaned, tInc, nSV=nSV - ) + ts_cleaned, n_sv_ret, svs = pca(ts_cleaned, t_inc, n_sv=n_sv) - tIncCh = id_motion( - fNIRSdata_cleaned, t_motion, t_mask, stdev_thresh, amp_thresh - ) - tInc = id_motion_refine(tIncCh, "all")[0] - tInc.values = np.hstack([tInc.values[0], tInc.values[:-1]]) + t_inc_ch = id_motion(ts_cleaned, t_motion, t_mask, stdev_thresh, amp_thresh) + t_inc = id_motion_refine(t_inc_ch, "all")[0] + t_inc.values = np.hstack([t_inc.values[0], t_inc.values[:-1]]) - return fNIRSdata_cleaned, svs, nSV_ret, tInc + return ts_cleaned, svs, n_sv_ret, t_inc -def tddr(ts: cdt.NDTimeSeries): +def tddr(ts: cdt.NDTimeSeries) -> cdt.NDTimeSeries: """Implementation of the TDDR algorithm for motion correction. Uses an iterative reweighting approach to reduce large fluctuations typically @@ -574,15 +616,18 @@ def tddr(ts: cdt.NDTimeSeries): return signal_corrected -def _pad_to_power_2(signal): + +def _pad_to_power_2(signal : np.ndarray) -> tuple[np.ndarray, int]: """Pad signal to next power of 2.""" n = int(np.ceil(np.log2(len(signal)))) padded_length = 2**n padded = np.zeros(padded_length) padded[:len(signal)] = signal + return padded, len(signal) -def _clip_coeffs_to_iqr_bounds(block, iqr_factor : float): + +def _clip_coeffs_to_iqr_bounds(block: np.ndarray, iqr_factor: float): """Restrict coefficients to a multiple of the interquartile range.""" # Compute statistics on valid data length @@ -682,7 +727,13 @@ def normalize_signal(signal, wavelet='db2'): return normalized_signal, norm_coef +@deprecated("This function was renamed to 'wavelet'.") def motion_correct_wavelet(od, iqr=1.5, wavelet='db2', level=4): + renamed_func = globals()['wavelet'] + return renamed_func(od, iqr, wavelet, level) + + +def wavelet(od, iqr=1.5, wavelet='db2', level=4): """Wavelet-based motion correction, specializing in spike correction. Implements the wavelet-based motion correction algorithm described in diff --git a/src/cedalion/sigproc/quality.py b/src/cedalion/sigproc/quality.py index 9e94ffe..360b215 100644 --- a/src/cedalion/sigproc/quality.py +++ b/src/cedalion/sigproc/quality.py @@ -618,8 +618,8 @@ def sd_dist( @cdc.validate_schemas def id_motion( fNIRSdata: cdt.NDTimeSeries, - t_motion: Quantity = 0.5 * units.s, - t_mask: Quantity = 1.0 * units.s, + t_motion: cdt.QTime = 0.5 * units.s, + t_mask: cdt.QTime = 1.0 * units.s, stdev_thresh: float = 50.0, amp_thresh: float = 5.0, ) -> cdt.NDTimeSeries: @@ -1225,21 +1225,25 @@ def measurement_variance( ) -> xr.DataArray: """Estimate measurement variance or covariance from an fNIRS time series. - Can be used as a proxy for measurement noise, in this case it should be applied in OD or CONC domain. - Ideally, the input is the residual of a time series after GLM fitting, but raw data can also be used. - This function can be used as a helper function for weighted mean subtraction or for image recon - regularization, in which bad channels (noisy, with high variance) are downweighted. + Can be used as a proxy for measurement noise, in this case it should be applied in + OD or CONC domain. Ideally, the input is the residual of a time series after GLM + fitting, but raw data can also be used. This function can be used as a helper + function for weighted mean subtraction or for image recon regularization, in which + bad channels (noisy, with high variance) are downweighted. Args: - ts: Input time series with dimensions (time, channel, chromo/wavelength). - list_bad_channels: List of channel names (e.g. ["S2D4", "S2D10"]) to be treated as bad. - bad_rel_var: Multiplier for worst-case variance for bad channels if `bad_abs_var` is not provided. - bad_abs_var: Absolute variance to assign to bad channels. Overrides `bad_rel_var` if provided. - calc_covariance: If True, returns a 3D covariance matrix: (other_dim, channel, channel). - If False, returns a 2D variance array: (chromo, channel). + ts: Input time series with dimensions (time, channel, chromo/wavelength). + list_bad_channels: Channel names (e.g. ["S2D4", "S2D10"]) to be treated as bad. + bad_rel_var: Multiplier for worst-case variance for bad channels if + `bad_abs_var` is not provided. + bad_abs_var: Absolute variance to assign to bad channels. Overrides + `bad_rel_var` if provided. + calc_covariance: If True, returns a 3D covariance matrix: + (other_dim, channel, channel). If False, returns a 2D variance array: + (chromo, channel). Returns: - xr.DataArray: Variance array (shape: channel, chromo/wavelength) or covariance + xr.DataArray: Variance array (shape: channel, chromo/wavelength) or covariance array (shape: chromo/wavelength, channel1, channel2) Initial Contributors: @@ -1274,7 +1278,9 @@ def measurement_variance( # Compute bad variance fill value good_var = var.where(~bad_channel_mask) max_good_var = good_var.max().item() if good_var.notnull().any() else 1.0 - var_fill_value = bad_abs_var if bad_abs_var is not None else bad_rel_var * max_good_var + var_fill_value = ( + bad_abs_var if bad_abs_var is not None else bad_rel_var * max_good_var + ) # Replace variance of bad channels var = var.where(~bad_channel_mask, other=var_fill_value) @@ -1301,10 +1307,18 @@ def measurement_variance( good_cov_matrix[bad_ch_indices, :] = np.nan good_cov_matrix[:, bad_ch_indices] = np.nan np.fill_diagonal(good_cov_matrix, np.nan) - max_good_cov = np.nanmax(np.abs(good_cov_matrix)) if not np.isnan(good_cov_matrix).all() else 0 + max_good_cov = ( + np.nanmax(np.abs(good_cov_matrix)) + if not np.isnan(good_cov_matrix).all() + else 0 + ) # Replace covariance of bad channels - cov_fill_value = var_fill_value if bad_abs_var is not None else bad_rel_var * max_good_cov + cov_fill_value = ( + var_fill_value + if bad_abs_var is not None + else bad_rel_var * max_good_cov + ) cov_matrix_2d[bad_ch_indices, :] = cov_fill_value cov_matrix_2d[:, bad_ch_indices] = cov_fill_value bad_diag_mask = np.diag(bad_ch_indices) @@ -1325,4 +1339,37 @@ def measurement_variance( coords=coords, ) - return covar \ No newline at end of file + return covar + + +def mask_to_segments( + mask: cdt.NDTimeSeries, value=TAINTED +) -> list[tuple[float, float]]: + """Find in 1D mask consecutive segments of a given value. + + Args: + mask: a boolean mask with a time coordinate. + value: select consecutive segments of this value + + Returns: + a list of start and stop times (inklusive) of the found segments. + """ + + if mask.ndim != 1: + raise ValueError("Input mask must be one-dimensional") + + if len(mask) == 0: + return [] + + maskv= mask.values + + change_indices = np.where(np.diff(maskv))[0]+1 + start_indices = np.r_[0, change_indices] + end_indices = np.r_[change_indices, len(maskv)] + + segments = [ + (mask.time.values[start], mask.time.values[end - 1]) + for start, end in zip(start_indices, end_indices) + if maskv[start] == value + ] + return segments diff --git a/src/cedalion/utils.py b/src/cedalion/utils.py index 8e5ee21..848d8e6 100644 --- a/src/cedalion/utils.py +++ b/src/cedalion/utils.py @@ -2,6 +2,7 @@ import numpy as np import warnings +import functools def zero_padded_numbers(numbers: list[int], prefix: str = "") -> list[str]: @@ -22,3 +23,20 @@ def deprecated_api(message): # FIXME: replace with @deprecated for python 3.13 warnings.warn(message, DeprecationWarning) + + +def deprecated(reason: str): + """Marks a function as deprecated by issuing a DeprecationWarning when used.""" + + def decorator(func): + @functools.wraps(func) + def wrapper(*args, **kwargs): + warnings.warn( + f"'{func.__name__}' is deprecated: {reason}", + category=DeprecationWarning, + stacklevel=2 + ) + return func(*args, **kwargs) + return wrapper + + return decorator From 6a6730412e2cb8b3cbc78cfa388fbe756a1a4ea1 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Tue, 22 Jul 2025 21:01:24 +0200 Subject: [PATCH 13/56] bugfix in test_load_tsv_missing_columns the tsv file was written into the local instead of the temporary directory --- tests/test_io_probe_geometry.py | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/tests/test_io_probe_geometry.py b/tests/test_io_probe_geometry.py index 3e889a3..f8701d7 100644 --- a/tests/test_io_probe_geometry.py +++ b/tests/test_io_probe_geometry.py @@ -116,8 +116,8 @@ def test_load_tsv_missing_columns(): # Missing 'Z' column with temporary_filename(suffix=".tsv") as tsv_path: content = "labels\tX\tY\nFp1\t1\t2" - with open(tsv_path.name, "w") as f: + with open(tsv_path, "w") as f: f.write(content) with pytest.raises(ValueError, match="Missing Z in tsv file"): - load_tsv(tsv_path.name) + load_tsv(tsv_path) From 1e5c6da6409e497e90c2f21e937e103163a432e1 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Fri, 25 Jul 2025 05:49:06 +0200 Subject: [PATCH 14/56] updated motion correction unit tests --- tests/test_sigproc_motion_correct.py | 28 +++++++++++++++++++++++++--- 1 file changed, 25 insertions(+), 3 deletions(-) diff --git a/tests/test_sigproc_motion_correct.py b/tests/test_sigproc_motion_correct.py index 96daa31..8bf6773 100644 --- a/tests/test_sigproc_motion_correct.py +++ b/tests/test_sigproc_motion_correct.py @@ -3,6 +3,7 @@ import cedalion.datasets import cedalion.nirs import cedalion.sigproc.motion_correct as mc +import cedalion.sim.synthetic_artifact as synthetic_artifact from cedalion import units @@ -11,17 +12,38 @@ def rec(): rec = cedalion.datasets.get_snirf_test_data()[0] rec["amp"] = rec["amp"].pint.dequantify().pint.quantify(units.V) rec["od"] = cedalion.nirs.int2od(rec["amp"]) + + # Add some synthetic spikes and baseline shifts + artifacts = {"spike": synthetic_artifact.gen_spike} + timing = synthetic_artifact.random_events_perc(rec["od"].time, 0.05, ["spike"]) + rec["od"] = synthetic_artifact.add_artifacts(rec["od"], timing, artifacts) + return rec def test_motion_correct_splineSG_default_param(rec): - mc.motion_correct_splineSG(rec["od"], p=1.0) + mc.spline_sg(rec["od"], p=1.0) + def test_motion_correct_splineSG_custom_param(rec): - mc.motion_correct_splineSG(rec["od"], p=1.0, frame_size=3 * units.s) + mc.spline_sg(rec["od"], p=1.0, frame_size=3 * units.s) + def test_motion_correct_tddr(rec): mc.tddr(rec["od"]) + def test_motion_correct_wavelets(rec): - mc.motion_correct_wavelet(rec["od"], iqr=1.5, wavelet='db2', level=4) \ No newline at end of file + mc.wavelet(rec["od"], iqr=1.5, wavelet='db2', level=4) + + +def test_motion_correct_pca_recurse(rec): + mc.pca_recurse( + rec["od"], + t_motion=0.5, + t_mask=1, + stdev_thresh=20, + amp_thresh=5, + n_sv=0.97, + max_iter=5, + ) From 3048ea677de55617796826ebf98d3949123653e2 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Fri, 25 Jul 2025 06:07:41 +0200 Subject: [PATCH 15/56] fix first sample in sci and psp --- src/cedalion/sigproc/quality.py | 20 +++++++++++++++----- 1 file changed, 15 insertions(+), 5 deletions(-) diff --git a/src/cedalion/sigproc/quality.py b/src/cedalion/sigproc/quality.py index 360b215..1abfeca 100644 --- a/src/cedalion/sigproc/quality.py +++ b/src/cedalion/sigproc/quality.py @@ -165,13 +165,17 @@ def psp( psp = np.max(power, axis=2).T # shape(nchannel, ntime) # keep dims channel and time - psp_xr = windows.isel(wavelength=0, window=0).drop_vars("wavelength").copy(data=psp) + psp = windows.isel(wavelength=0, window=0).drop_vars("wavelength").copy(data=psp) + + # manually set psp for the first window because it contains only a single + # finite amplitude value. + psp[:, 0] = psp[:, 1] # Apply threshold mask - psp_mask = xrutils.mask(psp_xr, CLEAN) - psp_mask = psp_mask.where(psp_xr > psp_thresh, other=TAINTED) + psp_mask = xrutils.mask(psp, CLEAN) + psp_mask = psp_mask.where(psp > psp_thresh, other=TAINTED) - return psp_xr, psp_mask + return psp, psp_mask @cdc.validate_schemas @@ -477,6 +481,8 @@ def sci( assert "wavelength" in amplitudes.dims # FIXME move to validate schema + amplitudes = amplitudes.pint.dequantify() + amp = _extract_cardiac(amplitudes, cardiac_fmin, cardiac_fmax) amp = (amp - amp.mean("time")) / amp.std("time") @@ -492,7 +498,11 @@ def sci( windows = amp.rolling(time=nsamples).construct("window", stride=nsamples) sci = (windows - windows.mean("window")).prod("wavelength").sum("window") / nsamples - sci /= windows.std("window").prod("wavelength") # dims: channel, time + sci /= windows.std("window").prod("wavelength") # dims: channel, time + + # manually set sci for the first window because it contains only a single + # finite amplitude value. + sci[:,0] = sci[:,1] # create sci mask and update accoording to sci_thresh sci_mask = xrutils.mask(sci, CLEAN) From e8c493102420871a232c29b2fe3a3af7549112c9 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Fri, 25 Jul 2025 06:45:04 +0200 Subject: [PATCH 16/56] added plots.segmented_cmap and addressed linter complaints --- src/cedalion/plots.py | 207 +++++++++++++++++++++++++++++------------- 1 file changed, 145 insertions(+), 62 deletions(-) diff --git a/src/cedalion/plots.py b/src/cedalion/plots.py index 016f640..f2d8218 100644 --- a/src/cedalion/plots.py +++ b/src/cedalion/plots.py @@ -16,7 +16,7 @@ import pyvista as pv import vtk import xarray as xr -from matplotlib.colors import ListedColormap +from matplotlib.colors import ListedColormap, Normalize, LinearSegmentedColormap from matplotlib.patches import Circle, Ellipse, Rectangle from numpy.typing import ArrayLike from PIL import Image @@ -968,7 +968,7 @@ def scalp_plot( vmin: float | None = None, vmax: float | None = None, cmap: str | matplotlib.colors.Colormap = "bwr", - norm: object | None = None, + norm: Normalize | None = None, bad_color: ColorType = [0.7, 0.7, 0.7], min_dist: Quantity | None = None, min_metric: float | None = None, @@ -994,6 +994,7 @@ def scalp_plot( vmin: the minimum value of the metric vmax: the maximum value of the metric cmap: the name of the colormap + norm: normalization for color map bad_color: the color to use when the metric contains NaNs min_dist: if provided channels below this distance threshold are not drawn min_metric: if provided channels below this metric threshold are toned down @@ -1001,6 +1002,8 @@ def scalp_plot( optode_size: optode marker size optode_labels: if True draw optode labels instead of markers cb_label: colorbar label + cb_ticks_labels: ticks and labels for colorbar + add_colorbar: if true a colorbar is added to the plot zorder: 'ascending' or 'descending' or None. Controls whether channels with high or low metric values are plotted on top. @@ -1249,39 +1252,41 @@ def scalp_plot_gif( Args: data_ts : xarray.DataArray - A 2D DataArray with dimensions (channel, time). Must include coordinate labels - for 'source' and 'detector' in the 'channel' dimension. + A 2D DataArray with dimensions (channel, time). Must include coordinate + labels for 'source' and 'detector' in the 'channel' dimension. geo3d : cedalion.core.LabeledPointCloud - 3D geometry object defining optode locations for projecting onto the scalp surface. + 3D geometry defining optode locations for projecting onto the scalp surface. filename : str Full path to the output GIF file without file extension. - time_range: tuple, optional - Provides (start_time, stop_time, step_time) in quantity 's' for generating animation. + time_range: tuple, optional + Provides (start_time, stop_time, step_time) in quantity 's' for generating + animation. cmap : string, optional A matplotlib colormap name or a Colormap object. Default is 'seismic'. scl : tuple of (float, float), optional - Tuple defining the (vmin, vmax) for the color scale. If None, the color scale is set - to ± the maximum absolute value of the data. + Tuple defining the (vmin, vmax) for the color scale. If None, the color + scale is set to ± the maximum absolute value of the data. fps : int, optional Frames per second for the output GIF. Default is 10. optode_size : float, optional Size of optode markers on the plot. Default is 6. optode_labels : bool, optional - Whether to show text labels for optodes instead of markers. Default is False. + Whether to show text labels for optodes instead of markers. Default: False. str_title : str, optional Extra string to append to the title of each frame. Returns: - None + None. The function saves a GIF file to the specified location. Initial Contributors: - - David Boas | dboas@bu.edu | 2025 - - Alexander von Lühmann | vonluehmann@tu-berlin.de | 2025 + - David Boas | dboas@bu.edu | 2025 + - Alexander von Lühmann | vonluehmann@tu-berlin.de | 2025 """ - if (("time" in data_ts.dims and data_ts.sizes["time"] > 1) or - ("reltime" in data_ts.dims and data_ts.sizes["reltime"] > 1)): + if ("time" in data_ts.dims and data_ts.sizes["time"] > 1) or ( + "reltime" in data_ts.dims and data_ts.sizes["reltime"] > 1 + ): # If time_range is not provided, default to using the range in X_ts if time_range is None: @@ -1296,10 +1301,11 @@ def scalp_plot_gif( # Create an array of time points to iterate over time_points = np.arange(start_time, end_time + step_time, step_time) - # Select the subset of data within the given time range (using label-based slicing) + # Select the subset of data within the given time range X_subset = data_ts.sel(time=slice(start_time, end_time)) - # Initialize using the first time point (using nearest in case of slight mismatches) + # Initialize using the first time point + # (using nearest in case of slight mismatches) X_frame = X_subset.sel(time=time_points[0], method="nearest") filename = filename+'.gif' @@ -1320,7 +1326,8 @@ def scalp_plot_gif( X_frame = X_subset.sel(time=current_time, method="nearest") ax1.cla() - ax1.set_position([0.1, 0.1, 0.8, 0.8]) # reset position to avoid inset growth from colorbar + # reset position to avoid inset growth from colorbar + ax1.set_position([0.1, 0.1, 0.8, 0.8]) scalp_plot( data_ts, geo3d, @@ -1339,7 +1346,9 @@ def scalp_plot_gif( image = Image.fromarray(rgba) frames.append(image) - frames[0].save(filename, save_all=True, append_images=frames[1:], duration=1000/fps, loop=0) + frames[0].save( + filename, save_all=True, append_images=frames[1:], duration=1000 / fps, loop=0 + ) def image_recon( @@ -1361,12 +1370,14 @@ def image_recon( This function creates (or reuses) a PyVista plotter, applies a custom colormap, sets the camera view according to the given view_position, adds the surface mesh - with the scalar data (extracted from X), and returns the plotter, the mesh, and a text label. + with the scalar data (extracted from X), and returns the plotter, the mesh, and a + text label. Args: X: cdt.NDTimeSeries (or similar) Scalar data for the current frame. Expected to have a boolean attribute - `is_brain` indicating brain vs. non-brain vertices, and HbO / HbR chromophore dimension + `is_brain` indicating brain vs. non-brain vertices, and HbO / HbR + chromophore dimension head: TwoSurfaceHeadModel A head model containing attributes such as `head.brain` and `head.scalp`. cmap: str or matplotlib.colors.Colormap, default 'seismic' @@ -1380,7 +1391,7 @@ def image_recon( The view direction. Options are: 'superior', 'anterior', 'posterior','left', 'right', and 'scale_bar'. p0: PyVista Plotter instance, optional - If provided the mesh is added to this plotter; else a new plotter is created. + If provided the mesh is added to this plotter; else a new plotter is created title_str: str, optional Title to use on the scalar bar. off_screen: bool, default False @@ -1429,7 +1440,11 @@ def image_recon( # Create a new plotter if none is provided if p0 is None: - p0 = pv.Plotter(shape=(plotshape[0], plotshape[1]), window_size=wdw_size, off_screen=off_screen) + p0 = pv.Plotter( + shape=(plotshape[0], plotshape[1]), + window_size=wdw_size, + off_screen=off_screen, + ) p0.subplot(iax[0], iax[1]) # Select the appropriate head surface based on flag_hbx @@ -1474,19 +1489,34 @@ def image_recon( # Set camera: adjust 'view_up' depending on the view position view_up = [0, 1, 0] if view_position == 'superior' else [0, 0, 1] - p0.camera_position = [centroid + np.array(camera_direction) * 500, centroid, view_up] + p0.camera_position = [ + centroid + np.array(camera_direction) * 500, + centroid, + view_up, + ] # Add the scalar bar or view label for multiview plot if iax == (1, 1): p0.clear_actors() - p0.add_scalar_bar(title=title_str, vertical=False, position_x=0.1, position_y=0.5, - height=0.1, width=0.8, fmt='%.1e', label_font_size=16, title_font_size=32) + p0.add_scalar_bar( + title=title_str, + vertical=False, + position_x=0.1, + position_y=0.5, + height=0.1, + width=0.8, + fmt="%.1e", + label_font_size=16, + title_font_size=32, + ) surf_label = p0.add_text('', position='upper_left', font_size=10) else: surf_label = p0.add_text(view_position, position='lower_left', font_size=10) # add scalar bar to (each) single view if flag is set if show_scalar_bar: - p0.add_scalar_bar(title=title_str, fmt='%.1e', label_font_size=24, title_font_size=32) + p0.add_scalar_bar( + title=title_str, fmt="%.1e", label_font_size=24, title_font_size=32 + ) return p0, surf, surf_label @@ -1509,15 +1539,15 @@ def image_recon_view( ): """Generate a single-view visualization of head activity. - For static data (2D: vertex × channel) the function can display (or save) a single frame. - For time series data (3D: vertex × channel × time) the function can create an animated - GIF by looping over the specified frame indices. + For static data (2D: vertex × channel) the function can display (or save) a single + frame. For time series data (3D: vertex × channel × time) the function can create an + animated GIF by looping over the specified frame indices. Args: X_ts: xarray.DataArray or NDTimeSeries - Activity data. If 2D, a single static frame is plotted; if 3D, a time series is used. - Expected to have a boolean attribute `is_brain` indicating brain vs. non-brain vertices, - and HbO / HbR chromophore dimension + Activity data. If 2D, a single static frame is plotted; if 3D, a time series + is used. Expected to have a boolean attribute `is_brain` indicating brain + vs. non-brain vertices, and HbO / HbR chromophore dimension head: TwoSurfaceHeadModel The head mesh data to plot activity on. cmap: str or matplotlib.colors.Colormap, default 'seismic' @@ -1537,9 +1567,11 @@ def image_recon_view( filename: str, optional The output filename (without extension) for saving the image/GIF. SAVE: bool, default False - If True, the resulting still image is saved, otherwise only shown. Rendered gifs are always saved. - time_range: tuple, optional - Provides (start_time, stop_time, step_time) in quantity 's' for generating animation. + If True, the resulting still image is saved, otherwise only shown. Rendered + gifs are always saved. + time_range: tuple, optional + Provides (start_time, stop_time, step_time) in quantity 's' for generating + animation. fps: int, default 6 Frames per second for the GIF. geo3d_plot: cdt.LabeledPointCloud, optional @@ -1555,9 +1587,11 @@ def image_recon_view( - Alexander von Lühmann | vonluehmann@tu-berlin.de | 2025 """ - # Animated case (time dimension exists with more than one element): check for frame indices - if (("time" in X_ts.dims and X_ts.sizes["time"] > 1) or - ("reltime" in X_ts.dims and X_ts.sizes["reltime"] > 1)): + # Animated case (time dimension exists with more than one element): + # check for frame indices + if ("time" in X_ts.dims and X_ts.sizes["time"] > 1) or ( + "reltime" in X_ts.dims and X_ts.sizes["reltime"] > 1 + ): # If time_range is not provided, default to using the range in X_ts if time_range is None: start_time = float(X_ts.time.values[0]) @@ -1571,13 +1605,15 @@ def image_recon_view( # Create an array of time points to iterate over time_points = np.arange(start_time, end_time + step_time, step_time) - # Select the subset of data within the given time range (using label-based slicing) + # Select the subset of data within the given time range X_subset = X_ts.sel(time=slice(start_time, end_time)) - # Initialize using the first time point (using nearest in case of slight mismatches) + # Initialize using the first time point + # (using nearest in case of slight mismatches) X_frame = X_subset.sel(time=time_points[0], method="nearest") - # Initialize using the first time point (using nearest in case of slight mismatches) + # Initialize using the first time point + # (using nearest in case of slight mismatches) X_frame = X_subset.sel(time=time_points[0], method="nearest") p0, surf, label = image_recon( @@ -1594,7 +1630,9 @@ def image_recon_view( # Open GIF output with desired fps; filename will have a .gif extension p0.open_gif(filename + '.gif', fps=fps) else: - assert(filename is None), "Filename must be provided to generate and save GIF." + assert filename is None, ( + "Filename must be provided to generate and save GIF." + ) # Loop over frames, update the mesh's scalar data, and update the text label for current_time in time_points: @@ -1612,7 +1650,8 @@ def image_recon_view( surf['brain'] = new_data if label: - # Update the label text with the current time (assumes X_ts has a 'time' coordinate) + # Update the label text with the current time + # (assumes X_ts has a 'time' coordinate) label.set_text('upper_left', f"Time = {float(current_time):0.1f} sec") p0.write_frame() @@ -1651,17 +1690,17 @@ def image_recon_multi_view( geo3d_plot: cdt.LabeledPointCloud = None, wdw_size: tuple = (1024, 768) ): - """Generate a multi-view (2×3 grid) visualization of head activity across different views. + """Generate a multi-view (2×3 grid) vis. of head activity across different views. - For static data (2D: vertex × channel) the function can display (or save) a single frame. - For time series data (3D: vertex × channel × time) the function creates an animated - GIF where each frame updates all views. + For static data (2D: vertex × channel) the function can display (or save) a single + frame. For time series data (3D: vertex × channel × time) the function creates an + animated GIF where each frame updates all views. Args: X_ts: xarray.DataArray or NDTimeSeries - Activity data. If 2D, a single static frame is plotted; if 3D, a time series is used. - Expected to have a boolean attribute `is_brain` indicating brain vs. non-brain vertices, - and HbO / HbR chromophore dimension + Activity data. If 2D, a single static frame is plotted; if 3D, a time series + is used. Expected to have a boolean attribute `is_brain` indicating brain + vs. non-brain vertices, and HbO / HbR chromophore dimension head: TwoSurfaceHeadModel The head mesh data to plot activity on. cmap: str or matplotlib.colors.Colormap, default 'seismic' @@ -1678,9 +1717,11 @@ def image_recon_multi_view( filename: str, optional The output filename (without extension) for saving the image/GIF. SAVE: bool, default False - If True, the resulting still image is saved, otherwise only shown. Rendered gifs are always saved. + If True, the resulting still image is saved, otherwise only shown. Rendered + gifs are always saved. time_range: tuple, optional - Provides (start_time, stop_time, step_time) in quantity 's' for generating animation. + Provides (start_time, stop_time, step_time) in quantity 's' for generating + animation. fps: int, default 6 Frames per second for the GIF. geo3d_plot: cdt.LabeledPointCloud, optional @@ -1708,9 +1749,11 @@ def image_recon_multi_view( 'posterior': (1, 2) } - # Animated case (time dimension exists with more than one element): check for frame indices - if (("time" in X_ts.dims and X_ts.sizes["time"] > 1) or - ("reltime" in X_ts.dims and X_ts.sizes["reltime"] > 1)): + # Animated case (time dimension exists with more than one element): + # check for frame indices + if ("time" in X_ts.dims and X_ts.sizes["time"] > 1) or ( + "reltime" in X_ts.dims and X_ts.sizes["reltime"] > 1 + ): # If time_range is not provided, default to using the range in X_ts if time_range is None: @@ -1725,10 +1768,11 @@ def image_recon_multi_view( # Create an array of time points to iterate over time_points = np.arange(start_time, end_time + step_time, step_time) - # Select the subset of data within the given time range (using label-based slicing) + # Select the subset of data within the given time range X_subset = X_ts.sel(time=slice(start_time, end_time)) - # Initialize using the first time point (using nearest in case of slight mismatches) + # Initialize using the first time point + # (using nearest in case of slight mismatches) X_frame = X_subset.sel(time=time_points[0], method="nearest") p0 = None @@ -1753,16 +1797,26 @@ def image_recon_multi_view( # Open GIF output with desired fps; filename will have a .gif extension p0.open_gif(filename + '.gif', fps=fps) else: - assert(filename is None), "Filename must be provided to generate and save GIF." + assert filename is None, ( + "Filename must be provided to generate and save GIF." + ) # Iterate over the time points for current_time in time_points: # Select the frame closest to the current time point X_frame = X_subset.sel(time=current_time, method="nearest") if view_type in ['hbo_brain', 'hbr_brain']: - new_data = X_frame.sel(chromo='HbO').where(X_ts.is_brain, drop=True) if view_type == 'hbo_brain' else X_frame.sel(chromo='HbR').where(X_ts.is_brain, drop=True) + new_data = ( + X_frame.sel(chromo="HbO").where(X_ts.is_brain, drop=True) + if view_type == "hbo_brain" + else X_frame.sel(chromo="HbR").where(X_ts.is_brain, drop=True) + ) elif view_type in ['hbo_scalp', 'hbr_scalp']: - new_data = X_frame.sel(chromo='HbO').where(~X_ts.is_brain, drop=True) if view_type == 'hbo_scalp' else X_frame.sel(chromo='HbR').where(~X_ts.is_brain, drop=True) + new_data = ( + X_frame.sel(chromo="HbO").where(~X_ts.is_brain, drop=True) + if view_type == "hbo_scalp" + else X_frame.sel(chromo="HbR").where(~X_ts.is_brain, drop=True) + ) else: new_data = None @@ -1771,7 +1825,9 @@ def image_recon_multi_view( # Update the scalar bar text (for the central 'scale_bar' view) if 'scale_bar' in labels: - labels['scale_bar'].set_text('upper_left', f"Time = {float(current_time):0.1f} sec") + labels["scale_bar"].set_text( + "upper_left", f"Time = {float(current_time):0.1f} sec" + ) p0.write_frame() p0.close() # This finalizes and writes the GIF file. @@ -1799,3 +1855,30 @@ def image_recon_multi_view( p0.screenshot(filename + '.png') else: p0.show() + + +def segmented_cmap( + name : str, + vmin: float, + vmax: float, + segments: list[tuple[float, ColorType]], + over : None | ColorType = None, + under : None | ColorType = None, + bad : None | ColorType = None, +) -> tuple[Normalize, LinearSegmentedColormap]: + """Create a linear segmented colormap.""" + + norm = Normalize(vmin, vmax) + + segments = [(norm(v), c) for v, c in segments] + + cmap = LinearSegmentedColormap.from_list(name, segments) + + if over is not None: + cmap.set_over(over) + if under is not None: + cmap.set_under(under) + if bad is not None: + cmap.set_bad(bad) + + return norm, cmap From 8967379940a27b5e10d5568d7b163ac7c717d51c Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Fri, 25 Jul 2025 08:14:24 +0200 Subject: [PATCH 17/56] try to address SVD error in savgol_filter on Windows --- src/cedalion/sigproc/motion_correct.py | 2 ++ tests/test_sigproc_motion_correct.py | 2 +- 2 files changed, 3 insertions(+), 1 deletion(-) diff --git a/src/cedalion/sigproc/motion_correct.py b/src/cedalion/sigproc/motion_correct.py index ba5c493..c942ca0 100644 --- a/src/cedalion/sigproc/motion_correct.py +++ b/src/cedalion/sigproc/motion_correct.py @@ -271,6 +271,8 @@ def spline_sg( if framesize_samples % 2 == 0: framesize_samples = framesize_samples + 1 + assert framesize_samples > K + dodSplineSG = xr.apply_ufunc(savgol_filter, dodSpline, framesize_samples, K).T # dodSplineSG = dodSplineSG.unstack('measurement').pint.quantify() diff --git a/tests/test_sigproc_motion_correct.py b/tests/test_sigproc_motion_correct.py index 8bf6773..926c10e 100644 --- a/tests/test_sigproc_motion_correct.py +++ b/tests/test_sigproc_motion_correct.py @@ -26,7 +26,7 @@ def test_motion_correct_splineSG_default_param(rec): def test_motion_correct_splineSG_custom_param(rec): - mc.spline_sg(rec["od"], p=1.0, frame_size=3 * units.s) + mc.spline_sg(rec["od"], p=1.0, frame_size=1 * units.s) def test_motion_correct_tddr(rec): From f5444d5dd47239ff68d621fe39e07df1e305b82e Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Fri, 25 Jul 2025 08:45:16 +0200 Subject: [PATCH 18/56] fallback to lower poly order when SVD in savgol_filter does not converge --- src/cedalion/sigproc/motion_correct.py | 17 ++++++++++++++--- 1 file changed, 14 insertions(+), 3 deletions(-) diff --git a/src/cedalion/sigproc/motion_correct.py b/src/cedalion/sigproc/motion_correct.py index c942ca0..fb8e867 100644 --- a/src/cedalion/sigproc/motion_correct.py +++ b/src/cedalion/sigproc/motion_correct.py @@ -266,14 +266,25 @@ def spline_sg( # ) # apply SG filter - K = 3 framesize_samples = int(np.round(frame_size * fs)) + if framesize_samples % 2 == 0: framesize_samples = framesize_samples + 1 - assert framesize_samples > K + assert framesize_samples >= 3 + + dodSplineSG = None + for K in [3,2,1]: + try: + dodSplineSG = xr.apply_ufunc( + savgol_filter, dodSpline, framesize_samples, K + ).T + break + except np.linalg.LinAlgError: # SVD in polynomial expansion did not converge + continue # try lower K - dodSplineSG = xr.apply_ufunc(savgol_filter, dodSpline, framesize_samples, K).T + if dodSplineSG is None: + raise RuntimeError("Error while appying savgol_filter.") # dodSplineSG = dodSplineSG.unstack('measurement').pint.quantify() dodSplineSG = dodSplineSG.transpose("channel", "wavelength", "time") From c92319448441d937eeeb02ec5e772fed8f163084 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Fri, 25 Jul 2025 09:19:21 +0200 Subject: [PATCH 19/56] catch NaNs before applying savgol_filter --- src/cedalion/sigproc/motion_correct.py | 25 +++++++------------------ tests/test_sigproc_motion_correct.py | 4 +++- 2 files changed, 10 insertions(+), 19 deletions(-) diff --git a/src/cedalion/sigproc/motion_correct.py b/src/cedalion/sigproc/motion_correct.py index fb8e867..0d9c042 100644 --- a/src/cedalion/sigproc/motion_correct.py +++ b/src/cedalion/sigproc/motion_correct.py @@ -259,32 +259,21 @@ def spline_sg( # remove padding dodSpline = dodSpline.transpose("channel", "wavelength", "time") dodSpline = dodSpline[:, :, extend:-extend] - # dodSpline = ( - # dodSpline.stack(measurement=["channel", "wavelength"]) - # .sortby("wavelength") - # .pint.dequantify() - # ) # apply SG filter + if not np.isfinite(dodSpline).all(): + # MKL (used for savgol_filter on Windows) is strict about NaNs + raise ValueError("time series contains nonfinite values.") + + K = 3 framesize_samples = int(np.round(frame_size * fs)) if framesize_samples % 2 == 0: framesize_samples = framesize_samples + 1 - assert framesize_samples >= 3 - - dodSplineSG = None - for K in [3,2,1]: - try: - dodSplineSG = xr.apply_ufunc( - savgol_filter, dodSpline, framesize_samples, K - ).T - break - except np.linalg.LinAlgError: # SVD in polynomial expansion did not converge - continue # try lower K + assert framesize_samples >= K - if dodSplineSG is None: - raise RuntimeError("Error while appying savgol_filter.") + dodSplineSG = xr.apply_ufunc(savgol_filter, dodSpline, framesize_samples, K).T # dodSplineSG = dodSplineSG.unstack('measurement').pint.quantify() dodSplineSG = dodSplineSG.transpose("channel", "wavelength", "time") diff --git a/tests/test_sigproc_motion_correct.py b/tests/test_sigproc_motion_correct.py index 926c10e..c0a8871 100644 --- a/tests/test_sigproc_motion_correct.py +++ b/tests/test_sigproc_motion_correct.py @@ -16,7 +16,9 @@ def rec(): # Add some synthetic spikes and baseline shifts artifacts = {"spike": synthetic_artifact.gen_spike} timing = synthetic_artifact.random_events_perc(rec["od"].time, 0.05, ["spike"]) - rec["od"] = synthetic_artifact.add_artifacts(rec["od"], timing, artifacts) + rec["od"] = synthetic_artifact.add_artifacts( + rec["od"], timing, artifacts, window_size=10 + ) return rec From 96b3506559b217d2efa139bd08ff9280ec3aeee5 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Fri, 25 Jul 2025 23:05:53 +0200 Subject: [PATCH 20/56] support in scalp plot for centering the value range extending the colorbar --- src/cedalion/plots.py | 48 +++++++++++++++++++++++++++++++++++-------- 1 file changed, 39 insertions(+), 9 deletions(-) diff --git a/src/cedalion/plots.py b/src/cedalion/plots.py index f2d8218..604e8b7 100644 --- a/src/cedalion/plots.py +++ b/src/cedalion/plots.py @@ -967,6 +967,7 @@ def scalp_plot( title: str | None = None, vmin: float | None = None, vmax: float | None = None, + center : float | None = None, cmap: str | matplotlib.colors.Colormap = "bwr", norm: Normalize | None = None, bad_color: ColorType = [0.7, 0.7, 0.7], @@ -993,6 +994,7 @@ def scalp_plot( title: the axes title vmin: the minimum value of the metric vmax: the maximum value of the metric + center: when calculating vmin and vmax, center the value range at this value. cmap: the name of the colormap norm: normalization for color map bad_color: the color to use when the metric contains NaNs @@ -1032,17 +1034,25 @@ def scalp_plot( source = ts.source.values detector = ts.detector.values - if vmin is None: - vmin = np.nanmin(metric) - if vmax is None: - vmax = np.nanmax(metric) + if norm is None: + if vmin is None: + vmin = np.nanmin(metric) + if vmax is None: + vmax = np.nanmax(metric) - if isinstance(cmap, str): + if center is not None: + delta = max(abs(vmin-center), abs(vmax-center)) + vmin = center - delta + vmax = center + delta norm = matplotlib.colors.Normalize(vmin=vmin, vmax=vmax) - cmap = p.cm.get_cmap(cmap) - cmap.set_bad(bad_color) else: - cmap.set_bad(bad_color) + if (vmin is not None) or (vmax is not None) or (center is not None): + raise ValueError("Specify either norm or vmin/vmax/center.") + + if isinstance(cmap, str): + cmap = p.cm.get_cmap(cmap) + + cmap.set_bad(bad_color) ax.set_aspect("equal", adjustable="datalim") @@ -1061,6 +1071,9 @@ def scalp_plot( used_sources = set() used_detectors = set() + extend_upper = False + extend_lower = False + for ch,src,det,dist in zip(channel, source, detector, channel_dists): s = geo2d.loc[src] d = geo2d.loc[det] @@ -1077,6 +1090,13 @@ def scalp_plot( v = np.nan normed_v = norm(v) + + # check if any channel metric exceeds vmin or vmax + if (normed_v > 1).any(): + extend_upper = True + if (normed_v < 0).any(): + extend_lower = True + c = cmap(normed_v) line_fmt = {'c' : c, 'ls' : '-', 'lw' : channel_lw, 'alpha' : 1.0} @@ -1141,10 +1161,20 @@ def scalp_plot( # colorbar if add_colorbar: + if extend_upper and extend_lower: + extend = "both" + elif extend_upper and not extend_lower: + extend = "max" + elif not extend_upper and extend_lower: + extend = "min" + else: + extend = "neither" + cb = p.colorbar( matplotlib.cm.ScalarMappable(cmap=cmap,norm=norm), ax=ax, - shrink=0.6 + shrink=0.6, + extend=extend ) cb.set_label(cb_label) if cb_ticks_labels is not None: From 599d1f7a291d1b6332d023a60ddcfc4a1618b368 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Fri, 25 Jul 2025 23:07:42 +0200 Subject: [PATCH 21/56] added legendre polynomial and cosine drift regressors --- src/cedalion/models/glm/design_matrix.py | 78 ++++++++++++++++++++++++ src/cedalion/models/glm/solve.py | 8 +++ 2 files changed, 86 insertions(+) diff --git a/src/cedalion/models/glm/design_matrix.py b/src/cedalion/models/glm/design_matrix.py index 6646bce..2183338 100644 --- a/src/cedalion/models/glm/design_matrix.py +++ b/src/cedalion/models/glm/design_matrix.py @@ -9,9 +9,11 @@ import pandas as pd import xarray as xr from numpy.typing import ArrayLike +from numpy.polynomial.legendre import legval import cedalion.typing as cdt import cedalion.xrutils as xrutils +from cedalion.sigproc.frequency import sampling_rate from .basis_functions import TemporalBasisFunction @@ -293,6 +295,82 @@ def drift_regressors(ts: cdt.NDTimeSeries, drift_order) -> DesignMatrix: return DesignMatrix(common=drift_regressors, channel_wise=[]) +def drift_legendre_regressors(ts : cdt.NDTimeSeries, order : int) -> DesignMatrix: + """Create drift regressors using Legende polynomials. + + Args: + ts: time-series data. + order: generate polynomials of order 0...order + + Returns: + xr.DataArray: A DataArray containing the drift regressors. + """ + + dim3 = xrutils.other_dim(ts, "channel", "time") + ndim3 = ts.sizes[dim3] + + nt = ts.sizes["time"] + t = np.linspace(-1, 1, nt) + drift_regressors = np.zeros((nt, order + 1, ndim3)) + + # for coefficients c with length n+1 legval calculates + # p(x) = c[0]*L0(x) + c[1]*L1(x) + ... + c[n]*Ln(x) + # we want only Ln(x) + + for i in range(0, order + 1): + coeffs = [0]*i + [1] + tmp = np.sqrt((2 * i + 1) / 2) * legval(t, coeffs) + tmp /= np.max(np.abs(tmp)) + drift_regressors[:, i, :] = tmp[:,None] + + regressor_names = [f"Drift LP {i}" for i in range(order + 1)] + + drift_regressors = xr.DataArray( + drift_regressors, + dims=["time", "regressor", dim3], + coords={"time": ts.time, "regressor": regressor_names, dim3: ts[dim3].values}, + ) + + return DesignMatrix(common=drift_regressors, channel_wise=[]) + + +def drift_cosine_regressors(ts: cdt.NDTimeSeries, fmax: cdt.QFrequency) -> DesignMatrix: + """Create drift regressors using cosine basis functions. + + Args: + ts: time-series data. + fmax: High-pass cutoff frequency + + Returns: + xr.DataArray: A DataArray containing the drift regressors. + """ + + dim3 = xrutils.other_dim(ts, "channel", "time") + ndim3 = ts.sizes[dim3] + + nt = ts.sizes["time"] + fs = sampling_rate(ts) + ncosines = int(np.floor(2 * nt * fmax / fs)) + + drift_regressors = np.zeros((nt, ncosines, ndim3)) + + tt = np.pi * (np.arange(nt) + 0.5) / nt + + for i in range(ncosines): + drift_regressors[:, i, :] = np.cos(tt * i)[:,None] + + regressor_names = [f"Drift Cos {i}" for i in range(ncosines)] + + drift_regressors = xr.DataArray( + drift_regressors, + dims=["time", "regressor", dim3], + coords={"time": ts.time, "regressor": regressor_names, dim3: ts[dim3].values}, + ) + + return DesignMatrix(common=drift_regressors, channel_wise=[]) + + + def _pad_time_axis(time: ArrayLike, onsets: ArrayLike): """Make sure that time axis includes the earliest stimulus onset.""" min_onset = onsets.min() diff --git a/src/cedalion/models/glm/solve.py b/src/cedalion/models/glm/solve.py index 888651c..ecc0b11 100644 --- a/src/cedalion/models/glm/solve.py +++ b/src/cedalion/models/glm/solve.py @@ -21,6 +21,14 @@ def _channel_fit(y, x, noise_model="ols", ar_order=30): + available_models = ["ols", "rls", "wls", "ar_irls", "gls", "glsar"] + + if noise_model not in available_models: + raise ValueError( + f"unsupported noise_model '{noise_model}'. Please select one" + f"of these: {', '.join(available_models)}" + ) + if noise_model == "ols": reg_result = statsmodels.api.OLS(y, x).fit() elif noise_model == "rls": From 885b396f6807f1a9440e820aef444e3b954e3320 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Mon, 4 Aug 2025 12:54:05 +0200 Subject: [PATCH 22/56] provide a working template for cedalion/_version.py --- pyproject.toml | 1 + 1 file changed, 1 insertion(+) diff --git a/pyproject.toml b/pyproject.toml index 877ca95..aec188b 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -71,6 +71,7 @@ build-backend = "hatchling.build" [tool.hatch.build.hooks.vcs] version-file = "src/cedalion/_version.py" +template = "__version__ = '{version}'\n" [tool.hatch.version] source = "vcs" From 61ab02ea18d22d8c1a942efb40a39a754e05008c Mon Sep 17 00:00:00 2001 From: Jacky Behrendt <144111199+jackybehrendt12@users.noreply.github.com> Date: Mon, 4 Aug 2025 13:23:02 +0200 Subject: [PATCH 23/56] Added example notebook for ICA ERBM (#112) * Added example notebook for ICA ERBM * integrate ICA-ERBM example into docs * update changelog --------- Co-authored-by: Jacky Behrendt Co-authored-by: Eike Middell --- docs/CHANGELOG.md | 2 + docs/examples/Makefile | 1 + .../52_ica_erbm_fingertapping_example.ipynb | 424 ++++++++++++++++++ 3 files changed, 427 insertions(+) create mode 100644 examples/machine_learning/52_ica_erbm_fingertapping_example.ipynb diff --git a/docs/CHANGELOG.md b/docs/CHANGELOG.md index bf29e6a..1998b35 100644 --- a/docs/CHANGELOG.md +++ b/docs/CHANGELOG.md @@ -3,6 +3,8 @@ ## Unreleased changes (available on the `dev` branch) ### Added +- An example notebook for ICA source extraction was added, by [Jacqueline Behrendt](https://github.com/jackybehrendt12). +([#112](https://github.com/ibs-lab/cedalion/pull/112)) ### Changed - The ninja HD and UHD cap coordinates were changed from a right-handed to a left-handed coordinate system, by [Nils Harmening](https://github.com/harmening). ([#110](https://github.com/ibs-lab/cedalion/pull/110)) diff --git a/docs/examples/Makefile b/docs/examples/Makefile index 592a6f1..6349853 100644 --- a/docs/examples/Makefile +++ b/docs/examples/Makefile @@ -5,6 +5,7 @@ EXAMPLE_NOTEBOOKS = getting_started_io/00_test_installation.ipynb \ getting_started_io/34_store_hrfs_in_snirf_file.ipynb \ plots_visualization/12_plots_example.ipynb \ machine_learning/50_finger_tapping_lda_classification.ipynb \ + machine_learning/52_ica_erbm_fingertapping_example.ipynb \ modeling/31_glm_basis_functions.ipynb \ modeling/32_glm_fingertapping_example.ipynb \ modeling/33_glm_illustrative_example.ipynb \ diff --git a/examples/machine_learning/52_ica_erbm_fingertapping_example.ipynb b/examples/machine_learning/52_ica_erbm_fingertapping_example.ipynb new file mode 100644 index 0000000..2212c68 --- /dev/null +++ b/examples/machine_learning/52_ica_erbm_fingertapping_example.ipynb @@ -0,0 +1,424 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "0", + "metadata": {}, + "outputs": [], + "source": [ + "# 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" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1", + "metadata": {}, + "outputs": [], + "source": [ + "import cedalion\n", + "import cedalion.datasets\n", + "from cedalion import units\n", + "import cedalion.sigproc.quality as quality\n", + "from cedalion.sigproc.frequency import sampling_rate\n", + "from cedalion.sigdecomp import ERBM\n", + "import numpy as np\n", + "import scipy as sp\n", + "import matplotlib.pyplot as plt\n" + ] + }, + { + "cell_type": "markdown", + "id": "2", + "metadata": {}, + "source": [ + "# Example for ICA Source Extraction \n", + "\n", + "[Independent Component Analysis](https://en.wikipedia.org/wiki/Independent_component_analysis) (ICA) is a method for separating multivariate signals into statistically independent non-Gaussian components.\n", + "In this notebook we will investigate an example on how [Independent Component Analysis by Entropy Rate Bound Minimization](https://ieeexplore.ieee.org/stamp/stamp.jsp?tp=&arnumber=6845364) (ICA-ERBM) can be used to extract physiological sources from fNIRS data. For this example, we will use a finger tapping dataset. \n", + "Let $X \\in \\mathbb{R}^{N \\times T }$ denote the finger tapping data with $N$ channels and $T$ time points. We assume that the data $X$ consists of unknown independent sources $S \\in \\mathbb{R}^{N \\times T }$ that were mixed through an unknown mixing matrix $A \\in \\mathbb{R}^{N \\times N}$, such that \n", + "$$ X = A \\cdot S. $$ \n", + "Source reconstruction in ICA-ERBM is done by minimizing the [entropy rate](https://en.wikipedia.org/wiki/Entropy_rate) of the estimated sources. A demixing matrix $W$ is determined and the estimated sources $\\hat S \\in \\mathbb{R}^{N \\times T }$ can be computed as \n", + "$$ \\hat S = W \\cdot X. $$\n", + "Among the extracted sources, we will identify the ones that correspond to the PPG and Mayer Wave signals. \n" + ] + }, + { + "cell_type": "markdown", + "id": "3", + "metadata": {}, + "source": [ + "## Loading Raw Finger Tapping Data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4", + "metadata": {}, + "outputs": [], + "source": [ + "# Load finger tapping data set\n", + "finger_tapping_data = cedalion.datasets.get_fingertappingDOT()\n", + "\n", + "# Extract the fnirs recording\n", + "fnirs_data = finger_tapping_data['amp']\n", + "\n", + "# Plot three channels of the fnirs data\n", + "fig, ax = plt.subplots(3, 1, sharex=True, figsize=(10, 5))\n", + "for i, ch in enumerate([\"S1D1\", \"S1D2\", \"S7D9\"]):\n", + " ax[i].plot(fnirs_data.time, fnirs_data.sel(channel=ch, wavelength=\"760\"), \"r-\", label=\"760nm\")\n", + " ax[i].plot(fnirs_data.time, fnirs_data.sel(channel=ch, wavelength=\"850\"), \"b-\", label=\"850nm\")\n", + " ax[i].set_title(f\"Channel {ch}\")\n", + "\n", + "ax[0].legend()\n", + "ax[2].set_xlim(0,60)\n", + "ax[2].set_xlabel(\"time / s\")\n", + "plt.tight_layout()" + ] + }, + { + "cell_type": "markdown", + "id": "5", + "metadata": {}, + "source": [ + "## Conversion to Optical Density" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6", + "metadata": {}, + "outputs": [], + "source": [ + "# Convert to Optical Density (OD)\n", + "fnirs_data_od = cedalion.nirs.int2od(fnirs_data)" + ] + }, + { + "cell_type": "markdown", + "id": "7", + "metadata": {}, + "source": [ + "## Channel Quality Assessment and Pruning\n", + "The Scalp Coupling Index (SCI) and Peak Spectral Power (PSP) are used for quality assessment. We compute SCI and PSP for each channel, and remove channels with less than 75% of clean time. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8", + "metadata": {}, + "outputs": [], + "source": [ + "# Calculate masks for SCI and PSP quality metrics\n", + "window_length = 5 * units.s\n", + "sci_thresh = 0.75\n", + "psp_thresh = 0.1\n", + "sci_psp_percentage_thresh = 0.75\n", + "\n", + "sci, sci_mask = quality.sci(fnirs_data_od, window_length, sci_thresh)\n", + "psp, psp_mask = quality.psp(fnirs_data_od, window_length, psp_thresh)\n", + "sci_x_psp_mask = sci_mask & psp_mask\n", + "perc_time_clean = sci_x_psp_mask.sum(dim=\"time\") / len(sci.time)\n", + "sci_psp_mask = [perc_time_clean >= sci_psp_percentage_thresh]\n", + "\n", + "# Prune channels that do not pass the quality test\n", + "fnirs_data_pruned, drop_list = quality.prune_ch(fnirs_data_od, sci_psp_mask, \"all\")\n", + "\n", + "# Display pruned channels\n", + "print(f\"List of pruned channels: {drop_list} ({len(drop_list)})\")\n" + ] + }, + { + "cell_type": "markdown", + "id": "9", + "metadata": {}, + "source": [ + "## High-pass filter" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "10", + "metadata": {}, + "outputs": [], + "source": [ + "# Filter the data\n", + "# fmax = 0 is used to indicate high-pass filtering\n", + "fnirs_data_filtered = fnirs_data_pruned.cd.freq_filter(\n", + " fmin=0.01, fmax=0, butter_order=4\n", + ")\n", + "\n", + "# Store sampling rate\n", + "fnirs_data_samplingrate = sampling_rate(fnirs_data_pruned.time).magnitude\n", + "\n", + "# Plot the filtered data\n", + "fig, ax = plt.subplots(3, 1, sharex=True, figsize=(10, 5))\n", + "for i, ch in enumerate([\"S1D1\", \"S1D2\", \"S7D9\"]):\n", + " ax[i].plot(fnirs_data_filtered.time, fnirs_data_filtered.sel(channel=ch, wavelength=\"760\"), \"r-\", label=\"760nm\")\n", + " ax[i].plot(fnirs_data_filtered.time, fnirs_data_filtered.sel(channel=ch, wavelength=\"850\"), \"b-\", label=\"850nm\")\n", + " ax[i].set_title(f\"Channel {ch}\")\n", + "\n", + "ax[0].legend()\n", + "ax[2].set_xlim(0,60)\n", + "ax[2].set_label(\"time / s\")\n", + "plt.tight_layout()" + ] + }, + { + "cell_type": "markdown", + "id": "11", + "metadata": {}, + "source": [ + "## Select Channels and Time Slice for ICA \n", + "\n", + "The entire finger tapping dataset was recorded over 30 minutes and contains 99 channels after pruning. Unfortunately, these dimensions result in a long runtime for ICA-ERBM. For this reason, we will use only a subset of the channels and a 10-minute slice of the selected channels. Despite the longer runtime, this example is also applicable to the full dataset.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "12", + "metadata": {}, + "outputs": [], + "source": [ + "# Choose the best 30 channels based on the percentage of time clean\n", + "id_best_channels = np.argsort(perc_time_clean).values[-30:]\n", + "best_channels = fnirs_data[\"channel\"][id_best_channels]\n", + "\n", + "# Extract the best channels from the filtered data\n", + "fnirs_best_channels = fnirs_data_filtered.sel(channel=best_channels)\n", + "\n", + "# Select a 10 min interval\n", + "duration = 10 * 60\n", + "buffer = 60\n", + "fnirs_best_channels = fnirs_best_channels.sel(time=slice(buffer, buffer + duration))\n", + "\n", + "# Ignore units\n", + "fnirs_best_channels = fnirs_best_channels.pint.dequantify()\n", + "\n", + "# Select the first wavelength\n", + "X = fnirs_best_channels.values[:, 0, :]\n", + "print(f\"Shape of data for ICA-ERBM: {X.shape}\")" + ] + }, + { + "cell_type": "markdown", + "id": "13", + "metadata": {}, + "source": [ + "## Apply ICA-ERBM \n", + "\n", + "ICA-ERBM is applied to the selected channels. For the autoregressive filter used in ICA-ERBM, we use the default parameter $p = 11$. The source estimates are then computed as $\\hat S = W \\cdot X$. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "14", + "metadata": {}, + "outputs": [], + "source": [ + "# Set filter length\n", + "p = 11\n", + "\n", + "# Apply ICA-ERBM to the data\n", + "W = ERBM.ERBM(X, p)\n", + "\n", + "# Compute separated source as S = W * X\n", + "sources = W.dot(X)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "15", + "metadata": {}, + "outputs": [], + "source": [ + "# Apply z-score normalization to the sources\n", + "sources_zscore = sp.stats.zscore(sources, axis=0)" + ] + }, + { + "cell_type": "markdown", + "id": "16", + "metadata": {}, + "source": [ + "## Selection of PPG Source\n", + "\n", + "From the reconstructed sources, we now want to identify those that are most similar to a PPG signal. To this end, we compare the frequency band in which the PPG signal is expected to have large amplitudes with the surrounding frequency bands. The sources with the highest contrast are selected. The PPG signal is expected to exhibit high amplitudes in a frequency band around 1 Hz." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "17", + "metadata": {}, + "outputs": [], + "source": [ + "# Compute the frequency spectrum for each source\n", + "psd_sources = np.abs(np.fft.fft(sources, axis = 1))\n", + "\n", + "# The frequencies corresponding to the spectrum\n", + "freqs = np.fft.fftfreq(sources.shape[1], 1/fnirs_data_samplingrate)\n", + "\n", + "# Choose the indices of frequencies that are in the ppg band (0.75 - 1.25 Hz)\n", + "ppg_band_ind = np.logical_and(freqs >= 0.75, freqs <= 1.25)\n", + "\n", + "# Choose the indices of frequencies that are in the band (0 - 0.75 Hz and 1.25 - 3.0 Hz)\n", + "comp_band = np.logical_and(freqs >= 0, freqs < 0.75) + np.logical_and(freqs > 1.25 , freqs <= 3.0) \n", + "\n", + "# Compute the quotient of the ppg band and the contrast band\n", + "psd_quotient = np.sum(psd_sources[:, ppg_band_ind], axis = 1 ) / np.sum(psd_sources[:, comp_band], axis = 1 )\n", + "\n", + "# Choose the indices of the sources with the highest contrast\n", + "max_contrast_index = np.argsort(psd_quotient, axis = 0 )[-5:]\n", + "\n", + "# Reverse the order of the indices to have the highest contrast first\n", + "max_contrast_index = max_contrast_index[::-1]\n", + "\n", + "# Choose the sources with the highest contrast\n", + "ppg_sources = sources_zscore[max_contrast_index, :]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "18", + "metadata": { + "tags": [ + "nbsphinx-thumbnail" + ] + }, + "outputs": [], + "source": [ + "# Plot the sources with the highest contrast and their frequency spectrum\n", + "fig, ax = plt.subplots(ppg_sources.shape[0], 2, figsize=(12, 2 * ppg_sources.shape[0]))\n", + "\n", + "for i in range(ppg_sources.shape[0]):\n", + " # Plot the source for 60 seconds\n", + " samples = int(fnirs_data_samplingrate * 60 * 1)\n", + " ax[i, 0].plot( 1/fnirs_data_samplingrate * np.arange(0,samples), ppg_sources[i, :samples], label=f\"Source {max_contrast_index[i]+1}\")\n", + " ax[i, 0].set_title(f\"Source {max_contrast_index[i] + 1}\", fontsize=10)\n", + "\n", + " # Plot frequency spectrum of the source\n", + " psd = np.abs(np.fft.rfft(ppg_sources[i, :])) ** 2\n", + " x_freqs = np.fft.rfftfreq(ppg_sources.shape[1], 1 / fnirs_data_samplingrate)\n", + " ax[i, 1].plot(x_freqs, psd, label=\"Contrast Band\")\n", + " ax[i, 1].set_title(f\"Frequency Spectrum of Source {max_contrast_index[i]+1}, Contrast Quotient: {psd_quotient[max_contrast_index[i]]:.2f}\", fontsize=10)\n", + "\n", + " # Highlight the PPG band in the frequency spectrum\n", + " highlight_ppg_band = np.logical_and(x_freqs >= 0.75, x_freqs <= 1.25)\n", + " ax[i, 1].plot(x_freqs[highlight_ppg_band], psd[highlight_ppg_band], color='orange', label='PPG Band')\n", + "\n", + "ax[0, 1].legend()\n", + "ax[i, 0].set_xlabel(\"Time / s\")\n", + "ax[i, 1].set_xlabel(\"Frequency / Hz\")\n", + "fig.suptitle(\"PPG Sources\", fontsize=16)\n", + "plt.tight_layout()\n" + ] + }, + { + "cell_type": "markdown", + "id": "19", + "metadata": {}, + "source": [ + "## Selection of Mayer Wave Source\n", + "\n", + "Mayer waves are expected to have a frequency around 0.1 Hz. Similar to the PPG sources above, we will use the contrast between the frequency band around 0.1 Hz and the surrounding bands to rank the sources and identify those that are most similar to the Mayer wave." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "20", + "metadata": {}, + "outputs": [], + "source": [ + "# Choose the indices of frequencies that are in the Mayer Wave band (0.05 - 0.15 Hz)\n", + "mw_band_ind = np.logical_and(freqs >= 0.05, freqs <= 0.15)\n", + "\n", + "# Choose the indices of frequencies that are in the band (0 - 0.05 Hz and 0.15 - 3.0 Hz)\n", + "comp_band = np.logical_and(freqs >= 0, freqs < 0.05) + np.logical_and(freqs > 0.15 , freqs <= 3.0) \n", + "\n", + "# Compute the quotient of the Mayer Wave band and the contrast band\n", + "psd_quotient = np.sum(psd_sources[:, mw_band_ind], axis = 1 ) / np.sum(psd_sources[:, comp_band], axis = 1 )\n", + "\n", + "# Choose the indices of the sources with the highest contrast\n", + "max_contrast_index = np.argsort(psd_quotient, axis = 0 )[-5:]\n", + "\n", + "# Reverse the order of the indices to have the highest contrast first\n", + "max_contrast_index = max_contrast_index[::-1]\n", + "\n", + "# Extract the sources with the highest contrast\n", + "mw_sources = sources_zscore[max_contrast_index, :]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "21", + "metadata": {}, + "outputs": [], + "source": [ + "# Plot the sources with the highest contrast and their frequency spectrum\n", + "fig, ax = plt.subplots(mw_sources.shape[0], 2, figsize=(12, 2 * mw_sources.shape[0]))\n", + "\n", + "for i in range(mw_sources.shape[0]):\n", + " # Plot the source for 60 seconds\n", + " samples = int(fnirs_data_samplingrate * 60 * 1)\n", + " ax[i, 0].plot( 1/fnirs_data_samplingrate * np.arange(0,samples), mw_sources[i, : samples], label=f\"Source {max_contrast_index[i]+1}\")\n", + " ax[i, 0].set_title(f\"Source {max_contrast_index[i] + 1}\", fontsize=10)\n", + "\n", + " # Plot frequency spectrum of the source\n", + " psd = np.abs(np.fft.rfft(mw_sources[i, :])) ** 2\n", + " x_freqs = np.fft.rfftfreq(mw_sources.shape[1], 1 / fnirs_data_samplingrate)\n", + " ax[i, 1].plot(x_freqs, psd, label=\"Contrast Band\")\n", + " ax[i, 1].set_title(f\"Frequency Spectrum of Source {max_contrast_index[i]+1}, Contrast Quotient: {psd_quotient[max_contrast_index[i]]:.2f}\", fontsize=10)\n", + "\n", + " # Highlight the Mayer Wave band in the frequency spectrum\n", + " highlight_mw_band = np.logical_and(x_freqs >= 0.05, x_freqs <= 0.15) \n", + " ax[i, 1].plot(x_freqs[highlight_mw_band], psd[highlight_mw_band], color='orange', label='Mayer Wave Band')\n", + "\n", + "ax[0, 1].legend()\n", + "ax[i, 0].set_xlabel(\"Time / s\")\n", + "ax[i, 1].set_xlabel(\"Frequency / Hz\")\n", + "fig.suptitle(\"Mayer Wave Sources\", fontsize=16)\n", + "plt.tight_layout()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "cedalion_v25.1.0", + "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": "3.11.13" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} From 01e01db2df25ed4fb5adb7d9389e5fd7b5ae3fde Mon Sep 17 00:00:00 2001 From: David Boas Date: Mon, 4 Aug 2025 08:36:21 -0400 Subject: [PATCH 24/56] minor addition to scalp_plot() in plots.py (#113) * Update plots.py * Update plots.py * Update plots.py default is none --- src/cedalion/plots.py | 7 +++++-- 1 file changed, 5 insertions(+), 2 deletions(-) diff --git a/src/cedalion/plots.py b/src/cedalion/plots.py index 604e8b7..c982b4e 100644 --- a/src/cedalion/plots.py +++ b/src/cedalion/plots.py @@ -598,6 +598,7 @@ def _robust_scalp_plot( ax, colormap=p.cm.bwr, title=None, + y_title=1, threshold_ind=None, threshold_col=None, saturation=None, @@ -852,7 +853,7 @@ def convert_optodePos3D_to_circular2D(pos, tranformation_matrix, norm_factor): ax.plot(0, 1 , marker="^",markersize=16) p.colorbar(sm, ax=ax, shrink=0.6, ticks=ticks) - ax.set_title(title) + ax.set_title(title, y=y_title) p.tight_layout() p.axis('equal') p.axis('off') @@ -965,6 +966,7 @@ def scalp_plot( metric: xr.DataArray | ArrayLike, ax, title: str | None = None, + y_title: float = None, vmin: float | None = None, vmax: float | None = None, center : float | None = None, @@ -992,6 +994,7 @@ def scalp_plot( length as ts.channel and the matching is done by position. ax: the matplotlib.Axes object into which to draw title: the axes title + y_title: the y position of the title in axes coordinates vmin: the minimum value of the metric vmax: the maximum value of the metric center: when calculating vmin and vmax, center the value range at this value. @@ -1182,7 +1185,7 @@ def scalp_plot( cb.set_ticklabels([label for _, label in cb_ticks_labels]) if title: - ax.set_title(title) + ax.set_title(title, y=y_title) #cb.set_ticks([vmin, (vmin+vmax)//2, vmax]) From 2aa6b7ebc530b6309e9792d06d3efecd68b29a25 Mon Sep 17 00:00:00 2001 From: bilal-siddique6 Date: Wed, 6 Aug 2025 16:19:47 +0200 Subject: [PATCH 25/56] update repair amp --- src/cedalion/sigproc/quality.py | 11 +++++++++++ 1 file changed, 11 insertions(+) diff --git a/src/cedalion/sigproc/quality.py b/src/cedalion/sigproc/quality.py index 1abfeca..17a1d37 100644 --- a/src/cedalion/sigproc/quality.py +++ b/src/cedalion/sigproc/quality.py @@ -1205,6 +1205,17 @@ def repair_amp(amp: xr.DataArray, median_len=3, interp_nan=True, **kwargs): amp = amp.pint.dequantify() amp = amp.interpolate_na(dim="time", **kwargs) amp = amp.pint.quantify() + # Replace NaN val at sample=0 with val at sample=1 + t0s = amp.time[amp.samples == 0] + t1s = amp.time[amp.samples == 1] + assert t0s.shape == t1s.shape, "Mismatched number of sample 0 and 1 time points" + vals_at_t0s = amp.sel(time=t0s) + nan_mask = np.isnan(vals_at_t0s) + amp.loc[dict(time=t0s)] = np.where( + nan_mask, # condition: where sample 0 is NaN + amp.sel(time=t1s).values, # use value from sample 1 + amp.sel(time=t0s).values # otherwise, keep original + ) # Replace nonpositive values with a small value unit = amp.pint.units From 1a30888634abad979658cdc0544e9d01fc5b2e48 Mon Sep 17 00:00:00 2001 From: bilal-siddique6 Date: Thu, 7 Aug 2025 17:12:01 +0200 Subject: [PATCH 26/56] revised NaN sample replacement in repair amp --- src/cedalion/sigproc/quality.py | 26 +++++++++++++++----------- 1 file changed, 15 insertions(+), 11 deletions(-) diff --git a/src/cedalion/sigproc/quality.py b/src/cedalion/sigproc/quality.py index 17a1d37..b5c262d 100644 --- a/src/cedalion/sigproc/quality.py +++ b/src/cedalion/sigproc/quality.py @@ -1205,17 +1205,21 @@ def repair_amp(amp: xr.DataArray, median_len=3, interp_nan=True, **kwargs): amp = amp.pint.dequantify() amp = amp.interpolate_na(dim="time", **kwargs) amp = amp.pint.quantify() - # Replace NaN val at sample=0 with val at sample=1 - t0s = amp.time[amp.samples == 0] - t1s = amp.time[amp.samples == 1] - assert t0s.shape == t1s.shape, "Mismatched number of sample 0 and 1 time points" - vals_at_t0s = amp.sel(time=t0s) - nan_mask = np.isnan(vals_at_t0s) - amp.loc[dict(time=t0s)] = np.where( - nan_mask, # condition: where sample 0 is NaN - amp.sel(time=t1s).values, # use value from sample 1 - amp.sel(time=t0s).values # otherwise, keep original - ) + # # Replace NaN val at sample=0 with val at sample=1 + # t0s = amp.time[amp.samples == 0] + # t1s = amp.time[amp.samples == 1] + # assert t0s.shape == t1s.shape, "Mismatched number of sample 0 and 1 time points" + # vals_at_t0s = amp.sel(time=t0s) + # nan_mask = np.isnan(vals_at_t0s) + # amp.loc[dict(time=t0s)] = np.where( + # nan_mask, # condition: where sample 0 is NaN + # amp.sel(time=t1s).values, # use value from sample 1 + # amp.sel(time=t0s).values # otherwise, keep original + # ) + # build a boolean mask of exactly those NaNs at sample 0 + mask0_nan = (amp.samples == 0) & amp.isnull() + # wherever that mask is True, replace from sample 1; else keep original + amp = amp.where(~mask0_nan, other=amp.sel(samples=1)) # Replace nonpositive values with a small value unit = amp.pint.units From 9b82770537aa2519565494bdd046fc772c37becc Mon Sep 17 00:00:00 2001 From: bilal-siddique6 Date: Thu, 7 Aug 2025 18:04:18 +0200 Subject: [PATCH 27/56] revised NaN val replacement --- src/cedalion/sigproc/quality.py | 17 ++--------------- 1 file changed, 2 insertions(+), 15 deletions(-) diff --git a/src/cedalion/sigproc/quality.py b/src/cedalion/sigproc/quality.py index b5c262d..e6604c6 100644 --- a/src/cedalion/sigproc/quality.py +++ b/src/cedalion/sigproc/quality.py @@ -1205,21 +1205,8 @@ def repair_amp(amp: xr.DataArray, median_len=3, interp_nan=True, **kwargs): amp = amp.pint.dequantify() amp = amp.interpolate_na(dim="time", **kwargs) amp = amp.pint.quantify() - # # Replace NaN val at sample=0 with val at sample=1 - # t0s = amp.time[amp.samples == 0] - # t1s = amp.time[amp.samples == 1] - # assert t0s.shape == t1s.shape, "Mismatched number of sample 0 and 1 time points" - # vals_at_t0s = amp.sel(time=t0s) - # nan_mask = np.isnan(vals_at_t0s) - # amp.loc[dict(time=t0s)] = np.where( - # nan_mask, # condition: where sample 0 is NaN - # amp.sel(time=t1s).values, # use value from sample 1 - # amp.sel(time=t0s).values # otherwise, keep original - # ) - # build a boolean mask of exactly those NaNs at sample 0 - mask0_nan = (amp.samples == 0) & amp.isnull() - # wherever that mask is True, replace from sample 1; else keep original - amp = amp.where(~mask0_nan, other=amp.sel(samples=1)) + # replace sample 0 with sample 1 if NaN + amp.loc[dict(time=0)] = amp.isel(time=0).fillna(amp.isel(time=1)) # Replace nonpositive values with a small value unit = amp.pint.units From f60c9e8e14da2880c9813f9b2cf5affd0a271661 Mon Sep 17 00:00:00 2001 From: bilal-siddique6 Date: Thu, 7 Aug 2025 18:10:56 +0200 Subject: [PATCH 28/56] revised NaN value replacement --- src/cedalion/sigproc/quality.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/src/cedalion/sigproc/quality.py b/src/cedalion/sigproc/quality.py index e6604c6..ee324f3 100644 --- a/src/cedalion/sigproc/quality.py +++ b/src/cedalion/sigproc/quality.py @@ -1206,7 +1206,7 @@ def repair_amp(amp: xr.DataArray, median_len=3, interp_nan=True, **kwargs): amp = amp.interpolate_na(dim="time", **kwargs) amp = amp.pint.quantify() # replace sample 0 with sample 1 if NaN - amp.loc[dict(time=0)] = amp.isel(time=0).fillna(amp.isel(time=1)) + amp.loc[{"time":0}] = amp.isel(time=0).fillna(amp.isel(time=1)) # Replace nonpositive values with a small value unit = amp.pint.units From b3ad819cd494f59194827ce23a2ad6dd92404703 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Mon, 18 Aug 2025 16:45:42 +0200 Subject: [PATCH 29/56] support reading snirf files from Kernel's moments pipeline Tested on files from https://openneuro.org/datasets/ds006545/versions/1.0.0 --- src/cedalion/io/snirf.py | 182 ++++++++++++++++++++++++++++----------- 1 file changed, 131 insertions(+), 51 deletions(-) diff --git a/src/cedalion/io/snirf.py b/src/cedalion/io/snirf.py index 515d96e..1694116 100644 --- a/src/cedalion/io/snirf.py +++ b/src/cedalion/io/snirf.py @@ -72,53 +72,33 @@ class DataTypeLabel(StrEnum): HRF_HBT = "HRF HbT" # Hemodynamic response function for total hemoglobin conc. HRF_BFI = "HRF BFi" # Hemodynamic response function for blood flow index - # fields introduced by other vendors + # labels used by other vendors RAW_SATORI = "RAW" # Satori CW_AMPLITUDE RAW_NIRX = "raw-DC" # Satori CW_AMPLITUDE + MOMENTS_KERNEL = "Time Domain - Moments - Amplitude" -# The snirf standard allows to put different data types into the same -# data element. At least Satori does this to store processing results. -# Define groups of data types which we would like to bundle in DataArrays. - -DATA_TYPE_GROUPINGS = { - (DataType.CW_AMPLITUDE, None): "unprocessed raw", - (DataType.CW_AMPLITUDE, DataTypeLabel.RAW_NIRX): "unprocessed raw", - # FIXME assume that there are not processed raw channels from different - # vendors in the same data element - (DataType.PROCESSED, DataTypeLabel.RAW_SATORI): "processed raw", - (DataType.PROCESSED, DataTypeLabel.RAW_NIRX): "processed raw", - (DataType.PROCESSED, DataTypeLabel.DOD): "processed dOD", - (DataType.PROCESSED, DataTypeLabel.HBO): "processed concentrations", - (DataType.PROCESSED, DataTypeLabel.HBR): "processed concentrations", - (DataType.PROCESSED, DataTypeLabel.HBT): "processed concentrations", - (DataType.PROCESSED, DataTypeLabel.H2O): "processed concentrations", - (DataType.PROCESSED, DataTypeLabel.LIPID): "processed concentrations", - (DataType.PROCESSED, DataTypeLabel.DMEAN): "processed central moments", - (DataType.PROCESSED, DataTypeLabel.DVAR): "processed central moments", - (DataType.PROCESSED, DataTypeLabel.DSKEW): "processed central moments", - (DataType.PROCESSED, DataTypeLabel.BFI): "processed blood flow index", - (DataType.PROCESSED, DataTypeLabel.HRF_DOD): "processed HRF dOD", - (DataType.PROCESSED, DataTypeLabel.HRF_DMEAN): "processed HRF central moments", - (DataType.PROCESSED, DataTypeLabel.HRF_DVAR): "processed HRF central moments", - (DataType.PROCESSED, DataTypeLabel.HRF_DSKEW): "processed HRF central moments", - (DataType.PROCESSED, DataTypeLabel.HRF_HBO): "processed HRF concentrations", - (DataType.PROCESSED, DataTypeLabel.HRF_HBR): "processed HRF concentrations", - (DataType.PROCESSED, DataTypeLabel.HRF_HBT): "processed HRF concentrations", - (DataType.PROCESSED, DataTypeLabel.HRF_BFI): "processed HRF blood flow index", - (DataType.PROCESSED, DataTypeLabel.MUA): "processed absorption coefficient", - (DataType.PROCESSED, DataTypeLabel.MUSP): "processed scattering coefficient", -} +# This dictionary defines the canonical names used as keys in the recording container +# for different data types. The keys in this dictionary are data_type_group labels +# which are defined in assign_data_type_group. CANONICAL_NAMES = { "unprocessed raw": "amp", "processed raw": "amp", "processed dOD": "od", "processed concentrations": "conc", - "processed central moments": "moments", + "unprocessed 0th central moment": "amp", + "unprocessed 1st central moment": "mean", + "unprocessed 2nd central moment": "var", + "unprocessed 3nd central moment": "skew", + "processed 1st central moment": "dmean", + "processed 2nd central moment": "dvar", + "processed 3nd central moment": "dskew", "processed blood flow index": "bfi", "processed HRF dOD": "hrf_od", - "processed HRF central moments": "hrf_moments", + "processed HRF 1st central moment": "hrf_dmean", + "processed HRF 2nd central moment": "hrf_dvar", + "processed HRF 3rd central moment": "hrf_dskew", "processed HRF concentrations": "hrf_conc", "processed HRF blood flow index": "hrf_bfi", "processed absorption coefficient": "mua", @@ -126,26 +106,122 @@ class DataTypeLabel(StrEnum): } -def parse_data_type(value): +def assign_data_type_group( + data_type: DataType, + data_type_label: DataTypeLabel, + data_type_index: int, + nirs_element : NirsElement +) -> str: + """Define groupings of data_type, data_type_label and data_type_index. + + The snirf standard allows to put different data types into the same + data element. Satori does this to store processing results. Kernel stores different + moments in the same data element. When reading such data elements, their + content must be grouped by data type and the groups will be individually packaged + in DataArrays. + + To this end, combinations of data_type, data_type_label and data_type_index are + mapped to a data_type_group string. + """ + + match (data_type, data_type_label): + case (DataType.CW_AMPLITUDE, None): + return "unprocessed raw" + case (DataType.CW_AMPLITUDE, DataTypeLabel.RAW_NIRX): + return "unprocessed raw" + + case (DataType.TDM_AMPLITUDE, DataTypeLabel.MOMENTS_KERNEL): + moment = int(nirs_element.probe.momentOrders[data_type_index - 1]) + moment_name = ("0th", "1st", "2nd", "3rd")[moment] + return f"unprocessed {moment_name} central moment" + + case (DataType.PROCESSED, DataTypeLabel.RAW_SATORI): + return "processed raw" + case (DataType.PROCESSED, DataTypeLabel.RAW_NIRX): + return "processed raw" + + case (DataType.PROCESSED, DataTypeLabel.DOD): + return "processed dOD" + + case (DataType.PROCESSED, DataTypeLabel.HBO): + return "processed concentrations" + case (DataType.PROCESSED, DataTypeLabel.HBR): + return "processed concentrations" + case (DataType.PROCESSED, DataTypeLabel.HBT): + return "processed concentrations" + case (DataType.PROCESSED, DataTypeLabel.H2O): + return "processed concentrations" + case (DataType.PROCESSED, DataTypeLabel.LIPID): + return "processed concentrations" + + case (DataType.PROCESSED, DataTypeLabel.DMEAN): + return "processed 1st central moment" + case (DataType.PROCESSED, DataTypeLabel.DVAR): + return "processed 2nd central moment" + case (DataType.PROCESSED, DataTypeLabel.DSKEW): + return "processed 3rd central moment" + + case (DataType.PROCESSED, DataTypeLabel.BFI): + return "processed blood flow index" + case (DataType.PROCESSED, DataTypeLabel.HRF_DOD): + return "processed HRF dOD" + + case (DataType.PROCESSED, DataTypeLabel.HRF_DMEAN): + return "processed HRF 1st central moment" + case (DataType.PROCESSED, DataTypeLabel.HRF_DVAR): + return "processed HRF 2nd central moment" + case (DataType.PROCESSED, DataTypeLabel.HRF_DSKEW): + return "processed HRF 3rd central moment" + + case (DataType.PROCESSED, DataTypeLabel.HRF_HBO): + return "processed HRF concentrations" + case (DataType.PROCESSED, DataTypeLabel.HRF_HBR): + return "processed HRF concentrations" + case (DataType.PROCESSED, DataTypeLabel.HRF_HBT): + return "processed HRF concentrations" + + case (DataType.PROCESSED, DataTypeLabel.HRF_BFI): + return "processed HRF blood flow index" + + case (DataType.PROCESSED, DataTypeLabel.MUA): + return "processed absorption coefficient" + case (DataType.PROCESSED, DataTypeLabel.MUSP): + return "processed scattering coefficient" + + case _: + raise ValueError( + f"unexpected combination of {data_type=} " + f"{data_type_label=} and {data_type_index=}" + ) + + +def parse_data_type(value) -> DataType | None: + if value is None: + return None + + try: + return DataType(value) + except ValueError: + log.warning(f"unsupported DataType '{value}'") + return None + + +def parse_data_type_label(value) -> DataTypeLabel | None: if value is None: return None - else: - try: - return DataType(value) - except Exception: - log.warning(f"unsupported DataType '{value}'") - return None + try: + return DataTypeLabel(value) + except ValueError: + log.warning(f"unsupported DataTypeLabel '{value}'") + return None -def parse_data_type_label(value): + +def parse_data_type_index(value) -> int | None: if value is None: return None else: - try: - return DataTypeLabel(value) - except Exception: - log.warning(f"unsupported DataTypeLabel '{value}'") - return None + return int(value) def reduce_ndim_sourceLabels(sourceLabels: np.ndarray) -> list: @@ -518,12 +594,16 @@ def read_data_elements( df_ml = denormalize_measurement_list(df_ml, nirs_element) # unique_data_types = df_ml[["dataType", "dataTypeLabel"]].drop_duplicates() - data_types = df_ml[["dataType", "dataTypeLabel"]] + data_types = df_ml[["dataType", "dataTypeLabel", "dataTypeIndex"]] data_types = data_types.transform( - {"dataType": parse_data_type, "dataTypeLabel": parse_data_type_label} + { + "dataType": parse_data_type, + "dataTypeLabel": parse_data_type_label, + "dataTypeIndex": parse_data_type_index, + } ) df_ml["data_type_group"] = [ - DATA_TYPE_GROUPINGS[tuple(r)] for r in data_types.to_numpy() + assign_data_type_group(*r, nirs_element) for r in data_types.to_numpy() ] if len(df_ml["data_type_group"].drop_duplicates()) > 1: From cbd8c88918334f9a4e6fccbcc37e51610d6d1e5f Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Alexander=20von=20L=C3=BChmann?= Date: Sat, 30 Aug 2025 15:55:50 +0200 Subject: [PATCH 30/56] Update references.bib Fishburn2019 did not get indexed, removed abastract from bib file --- docs/references.bib | 3 +-- 1 file changed, 1 insertion(+), 2 deletions(-) diff --git a/docs/references.bib b/docs/references.bib index ff35953..b92459c 100644 --- a/docs/references.bib +++ b/docs/references.bib @@ -405,7 +405,6 @@ @article{Fishburn2019 url = {https://www.sciencedirect.com/science/article/pii/S1053811918308103}, author = {Frank A. Fishburn and Ruth S. Ludlum and Chandan J. Vaidya and Andrei V. Medvedev}, keywords = {Functional near-infrared spectroscopy, NIRS, Head motion, Artifact, Denoising, Children}, -abstract = {Functional near-infrared spectroscopy (fNIRS) is an optical neuroimaging technique of growing interest as a tool for investigation of cortical activity. Due to the on-head placement of optodes, artifacts arising from head motion are relatively less severe than for functional magnetic resonance imaging (fMRI). However, it is still necessary to remove motion artifacts. We present a novel motion correction procedure based on robust regression, which effectively removes baseline shift and spike artifacts without the need for any user-supplied parameters. Our simulations show that this method yields better activation detection performance than 5 other current motion correction methods. In our empirical validation on a working memory task in a sample of children 7–15 years, our method produced stronger and more extensive activation than any of the other methods tested. The new motion correction method enhances the viability of fNIRS as a functional neuroimaging modality for use in populations not amenable to fMRI.} } @misc{Fishburn2018, @@ -440,4 +439,4 @@ @article{Barker2013 year = {2013}, url = {https://opg.optica.org/boe/abstract.cfm?URI=boe-4-8-1366}, doi = {10.1364/BOE.4.001366}, -} \ No newline at end of file +} From 96c1c1af9105f036029295cbf39d0d9b0008cae4 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Sat, 13 Sep 2025 10:57:12 +0200 Subject: [PATCH 31/56] Bugfix in AR-IRLS Fixed an issue with constant regressors when fitting a GLM using the AR-IRLS method. The autoregressive filter used to account for serial correlations was not properly applied to them. The fix ignores samples at the beginning of the time series until the filter is initialized. --- docs/CHANGELOG.md | 4 ++++ src/cedalion/math/ar_irls.py | 14 ++++++++------ 2 files changed, 12 insertions(+), 6 deletions(-) diff --git a/docs/CHANGELOG.md b/docs/CHANGELOG.md index 1998b35..c973de6 100644 --- a/docs/CHANGELOG.md +++ b/docs/CHANGELOG.md @@ -19,6 +19,10 @@ to `motion_correct.X`. Argument names were made PEP8 compliant. The example `22_ - Fixed a bug in motion_correct_wavelet affecting the selection of coefficients for IQR-based thresholding. The issue caused unintended suppression of high-frequency components, particularly near the end of recordings. Changed by [Eike Middell](https://github.com/emiddell). - Fixed a bug in the stopping criterion of motion_correct.pca_recurse caused by an inverted boolean mask of motion artifacts, by [Eike Middell](https://github.com/emiddell). +- Fixed an issue with constant regressors when fitting a GLM using the AR-IRLS method. The autoregressive filter used to +account for serial correlations was not properly applied to them. The fix ignores samples at the beginning of the time +series until the filter is initialized, by [Eike Middell](https://github.com/emiddell). + ## Version 25.1.0 (2025-06-22) diff --git a/src/cedalion/math/ar_irls.py b/src/cedalion/math/ar_irls.py index 8b3a06f..bba5096 100644 --- a/src/cedalion/math/ar_irls.py +++ b/src/cedalion/math/ar_irls.py @@ -7,7 +7,7 @@ import pandas as pd -def ar_irls_GLM(y, x, pmax=40, M=sm.robust.norms.HuberT()): +def ar_irls_GLM(y, x, pmax=40, M=sm.robust.norms.TukeyBiweight(c=4.685)): """This function implements the AR-IRLS GLM model. The autoregressive iteratively reweighted least squares GLM model is described in @@ -92,20 +92,22 @@ def ar_irls_GLM(y, x, pmax=40, M=sm.robust.norms.HuberT()): # Update the AR whitening filter arcoef = cedalion.math.ar_model.bic_arfit(resid, pmax=pmax) wf = np.hstack([1, -arcoef.params[1:]]) + p = len(wf) - 1 # Apply the AR filter to the lhs and rhs of the model - a = y[0] - yf = pd.Series(scipy.signal.lfilter(wf, 1, y - a)) + a + yf = pd.Series(scipy.signal.lfilter(wf, 1, y)) + xf = np.zeros(x.shape) xx = x.to_numpy() for i in range(xx.shape[1]): - b = xx[0, i] - xf[:, i] = scipy.signal.lfilter(wf, 1, xx[:, i] - b) + b + xf[:, i] = scipy.signal.lfilter(wf, 1, xx[:, i]) xf = pd.DataFrame(xf) xf.columns = x.columns - rlm_model = sm.RLM(yf, xf, M=M) + # fit the model ignoring the first p samples, for which the AR filter is not + # yet fully initialized. + rlm_model = sm.RLM(yf[p:], xf.iloc[p:], M=M) params = rlm_model.fit() resid = pd.Series(yorg - xorg @ params.params) From 7febd56b6e73a06b4048cda74f4af3b41cf9c8b6 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Sat, 13 Sep 2025 16:47:31 +0200 Subject: [PATCH 32/56] more prominent reload message in colab_setup.py --- scripts/colab_setup.py | 10 +++++++++- 1 file changed, 9 insertions(+), 1 deletion(-) diff --git a/scripts/colab_setup.py b/scripts/colab_setup.py index 171de65..92326da 100644 --- a/scripts/colab_setup.py +++ b/scripts/colab_setup.py @@ -4,6 +4,8 @@ import subprocess from time import sleep from google.colab import drive +from IPython.display import display, HTML + def kill_current_runtime(): os.kill(os.getpid(), 9) @@ -34,7 +36,13 @@ def kill_current_runtime(): subprocess.run(["uv", "pip", "install", cedalion_repo], check=True) subprocess.run(["uv", "pip", "uninstall", "opt-einsum"], check=True) - print("Dependencies installed. Killing this runtime. Please rerun the notebook.") + display( + HTML( + '

' + "All dependencies were installed. Killing this runtime now." + "Please rerun the notebook.

" + ) + ) sleep(2) kill_current_runtime() From 80d9fdd75b0dd563a42417cd8b240c757abd5fec Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Sun, 14 Sep 2025 12:23:56 +0200 Subject: [PATCH 33/56] remove unused function cedalion.plots._robust_scalp_plot --- src/cedalion/plots.py | 274 ------------------------------------------ 1 file changed, 274 deletions(-) diff --git a/src/cedalion/plots.py b/src/cedalion/plots.py index c982b4e..2b769a8 100644 --- a/src/cedalion/plots.py +++ b/src/cedalion/plots.py @@ -3,7 +3,6 @@ from __future__ import annotations import itertools -import math import sys import matplotlib @@ -27,7 +26,6 @@ import cedalion.geometry.registration as registration import cedalion.nirs import cedalion.typing as cdt -import cedalion.xrutils as xrutils from cedalion import Quantity from cedalion.dataclasses import PointType from cedalion.imagereco.forward_model import TwoSurfaceHeadModel @@ -591,278 +589,6 @@ def update_normals(self, normal_at_picked_point, label): -# original implementation using a different and in principle superior projection method -def _robust_scalp_plot( - recording, - metric, - ax, - colormap=p.cm.bwr, - title=None, - y_title=1, - threshold_ind=None, - threshold_col=None, - saturation=None, - vmin=0, - vmax=1, - savePath=None, - remove_short=0, - flagFontSize=0, - flagMarkerSize=8, -): - """Creates a 2D montage of optodes with channels coloured according to some metric. - - First version created by Laura Carlton, BU, 2024 - - Args: - REQUIRED: - recording: recording object that contains the information of all the - measurements - metric (numpy array or list): metric to plot with dimensions (num_channels) - #FIXME this should probably changed to an xarray that contains a channel - # coordinate for each entry - ax (matplotlib.pyplot axes object): the axes object on which to create the plot - - OPTIONAL: - colormap (matplotlib colormap): colormap (default is bwr) - title (string): if you want to automatically add a title to the plot - (default is None) - threshold_ind (int): threshold index to include in the colorbar - (default is None) - threshold_col (list): mask for for channels that are above or below a certain - threshold (if 1 then alpha is set to 0.4 so channel is faded) - (default is None) - saturation (list): mask for channels that are saturated (if 1 then color is - grey) (default is None) - vmin (int or float): minimum value in colorbar (default is 0) - vmax (int or float): maximum value in colorbar (default is 1) - savePath (string): path to save the figure (default is None) - remove_short (boolean): flag to not plot short separation channels - (default is 0 so they do get plotted) - flagFontSize (boolean): change the size of the source/detector labels - (default is 0 so no labels) - flagMarkerSize (boolean): change the size of the source/detector markers - (default is 8) - - Initial Contributors: - - Laura Carlton | lcarlton@bu.edu | 2024 - """ - - def cart2sph(x, y, z): - hxy = np.hypot(x, y) - r = np.hypot(hxy, z) - el = np.arctan2(z, hxy) - az = np.arctan2(y, x) - return az, el, r - - def pol2cart(theta, rho): - x = rho * np.cos(theta) - y = rho * np.sin(theta) - return x, y - - def convert_optodePos3D_to_circular2D(pos, tranformation_matrix, norm_factor): - pos = np.append(pos, np.ones((pos.shape[0],1)), axis=1) - pos_sphere = np.matmul(pos,tranformation_matrix) - pos_sphere_norm = np.sqrt(np.sum(np.square(pos_sphere), axis=1)) - pos_sphere_norm= pos_sphere_norm.reshape(-1,1) - pos_sphere = np.divide(pos_sphere,pos_sphere_norm) - azimuth, elevation, r = cart2sph( - pos_sphere[:, 0], pos_sphere[:, 1], pos_sphere[:, 2] - ) - elevation = math.pi/2-elevation - x, y = pol2cart(azimuth,elevation) - x = x/norm_factor - y = y/norm_factor - return x, y - - - path = cedalion.data.get("10-5-System_Mastoids_EGI129.tsv") - with path.open("r") as fin: - channels_df = pd.read_csv(fin, sep='\t') - - probe_landmark_pos3D = [] - circular_landmark_pos3D = [] - geo3d = recording.geo3d - - landmarks = geo3d.loc[geo3d.type == cdc.PointType.LANDMARK] - sources = geo3d.loc[geo3d.type == cdc.PointType.SOURCE] - detectors = geo3d.loc[geo3d.type == cdc.PointType.DETECTOR] - - - #### find the landmarks in the probe #### - for u in range(len(landmarks)): - idx_list = channels_df.index[channels_df['Label']==landmarks.label[u]].tolist() - if idx_list: - circular_landmark_pos3D.append( - [ - channels_df["X"][idx_list[0]], - channels_df["Y"][idx_list[0]], - channels_df["Z"][idx_list[0]], - ] - ) - landmark_pos3D = landmarks[u,0:3].to_numpy().tolist() - landmark_pos3D.extend([1]) - probe_landmark_pos3D.append(landmark_pos3D) - - landmarks2D_theta = (channels_df['Theta']*2*math.pi/360).to_numpy() - landmarks2D_phi = ((90-channels_df['Phi'])*2*math.pi/360).to_numpy() - x,y = pol2cart(landmarks2D_theta, landmarks2D_phi) - - norm_factor = max(np.sqrt(np.add(np.square(x),np.square(y)))) - temp = np.linalg.inv( - np.matmul(np.transpose(probe_landmark_pos3D), probe_landmark_pos3D) - ) - tranformation_matrix = np.matmul( - temp, np.matmul(np.transpose(probe_landmark_pos3D), circular_landmark_pos3D) - ) - - skipped_channels = [] - skipped_detectors = [] - skipped_metrics = [] - data = recording["amp"] # .data[0] - nMeas = len(data.channel) - - if remove_short == 1: # then remove any channels that are less than 10mm - - - for u in range(nMeas): - - sourceIndex = data.source[u] - detectorIndex = data.detector[u] - - dist = xrutils.norm( - geo3d.loc[data.source[u]] - geo3d.loc[data.detector[u]], dim="pos" - ) - - - if dist < 10: - skipped_channels.append([sourceIndex, detectorIndex]) - skipped_detectors.append(detectorIndex) - skipped_metrics.append(u) - - # if the metrics/threshold_col given include those for short channels, - # remove them from the array - if len(metric) == nMeas//2: - metric = np.delete(metric,skipped_metrics) - - if type(threshold_col) is list: - if len(threshold_col) == nMeas//2: - threshold_col = np.delete(threshold_col,skipped_metrics) - - #### scale indices ##### - sourcePos2DX, sourcePos2DY = convert_optodePos3D_to_circular2D( - sources, tranformation_matrix, norm_factor - ) - detectorPos2DX, detectorPos2DY = convert_optodePos3D_to_circular2D( - detectors, tranformation_matrix, norm_factor - ) - - scale = 1.3 - sourcePos2DX = sourcePos2DX*scale - detectorPos2DX = detectorPos2DX*scale - sourcePos2DY = sourcePos2DY*scale - detectorPos2DY = detectorPos2DY*scale - - #### plot the positions on the unit circle #### - t = np.linspace(0, 2 * np.pi, 100) - head_x = [math.sin(i) for i in t] - head_y = [math.cos(i) for i in t] - - - #### plot the channels according to the metrics #### - norm = matplotlib.colors.Normalize(vmin=vmin, vmax=vmax) - sm = matplotlib.cm.ScalarMappable(cmap=colormap,norm=norm) - fontDict_src = dict( - color="r", - fontweight="bold", - fontstretch="expanded", - fontsize=flagFontSize, - ha="center", - va="center", - ) - fontDict_det = dict( - color="b", - fontweight="bold", - fontstretch="expanded", - fontsize=flagFontSize, - ha="center", - va="center", - ) - - i =0 - for u in range(nMeas): - sourceIndex = data.source[u] - detectorIndex = data.detector[u] - - # skip the short_channels - if [sourceIndex, detectorIndex] in skipped_channels: - continue - - - iS = int(sourceIndex.to_numpy().tolist()[1:]) - iD = int(detectorIndex.to_numpy().tolist()[1:]) - x = [sourcePos2DX[iS-1], detectorPos2DX[iD-1]] - y = [sourcePos2DY[iS-1], detectorPos2DY[iD-1]] - - - try: - assert(threshold_col is None) - except: # noqa: E722 FIXME - if threshold_col[i] == 1: #metric[u] < threshold: - linestyle = '-' - alpha = 0.4 - else: - linestyle = '-' - alpha = 1 - else: - linestyle = '-' - alpha=1 - - try: - assert(saturation is None) - except: # noqa: E722 FIXME - if saturation[i] == 1: - color = '0.7' - alpha = 1 - else: - color = colormap(norm(metric[i])) - else: - color = colormap(norm(metric[i])) - - ax.plot(x,y, color=color,linestyle=linestyle, linewidth = 2, alpha=alpha) - if flagFontSize>0: - # bbox=dict(color = 'r',boxstyle = "round, pad=0.3", alpha=0.05)) - ax.text(x[0], y[0], str(iS), fontdict=fontDict_src) - ax.text(x[1], y[1], str(iD), fontdict=fontDict_det) - i+=1 - - ax.plot(head_x,head_y,'k') - - if flagMarkerSize>0: - for u in range(len(sourcePos2DX)): - ax.plot(sourcePos2DX[u], sourcePos2DY[u], "r.", markersize=flagMarkerSize) - - for u in range(len(detectorPos2DX)): - ax.plot( - detectorPos2DX[u], detectorPos2DY[u], "b.", markersize=flagMarkerSize - ) - - if threshold_ind is not None: - ticks = [vmin, (vmin+vmax)//2, threshold_ind, vmax] - else: - ticks = [vmin, (vmin+vmax)//2, vmax] - - ax.plot(0, 1 , marker="^",markersize=16) - p.colorbar(sm, ax=ax, shrink=0.6, ticks=ticks) - ax.set_title(title, y=y_title) - p.tight_layout() - p.axis('equal') - p.axis('off') - - if savePath is not None: - p.savefig(savePath, dpi=1200) - - - COLORBREWER_Q8 = [ "#e41a1c", "#4daf4a", From 5b2adc32369760ae21c5fd570613bc33e0ab0ed2 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Sun, 14 Sep 2025 12:25:00 +0200 Subject: [PATCH 34/56] minor edits in the image reconstruction example - corrected outdated explainations - added a plot to visulize the selected parcels --- docs/references.bib | 11 + .../head_models/40_image_reconstruction.ipynb | 451 +++++++++++------- src/cedalion/plots.py | 27 +- 3 files changed, 300 insertions(+), 189 deletions(-) diff --git a/docs/references.bib b/docs/references.bib index b92459c..b36fb3f 100644 --- a/docs/references.bib +++ b/docs/references.bib @@ -440,3 +440,14 @@ @article{Barker2013 url = {https://opg.optica.org/boe/abstract.cfm?URI=boe-4-8-1366}, doi = {10.1364/BOE.4.001366}, } + +@article{Schaefer2018, + title={Local-global parcellation of the human cerebral cortex from intrinsic functional connectivity MRI}, + author={Schaefer, Alexander and Kong, Ru and Gordon, Evan M and Laumann, Timothy O and Zuo, Xi-Nian and Holmes, Avram J and Eickhoff, Simon B and Yeo, BT Thomas}, + journal={Cerebral cortex}, + volume={28}, + number={9}, + pages={3095--3114}, + year={2018}, + publisher={Oxford University Press} +} diff --git a/examples/head_models/40_image_reconstruction.ipynb b/examples/head_models/40_image_reconstruction.ipynb index 3a212bb..abe3feb 100644 --- a/examples/head_models/40_image_reconstruction.ipynb +++ b/examples/head_models/40_image_reconstruction.ipynb @@ -31,7 +31,7 @@ "metadata": {}, "source": [ "## Notebook configuration \n", - "Decide for an example with a sparse probe or a high density probe for DOT. \n", + "Decide for an example dataset with a sparse probe or a high-density probe for DOT. \n", "The notebook will load example data accordingly.\n", "\n", "Also specify, if precomputed results of the photon propagation should be used and\n", @@ -61,12 +61,7 @@ "PRECOMPUTED_FLUENCE = True\n", "\n", "# set this flag to True to enable interactive 3D plots\n", - "INTERACTIVE_PLOTS = False\n", - "\n", - "\n", - "\n", - "%load_ext autoreload\n", - "%autoreload 2" + "INTERACTIVE_PLOTS = False" ] }, { @@ -105,11 +100,16 @@ "import cedalion.io\n", "import cedalion.plots\n", "import cedalion.sigproc.quality as quality\n", + "import cedalion.sigproc.motion_correct as motion_correct\n", "import cedalion.vis.plot_sensitivity_matrix\n", "from cedalion import units\n", "from cedalion.imagereco.solver import pseudo_inverse_stacked\n", "from cedalion.io.forward_model import FluenceFile, load_Adot\n", "\n", + "import cedalion.xrutils as xrutils\n", + "xrutils.unit_stripping_is_error()\n", + "\n", + "\n", "xr.set_options(display_expand_data=False);" ] }, @@ -119,7 +119,7 @@ "metadata": {}, "source": [ "## Working Directory\n", - "In this notebook tHe output of the fluence and sensitivity calculations are stored in a temporary directory. This will be \n", + "In this notebook the output of the fluence and sensitivity calculations are stored in a temporary directory. This will be \n", "deleted when the notebook ends." ] }, @@ -131,7 +131,7 @@ "outputs": [], "source": [ "temporary_directory = TemporaryDirectory()\n", - "working_directory = Path(temporary_directory.name)" + "tmp_dir_path = Path(temporary_directory.name)" ] }, { @@ -139,9 +139,11 @@ "id": "7", "metadata": {}, "source": [ - "## Load a DOT finger-tapping dataset \n", + "## Load a finger-tapping dataset \n", + "\n", + "For this demo we load an example finger-tapping recording through either `cedalion.datasets.get_fingertapping` or `cedalion.datasets.get_fingertappingDOT`. \n", "\n", - "For this demo we load an example finger-tapping recording through `cedalion.datasets.get_fingertapping`. The file contains a single NIRS element with one block of raw amplitude data. " + "The snirf files of these datasets contains a single NIRS element with one block of raw amplitude data." ] }, { @@ -187,6 +189,7 @@ "metadata": {}, "outputs": [], "source": [ + "# visualize the montage\n", "cedalion.plots.plot_montage3D(rec[\"amp\"], geo3d_meas)" ] }, @@ -195,7 +198,7 @@ "id": "12", "metadata": {}, "source": [ - "The measurement list is a `pandas.DataFrame` that describes which source detector pairs form channels." + "The measurement list is a `pandas.DataFrame` that describes which source-detector pairs form channels." ] }, { @@ -214,7 +217,7 @@ "id": "14", "metadata": {}, "source": [ - "Event/stimulus information is also stored in a `pandas.DataFrame`. Here events are given more descriptive names:" + "Event/stimulus information is also stored in a `pandas.DataFrame`. " ] }, { @@ -223,6 +226,24 @@ "id": "15", "metadata": {}, "outputs": [], + "source": [ + "rec.stim" + ] + }, + { + "cell_type": "markdown", + "id": "16", + "metadata": {}, + "source": [ + "For clarity, events are given more descriptive names:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "17", + "metadata": {}, + "outputs": [], "source": [ "\n", "if DATASET == \"fingertappingDOT\":\n", @@ -240,45 +261,43 @@ " \"3.0\": \"FTapping/Right\"\n", " } )\n", "\n", - "display(rec.stim.groupby(\"trial_type\")[[\"onset\"]].count())" + "# count number of trials per trial_type\n", + "display(\n", + " rec.stim.groupby(\"trial_type\")[[\"onset\"]]\n", + " .count()\n", + " .rename({\"onset\": \"#trials\"}, axis=1)\n", + ")" ] }, { "cell_type": "markdown", - "id": "16", + "id": "18", "metadata": {}, "source": [ - "### Perform pruning, conversion to OD and bandpass filtering\n", - "(for this demo select 20 seconds after a trial starts at t=117s and transform raw amplitudes to optical density)\n", - "\n", - "Perform SNR quality check and pruning and then transform CW raw amplitudes to optical density" + "## Preprocessing\n", + "Perform motion correction, conversion to optical density and bandpass filtering." ] }, { "cell_type": "code", "execution_count": null, - "id": "17", + "id": "19", "metadata": {}, "outputs": [], "source": [ - "## Prune with SNR threshold\n", - "snr_thresh = 10 # dB\n", - "snr, rec.masks[\"snr_mask\"] = quality.snr(rec[\"amp\"], snr_thresh)\n", - "# prune channels using the masks and the operator \"all\", which will keep only channels that pass all three metrics\n", - "rec[\"amp_pruned\"], drop_list = quality.prune_ch(rec[\"amp\"], [rec.masks[\"snr_mask\"]], \"all\")\n", - "\n", - "print(drop_list)\n", - "\n", - "# Convert to OD\n", - "rec[\"od\"] = cedalion.nirs.int2od(rec[\"amp_pruned\"])\n", + "rec[\"od\"] = cedalion.nirs.int2od(rec[\"amp\"])\n", + "rec[\"od_tddr\"] = motion_correct.tddr(rec[\"od\"])\n", + "rec[\"od_wavelet\"] = motion_correct.wavelet(rec[\"od_tddr\"])\n", "\n", "# bandpass filter the data\n", - "rec[\"od_freqfiltered\"] = rec[\"od\"].cd.freq_filter(fmin=0.01, fmax=0.5, butter_order=4)" + "rec[\"od_freqfiltered\"] = rec[\"od_wavelet\"].cd.freq_filter(\n", + " fmin=0.01, fmax=0.5, butter_order=4\n", + ")" ] }, { "cell_type": "markdown", - "id": "18", + "id": "20", "metadata": {}, "source": [ "## Calculate block averages in optical density" @@ -287,20 +306,21 @@ { "cell_type": "code", "execution_count": null, - "id": "19", + "id": "21", "metadata": {}, "outputs": [], "source": [ "# segment data into epochs\n", "epochs = rec[\"od_freqfiltered\"].cd.to_epochs(\n", - " rec.stim, # stimulus dataframe\n", - " [\"FTapping/Left\", \"FTapping/Right\"], # select events, discard the others\n", - " before=5 * cedalion.units.s, # seconds before stimulus\n", - " after=30 * cedalion.units.s, # seconds after stimulus\n", + " rec.stim, # stimulus dataframe\n", + " [\"FTapping/Left\", \"FTapping/Right\"], # select fingertapping events, discard others\n", + " before=5 * units.s, # seconds before stimulus\n", + " after=30 * units.s, # seconds after stimulus\n", ")\n", "\n", "# calculate baseline\n", "baseline = epochs.sel(reltime=(epochs.reltime < 0)).mean(\"reltime\")\n", + "\n", "# subtract baseline\n", "epochs_blcorrected = epochs - baseline\n", "\n", @@ -330,7 +350,7 @@ }, { "cell_type": "markdown", - "id": "20", + "id": "22", "metadata": {}, "source": [ "## Load segmented MRI scan\n", @@ -341,7 +361,7 @@ { "cell_type": "code", "execution_count": null, - "id": "21", + "id": "23", "metadata": {}, "outputs": [], "source": [ @@ -357,7 +377,7 @@ }, { "cell_type": "markdown", - "id": "22", + "id": "24", "metadata": {}, "source": [ "The segmentation masks are in individual niftii files. The dict `mask_files` maps mask filenames relative to `SEG_DATADIR` to short labels. These labels describe the tissue type of the mask. \n", @@ -370,7 +390,7 @@ { "cell_type": "code", "execution_count": null, - "id": "23", + "id": "25", "metadata": {}, "outputs": [], "source": [ @@ -381,7 +401,7 @@ }, { "cell_type": "markdown", - "id": "24", + "id": "26", "metadata": {}, "source": [ "## Coordinate systems\n", @@ -401,7 +421,7 @@ }, { "cell_type": "markdown", - "id": "25", + "id": "27", "metadata": {}, "source": [ "## The TwoSurfaceHeadModel\n", @@ -414,7 +434,7 @@ { "cell_type": "code", "execution_count": null, - "id": "26", + "id": "28", "metadata": {}, "outputs": [], "source": [ @@ -433,7 +453,7 @@ { "cell_type": "code", "execution_count": null, - "id": "27", + "id": "29", "metadata": {}, "outputs": [], "source": [ @@ -443,7 +463,7 @@ { "cell_type": "code", "execution_count": null, - "id": "28", + "id": "30", "metadata": {}, "outputs": [], "source": [ @@ -453,7 +473,7 @@ { "cell_type": "code", "execution_count": null, - "id": "29", + "id": "31", "metadata": {}, "outputs": [], "source": [ @@ -463,7 +483,7 @@ { "cell_type": "code", "execution_count": null, - "id": "30", + "id": "32", "metadata": {}, "outputs": [], "source": [ @@ -472,16 +492,16 @@ }, { "cell_type": "markdown", - "id": "31", + "id": "33", "metadata": {}, "source": [ - "`TwoSurfaceHeadModel.from_segmentation` converts everything into voxel space (`CRS='ijk'`)" + "`TwoSurfaceHeadModel.from_surfaces` converts everything into voxel space (`CRS='ijk'`)" ] }, { "cell_type": "code", "execution_count": null, - "id": "32", + "id": "34", "metadata": {}, "outputs": [], "source": [ @@ -490,7 +510,7 @@ }, { "cell_type": "markdown", - "id": "33", + "id": "35", "metadata": {}, "source": [ "The transformation matrix to translate from voxel to scanner space:" @@ -499,7 +519,7 @@ { "cell_type": "code", "execution_count": null, - "id": "34", + "id": "36", "metadata": {}, "outputs": [], "source": [ @@ -508,7 +528,7 @@ }, { "cell_type": "markdown", - "id": "35", + "id": "37", "metadata": {}, "source": [ "Changing between coordinate systems:" @@ -517,7 +537,7 @@ { "cell_type": "code", "execution_count": null, - "id": "36", + "id": "38", "metadata": {}, "outputs": [], "source": [ @@ -528,7 +548,7 @@ }, { "cell_type": "markdown", - "id": "37", + "id": "39", "metadata": {}, "source": [ "## Optode Registration\n", @@ -538,7 +558,7 @@ { "cell_type": "code", "execution_count": null, - "id": "38", + "id": "40", "metadata": {}, "outputs": [], "source": [ @@ -549,7 +569,7 @@ { "cell_type": "code", "execution_count": null, - "id": "39", + "id": "41", "metadata": {}, "outputs": [], "source": [ @@ -562,7 +582,7 @@ }, { "cell_type": "markdown", - "id": "40", + "id": "42", "metadata": {}, "source": [ "## Simulate light propagation in tissue" @@ -570,7 +590,7 @@ }, { "cell_type": "markdown", - "id": "41", + "id": "43", "metadata": {}, "source": [ "`cedalion.imagereco.forward_model.ForwardModel` is a wrapper around pmcx. Using the data in the head model it prepares the inputs for either pmcx or NIRFASTer and offers functionality to calculate the sensitivty matrix." @@ -579,7 +599,7 @@ { "cell_type": "code", "execution_count": null, - "id": "42", + "id": "44", "metadata": {}, "outputs": [], "source": [ @@ -588,7 +608,7 @@ }, { "cell_type": "markdown", - "id": "43", + "id": "45", "metadata": {}, "source": [ "### Run the simulation\n", @@ -600,7 +620,7 @@ { "cell_type": "code", "execution_count": null, - "id": "44", + "id": "46", "metadata": {}, "outputs": [], "source": [ @@ -612,7 +632,7 @@ " \"Currently there are no precomputed NIRFASTER results available\"\n", " )\n", "else:\n", - " fluence_fname = working_directory / \"fluence.h5\"\n", + " fluence_fname = tmp_dir_path / \"fluence.h5\"\n", "\n", " if FORWARD_MODEL == \"MCX\":\n", " fwm.compute_fluence_mcx(fluence_fname)\n", @@ -622,7 +642,7 @@ }, { "cell_type": "markdown", - "id": "45", + "id": "47", "metadata": {}, "source": [ "The photon simulation yields the fluence in each voxel for each wavelength:\n", @@ -641,7 +661,7 @@ }, { "cell_type": "markdown", - "id": "46", + "id": "48", "metadata": {}, "source": [ "Also, for a each combination of two optodes, the fluence in the voxels at the optode positions is calculated." @@ -649,7 +669,7 @@ }, { "cell_type": "markdown", - "id": "47", + "id": "49", "metadata": {}, "source": [ "## Plot fluence\n", @@ -660,7 +680,7 @@ { "cell_type": "code", "execution_count": null, - "id": "48", + "id": "50", "metadata": {}, "outputs": [], "source": [ @@ -671,7 +691,7 @@ { "cell_type": "code", "execution_count": null, - "id": "49", + "id": "51", "metadata": { "tags": [ "nbsphinx-thumbnail" @@ -708,7 +728,8 @@ "cedalion.plots.plot_surface(plt, head.brain, color=\"w\")\n", "cedalion.plots.plot_labeled_points(plt, geo3d_plot, show_labels=False)\n", "\n", - "cog = head.brain.vertices.mean(\"label\").values\n", + "cog = head.brain.vertices.mean(\"label\")\n", + "cog = cog.pint.dequantify().values\n", "plt.camera.position = cog + [-300, 30, 100]\n", "plt.camera.focal_point = cog\n", "plt.camera.up = [0, 0, 1]\n", @@ -718,46 +739,49 @@ }, { "cell_type": "markdown", - "id": "50", - "metadata": {}, - "source": [ - "head.brain.vertices" - ] - }, - { - "cell_type": "markdown", - "id": "51", + "id": "52", "metadata": {}, "source": [ "### Calculate the sensitivity matrices\n", - "\n", - "The sensitivity matrix describes the effect of an absorption change at a given surface vertex in the OD recording in a given channel and at given wavelength. The coordinate `is_brain` holds a mask to distinguish brain and scalp voxels." + "The forward model's function `compute_sensitivity` calculates the sensitivity matrix from the fluence file and saves the result in a new file." ] }, { "cell_type": "code", "execution_count": null, - "id": "52", + "id": "53", "metadata": {}, "outputs": [], "source": [ - "sensitivity_fname = working_directory / \"sensitivity.h5\"\n", + "sensitivity_fname = tmp_dir_path / \"sensitivity.h5\"\n", "fwm.compute_sensitivity(fluence_fname, sensitivity_fname)" ] }, + { + "cell_type": "markdown", + "id": "54", + "metadata": {}, + "source": [ + "The sensitivity matrix describes how an absorption change at a given surface vertex changes the optical density in a given channel and wavelength. \n", + "\n", + "The coordinate `is_brain` holds a mask to distinguish brain and scalp voxels." + ] + }, { "cell_type": "code", "execution_count": null, - "id": "53", + "id": "55", "metadata": {}, "outputs": [], "source": [ - "Adot = load_Adot(sensitivity_fname)" + "# load and display sensitivity matrix\n", + "Adot = load_Adot(sensitivity_fname)\n", + "display(Adot)" ] }, { "cell_type": "markdown", - "id": "54", + "id": "56", "metadata": {}, "source": [ "### Plot Sensitivity Matrix" @@ -766,7 +790,7 @@ { "cell_type": "code", "execution_count": null, - "id": "55", + "id": "57", "metadata": {}, "outputs": [], "source": [ @@ -782,10 +806,10 @@ }, { "cell_type": "markdown", - "id": "56", + "id": "58", "metadata": {}, "source": [ - "The sensitivity `Adot` has shape (nchannel, nvertex, nwavelenghts). To solve the inverse problem we need a matrix that relates OD in channel space to absorption in image space. Hence, the sensitivity must include the extinction coefficients to translate between OD and concentrations. Furthermore, channels at different wavelengths must be stacked as well vertice and chromophores into new dimensions (flat_channel, flat_vertex):\n", + "The sensitivity `Adot` has shape (nchannel, nvertex, nwavelenghts). To solve the inverse problem we need a matrix that relates OD in channel space to concentration changes in image space. Hence, the sensitivity must include the extinction coefficients to translate between OD and concentrations. Furthermore, channels at different wavelengths and vertices at different chromophores must be stacked into new dimensions (called `'flat_channel'` and `'flat_vertex'`) to yield the following matrix equation:\n", "\n", "$$ \\left( \\begin{matrix} OD_{c_1, \\lambda_1} \\\\ \\vdots \\\\ OD_{c_N,\\lambda_1} \\\\ OD_{c_1,\\lambda_2} \\\\ \\vdots \\\\ OD_{c_N,\\lambda_2} \\end{matrix}\\right) = A \\cdot\n", "\\left( \\begin{matrix} \\Delta c_{v_1, HbO} \\\\ \\vdots \\\\ \\Delta c_{v_N, HbO} \\\\ \\Delta c_{v_1, HbR} \\\\ \\vdots \\\\ \\Delta c_{v_N, HbR} \\end{matrix}\\right) $$" @@ -794,7 +818,7 @@ { "cell_type": "code", "execution_count": null, - "id": "57", + "id": "59", "metadata": {}, "outputs": [], "source": [ @@ -804,16 +828,18 @@ }, { "cell_type": "markdown", - "id": "58", + "id": "60", "metadata": {}, "source": [ - "### Invert the sensitivity matrix" + "### Invert the sensitivity matrix\n", + "\n", + "With `'Adot_stacked'` now being a 2D matrix, its pseudo-inverse can be computed with the function `pseude_inverse_stacked`. Different regularization options are implemented and can be controled through the parameters `alpha`, `alpha_spatial` and `Cmeas`." ] }, { "cell_type": "code", "execution_count": null, - "id": "59", + "id": "61", "metadata": {}, "outputs": [], "source": [ @@ -823,7 +849,7 @@ }, { "cell_type": "markdown", - "id": "60", + "id": "62", "metadata": {}, "source": [ "### Calculate concentration changes\n", @@ -834,7 +860,7 @@ { "cell_type": "code", "execution_count": null, - "id": "61", + "id": "63", "metadata": {}, "outputs": [], "source": [ @@ -843,19 +869,19 @@ }, { "cell_type": "markdown", - "id": "62", + "id": "64", "metadata": {}, "source": [ - "To apply the inverted sensitiviy matrix, the OD wavelength and channel dimensions need to be flattened. Then \n", - "the inverted sensitivity matrix can be multiplied which contracts over flat_channel and the flat_vertex dimension remains.\n", - "The flat_vertex dimensions containes vertices of the scalp and the brain for both chromophores. These need to be\n", - "separated again. The function `fw.apply_inv_sensitiviy` takes care of all of this. " + "To apply the inverted sensitiviy matrix, the OD wavelength and channel dimensions need to be stacked. Then \n", + "the inverted sensitivity matrix can be multiplied which contracts over `'flat_channel'` and the `'flat_vertex'` dimension remains.\n", + "The `'flat_vertex'` dimensions contains vertices of the scalp and the brain for both chromophores. These need to be\n", + "separated. The function `fw.apply_inv_sensitiviy` takes care of all of this. " ] }, { "cell_type": "code", "execution_count": null, - "id": "63", + "id": "65", "metadata": {}, "outputs": [], "source": [ @@ -866,7 +892,7 @@ }, { "cell_type": "markdown", - "id": "64", + "id": "66", "metadata": {}, "source": [ "Convert concentration changes into micromolar. " @@ -875,7 +901,7 @@ { "cell_type": "code", "execution_count": null, - "id": "65", + "id": "67", "metadata": {}, "outputs": [], "source": [ @@ -885,34 +911,35 @@ }, { "cell_type": "markdown", - "id": "66", + "id": "68", "metadata": {}, "source": [ - "## Plot concentration changes\n", + "## Visualizing image reconstruction results\n", "\n", - "Using cedalion plot functions to visualie image recon results" + "In the following, different cedalion plot functions will be showcased to visualize concentration changes on the brain and scalp surfaces." ] }, { "cell_type": "markdown", - "id": "67", + "id": "69", "metadata": {}, "source": [ - "### Using Scalp Plot Functionality to Create a Gif of Brain Activity on the Scalp\n", - "This gives us the activity in channel space across time." + "### Channel Space\n", + "\n", + "The function `cedalion.plots.scalp_plot_gif` allows to create an animated gif of channel-space OD changes projected on the scalp.\n", + "\n", + "Here, it is used to show the time course of the blockaveraged OD changes.\n" ] }, { "cell_type": "code", "execution_count": null, - "id": "68", + "id": "70", "metadata": {}, "outputs": [], "source": [ "from cedalion.plots import scalp_plot_gif\n", "\n", - "warnings.filterwarnings(\"ignore\", category=UnitStrippedWarning)\n", - "\n", "# configure the plot\n", "data_ts = blockaverage.sel(wavelength=850, trial_type=\"FTapping/Right\")\n", "data_ts = data_ts.rename({\"reltime\": \"time\"})\n", @@ -929,33 +956,36 @@ " fps=6,\n", " optode_size=6,\n", " optode_labels=True,\n", - " str_title=\"850 nm\",\n", + " str_title=\"OD 850 nm\",\n", ")" ] }, { "cell_type": "code", "execution_count": null, - "id": "69", + "id": "71", "metadata": {}, "outputs": [], "source": [ - "display(Image(data=open(filename_scalp+'.gif','rb').read(), format='png'))" + "display(Image(filename=filename_scalp+'.gif'))" ] }, { "cell_type": "markdown", - "id": "70", + "id": "72", "metadata": {}, "source": [ - "### Using Image Recon View Functionality to Create a Gif of Activity on the Brain\n", - "This gives us activity on the brain from a single view as still image or across time" + "### Image Space\n", + "\n", + "#### Single-View Animations of Activitations on the Brain\n", + "\n", + "The function `cedalion.plots.image_recon_view` allows to create an animated gif of image-space concentration changes projected on the brain." ] }, { "cell_type": "code", "execution_count": null, - "id": "71", + "id": "73", "metadata": {}, "outputs": [], "source": [ @@ -991,36 +1021,35 @@ { "cell_type": "code", "execution_count": null, - "id": "72", + "id": "74", "metadata": {}, "outputs": [], "source": [ - "display(Image(data=open(filename_view+'.gif','rb').read(), format='png'))" + "display(Image(filename=filename_view+'.gif'))" ] }, { "cell_type": "markdown", - "id": "73", + "id": "75", "metadata": {}, "source": [ - "Alternatively, we can just select on time point and plot activity as a still image at that time." + "Alternatively, we can just select a single time point and plot activity as a still image at that time." ] }, { "cell_type": "code", "execution_count": null, - "id": "74", + "id": "76", "metadata": {}, "outputs": [], "source": [ - "\n", - "# selects the nearest time sample at t=10s in X_ts\n", - "X_ts = X_ts.sel(time=4*units.s, method=\"nearest\")\n", + "# selects the nearest time sample at t=4s in X_ts\n", + "X_ts_plot = X_ts.sel(time=4, method=\"nearest\") # note: sel does not accept quantified units\n", "\n", "filename_view = 'image_recon_view_still'\n", "\n", "image_recon_view(\n", - " X_ts, # time series data; can be 2D (static) or 3D (dynamic)\n", + " X_ts_plot, # time series data; can be 2D (static) or 3D (dynamic)\n", " head,\n", " cmap='seismic',\n", " clim=clim,\n", @@ -1039,26 +1068,27 @@ { "cell_type": "code", "execution_count": null, - "id": "75", + "id": "77", "metadata": {}, "outputs": [], "source": [ - "display(Image(data=open(filename_view+'.png','rb').read(), format='png'))" + "display(Image(filename=filename_view+'.png'))" ] }, { "cell_type": "markdown", - "id": "76", + "id": "78", "metadata": {}, "source": [ - "### Using Image Recon Multi View Functionality to Create a Gif of Activity on the Brain\n", - "This gives us activity on the brain after recon from all angles as still image or across time" + "#### Multi-View Animations of Activitations on the Brain\n", + "\n", + "The function `cedalion.plots.image_recon_multi_view` shows the activity on the brain from all angles as still image or animated across time:" ] }, { "cell_type": "code", "execution_count": null, - "id": "77", + "id": "79", "metadata": {}, "outputs": [], "source": [ @@ -1095,26 +1125,26 @@ { "cell_type": "code", "execution_count": null, - "id": "78", + "id": "80", "metadata": {}, "outputs": [], "source": [ - "display(Image(data=open(filename_multiview+'.gif','rb').read(), format='png'))" + "display(Image(filename=filename_multiview+'.gif'))" ] }, { "cell_type": "markdown", - "id": "79", + "id": "81", "metadata": {}, "source": [ - "### Using Image Recon Multi View Functionality to Create a Gif of Activity on the Scalp\n", + "#### Multi-View Animations of Activitations on the Scalp\n", "This gives us activity on the scalp after recon from all angles as still image or across time" ] }, { "cell_type": "code", "execution_count": null, - "id": "80", + "id": "82", "metadata": {}, "outputs": [], "source": [ @@ -1151,115 +1181,186 @@ { "cell_type": "code", "execution_count": null, - "id": "81", + "id": "83", "metadata": {}, "outputs": [], "source": [ - "display(Image(data=open(filename_multiview_scalp+'.gif','rb').read(), format='png'))" + "display(Image(filename=filename_multiview_scalp+'.gif'))" ] }, { "cell_type": "markdown", - "id": "82", + "id": "84", + "metadata": {}, + "source": [ + "### Parcel Space\n", + "\n", + "The Schaefer Atlas (:cite:t:`Schaefer2018`) as implemented in Cedalion provides nearly 600 labels for different regions of the brain. Each vertex of the brain surface has its correspondng parcel label assigned as a coordinate.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "85", "metadata": {}, + "outputs": [], "source": [ - "## Concentration changes in parcels" + "head.brain.vertices" ] }, { "cell_type": "markdown", - "id": "83", + "id": "86", "metadata": {}, "source": [ - "We can now calculate concentration changes for each parcellation label. For a specific parcel label, the concentration change is determined by averaging the concentration changes across the corresponding vertices." + "Using parcel labels, vertices belonging to the same brain region can be easily grouped together with the `DataArray.groupby` function.\n", + "\n", + "To obtain the average hemodynamic response in a parcel, the baseline-subtraced concentration changes of all vertices in a parcel are averaged. As baseline the first sample is used." ] }, { "cell_type": "code", "execution_count": null, - "id": "84", + "id": "87", "metadata": {}, "outputs": [], "source": [ - "baseline = dC_brain.sel(reltime=(dC_brain.reltime == dC_brain.reltime[0]))\n", - "num_reps = dC_brain.reltime.shape[0]\n", - "baseline = [baseline] * num_reps\n", + "# subtract baseline\n", + "baseline = dC_brain.isel(reltime=0) # first sample along reltime dimension\n", + "dC_brain_blsubtracted = dC_brain - baseline\n", "\n", - "baseline = xr.concat(baseline, dim='reltime').values\n", - "dC_brain = dC_brain - baseline\n", - " \n", + "# average over parcels\n", + "avg_HbO = dC_brain_blsubtracted.sel(chromo=\"HbO\").groupby('parcel').mean()\n", "\n", - "cells = dC_brain.sel(chromo='HbO').pint.dequantify()\n", - "avg_HbO = cells.groupby('parcel').mean()\n", + "avg_HbR = dC_brain_blsubtracted.sel(chromo=\"HbR\").groupby('parcel').mean()\n", "\n", - "cells = dC_brain.sel(chromo='HbR').pint.dequantify()\n", - "avg_HbR = cells.groupby('parcel').mean()\n" + "display(dC_brain_blsubtracted.rename(\"dC_brain_blsubtracted\"))\n", + "display(avg_HbO.rename(\"avg_HbO\"))" ] }, { "cell_type": "markdown", - "id": "85", + "id": "88", "metadata": {}, "source": [ - "### Plot HbO and HbR" + "The montage in this dataset covers only parts of the head. Consequently, many brain regions lack significant signal coverage due to the absence of optodes. \n", + "\n", + "To focus on relevant regions, a subset of parcels from the somatosensory and motor regions in both hemispheres is selected." ] }, { "cell_type": "code", "execution_count": null, - "id": "86", + "id": "89", "metadata": {}, "outputs": [], - "source": [] + "source": [ + "selected_parcels = [\n", + " \"SomMotA_1_LH\", \"SomMotA_3_LH\", \"SomMotA_4_LH\", \"SomMotA_5_LH\", \"SomMotA_9_LH\", \"SomMotA_10_LH\",\n", + " \"SomMotA_1_RH\", \"SomMotA_2_RH\", \"SomMotA_3_RH\", \"SomMotA_4_RH\", \"SomMotA_6_RH\", \"SomMotA_7_RH\"\n", + "]" + ] }, { "cell_type": "markdown", - "id": "87", + "id": "90", "metadata": {}, "source": [ - "The Schaefer Atlas provides nearly 600 labels, making it impractical to plot concentration changes for all of them. Additionally, since we're using the Finger Tapping dataset with a limited set of optodes, many brain regions lack significant signal coverage due to the absence of optodes. To focus on relevant regions, we selected a subset of labels based on a criterion: the absolute value of either the minimum or maximum concentration change must exceed 0.01. Using this method, we identified 60 parcellations as `active_labels`." + "The following plot visualizes the montage and the selected parcels:" ] }, { "cell_type": "code", "execution_count": null, - "id": "88", + "id": "91", "metadata": {}, "outputs": [], "source": [ - "selected_parcels = [\"SomMotA_4_LH\", \"SomMotA_9_LH\", \"SomMotA_5_LH\", \"SomMotA_6_LH\",\n", - " \"SomMotA_7_LH\", \"SomMotA_8_LH\",\n", - " \"SomMotA_4_RH\", \"SomMotA_9_RH\", \"SomMotA_5_RH\", \"SomMotA_6_RH\",\n", - " \"SomMotA_7_RH\", \"SomMotA_8_RH\"]" + "# map parcel labels to colors\n", + "parcel_colors = {\n", + " parcel: p.cm.jet(i / (len(selected_parcels) - 1))\n", + " for i, parcel in enumerate(selected_parcels)\n", + "}\n", + "\n", + "# assign colors to vertices\n", + "b = cdc.VTKSurface.from_trimeshsurface(head.brain)\n", + "b = pv.wrap(b.mesh)\n", + "b[\"parcels\"] = np.asarray([\n", + " parcel_colors.get(parcel, (0.8, 0.8, 0.8, .3))\n", + " for parcel in head.brain.vertices.parcel.values\n", + "])\n", + "\n", + "plt = pv.Plotter()\n", + "\n", + "plt.add_mesh(\n", + " b,\n", + " scalars=\"parcels\",\n", + " rgb=True,\n", + " smooth_shading=False\n", + ")\n", + "\n", + "cedalion.plots.plot_labeled_points(plt, geo3d_plot)\n", + "\n", + "legends = [a for a in parcel_colors.items()]\n", + "plt.add_legend(labels= legends, face='o', size=(0.3,0.3))\n", + "\n", + "cog = head.brain.vertices.mean(\"label\")\n", + "cog = cog.pint.dequantify().values\n", + "\n", + "plt.camera.position = cog + [0,0,400]\n", + "plt.camera.focal_point = cog\n", + "plt.camera.up = [0,1,0]\n", + "plt.reset_camera()\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "92", + "metadata": {}, + "source": [ + "Plot averaged time traces in each parcel for the 'FTapping/Right' and 'FTapping/Left' conditions:" ] }, { "cell_type": "code", "execution_count": null, - "id": "89", + "id": "93", "metadata": {}, "outputs": [], "source": [ "f,ax = p.subplots(2,6, figsize=(20,5))\n", "ax = ax.flatten()\n", - "for i_par, par in enumerate(selected_parcels): \n", - " \n", + "for i_par, par in enumerate(selected_parcels):\n", " ax[i_par].plot(avg_HbO.sel(parcel = par, trial_type = \"FTapping/Right\").reltime, avg_HbO.sel(parcel = par, trial_type = \"FTapping/Right\").values, \"r\", lw=2, ls='-')\n", " ax[i_par].plot(avg_HbR.sel(parcel = par, trial_type = \"FTapping/Right\").reltime, avg_HbR.sel(parcel = par, trial_type = \"FTapping/Right\").values, \"b\", lw=2, ls='-')\n", "\n", " ax[i_par].grid(1)\n", - " ax[i_par].set_title(par)\n", + " ax[i_par].set_title(par, color=parcel_colors[par])\n", + " ax[i_par].set_ylim(-.05, .2)\n", + "\n", + "p.suptitle(\"Parcellations: HbO: r | HbR: b | FTapping/Right\", y=1)\n", + "p.tight_layout()\n", + "\n", + "f,ax = p.subplots(2,6, figsize=(20,5))\n", + "ax = ax.flatten()\n", + "for i_par, par in enumerate(selected_parcels):\n", + " ax[i_par].plot(avg_HbO.sel(parcel = par, trial_type = \"FTapping/Left\").reltime, avg_HbO.sel(parcel = par, trial_type = \"FTapping/Left\").values, \"r\", lw=2, ls='-')\n", + " ax[i_par].plot(avg_HbR.sel(parcel = par, trial_type = \"FTapping/Left\").reltime, avg_HbR.sel(parcel = par, trial_type = \"FTapping/Left\").values, \"b\", lw=2, ls='-')\n", + "\n", + " ax[i_par].grid(1)\n", + " ax[i_par].set_title(par, color=parcel_colors[par])\n", " ax[i_par].set_ylim(-.05, .2)\n", - " \n", "\n", - "p.suptitle(\"Parcellations: HbO: r | HbR: b | right: -\", y=1)\n", + "p.suptitle(\"Parcellations: HbO: r | HbR: b | FTapping/Left\", y=1)\n", "p.tight_layout()" ] } ], "metadata": { "kernelspec": { - "display_name": "cedalion_default_3.11", + "display_name": "cedalion_v25.1.0", "language": "python", "name": "python3" }, @@ -1273,7 +1374,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.8" + "version": "3.11.13" } }, "nbformat": 4, diff --git a/src/cedalion/plots.py b/src/cedalion/plots.py index 2b769a8..aaf1daf 100644 --- a/src/cedalion/plots.py +++ b/src/cedalion/plots.py @@ -783,6 +783,8 @@ def scalp_plot( cmap.set_bad(bad_color) + ax.set_xlim(-1.1, 1.1) + ax.set_ylim(-1.1, 1.1) ax.set_aspect("equal", adjustable="datalim") # head and ears @@ -885,8 +887,6 @@ def scalp_plot( # remove axes and ticks ax.set_axis_off() - ax.set_xlim(-1.1, 1.1) - # ax.set_ylim(-1.1, 1.1) # colorbar if add_colorbar: @@ -1043,6 +1043,8 @@ def scalp_plot_gif( - Alexander von Lühmann | vonluehmann@tu-berlin.de | 2025 """ + data_ts = data_ts.pint.dequantify() + if ("time" in data_ts.dims and data_ts.sizes["time"] > 1) or ( "reltime" in data_ts.dims and data_ts.sizes["reltime"] > 1 ): @@ -1070,13 +1072,9 @@ def scalp_plot_gif( filename = filename+'.gif' if scl is None: - scl = (-np.max(np.abs(data_ts.values)),np.max(np.abs(data_ts.values))) - - f,axs = p.subplots(1, 1, figsize=(8, 8)) - - ax1 = axs + absmax = np.max(np.abs(data_ts.values)) * (1+1e-6) # eps to avoid cb-extension + scl = (-absmax,absmax) - ax1.figure.canvas.draw() frames = [] # Iterate over the time points @@ -1084,26 +1082,27 @@ def scalp_plot_gif( # Select the frame closest to the current time point X_frame = X_subset.sel(time=current_time, method="nearest") - ax1.cla() + f,ax = p.subplots(1, 1, figsize=(8, 8)) # reset position to avoid inset growth from colorbar - ax1.set_position([0.1, 0.1, 0.8, 0.8]) + ax.set_position([0.1, 0.1, 0.8, 0.8]) scalp_plot( data_ts, geo3d, X_frame.values, - ax1, + ax, cmap=cmap, vmin=scl[0], vmax=scl[1], optode_labels=optode_labels, title=f"Time: {float(current_time):0.1f}s\n{str_title}", optode_size=optode_size, - add_colorbar=False + add_colorbar=True, ) - ax1.figure.canvas.draw() - rgba = np.asarray(ax1.figure.canvas.buffer_rgba()) + ax.figure.canvas.draw() + rgba = np.asarray(ax.figure.canvas.buffer_rgba()) image = Image.fromarray(rgba) frames.append(image) + p.close(f) frames[0].save( filename, save_all=True, append_images=frames[1:], duration=1000 / fps, loop=0 From bf57d8afcedd34cd70b08ddc31381174fb72579a Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Sun, 14 Sep 2025 14:02:43 +0200 Subject: [PATCH 35/56] fix displaying of gifs in rendered notebooks --- .../head_models/40_image_reconstruction.ipynb | 204 +++++++++--------- 1 file changed, 108 insertions(+), 96 deletions(-) diff --git a/examples/head_models/40_image_reconstruction.ipynb b/examples/head_models/40_image_reconstruction.ipynb index abe3feb..36e1ec8 100644 --- a/examples/head_models/40_image_reconstruction.ipynb +++ b/examples/head_models/40_image_reconstruction.ipynb @@ -114,9 +114,21 @@ ] }, { - "cell_type": "markdown", + "cell_type": "code", + "execution_count": null, "id": "5", "metadata": {}, + "outputs": [], + "source": [ + "# helper function to display gifs in rendered notbooks\n", + "def display_image(fname : str):\n", + " display(Image(data=open(fname,'rb').read(), format='png'))" + ] + }, + { + "cell_type": "markdown", + "id": "6", + "metadata": {}, "source": [ "## Working Directory\n", "In this notebook the output of the fluence and sensitivity calculations are stored in a temporary directory. This will be \n", @@ -126,7 +138,7 @@ { "cell_type": "code", "execution_count": null, - "id": "6", + "id": "7", "metadata": {}, "outputs": [], "source": [ @@ -136,7 +148,7 @@ }, { "cell_type": "markdown", - "id": "7", + "id": "8", "metadata": {}, "source": [ "## Load a finger-tapping dataset \n", @@ -149,7 +161,7 @@ { "cell_type": "code", "execution_count": null, - "id": "8", + "id": "9", "metadata": {}, "outputs": [], "source": [ @@ -163,7 +175,7 @@ }, { "cell_type": "markdown", - "id": "9", + "id": "10", "metadata": {}, "source": [ "The location of the probes is obtained from the snirf metadata (i.e. /nirs0/probe/)\n", @@ -174,7 +186,7 @@ { "cell_type": "code", "execution_count": null, - "id": "10", + "id": "11", "metadata": {}, "outputs": [], "source": [ @@ -185,7 +197,7 @@ { "cell_type": "code", "execution_count": null, - "id": "11", + "id": "12", "metadata": {}, "outputs": [], "source": [ @@ -195,7 +207,7 @@ }, { "cell_type": "markdown", - "id": "12", + "id": "13", "metadata": {}, "source": [ "The measurement list is a `pandas.DataFrame` that describes which source-detector pairs form channels." @@ -204,7 +216,7 @@ { "cell_type": "code", "execution_count": null, - "id": "13", + "id": "14", "metadata": {}, "outputs": [], "source": [ @@ -214,7 +226,7 @@ }, { "cell_type": "markdown", - "id": "14", + "id": "15", "metadata": {}, "source": [ "Event/stimulus information is also stored in a `pandas.DataFrame`. " @@ -223,7 +235,7 @@ { "cell_type": "code", "execution_count": null, - "id": "15", + "id": "16", "metadata": {}, "outputs": [], "source": [ @@ -232,7 +244,7 @@ }, { "cell_type": "markdown", - "id": "16", + "id": "17", "metadata": {}, "source": [ "For clarity, events are given more descriptive names:" @@ -241,7 +253,7 @@ { "cell_type": "code", "execution_count": null, - "id": "17", + "id": "18", "metadata": {}, "outputs": [], "source": [ @@ -271,7 +283,7 @@ }, { "cell_type": "markdown", - "id": "18", + "id": "19", "metadata": {}, "source": [ "## Preprocessing\n", @@ -281,7 +293,7 @@ { "cell_type": "code", "execution_count": null, - "id": "19", + "id": "20", "metadata": {}, "outputs": [], "source": [ @@ -297,7 +309,7 @@ }, { "cell_type": "markdown", - "id": "20", + "id": "21", "metadata": {}, "source": [ "## Calculate block averages in optical density" @@ -306,7 +318,7 @@ { "cell_type": "code", "execution_count": null, - "id": "21", + "id": "22", "metadata": {}, "outputs": [], "source": [ @@ -350,7 +362,7 @@ }, { "cell_type": "markdown", - "id": "22", + "id": "23", "metadata": {}, "source": [ "## Load segmented MRI scan\n", @@ -361,7 +373,7 @@ { "cell_type": "code", "execution_count": null, - "id": "23", + "id": "24", "metadata": {}, "outputs": [], "source": [ @@ -377,7 +389,7 @@ }, { "cell_type": "markdown", - "id": "24", + "id": "25", "metadata": {}, "source": [ "The segmentation masks are in individual niftii files. The dict `mask_files` maps mask filenames relative to `SEG_DATADIR` to short labels. These labels describe the tissue type of the mask. \n", @@ -390,7 +402,7 @@ { "cell_type": "code", "execution_count": null, - "id": "25", + "id": "26", "metadata": {}, "outputs": [], "source": [ @@ -401,7 +413,7 @@ }, { "cell_type": "markdown", - "id": "26", + "id": "27", "metadata": {}, "source": [ "## Coordinate systems\n", @@ -421,7 +433,7 @@ }, { "cell_type": "markdown", - "id": "27", + "id": "28", "metadata": {}, "source": [ "## The TwoSurfaceHeadModel\n", @@ -434,7 +446,7 @@ { "cell_type": "code", "execution_count": null, - "id": "28", + "id": "29", "metadata": {}, "outputs": [], "source": [ @@ -453,7 +465,7 @@ { "cell_type": "code", "execution_count": null, - "id": "29", + "id": "30", "metadata": {}, "outputs": [], "source": [ @@ -463,7 +475,7 @@ { "cell_type": "code", "execution_count": null, - "id": "30", + "id": "31", "metadata": {}, "outputs": [], "source": [ @@ -473,7 +485,7 @@ { "cell_type": "code", "execution_count": null, - "id": "31", + "id": "32", "metadata": {}, "outputs": [], "source": [ @@ -483,7 +495,7 @@ { "cell_type": "code", "execution_count": null, - "id": "32", + "id": "33", "metadata": {}, "outputs": [], "source": [ @@ -492,7 +504,7 @@ }, { "cell_type": "markdown", - "id": "33", + "id": "34", "metadata": {}, "source": [ "`TwoSurfaceHeadModel.from_surfaces` converts everything into voxel space (`CRS='ijk'`)" @@ -501,7 +513,7 @@ { "cell_type": "code", "execution_count": null, - "id": "34", + "id": "35", "metadata": {}, "outputs": [], "source": [ @@ -510,7 +522,7 @@ }, { "cell_type": "markdown", - "id": "35", + "id": "36", "metadata": {}, "source": [ "The transformation matrix to translate from voxel to scanner space:" @@ -519,7 +531,7 @@ { "cell_type": "code", "execution_count": null, - "id": "36", + "id": "37", "metadata": {}, "outputs": [], "source": [ @@ -528,7 +540,7 @@ }, { "cell_type": "markdown", - "id": "37", + "id": "38", "metadata": {}, "source": [ "Changing between coordinate systems:" @@ -537,7 +549,7 @@ { "cell_type": "code", "execution_count": null, - "id": "38", + "id": "39", "metadata": {}, "outputs": [], "source": [ @@ -548,7 +560,7 @@ }, { "cell_type": "markdown", - "id": "39", + "id": "40", "metadata": {}, "source": [ "## Optode Registration\n", @@ -558,7 +570,7 @@ { "cell_type": "code", "execution_count": null, - "id": "40", + "id": "41", "metadata": {}, "outputs": [], "source": [ @@ -569,7 +581,7 @@ { "cell_type": "code", "execution_count": null, - "id": "41", + "id": "42", "metadata": {}, "outputs": [], "source": [ @@ -582,7 +594,7 @@ }, { "cell_type": "markdown", - "id": "42", + "id": "43", "metadata": {}, "source": [ "## Simulate light propagation in tissue" @@ -590,7 +602,7 @@ }, { "cell_type": "markdown", - "id": "43", + "id": "44", "metadata": {}, "source": [ "`cedalion.imagereco.forward_model.ForwardModel` is a wrapper around pmcx. Using the data in the head model it prepares the inputs for either pmcx or NIRFASTer and offers functionality to calculate the sensitivty matrix." @@ -599,7 +611,7 @@ { "cell_type": "code", "execution_count": null, - "id": "44", + "id": "45", "metadata": {}, "outputs": [], "source": [ @@ -608,7 +620,7 @@ }, { "cell_type": "markdown", - "id": "45", + "id": "46", "metadata": {}, "source": [ "### Run the simulation\n", @@ -620,7 +632,7 @@ { "cell_type": "code", "execution_count": null, - "id": "46", + "id": "47", "metadata": {}, "outputs": [], "source": [ @@ -642,7 +654,7 @@ }, { "cell_type": "markdown", - "id": "47", + "id": "48", "metadata": {}, "source": [ "The photon simulation yields the fluence in each voxel for each wavelength:\n", @@ -661,7 +673,7 @@ }, { "cell_type": "markdown", - "id": "48", + "id": "49", "metadata": {}, "source": [ "Also, for a each combination of two optodes, the fluence in the voxels at the optode positions is calculated." @@ -669,7 +681,7 @@ }, { "cell_type": "markdown", - "id": "49", + "id": "50", "metadata": {}, "source": [ "## Plot fluence\n", @@ -680,7 +692,7 @@ { "cell_type": "code", "execution_count": null, - "id": "50", + "id": "51", "metadata": {}, "outputs": [], "source": [ @@ -691,7 +703,7 @@ { "cell_type": "code", "execution_count": null, - "id": "51", + "id": "52", "metadata": { "tags": [ "nbsphinx-thumbnail" @@ -739,7 +751,7 @@ }, { "cell_type": "markdown", - "id": "52", + "id": "53", "metadata": {}, "source": [ "### Calculate the sensitivity matrices\n", @@ -749,7 +761,7 @@ { "cell_type": "code", "execution_count": null, - "id": "53", + "id": "54", "metadata": {}, "outputs": [], "source": [ @@ -759,7 +771,7 @@ }, { "cell_type": "markdown", - "id": "54", + "id": "55", "metadata": {}, "source": [ "The sensitivity matrix describes how an absorption change at a given surface vertex changes the optical density in a given channel and wavelength. \n", @@ -770,7 +782,7 @@ { "cell_type": "code", "execution_count": null, - "id": "55", + "id": "56", "metadata": {}, "outputs": [], "source": [ @@ -781,7 +793,7 @@ }, { "cell_type": "markdown", - "id": "56", + "id": "57", "metadata": {}, "source": [ "### Plot Sensitivity Matrix" @@ -790,7 +802,7 @@ { "cell_type": "code", "execution_count": null, - "id": "57", + "id": "58", "metadata": {}, "outputs": [], "source": [ @@ -806,7 +818,7 @@ }, { "cell_type": "markdown", - "id": "58", + "id": "59", "metadata": {}, "source": [ "The sensitivity `Adot` has shape (nchannel, nvertex, nwavelenghts). To solve the inverse problem we need a matrix that relates OD in channel space to concentration changes in image space. Hence, the sensitivity must include the extinction coefficients to translate between OD and concentrations. Furthermore, channels at different wavelengths and vertices at different chromophores must be stacked into new dimensions (called `'flat_channel'` and `'flat_vertex'`) to yield the following matrix equation:\n", @@ -818,7 +830,7 @@ { "cell_type": "code", "execution_count": null, - "id": "59", + "id": "60", "metadata": {}, "outputs": [], "source": [ @@ -828,7 +840,7 @@ }, { "cell_type": "markdown", - "id": "60", + "id": "61", "metadata": {}, "source": [ "### Invert the sensitivity matrix\n", @@ -839,7 +851,7 @@ { "cell_type": "code", "execution_count": null, - "id": "61", + "id": "62", "metadata": {}, "outputs": [], "source": [ @@ -849,7 +861,7 @@ }, { "cell_type": "markdown", - "id": "62", + "id": "63", "metadata": {}, "source": [ "### Calculate concentration changes\n", @@ -860,7 +872,7 @@ { "cell_type": "code", "execution_count": null, - "id": "63", + "id": "64", "metadata": {}, "outputs": [], "source": [ @@ -869,7 +881,7 @@ }, { "cell_type": "markdown", - "id": "64", + "id": "65", "metadata": {}, "source": [ "To apply the inverted sensitiviy matrix, the OD wavelength and channel dimensions need to be stacked. Then \n", @@ -881,7 +893,7 @@ { "cell_type": "code", "execution_count": null, - "id": "65", + "id": "66", "metadata": {}, "outputs": [], "source": [ @@ -892,7 +904,7 @@ }, { "cell_type": "markdown", - "id": "66", + "id": "67", "metadata": {}, "source": [ "Convert concentration changes into micromolar. " @@ -901,7 +913,7 @@ { "cell_type": "code", "execution_count": null, - "id": "67", + "id": "68", "metadata": {}, "outputs": [], "source": [ @@ -911,7 +923,7 @@ }, { "cell_type": "markdown", - "id": "68", + "id": "69", "metadata": {}, "source": [ "## Visualizing image reconstruction results\n", @@ -921,7 +933,7 @@ }, { "cell_type": "markdown", - "id": "69", + "id": "70", "metadata": {}, "source": [ "### Channel Space\n", @@ -934,7 +946,7 @@ { "cell_type": "code", "execution_count": null, - "id": "70", + "id": "71", "metadata": {}, "outputs": [], "source": [ @@ -963,16 +975,16 @@ { "cell_type": "code", "execution_count": null, - "id": "71", + "id": "72", "metadata": {}, "outputs": [], "source": [ - "display(Image(filename=filename_scalp+'.gif'))" + "display_image(f\"{filename_scalp}.gif\")" ] }, { "cell_type": "markdown", - "id": "72", + "id": "73", "metadata": {}, "source": [ "### Image Space\n", @@ -985,7 +997,7 @@ { "cell_type": "code", "execution_count": null, - "id": "73", + "id": "74", "metadata": {}, "outputs": [], "source": [ @@ -1021,25 +1033,25 @@ { "cell_type": "code", "execution_count": null, - "id": "74", + "id": "75", "metadata": {}, "outputs": [], "source": [ - "display(Image(filename=filename_view+'.gif'))" + "display_image(f\"{filename_view}.gif\")" ] }, { "cell_type": "markdown", - "id": "75", + "id": "76", "metadata": {}, "source": [ - "Alternatively, we can just select a single time point and plot activity as a still image at that time." + "Alternatively, we can just select a single time point and plot activity as a still image at that time. Note the different file suffix (.png)." ] }, { "cell_type": "code", "execution_count": null, - "id": "76", + "id": "77", "metadata": {}, "outputs": [], "source": [ @@ -1068,16 +1080,16 @@ { "cell_type": "code", "execution_count": null, - "id": "77", + "id": "78", "metadata": {}, "outputs": [], "source": [ - "display(Image(filename=filename_view+'.png'))" + "display_image(f\"{filename_view}.png\")" ] }, { "cell_type": "markdown", - "id": "78", + "id": "79", "metadata": {}, "source": [ "#### Multi-View Animations of Activitations on the Brain\n", @@ -1088,7 +1100,7 @@ { "cell_type": "code", "execution_count": null, - "id": "79", + "id": "80", "metadata": {}, "outputs": [], "source": [ @@ -1125,16 +1137,16 @@ { "cell_type": "code", "execution_count": null, - "id": "80", + "id": "81", "metadata": {}, "outputs": [], "source": [ - "display(Image(filename=filename_multiview+'.gif'))" + "display_image(f\"{filename_multiview}.gif\")" ] }, { "cell_type": "markdown", - "id": "81", + "id": "82", "metadata": {}, "source": [ "#### Multi-View Animations of Activitations on the Scalp\n", @@ -1144,7 +1156,7 @@ { "cell_type": "code", "execution_count": null, - "id": "82", + "id": "83", "metadata": {}, "outputs": [], "source": [ @@ -1181,27 +1193,27 @@ { "cell_type": "code", "execution_count": null, - "id": "83", + "id": "84", "metadata": {}, "outputs": [], "source": [ - "display(Image(filename=filename_multiview_scalp+'.gif'))" + "display_image(f\"{filename_multiview_scalp}.gif\")" ] }, { "cell_type": "markdown", - "id": "84", + "id": "85", "metadata": {}, "source": [ "### Parcel Space\n", "\n", - "The Schaefer Atlas (:cite:t:`Schaefer2018`) as implemented in Cedalion provides nearly 600 labels for different regions of the brain. Each vertex of the brain surface has its correspondng parcel label assigned as a coordinate.\n" + "The Schaefer Atlas (Schaefer, 2018) as implemented in Cedalion provides nearly 600 labels for different regions of the brain. Each vertex of the brain surface has its correspondng parcel label assigned as a coordinate.\n" ] }, { "cell_type": "code", "execution_count": null, - "id": "85", + "id": "86", "metadata": {}, "outputs": [], "source": [ @@ -1210,7 +1222,7 @@ }, { "cell_type": "markdown", - "id": "86", + "id": "87", "metadata": {}, "source": [ "Using parcel labels, vertices belonging to the same brain region can be easily grouped together with the `DataArray.groupby` function.\n", @@ -1221,7 +1233,7 @@ { "cell_type": "code", "execution_count": null, - "id": "87", + "id": "88", "metadata": {}, "outputs": [], "source": [ @@ -1240,7 +1252,7 @@ }, { "cell_type": "markdown", - "id": "88", + "id": "89", "metadata": {}, "source": [ "The montage in this dataset covers only parts of the head. Consequently, many brain regions lack significant signal coverage due to the absence of optodes. \n", @@ -1251,7 +1263,7 @@ { "cell_type": "code", "execution_count": null, - "id": "89", + "id": "90", "metadata": {}, "outputs": [], "source": [ @@ -1263,7 +1275,7 @@ }, { "cell_type": "markdown", - "id": "90", + "id": "91", "metadata": {}, "source": [ "The following plot visualizes the montage and the selected parcels:" @@ -1272,7 +1284,7 @@ { "cell_type": "code", "execution_count": null, - "id": "91", + "id": "92", "metadata": {}, "outputs": [], "source": [ @@ -1317,7 +1329,7 @@ }, { "cell_type": "markdown", - "id": "92", + "id": "93", "metadata": {}, "source": [ "Plot averaged time traces in each parcel for the 'FTapping/Right' and 'FTapping/Left' conditions:" @@ -1326,7 +1338,7 @@ { "cell_type": "code", "execution_count": null, - "id": "93", + "id": "94", "metadata": {}, "outputs": [], "source": [ From 5c996d29f2e44aa86e611e847669d32e5b90f19c Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Sun, 14 Sep 2025 15:57:44 +0200 Subject: [PATCH 36/56] fixes for reference list and citations within notebooks --- docs/_static/css/rtd_fixes.css | 4 ++++ .../contributing_code/contributing_code.md | 11 ++++++++- docs/references.bib | 24 ------------------- .../32_glm_fingertapping_example.ipynb | 7 +++--- .../33_glm_illustrative_example.ipynb | 5 ++-- 5 files changed, 19 insertions(+), 32 deletions(-) diff --git a/docs/_static/css/rtd_fixes.css b/docs/_static/css/rtd_fixes.css index e070f2f..c2665de 100644 --- a/docs/_static/css/rtd_fixes.css +++ b/docs/_static/css/rtd_fixes.css @@ -7,3 +7,7 @@ ul.xr-var-list li.xr-var-item label { margin-top: 2px !important; margin-bottom: 2px !important; } + +div.citation .label { + width: 5em; +} \ No newline at end of file diff --git a/docs/getting_started/contributing_code/contributing_code.md b/docs/getting_started/contributing_code/contributing_code.md index f5c489d..51de5a4 100644 --- a/docs/getting_started/contributing_code/contributing_code.md +++ b/docs/getting_started/contributing_code/contributing_code.md @@ -102,10 +102,19 @@ how to dormat these docstrings. We will follow the Google style as described in Please add references to the literature if you are implementing a published algorithm. There is a global bibtex file under `docs/references.bib` to which reference entries -should be added with a unique bibtex label. Refer to a reference entry with: +should be added with a unique bibtex label. In docstrings cite a reference entry with: ``` :cite:t:`BIBTEXLABEL` ``` + +In notebooks you can add citations in markdown cells like this: +``` + (Barker,2013) +``` + +If citations do not show correctly in the rendered documentation, check the Sphinx output for errors while parsing `references.bib`. Duplicate or ill-formed entries are +often the culprit. + Further options are documented in the [sphinxcontrib-bibtex documentation](https://sphinxcontrib-bibtex.readthedocs.io/en/latest/quickstart.html#minimal-example). diff --git a/docs/references.bib b/docs/references.bib index b36fb3f..af90625 100644 --- a/docs/references.bib +++ b/docs/references.bib @@ -186,17 +186,6 @@ @article{Jahani2018 pages = {1} } -@article{Sherafati2020, - title={Global motion detection and censoring in high-density diffuse optical tomography}, - author={Sherafati, Arefeh and Snyder, Abraham Z and Eggebrecht, Adam T and Bergonzi, Karla M and Burns-Yocum, Tracy M and Lugar, Heather M and Ferradal, Silvina L and Robichaux-Viehoever, Amy and Smyser, Christopher D and Palanca, Ben J and others}, - journal={Human Brain Mapping}, - volume={41}, - number={14}, - pages={4093--4112}, - year={2020}, - publisher={Wiley Online Library} -} - @article{Pollonini2016, title = {{PHOEBE}: a method for real time mapping of optodes-scalp coupling in functional near-infrared spectroscopy}, volume = {7}, @@ -381,19 +370,6 @@ @article{Sherafati2020 year = {2020} } -@article{Jahani2018, -author = {Sahar Jahani and Seyed K. Setarehdan and David A. Boas and Meryem A. Y{\"u}cel}, -title = {{Motion artifact detection and correction in functional near-infrared spectroscopy: a new hybrid method based on spline interpolation method and Savitzky–Golay filtering}}, -volume = {5}, -journal = {Neurophotonics}, -number = {1}, -publisher = {SPIE}, -pages = {015003}, -keywords = {near-infrared spectroscopy, motion artifact, Savitzky–Golay, robust locally weighted regression and smoothing, spline interpolation, Motion detection, Seaborgium, Wavelets, Near infrared spectroscopy, Detection and tracking algorithms, Electronic filtering, Smoothing, Signal detection, Signal to noise ratio, Neurophotonics}, -year = {2018}, -doi = {10.1117/1.NPh.5.1.015003}, -} - @article{Fishburn2019, title = {Temporal Derivative Distribution Repair (TDDR): A motion correction method for fNIRS}, journal = {NeuroImage}, diff --git a/examples/modeling/32_glm_fingertapping_example.ipynb b/examples/modeling/32_glm_fingertapping_example.ipynb index 03e501c..275a93b 100644 --- a/examples/modeling/32_glm_fingertapping_example.ipynb +++ b/examples/modeling/32_glm_fingertapping_example.ipynb @@ -278,8 +278,7 @@ "- ols (default): ordinary least squares\n", "- rls: recursive least squares\n", "- wls: weighted least squares\n", - "- ar_irls: autoregressive iteratively reweighted least squares\n", - " (:cite:t:`Barker2013`)\n", + "- ar_irls: autoregressive iteratively reweighted least squares (Barker,2013)\n", "- gls: generalized least squares\n", "- glsar: generalized least squares with autoregressive covariance structure\n", "\n", @@ -509,7 +508,7 @@ ], "metadata": { "kernelspec": { - "display_name": "cedalion", + "display_name": "cedalion_default_3.11", "language": "python", "name": "python3" }, @@ -523,7 +522,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.9" + "version": "3.11.13" } }, "nbformat": 4, diff --git a/examples/modeling/33_glm_illustrative_example.ipynb b/examples/modeling/33_glm_illustrative_example.ipynb index b2cefb4..1aea94d 100644 --- a/examples/modeling/33_glm_illustrative_example.ipynb +++ b/examples/modeling/33_glm_illustrative_example.ipynb @@ -256,8 +256,7 @@ "- ols (default): ordinary least squares\n", "- rls: recursive least squares\n", "- wls: weighted least squares\n", - "- ar_irls: autoregressive iteratively reweighted least squares\n", - " (:cite:t:`Barker2013`)\n", + "- ar_irls: autoregressive iteratively reweighted least squares (Barker,2013)\n", "- gls: generalized least squares\n", "- glsar: generalized least squares with autoregressive covariance structure\n", "\n", @@ -788,7 +787,7 @@ ], "metadata": { "kernelspec": { - "display_name": "cedalion_250621", + "display_name": "cedalion_default_3.11", "language": "python", "name": "python3" }, From eef151f8662db314c21b73cad235423f3ec32fbc Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Sun, 14 Sep 2025 23:12:02 +0200 Subject: [PATCH 37/56] revised README, install and colab instructions --- LICENSE.md | 2 +- README.md | 78 +++++------ docs/LICENSE.md | 20 --- docs/conf.py | 4 +- docs/getting_started/colab_setup.md | 41 ++++-- docs/getting_started/installation.md | 197 ++++++++++++++++++--------- docs/index.md | 2 +- 7 files changed, 197 insertions(+), 147 deletions(-) delete mode 100644 docs/LICENSE.md diff --git a/LICENSE.md b/LICENSE.md index 28a9045..7597cbd 100644 --- a/LICENSE.md +++ b/LICENSE.md @@ -1,4 +1,4 @@ -Copyright 2024 The Cedalion Developers +Copyright 2024-2025 The Cedalion Developers Permission is hereby granted, free of charge, to any person obtaining a copy of this software and associated documentation files (the “Software”), to deal in the Software diff --git a/README.md b/README.md index e57a772..369cc7e 100644 --- a/README.md +++ b/README.md @@ -1,58 +1,42 @@ +# Cedalion - fNIRS analysis toolbox + +A python-based framework for the data-driven analysis of multimodal fNIRS and DOT in naturalistic environments. Developed by the [Intelligent Biomedical Sensing (IBS) Lab](https://ibs-lab.com/) with and for the community. +

- +

-# cedalion - fNIRS analysis toolbox - -To avoid misinterpretations and to facilitate studies in naturalistic environments, fNIRS measurements will increasingly be combined with recordings from physiological sensors and other neuroimaging modalities. -The aim of this toolbox is to facilitate this kind of analyses, i.e. it should allow the easy integration of machine learning techniques and provide unsupervised decomposition techniques for -multimodal fNIRS signals. ## Documentation The [documentation](https://doc.ibs.tu-berlin.de/cedalion/doc/dev) contains -[installation instructions](https://doc.ibs.tu-berlin.de/cedalion/doc/dev/getting_started/installation.html) as -well as several [example notebooks](https://doc.ibs.tu-berlin.de/cedalion/doc/dev/examples.html) -that illustrate the functionality of the toolbox. -For discussions and help you can visit the [cedalion forum on openfnirs.org](https://openfnirs.org/community/cedalion/) - - -## Development environment - -To create a conda environment with the necessary dependencies run: - -``` -$ conda env create -n cedalion -f environment_dev.yml -``` - -Afterwards activate the environment and add an editable install of `cedalion` to it: -``` -$ conda activate cedalion -$ pip install -e . -$ bash install_nirfaster.sh CPU # or GPU -``` - -This will also install Jupyter Notebook to run the example notebooks. - -If conda is too slow consider using the faster drop-in replacement [mamba](https://mamba.readthedocs.io/en/latest/). -If you have Miniconda or Anaconda you can install mamba with: -''' -$ conda install mamba -c conda-forge -''' -and then create the environment with -``` -$ mamba env create -n cedalion -f environment_dev.yml -``` -Please note: If this does not socceed there is another route to go: -Install the libmamba solver -''' -$ conda install -n base conda-libmamba-solver -''' -and then build the environment with the --solver=libmamba -``` -$ conda env create -n cedalion -f environment_dev.yml --solver=libmamba -``` +[installation instructions](https://doc.ibs.tu-berlin.de/cedalion/doc/dev/getting_started/installation.html), an [API reference](https://doc.ibs.tu-berlin.de/cedalion/doc/dev/api/modules.html) as +well as many [example notebooks](https://doc.ibs.tu-berlin.de/cedalion/doc/dev/examples.html) that illustrate the functionality of the toolbox. + + + +## Installation + +Please refer to the [installation instructions](https://doc.ibs.tu-berlin.de/cedalion/doc/dev/getting_started/installation.html) in the documentation for installing Cedalion +on you computer. + +To test the [example notebooks](https://doc.ibs.tu-berlin.de/cedalion/doc/dev/examples.html) without installing Cedalion locally, you can also [run the notebooks on Google Colab](https://doc.ibs.tu-berlin.de/cedalion/doc/dev/getting_started/colab_setup.html). + +## Versions +The `main` branch acts as a relase branch, i.e. the latest commit there is the most +current release. Development happens in the `dev` branch. Please refer to the [CHANGELOG](https://doc.ibs.tu-berlin.de/cedalion/doc/dev/CHANGELOG.html) for a release +history and current differences between the `dev` and `main` branches. + + +## Forum + +For discussions and help please visit the [Cedalion forum on openfnirs.org](https://openfnirs.org/community/cedalion/) + ## How to cite Cedalion A paper for the toolbox is currently in the making. If you use this toolbox for a publication in the meantime, please cite us using GitHub's "Cite this repository" feature in the "About" section. If you want to contact us or learn more about the IBS-Lab please go to https://www.ibs-lab.com/ + +## License + +Cedalion is licensed under the MIT license. \ No newline at end of file diff --git a/docs/LICENSE.md b/docs/LICENSE.md deleted file mode 100644 index af3a621..0000000 --- a/docs/LICENSE.md +++ /dev/null @@ -1,20 +0,0 @@ -# License - -Copyright 2024 The Cedalion Developers - -Permission is hereby granted, free of charge, to any person obtaining a copy of this -software and associated documentation files (the “Software”), to deal in the Software -without restriction, including without limitation the rights to use, copy, modify, -merge, publish, distribute, sublicense, and/or sell copies of the Software, and to -permit persons to whom the Software is furnished to do so, subject to the following -conditions: - -The above copyright notice and this permission notice shall be included in all copies or -substantial portions of the Software. - -THE SOFTWARE IS PROVIDED “AS IS”, WITHOUT WARRANTY OF ANY KIND, EXPRESS OR IMPLIED, -INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, FITNESS FOR A PARTICULAR -PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE AUTHORS OR COPYRIGHT HOLDERS BE -LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT -OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR -OTHER DEALINGS IN THE SOFTWARE. diff --git a/docs/conf.py b/docs/conf.py index a030d23..716b4fe 100644 --- a/docs/conf.py +++ b/docs/conf.py @@ -10,8 +10,8 @@ # https://www.sphinx-doc.org/en/master/usage/configuration.html#project-information project = "cedalion" -copyright = "2024, the cedalion developers" -author = "the cedalion developers" +copyright = "2024-2025, the Cedalion developers" +author = "the Cedalion developers" # -- General configuration --------------------------------------------------- # https://www.sphinx-doc.org/en/master/usage/configuration.html#general-configuration diff --git a/docs/getting_started/colab_setup.md b/docs/getting_started/colab_setup.md index 49c2eff..fec5138 100644 --- a/docs/getting_started/colab_setup.md +++ b/docs/getting_started/colab_setup.md @@ -1,11 +1,13 @@ -## Running Notebooks in Google Colab +# Running Notebooks in Google Colab -If you would like to test cedalion before going through the installation process on your local machine, you can run the example notebooks through Google Colab. Note that some cedalion features, such as interactive plotting and visualizations, are currently not working in colab. To use these features, you will need to install cedalion on your local machine. +If you would like to test cedalion before going through the installation process on your local machine, you can run the example notebooks through Google Colab. Note however, that some cedalion features, such as interactive plotting and visualizations, are currently not working in colab. To use these features, you will need to install cedalion on your local machine. -### Setup +## Setup To run a notebook using Google Colab, follow the steps below. Setup should take less than 5 minutes total. -1. Click the link at the top of an example notebook to open it in Google Colab: [![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)]() +1. Click the link at the top right of an example notebook to open it in Google Colab: + + [![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)]() 2. Run the first cell to install the required dependencies. - Optional: set options to specify the branch of cedalion to use (--branch). ![Colab Cell](../img/colab/colab_cell.png) @@ -15,12 +17,35 @@ To run a notebook using Google Colab, follow the steps below. Setup should take 5. Proceed with the rest of the example notebook. -### Using your own data +## Using your own data + +You have two options to use your own data in a colab notebook. + +### 1. Upload data directly to the instance -Follow these steps to use your own data in a colab notebook. - ![File upload](../img/colab/colab_fileupload.jpg) 1. Click the file icon in the left sidebar. 2. Click the upload icon (page with arrow). + ![File upload](../img/colab/colab_fileupload.jpg) 3. Choose the folder/file to upload. 4. Files can now be accessed in the notebook, for example: - ![File access](../img/colab/colab_fileaccess.png) + ```python + import cedalion.io + rec = cedalion.io.read_snirf("uploaded_file.snirf) + ``` + +5. When the instance is destroyed, uploaded and created files are deleted. + + + +### 2. Use Google Drive +During the execution of the first notebook cell a connection was created between +your Google Drive and the instance running the notebook. The drive is mounted +under `/content/drive`. + +1. Copy files to you Google Drive. +2. Files can now be accessed in the notebook, for example: + ```python + import cedalion.io + rec = cedalion.io.read_snirf("/content/drive/path/in/drive/uploaded_file.snirf) + ``` +3. Results saved to Google Drive persist when the instance is destroyed. \ No newline at end of file diff --git a/docs/getting_started/installation.md b/docs/getting_started/installation.md index 710bf8f..36f9f84 100644 --- a/docs/getting_started/installation.md +++ b/docs/getting_started/installation.md @@ -1,103 +1,130 @@ # Installation -Get the latest release of the cedalion toolbox from our public -[github repository](https://github.com/ibs-lab/cedalion). Releases can be found in -the `main` branch of the repository wheras development happens in the `dev` branch. +Installing the Cedalion toolbox on your local machine takes 6 steps, which are summarized +below and then descibed in more detail in the following section. -Cedalion depends on many third-party python libraries. To uniformly provide environments -containing these dependencies across different platforms (Linux, Windows, MacOS) we rely -on the [conda](https://docs.anaconda.com/working-with-conda/packages/install-packages/) -package manager and the [conda-forge](https://conda-forge.org/docs/) package -repository. +## Summary -## Development +1. **Install conda** – Install either Miniconda or Anaconda for environment and package + management. +2. **Get the source code** – Clone the Cedalion GitHub repository. +3. **Select a version** - Use the `main` branch for stable releases or `dev` for the most recent development version. +4. **Create a conda environment** – Create a new conda environment using the provided `environment_dev.yml` file. +5. **Install Cedalion** -- Install Cedalion in editable mode so you can use or modify it directly. +6. **Optional: Install NirFaster** - Install a supplemental package for simulating light + propagation in tissue. -Follow the installation instructions to install the [Miniconda](https://docs.anaconda.com/miniconda/install/) or [Anaconda](https://docs.anaconda.com/anaconda/install/) distribution. +## Step-by-Step Instructions -Clone the git repository to a directory on your machine: +### 1. Install conda -``` -$ git clone git@github.com:ibs-lab/cedalion.git -``` +Cedalion depends on many third-party python libraries. To uniformly provide environments containing these dependencies across different platforms (Linux, Windows, MacOS) we curently rely on the [conda](https://docs.anaconda.com/working-with-conda/packages/install-packages/) package manager and the [conda-forge](https://conda-forge.org/docs/) package repository. -This creates a new directory `cedalion` in your current folder. It checks out the latest -stable release from the `main` branch. If you intend to contribute to cedalion please -check out the `dev` branch. +Install either **Miniconda** or **Anaconda**: -To create a conda environment named `cedalion` with the necessary dependendencies enter -this checked-out directory and run: +- **Miniconda**: A minimal Conda distribution. (Recommended) + - [Miniconda Installation Guide](https://docs.anaconda.com/miniconda/install/) +- **Anaconda**: A larger distribution with many scientific Python packages included. + - [Anaconda Installation Guide](https://docs.anaconda.com/anaconda/install/) -``` -$ conda env create -n cedalion -f environment_dev.yml -``` -Select a descriptive name for the environment. Keep in mind that over time you -may want to have multiple environments in parallel, for example when you are working -on two projects that use different versions of cedalion. A naming scheme that -includes the current date ('cedalion_YYMMDD') is practical but you are free to choose -whatever works best for you. +### 2. Get the source code -Afterwards activate the environment and add an editable install of `cedalion` to it: -``` -$ conda activate cedalion -$ pip install -e . --no-deps +The source code of the Cedalion toolbox is hosted on our public +[git repository](https://github.com/ibs-lab/cedalion). By following this guide, you will clone the public repository to your local machine. This clone contains the complete developement history and maintains a connection to the public repository. This way you can switch between version, pull updates and contribute changes back. + +Open a terminal, navigate to the directory where you want the local repository to be stored, and run the clone command. This will create a new folder named `cedalion` in that location. + +(The `$` sign represents the terminal prompt and should not be copied. The `#` signs +indicate comments. Placeholders are written as `` and should be replaced by +the user.) + +```bash +$ cd /path/to/install_directory + +# for read-write access with a GitHub account: +$ git clone git@github.com:ibs-lab/cedalion.git + +# alternatively for read-only access without a GitHub account: +$ git clone https://github.com/ibs-lab/cedalion.git ``` -This will also install Jupyter Notebook to run the example notebooks. +Alternatively, if you prefer using the **GitHub Desktop** application, please refer to its [documentation on cloning repositories](https://docs.github.com/en/desktop/adding-and-cloning-repositories/cloning-and-forking-repositories-from-github-desktop). + + +### 3. Select a version +Select the desired version by choosing the appropriate branch in your local repository. -```{admonition} If it's slow... -:class: tip +- The `main` branch serves as the release branch. Its latest commit always represents + the most recent stable release. As the default branch, `main` is checked out + when the repository is cloned. +- Older releases on `main` are marked with tags such as `v25.0.0`. +- The `dev` branch contains the latest development version. -To create the environment conda needs to find a set of packages that fulfills all -requirements. If conda needs too much time to find a solution, there are two ways to -speed it up. +For a complete release history and details on differences between `dev` and `main`, see the [CHANGELOG](../CHANGELOG.md). -1. Make sure that you are using a recent version of conda (> 23.10) that uses -[libmamba-solver](https://conda.github.io/conda-libmamba-solver/user-guide/) to resolve dependcies. (***recommended***) +```bash +$ cd /path/to/install_directory/cedalion -2. Install [mamba](https://mamba.readthedocs.io/en/latest/installation/mamba-installation.html), -a drop-in replacement for conda. +# switch between branches +$ git switch + +# select specific versions +$ git switch -d ``` -## Development using Hatch +Alternatively, if you prefer using the **GitHub Desktop** application, please refer to its [documentation on switching between branches](https://docs.github.com/en/desktop/making-changes-in-a-branch/managing-branches-in-github-desktop#switching-between-branches). -Alternatively, there is preliminary support for using the Python project manager [Hatch](https://hatch.pypa.io/latest/). Hatch helps with the handling of the python environments and -offers a simple interface to perform common tasks. -As a tool to manage cedalion's environment, hatch and its dependencies must be [installed](https://hatch.pypa.io/1.13/install/) in a separate environment, like for example the `base` environment of a Miniconda/Anaconda installation or using [pipx](https://pipx.pypa.io/latest/): +### 4. Create a conda environment -``` -$ pipx install hatch -$ pipx inject hatch hatch-vcs hatch-conda hatchling +Next, create a [conda environment](https://docs.conda.io/projects/conda/en/stable/user-guide/concepts/environments.html) with all required dependendencies: + +```bash +$ conda env create -n -f environment_dev.yml ``` -Then clone cedalion's git repository and change to the checked-out directory: +Choose a descriptive name for the environment. Since you may need multiple environments over time (e.g., for projects using different Cedalion versions), a naming convention like `cedalion_YYMMDD` can be helpful, but feel free to use any scheme that works for you. -``` -$ git clone git@github.com:ibs-lab/cedalion.git -$ cd cedalion -``` -To create the environment run and install `cedalion` in editable mode run: -``` -$ hatch env create -``` +### 5. Install Cedalion -To run the tests call: -``` -$ hatch test -``` +Activate the new environment and install Cedalion in editable mode so you can +use it and easily modify its functionality if needed. -To locally build the documenation run: +```bash +$ conda activate +$ pip install -e . --no-deps ``` -$ hatch run build_docs + +### 6. Optional: Install nirfaster-uFF + +Cedalion supports two photon propagators to simulate light transport in tissue: [pmcx](https://mcx.space/) and [NIRFASTER-uFF](https://github.com/milabuob/nirfaster-FF). pmcx +is installed by default but it requires a GPU with CUDA support. NIRFASTER-uFF runs also +on the CPU and can be installed by running: + +```bash +$ bash install_nirfaster.sh CPU # or GPU ``` -## Production -The same procedure as above applies. However, make sure to use a released version -from the main branch. + +## Using the environment + +To use your Cedalion installation, first activate the environment and then execute +python programs using Cedalion within that environment. + +For example, to run jupyter notebook: + +```bash +$ conda activate +$ jupyter notebook +``` + +Alternatively, integrated development environments (IDEs) like **VSCode** have builtin +support for [managing environments](https://code.visualstudio.com/docs/python/environments) and +[working with Jupyter notebooks](https://code.visualstudio.com/docs/datascience/jupyter-notebooks). Make sure that you select the correct environment and Jupyter kernel. ## Updating @@ -121,9 +148,10 @@ $ conda activate cedalion_v25.1.0 $ pip install -e . --no-deps ``` -Switching between the different cedalion versions is then possible by activating the +Switching between different cedalion versions is then possible by activating the corresponding environment. + ### During development Cedalion's development happens in the dev branch. The cloned git repository contains the @@ -132,10 +160,43 @@ GitHub. By pulling the recent changes from there or by checking out a commit fro the cedalion directory can be brought to any desired version. The conda environment will then use the checked out version. -Keep in mind that the cedalion's dependencies changed over time. When pulling recent +Keep in mind that cedalion's dependencies changed over time. When pulling recent changes from dev you might need to update or recreate the environment. +## Development using Hatch + +Alternatively, there is preliminary support for using the Python project manager [Hatch](https://hatch.pypa.io/latest/). Hatch helps with the handling of the python environments and +offers a simple interface to perform common tasks. + +As a tool to manage cedalion's environment, hatch and its dependencies must be [installed](https://hatch.pypa.io/1.13/install/) in a separate environment, like for example the `base` environment of a Miniconda/Anaconda installation or using [pipx](https://pipx.pypa.io/latest/): + +``` +$ pipx install hatch +$ pipx inject hatch hatch-vcs hatch-conda hatchling +``` + +Then clone cedalion's git repository and change to the checked-out directory: + +``` +$ git clone git@github.com:ibs-lab/cedalion.git +$ cd cedalion +``` + +To create the environment run and install `cedalion` in editable mode run: +``` +$ hatch env create +``` + +To run the tests call: +``` +$ hatch test +``` + +To locally build the documenation run: +``` +$ hatch run build_docs +``` ## Container Environments diff --git a/docs/index.md b/docs/index.md index 936ebff..264421e 100644 --- a/docs/index.md +++ b/docs/index.md @@ -15,7 +15,7 @@ getting_started/index.md data_structures/index.md community/index.md -LICENSE.md +../LICENSE.md ``` ```{toctree} From 9ea01e76acf6e8d2bc717ef30c532386ed51bd30 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Mon, 15 Sep 2025 06:49:34 +0200 Subject: [PATCH 38/56] revised test_installation notebook --- docs/getting_started/colab_setup.md | 2 +- .../00_test_installation.ipynb | 33 +++---------------- 2 files changed, 6 insertions(+), 29 deletions(-) diff --git a/docs/getting_started/colab_setup.md b/docs/getting_started/colab_setup.md index fec5138..cf9fb72 100644 --- a/docs/getting_started/colab_setup.md +++ b/docs/getting_started/colab_setup.md @@ -38,7 +38,7 @@ You have two options to use your own data in a colab notebook. ### 2. Use Google Drive -During the execution of the first notebook cell a connection was created between +During the execution of the first notebook cell, a connection was created between your Google Drive and the instance running the notebook. The drive is mounted under `/content/drive`. diff --git a/examples/getting_started_io/00_test_installation.ipynb b/examples/getting_started_io/00_test_installation.ipynb index 71b46a6..cc9c56e 100644 --- a/examples/getting_started_io/00_test_installation.ipynb +++ b/examples/getting_started_io/00_test_installation.ipynb @@ -4,34 +4,11 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# This Notebook tests whether your cedalion installation is working\n", + "# This notebook tests whether your cedalion installation is working\n", "\n", "Everything that is specific to the installation of Cedalion can be found on our documentation page: https://doc.ibs.tu-berlin.de/cedalion/doc/dev\n", "\n", - "It is assumed that you already followed the steps below: \n", - "- Have the conda package manager installed, either by installing [Anaconda or Miniconda](https://docs.anaconda.com/distro-or-miniconda/). \n", - "- Clone the Cedalion repository from github to your local disk. The main branch is the release branch.\n", - "- In your IDE, switch to the Cedalion folder as your local working folder or “add to path”.\n", - "- In its Python terminal create a conda environment with the necessary dependencies by running: \n", - "```\n", - "$ conda env create -n cedalion -f environment_dev.yml\n", - "```\n", - "- This installs all relevant dependencies and creates an environment in which you can run the toolbox. It also includes Jupyter Notebook to run the example notebooks.\n", - "- Afterwards activate the environment and add an editable install of Cedalion to it:\n", - "\n", - "```\n", - "$ conda activate cedalion\n", - "$ pip install -e .\n", - "```\n", - "\n", - " \n", - "If creating the environment is slow:\n", - "- To create the environment conda needs to find a set of packages that fulfills all requirements. If conda needs too much time to find a solution, there are two ways to speed it up.\n", - "- Install [libmamba-solver](https://conda.github.io/conda-libmamba-solver/user-guide/) and configure conda to use it. (recommended )\n", - "- If you have a recent conda version (23.10 or later), libmamba is already preconfigured. Otherwise update:\n", - "```\n", - "$ conda update -n base conda\n", - "```" + "It is assumed that you already followed the [installation instructions](https://doc.ibs.tu-berlin.de/cedalion/doc/dev/getting_started/installation.html)." ] }, { @@ -55,7 +32,7 @@ "metadata": {}, "source": [ "## Import Cedalion Dependencies\n", - "If you get an error here, revisit the setup above." + "If you get an error here, revisit the installation instructions." ] }, { @@ -172,7 +149,7 @@ ], "metadata": { "kernelspec": { - "display_name": "cedalion_default_3.11", + "display_name": "cedalion_v25.1.0", "language": "python", "name": "python3" }, @@ -186,7 +163,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.8" + "version": "3.11.13" } }, "nbformat": 4, From bd093d4582f004d81b0f67ea9fa49939a83c44cd Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Mon, 15 Sep 2025 13:44:47 +0200 Subject: [PATCH 39/56] link to examples/00_test_installation.ipynb in installation instructions --- docs/getting_started/installation.md | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/docs/getting_started/installation.md b/docs/getting_started/installation.md index 36f9f84..11b902f 100644 --- a/docs/getting_started/installation.md +++ b/docs/getting_started/installation.md @@ -108,8 +108,6 @@ on the CPU and can be installed by running: $ bash install_nirfaster.sh CPU # or GPU ``` - - ## Using the environment To use your Cedalion installation, first activate the environment and then execute @@ -122,6 +120,8 @@ $ conda activate $ jupyter notebook ``` +To test your installation, you can use the example notebook [examples/00_test_installation.ipynb](../examples/getting_started_io/00_test_installation.ipynb). + Alternatively, integrated development environments (IDEs) like **VSCode** have builtin support for [managing environments](https://code.visualstudio.com/docs/python/environments) and [working with Jupyter notebooks](https://code.visualstudio.com/docs/datascience/jupyter-notebooks). Make sure that you select the correct environment and Jupyter kernel. From 2682a1effe84e39939f6430c0a5f2a9b0e5787f8 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Wed, 17 Sep 2025 23:36:09 +0200 Subject: [PATCH 40/56] several changes on example notebooks --- docs/examples/Makefile | 2 + .../13_data_structures_intro.ipynb | 8 +- ...50_finger_tapping_lda_classification.ipynb | 134 ++- examples/modeling/36_glm_workshop.ipynb | 922 ++++++++++++++++++ .../25_intro_quality_workshop.ipynb | 632 ++++++++++++ src/cedalion/models/glm/__init__.py | 2 +- src/cedalion/models/glm/design_matrix.py | 91 +- src/cedalion/models/glm/solve.py | 50 + 8 files changed, 1798 insertions(+), 43 deletions(-) create mode 100644 examples/modeling/36_glm_workshop.ipynb create mode 100644 examples/signal_quality/25_intro_quality_workshop.ipynb diff --git a/docs/examples/Makefile b/docs/examples/Makefile index 6349853..183549b 100644 --- a/docs/examples/Makefile +++ b/docs/examples/Makefile @@ -10,10 +10,12 @@ EXAMPLE_NOTEBOOKS = getting_started_io/00_test_installation.ipynb \ modeling/32_glm_fingertapping_example.ipynb \ modeling/33_glm_illustrative_example.ipynb \ modeling/35_statsmodels_overview.ipynb \ + modeling/36_glm_workshop.ipynb \ signal_quality/20_scalp_coupling_index.ipynb \ signal_quality/21_data_quality_and_pruning.ipynb \ signal_quality/22_motion_artefacts_and_correction.ipynb \ signal_quality/24_downweighting_noisy_channels.ipynb \ + signal_quality/25_intro_quality_workshop.ipynb \ head_models/40_image_reconstruction.ipynb \ head_models/41_photogrammetric_optode_coregistration.ipynb \ head_models/42_1010_system.ipynb \ diff --git a/examples/getting_started_io/13_data_structures_intro.ipynb b/examples/getting_started_io/13_data_structures_intro.ipynb index aa10a84..1ae4103 100644 --- a/examples/getting_started_io/13_data_structures_intro.ipynb +++ b/examples/getting_started_io/13_data_structures_intro.ipynb @@ -147,8 +147,8 @@ "| geo3d | 3D probe geometry | \n", "| geo2d | 2D probe geometry | \n", "| stim | dataframe with stimulus information |\n", - "| aux_tx | dictionary of auxiliary time series objects |\n", - "| aux_tx | dictionary for any other auxiliary objects |\n", + "| aux_ts | dictionary of auxiliary time series objects |\n", + "| aux_obj | dictionary for any other auxiliary objects |\n", "| head_model | voxel image, cortex and scalp surfaces |\n", "| meta_data | dictionary for meta data |\n", "\n", @@ -238,7 +238,7 @@ "## Time Series\n", "\n", "
\n", - "\n", + "\n", "
\n", "\n", "- mulitvariate time series are stored in `xarray.DataArrays`\n", @@ -441,7 +441,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.8" + "version": "3.11.13" } }, "nbformat": 4, diff --git a/examples/machine_learning/50_finger_tapping_lda_classification.ipynb b/examples/machine_learning/50_finger_tapping_lda_classification.ipynb index 18d3f73..d5bd528 100644 --- a/examples/machine_learning/50_finger_tapping_lda_classification.ipynb +++ b/examples/machine_learning/50_finger_tapping_lda_classification.ipynb @@ -37,6 +37,7 @@ "import cedalion.nirs\n", "from cedalion.datasets import get_multisubject_fingertapping_snirf_paths\n", "import cedalion.sigproc.quality as quality\n", + "from cedalion.sigproc.frequency import freq_filter\n", "import cedalion.plots as plots\n", "import numpy as np\n", "import xarray as xr\n", @@ -57,7 +58,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "### Loading raw CW-NIRS data from a SNIRF file\n", + "## Loading raw CW-NIRS data from SNIRF files\n", "\n", "This notebook uses a finger-tapping dataset in BIDS layout provided by [Rob Luke](https://github.com/rob-luke/BIDS-NIRS-Tapping). It can can be downloaded via `cedalion.datasets`." ] @@ -83,7 +84,6 @@ "for subject, fname in zip(subjects, fnames):\n", " records = cedalion.io.read_snirf(fname)\n", " rec = records[0]\n", - " display(rec)\n", "\n", " # Cedalion registers an accessor (attribute .cd ) on pandas DataFrames.\n", " # Use this to rename trial_types inplace.\n", @@ -97,26 +97,33 @@ " coords={\"wavelength\": rec[\"amp\"].wavelength},\n", " )\n", "\n", - " rec[\"od\"] = -np.log(rec[\"amp\"] / rec[\"amp\"].mean(\"time\")),\n", - " rec[\"conc\"] = cedalion.nirs.beer_lambert(rec[\"amp\"], rec.geo3d, dpf)\n", + " rec[\"od\"] = cedalion.nirs.int2od(rec[\"amp\"])\n", + " rec[\"conc\"] = cedalion.nirs.od2conc(rec[\"amp\"], rec.geo3d, dpf)\n", + "\n", + " display(subject, rec)\n", "\n", " data[subject] = rec" ] }, { - "cell_type": "markdown", + "cell_type": "code", + "execution_count": null, "metadata": {}, + "outputs": [], "source": [ - "Illustrate the dataset of one subject" + "display(\n", + " data[\"sub-01\"]\n", + " .stim.groupby(\"trial_type\")[[\"trial_type\"]]\n", + " .count()\n", + " .rename({\"trial_type\": \"# trials\"}, axis=1) # rename column\n", + ")\n" ] }, { - "cell_type": "code", - "execution_count": null, + "cell_type": "markdown", "metadata": {}, - "outputs": [], "source": [ - "display(data[\"sub-01\"])" + "## Preprocessing" ] }, { @@ -135,25 +142,45 @@ "for subject, rec in data.items():\n", " # cedalion registers the accessor .cd on DataArrays\n", " # to provide common functionality like frequency filters...\n", - " rec[\"conc_freqfilt\"] = rec[\"conc\"].cd.freq_filter(\n", - " fmin=0.01, fmax=0.5, butter_order=4\n", + " rec[\"conc_freqfilt\"] = freq_filter(\n", + " rec[\"conc\"], fmin=0.01 * units.Hz, fmax=0.5 * units.Hz\n", " )\n", "\n", - " # ... or epoch splitting\n", + " # cedalion registers the accessor .cd on DataArrays\n", + " # to provide common functionality like splitting time series into epochs\n", + "\n", " rec[\"cfepochs\"] = rec[\"conc_freqfilt\"].cd.to_epochs(\n", " rec.stim, # stimulus dataframe\n", - " [\"Tapping/Left\", \"Tapping/Right\"], # select events\n", + " [\"Tapping/Left\", \"Tapping/Right\"], # select trials\n", " before=5 * units.s, # seconds before stimulus\n", " after=20 * units.s, # seconds after stimulus\n", " )" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Show the time series before and after `to_epochs`:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "display(data[\"sub-01\"][\"conc_freqfilt\"])\n", + "display(data[\"sub-01\"][\"cfepochs\"])" + ] + }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Plot frequency filtered data\n", - "Illustrate for a single subject and channel the effect of the bandpass filter." + "Illustrate for a single subject and channel the effect of the bandpass filter.\n", + "The lowpass remove the cardiac component. The highpass removed slow drift and the DC offset." ] }, { @@ -180,7 +207,7 @@ " \"b-\",\n", " label=\"HbR\",\n", ")\n", - "ax[0].set_xlim(1000, 1100)\n", + "ax[0].set_xlim(1000, 1040)\n", "ax[1].set_xlabel(\"time / s\")\n", "ax[0].set_ylabel(\"$\\Delta c$ / $\\mu M$\")\n", "ax[1].set_ylabel(\"$\\Delta c$ / $\\mu M$\")\n", @@ -192,7 +219,9 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "### Baseline removal" + "### Baseline removal\n", + "\n", + "Calculate a baseline by averaging all samples before the stimulus onset (`reltime < 0`>) and subtract it:" ] }, { @@ -281,9 +310,16 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## Training a LDA classifier with Scikit-Learn\n", + "## LDA classification with Scikit-Learn\n", + "\n", "### Feature Extraction\n", - "We use very simple min, max and avg features." + "We define simple features to characterize an epoch: the minimium, maximum and average concentration.\n", + "\n", + "All of these are calculated in time windows after stimulus onset, for each channel and chromophore.\n", + "\n", + "The features are calculated from the blockaveraged concentration time series. The layout of the resulting\n", + "array is adjusted to match the layout scikit-learn expects.\n", + " " ] }, { @@ -300,12 +336,20 @@ " fmin = rec[\"cfbl_epochs\"].sel(reltime=slice(0, 15)).min(\"reltime\")\n", " # max signal between 0 and 15 seconds after stimulus onset\n", " fmax = rec[\"cfbl_epochs\"].sel(reltime=slice(0, 15)).max(\"reltime\")\n", - " \n", - " # concatenate features and stack them into a single dimension\n", - " X = xr.concat([fmean, fmin, fmax], dim=\"reltime\")\n", - " X = X.stack(features=[\"chromo\", \"channel\", \"reltime\"])\n", "\n", - " # strip units. sklearn would strip them anyway and issue a warning about it.\n", + " # concatenate features and stack them into a new dimension ('feature')\n", + " # X will have shape (feature, epoch, chromo, channel)\n", + " X = xr.concat([fmean, fmin, fmax], dim=\"feature\")\n", + " X = X.assign_coords({\"feature\" : [\"mean\", \"min\", \"max\"]})\n", + " display(X)\n", + "\n", + " # afterwards stack the 3 per channel and chromo features together into a new\n", + " # dimension ('features')\n", + " X = X.stack(features=[\"chromo\", \"channel\", \"feature\"])\n", + "\n", + " #X = X.drop_vars(\"features_tmp\") # coordinate created by concat. not needed\n", + "\n", + " # strip units. sklearn would strip them anyway but issue a warning about it.\n", " X = X.pint.dequantify()\n", "\n", " # need to manually tell xarray to create an index for trial_type\n", @@ -315,6 +359,19 @@ " rec.aux_obj[\"X\"] = X" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The arrays 'X' have now the layout that scikit-learn expects: (#samples, #features).\n", + "\n", + "Features in columns can still be identified via their corresponding coordinates.\n", + "\n", + "Epochs in rows have the `trial_type` coorindate to distinguish different epochs. \n", + "\n", + "Further coordinates can be added as needed (e.g. the subject when epochs from different subjects are pooled)" + ] + }, { "cell_type": "code", "execution_count": null, @@ -330,11 +387,13 @@ "metadata": {}, "outputs": [], "source": [ - "# Encode labels for use in scikit-learn\n", + "# Encode trial_type into 0,1 labels for use in scikit-learn\n", + "# LabelEncoder returns a numpy array. Use apply_ufunc to wrap the result into a xr.DataArray\n", + "\n", "for subject, rec in data.items():\n", " rec.aux_obj[\"y\"] = xr.apply_ufunc(LabelEncoder().fit_transform, rec.aux_obj[\"X\"].trial_type)\n", "\n", - "display(data[\"sub-01\"].aux_obj[\"y\"]) " + "display(data[\"sub-01\"].aux_obj[\"y\"])" ] }, { @@ -357,26 +416,29 @@ "roc_auc = {}\n", "\n", "for subject, rec in data.items():\n", - "\n", " X = rec.aux_obj[\"X\"]\n", " y = rec.aux_obj[\"y\"]\n", + "\n", " classifier = LinearDiscriminantAnalysis(n_components=1)\n", - " \n", + "\n", " # Define the cross-validation strategy (e.g., stratified k-fold with 5 folds)\n", " cv = StratifiedKFold(n_splits=5)\n", - " \n", + "\n", " # Perform cross-validation and get accuracy scores\n", - " scores[subject] = cross_val_score(classifier, X, y, cv=cv, scoring='accuracy')\n", + " scores[subject] = cross_val_score(classifier, X, y, cv=cv, scoring=\"accuracy\")\n", + "\n", " # Get predicted probabilities using cross-validation\n", - " pred_prob = cross_val_predict(classifier, X, y, cv=cv, method='predict_proba')[:, 1]\n", - " \n", + " pred_prob = cross_val_predict(classifier, X, y, cv=cv, method=\"predict_proba\")[:, 1]\n", + "\n", + "\n", " # Calculate ROC curve and AUC\n", " fpr[subject], tpr[subject], thresholds = roc_curve(y, pred_prob)\n", " roc_auc[subject] = auc(fpr[subject], tpr[subject])\n", - " \n", "\n", " # Print the mean accuracy across folds\n", - " print(f\"Cross-validated accuracy for subject {subject}: {scores[subject].mean():.2f}\")\n", + " print(\n", + " f\"Cross-validated accuracy for subject {subject}: {scores[subject].mean():.2f}+-{scores[subject].std():.4f}\"\n", + " )\n", "\n", "# barplot of accuracies\n", "f, ax = p.subplots()\n", @@ -422,7 +484,7 @@ ], "metadata": { "kernelspec": { - "display_name": "cedalion_240924", + "display_name": "cedalion_v25.1.0", "language": "python", "name": "python3" }, @@ -436,7 +498,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.8" + "version": "3.11.13" } }, "nbformat": 4, diff --git a/examples/modeling/36_glm_workshop.ipynb b/examples/modeling/36_glm_workshop.ipynb new file mode 100644 index 0000000..e179d28 --- /dev/null +++ b/examples/modeling/36_glm_workshop.ipynb @@ -0,0 +1,922 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "0", + "metadata": {}, + "source": [ + "# Fitting a GLM to the fingertappingDOT dataset" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1", + "metadata": {}, + "outputs": [], + "source": [ + "import cedalion\n", + "import cedalion.sigproc.quality as quality\n", + "import cedalion.sigproc.motion_correct as motion_correct\n", + "import cedalion.sigproc.physio as physio\n", + "\n", + "\n", + "from cedalion import units\n", + "import cedalion.xrutils as xrutils\n", + "import cedalion.models.glm as glm\n", + "import cedalion.datasets\n", + "\n", + "import cedalion.plots\n", + "from cedalion.plots import segmented_cmap\n", + "\n", + "from pathlib import Path\n", + "import numpy as np\n", + "import xarray as xr\n", + "\n", + "import matplotlib.pyplot as p\n", + "from statsmodels.stats.multitest import multipletests\n", + "\n", + "xr.set_options(display_expand_data=False)\n", + "xrutils.unit_stripping_is_error()\n", + "\n", + "%load_ext autoreload\n", + "%autoreload 2\n" + ] + }, + { + "cell_type": "markdown", + "id": "2", + "metadata": {}, + "source": [ + "## Load Data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3", + "metadata": {}, + "outputs": [], + "source": [ + "rec = cedalion.datasets.get_fingertappingDOT()\n", + "\n", + "# assign better trial_type labels\n", + "rec.stim.cd.rename_events(\n", + " {\n", + " \"1\": \"Control\",\n", + " \"2\": \"FTapping/Left\",\n", + " \"3\": \"FTapping/Right\",\n", + " \"4\": \"BallSqueezing/Left\",\n", + " \"5\": \"BallSqueezing/Right\",\n", + " }\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4", + "metadata": {}, + "outputs": [], + "source": [ + "# count trials\n", + "rec.stim.groupby(\"trial_type\")[[\"trial_type\"]].count().rename(\n", + " {\"trial_type\": \"# trials\"},\n", + " axis=1,\n", + ")\n" + ] + }, + { + "cell_type": "markdown", + "id": "5", + "metadata": {}, + "source": [ + "## Trim dataset\n", + "\n", + "Reduce the lenght of the dataset to about 5 minutes. This keeps computing times low for presentation and maintains 3 trials for each condition.\n", + "Also ignore the BallSqueezing conditions." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "tmin = 5\n", + "tmax = 315\n", + "\n", + "rec.stim = rec.stim[\n", + " (tmin <= rec.stim.onset)\n", + " & (rec.stim.onset <= tmax)\n", + " & (rec.stim.trial_type.isin([\"Control\", \"FTapping/Left\", \"FTapping/Right\"]))\n", + "]\n", + "rec[\"amp_cropped\"] = rec[\"amp\"].sel(time=slice(tmin,tmax))\n", + "\n", + "# count trials\n", + "rec.stim.groupby(\"trial_type\")[[\"trial_type\"]].count().rename(\n", + " {\"trial_type\": \"# trials\"},\n", + " axis=1,\n", + ")\n" + ] + }, + { + "cell_type": "markdown", + "id": "7", + "metadata": {}, + "source": [ + "## Preprocessing \n", + "\n", + "- apply TDDR and wavelet corrections\n", + "- remove two known bad channels\n", + "- transform to concentrations\n", + "- apply a frequency filter" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8", + "metadata": {}, + "outputs": [], + "source": [ + "rec[\"od\"] = cedalion.nirs.int2od(rec[\"amp_cropped\"])\n", + "rec[\"od_tddr\"] = motion_correct.tddr(rec[\"od\"])\n", + "rec[\"od_wavelet\"] = motion_correct.wavelet(rec[\"od_tddr\"])\n", + "\n", + "bad_channels = ['S13D26', 'S14D28']\n", + "\n", + "rec[\"od_clean\"] = rec[\"od_wavelet\"].sel(channel=~rec[\"od\"].channel.isin(bad_channels))\n", + "\n", + "# differential pathlength factors\n", + "dpf = xr.DataArray(\n", + " [6, 6],\n", + " dims=\"wavelength\",\n", + " coords={\"wavelength\": rec[\"amp\"].wavelength},\n", + ")\n", + "\n", + "rec[\"conc\"] = cedalion.nirs.od2conc(rec[\"od_clean\"], rec.geo3d, dpf, spectrum=\"prahl\")\n", + "\n", + "# Here we use a lowpass-filter to remove the cardiac component. \n", + "# Drift will be modeled in the design matrix.\n", + "\n", + "fmin = 0 * units.Hz\n", + "fmax = 0.5 * units.Hz\n", + "\n", + "rec[\"conc_filtered\"] = cedalion.sigproc.frequency.freq_filter(rec[\"conc\"], fmin, fmax)\n", + "\n", + "TS_NAME = \"conc_filtered\"" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9", + "metadata": {}, + "outputs": [], + "source": [ + "display(rec[TS_NAME])" + ] + }, + { + "cell_type": "markdown", + "id": "10", + "metadata": {}, + "source": [ + "## Montage and Channel Distances" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "11", + "metadata": {}, + "outputs": [], + "source": [ + "cedalion.plots.plot_montage3D(rec[\"amp\"], rec.geo3d)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "12", + "metadata": {}, + "outputs": [], + "source": [ + "distances = cedalion.nirs.channel_distances(rec[\"amp\"], rec.geo3d)\n", + "\n", + "p.figure(figsize=(8,4))\n", + "p.hist(distances, 40)\n", + "p.axvline(22.5, c=\"r\", ls=\"--\")\n", + "p.xlabel(\"channel distance / mm\")\n", + "p.ylabel(\"channel count\");" + ] + }, + { + "cell_type": "markdown", + "id": "13", + "metadata": {}, + "source": [ + "The montage has longer (3-3.5cm) and shorter (~1.7-2.2cm) distance channels. Define a cut-off at 22.5 mm to define long and short channels." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "14", + "metadata": {}, + "outputs": [], + "source": [ + "rec[\"ts_long\"], rec[\"ts_short\"] = cedalion.nirs.split_long_short_channels(\n", + " rec[TS_NAME], rec.geo3d, distance_threshold=22.5 * units.mm\n", + ")\n", + "\n", + "display(rec[\"ts_long\"])\n", + "display(rec[\"ts_short\"])" + ] + }, + { + "cell_type": "markdown", + "id": "15", + "metadata": {}, + "source": [ + "## Fitting a General Linear Model " + ] + }, + { + "cell_type": "markdown", + "id": "16", + "metadata": {}, + "source": [ + "### Building the Design Matrix\n", + "\n", + "Here we model the HRF with Gaussian kernels. For more modelling choices please refer to the [GLM basis functions notebook](./31_glm_basis_functions.ipynb)." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "17", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "gaussian_kernels = glm.basis_functions.GaussianKernels(\n", + " t_pre=2 * units.s,\n", + " t_post=15 * units.s,\n", + " t_delta=1.5 * units.s,\n", + " t_std=2 * units.s,\n", + ")\n", + "\n", + "hrf_basis = gaussian_kernels(rec[\"ts_long\"])\n", + "for i in range(hrf_basis.sizes[\"component\"]):\n", + " p.plot(hrf_basis.time, hrf_basis[:,i])\n", + " p.xlabel(\"relative time / s\")\n", + "p.axvline(0, c=\"k\")\n" + ] + }, + { + "cell_type": "markdown", + "id": "18", + "metadata": {}, + "source": [ + "Create design matrix from hrf, short channel and drift regressors.\n", + "\n", + "When fitting a GLM to fNIRS data, there are regressors that apply to all channels. Other regressors differ between channel. For example, if one chooses for each channel the closest nearby short-channel to model superficial components, then this regressor differs between channels.\n", + "\n", + "Consequently, the design matrix has two parts: common regressors and channel-wise regressors. \n", + "\n", + "In this example, all short channels are averaged to form a global (mostly) superficial component. The design matrix has only common regressors." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "19", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "dms = (\n", + " glm.design_matrix.hrf_regressors(\n", + " rec[\"ts_long\"],\n", + " rec.stim,\n", + " gaussian_kernels,\n", + " )\n", + " & glm.design_matrix.drift_cosine_regressors(rec[TS_NAME], fmax=0.02 * units.Hz)\n", + " & glm.design_matrix.average_short_channel_regressor(rec[\"ts_short\"])\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "20", + "metadata": {}, + "outputs": [], + "source": [ + "display(dms)\n", + "display(dms.common)\n", + "display(dms.channel_wise)" + ] + }, + { + "cell_type": "markdown", + "id": "21", + "metadata": {}, + "source": [ + "### Visualize the design matrix" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "22", + "metadata": {}, + "outputs": [], + "source": [ + "# select common regressors\n", + "dm = dms.common\n", + "display(dm)\n", + "\n", + "# using xr.DataArray.plot\n", + "f, ax = p.subplots(1,1,figsize=(12,10))\n", + "dm.sel(chromo=\"HbO\", time=dm.time < 600).T.plot()\n", + "p.title(\"Shared Regressors\")\n", + "#p.xticks(rotation=90)\n", + "p.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "23", + "metadata": {}, + "outputs": [], + "source": [ + "# line plots of all regressors\n", + "f, ax = p.subplots(2,1,sharex=True, figsize=(12,6))\n", + "\n", + "ch = \"S5D6\"\n", + "\n", + "for i, chromo in enumerate([\"HbO\", \"HbR\"]):\n", + " for reg in dm.regressor.values:\n", + " label = reg if i == 0 else None\n", + " ax[i].plot(dm.time, dm.sel(chromo=chromo, regressor=reg), label=label)\n", + "\n", + " for cwr in dms.channel_wise:\n", + " for reg in cwr.regressor.values:\n", + " label = reg if i == 0 else None\n", + " ax[i].plot(cwr.time, cwr.sel(chromo=chromo, regressor=reg, channel=ch), label=label)\n", + "\n", + " cedalion.plots.plot_stim_markers(ax[i], rec.stim, y=1)\n", + " ax[i].grid()\n", + " ax[i].set_title(chromo)\n", + " ax[i].set_ylim(-1.5,1.5)\n", + "f.suptitle(\"All Regressors for Channel \" + ch)\n", + "\n", + "f.legend(ncol=5, loc=\"upper center\", bbox_to_anchor=(0.5, 0))\n", + "ax[0].set_xlim(0,240);\n", + "ax[1].set_xlabel(\"time / s\");\n", + "f.set_tight_layout(True)" + ] + }, + { + "cell_type": "markdown", + "id": "24", + "metadata": {}, + "source": [ + "### Fitting the Model\n", + "\n", + " Choose between `noise_model='ols'` and `noise_model='ar_irls'`. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "25", + "metadata": {}, + "outputs": [], + "source": [ + "#results = glm.fit(rec[\"ts_long\"], dms, noise_model=\"ols\", max_jobs=-1)\n", + "results = glm.fit(rec[\"ts_long\"], dms, noise_model=\"ar_irls\", max_jobs=-1)\n", + "\n", + "display(results)" + ] + }, + { + "cell_type": "markdown", + "id": "26", + "metadata": {}, + "source": [ + "### Inspecting Fit Results\n", + "\n", + "The result of the fit is an array of statsmodels result objects. Each contains the fitted parameters and other functionality to inspect fit parameter uncertainty or to perform hypothesis tests.\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "27", + "metadata": {}, + "outputs": [], + "source": [ + "results[0,0].item().params" + ] + }, + { + "cell_type": "markdown", + "id": "28", + "metadata": {}, + "source": [ + "- separating drift / background regressors and signal\n", + "- plotting to show model-data fit" + ] + }, + { + "cell_type": "markdown", + "id": "29", + "metadata": {}, + "source": [ + "Cedalion provides the `.sm` accessor on arrays of result objects to make accessing the statsmodels functionality easier." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "30", + "metadata": {}, + "outputs": [], + "source": [ + "display(results.sm.params)" + ] + }, + { + "cell_type": "markdown", + "id": "31", + "metadata": {}, + "source": [ + "The `glm.predict` function takes the original time series, the design matrix and the fitted parameters. Using these it predicts the sum of all regressors scaled with the best fitted parameters.\n", + "\n", + "When only a subset of the fitted parameters is provided, only those regressors are considered. This allows to predict the signal or background components separately." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "32", + "metadata": {}, + "outputs": [], + "source": [ + "predicted = glm.predict(rec[\"ts_long\"], results.sm.params, dms)\n", + "\n", + "predicted_background = glm.predict(\n", + " rec[\"ts_long\"],\n", + " results.sm.params.sel(\n", + " regressor=results.sm.params.regressor.str.startswith(\"Drift\")\n", + " | results.sm.params.regressor.str.startswith(\"short\")\n", + " ),\n", + " dms,\n", + ")\n", + "predicted_signal = glm.predict(\n", + " rec[\"ts_long\"],\n", + " results.sm.params.sel(regressor=results.sm.params.regressor.str.startswith(\"HRF\")),\n", + " dms,\n", + ")\n", + "\n", + "meas_hrf_only = rec[\"ts_long\"].pint.dequantify() - predicted_background " + ] + }, + { + "cell_type": "markdown", + "id": "33", + "metadata": {}, + "source": [ + "Compare the preprocessed data to the full model" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "34", + "metadata": {}, + "outputs": [], + "source": [ + "channels = [\"S3D1\", \"S12D22\", \"S9D25\", \"S11D31\"]\n", + "\n", + "f, ax = p.subplots(len(channels),1, figsize=(16, 3*len(channels)), sharex=True)\n", + "\n", + "for i_ch, ch in enumerate(channels):\n", + " ax[i_ch].plot(rec[\"ts_long\"].time, rec[\"ts_long\"].sel(channel=ch, chromo=\"HbO\"), \"-\", c=\"orange\", label=\"Data HbO\")\n", + " ax[i_ch].plot(rec[\"ts_long\"].time, rec[\"ts_long\"].sel(channel=ch, chromo=\"HbR\"), \"-\", c=\"purple\", label=\"Data HbR\")\n", + " ax[i_ch].plot(predicted_background.time, predicted.sel(channel=ch, chromo=\"HbO\"), \"r-\", label=\"Model HbO\")\n", + " ax[i_ch].plot(predicted_background.time, predicted.sel(channel=ch, chromo=\"HbR\"), \"b-\", label=\"Model HbR\")\n", + " #ax[i_ch].plot(predicted_background.time, predicted_background.sel(channel=ch, chromo=\"HbO\"), \"r-\", alpha=.5, label=\"Model Drift HbO\")\n", + " #ax[i_ch].plot(predicted_background.time, predicted_background.sel(channel=ch, chromo=\"HbR\"), \"b-\", alpha=.5, label=\"Model Drift HbO\")\n", + " cedalion.plots.plot_stim_markers(ax[i_ch], rec.stim, y=1)\n", + " ax[i_ch].set_title(f\"{ch} - {distances.sel(channel=ch).item().magnitude:.1f} mm\")\n", + " ax[i_ch].set_ylim(-1.75,1.75)\n", + " ax[i_ch].legend(loc=\"upper left\", ncol=8)" + ] + }, + { + "cell_type": "markdown", + "id": "35", + "metadata": {}, + "source": [ + "Subtract the components modelled by short and drift regressors and show the fitted activations" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "36", + "metadata": {}, + "outputs": [], + "source": [ + "f, ax = p.subplots(len(channels),1, figsize=(16, 3*len(channels)), sharex=True)\n", + "\n", + "for i_ch, ch in enumerate(channels):\n", + " ax[i_ch].plot(meas_hrf_only.time, meas_hrf_only.sel(channel=ch, chromo=\"HbO\"), \"-\", c=\"orange\", label=\"Data - Model Drift HbO\" )\n", + " ax[i_ch].plot(meas_hrf_only.time, meas_hrf_only.sel(channel=ch, chromo=\"HbR\"), \"-\", c=\"purple\", label=\"Data - Model Drift HbR\")\n", + " ax[i_ch].plot(predicted_signal.time, predicted_signal.sel(channel=ch, chromo=\"HbO\"), \"r-\", label=\"Model HRF HbO\")\n", + " ax[i_ch].plot(predicted_signal.time, predicted_signal.sel(channel=ch, chromo=\"HbR\"), \"b-\", label=\"Model HRF HbR\")\n", + " cedalion.plots.plot_stim_markers(ax[i_ch], rec.stim, y=1)\n", + "\n", + " ax[i_ch].legend(loc=\"upper left\", ncol=8)\n", + " ax[i_ch].set_title(ch)\n", + " #ax[i_ch].set_ylim(-1.25, 1.25)\n", + " ax[i_ch].set_ylim(-.5, .5)\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "37", + "metadata": {}, + "source": [ + "### Plot goodness of fit metrics\n", + "\n", + "Here the median absolute residuals (MAR) and $R^2$ are used.\n", + "\n", + "(Note the scale difference between HbO and HbR for the MAR metric)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "38", + "metadata": {}, + "outputs": [], + "source": [ + "mar = np.abs(predicted - rec[\"ts_long\"].pint.dequantify()).median(\"time\")\n", + "\n", + "ss_res = ((rec[\"ts_long\"].pint.dequantify() - predicted)**2).sum(\"time\")\n", + "ss_tot = ((rec[\"ts_long\"] - rec[\"ts_long\"].mean(\"time\"))**2).pint.dequantify().sum(\"time\")\n", + "r2 = (1 - ss_res / ss_tot)\n", + "\n", + "f,ax = p.subplots(2,2, figsize=(12,10))\n", + "\n", + "for i, chromo in enumerate([\"HbO\", \"HbR\"]):\n", + " cedalion.plots.scalp_plot(\n", + " rec[\"ts_long\"],\n", + " rec.geo3d,\n", + " # results.sm.pvalues.sel(regressor=reg, chromo=chromo),\n", + " mar.sel(chromo=chromo),\n", + " ax[0,i],\n", + " cmap=\"RdYlGn_r\",\n", + " vmin=0,\n", + " vmax={\"HbO\" : 0.15, \"HbR\" : 0.05}[chromo],\n", + " title=f\"MAR - {chromo}\",\n", + " cb_label=\"MAR / µM\",\n", + " channel_lw=2,\n", + " optode_labels=True,\n", + " optode_size=24,\n", + " )\n", + " cedalion.plots.scalp_plot(\n", + " rec[\"ts_long\"],\n", + " rec.geo3d,\n", + " r2.sel(chromo=chromo),\n", + " ax[1,i],\n", + " cmap=\"RdYlGn\",\n", + " vmin=0,\n", + " vmax=1,\n", + " title=f\"$R^2$ - {chromo}\",\n", + " cb_label=\"$R^2$\",\n", + " channel_lw=2,\n", + " optode_labels=True,\n", + " optode_size=24,\n", + " )\n", + "\n", + "f.set_tight_layout(True)" + ] + }, + { + "cell_type": "markdown", + "id": "39", + "metadata": {}, + "source": [ + "### Hypothesis tests\n", + "\n", + "- Performing a hypothesis test requires formulating null hypotheses.\n", + "- Here H0: the \"size of activation\" of left or right fingertapping does not differ from the control condition\n", + "- for simple models with one regressor per condition statsmodels offers and easy interface to formulate H0.\n", + "\n", + "- how to express \"size of activation\" for a model with multiple gaussian kernels?\n", + "\n", + "- Formulate H0 as a linear combination of the fitted parameters $\\theta_i$ and a contrast vector $c_i$ and test if the result deviates from zero:\n", + "\n", + "$$H0: x = \\begin{pmatrix} \\theta_1 \\\\ \\theta_2 \\\\ \\theta_3 \\end{pmatrix} \\cdot \\begin{pmatrix} c_1 \\\\ c_2 \\\\ c_3 \\end{pmatrix} = 0$$\n", + "\n", + "\n", + "$$ \\textrm{for example: }c = \\begin{pmatrix} 1 \\\\ 0 \\\\ -1 \\end{pmatrix} \\rightarrow H0: \\theta_1 = \\theta_3 $$\n", + "\n", + "- Here we want to use the area under the HRF as size of the activation\n", + "- since the model is linear the area under the fitted HRF can be computed by scaling the areas of the gaussian kernels with the fitted parameters\n", + "$$A_{HRF} = \\begin{pmatrix} \\theta_1 \\\\ \\theta_2 \\\\ \\vdots \\\\ \\theta_N \\end{pmatrix} \\cdot \\begin{pmatrix} A_1 \\\\ A_2 \\\\ \\vdots \\\\ A_n \\end{pmatrix} $$\n", + "\n", + "- **Use the area under each regressor as contrast with oppsite signs to formulate which conditions should be compared**\n", + "\n", + "- restrict area calculation to a time window where the main activation is expected" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "40", + "metadata": {}, + "outputs": [], + "source": [ + "def gaussian_kernel_timewindowed_auc_contrast(\n", + " dms, df_stim, condition1: str, condition2: str, tmin: float, tmax: float\n", + "):\n", + " \"\"\"This function computes contrast vectors based on the time-windowed are of the regressors.\"\"\"\n", + "\n", + " time = dms.common.time\n", + "\n", + " # create two masks, that for each condition contains 1.0 only for \n", + " # time samples between onset+tmin and onset+tmax. All other entries\n", + " # zero\n", + " mask_cond1 = np.zeros(len(time))\n", + " mask_cond2 = np.zeros(len(time))\n", + "\n", + " for _, row in df_stim.iterrows():\n", + " t1, t2 = row[\"onset\"]+tmin, row[\"onset\"]+tmax\n", + " if row[\"trial_type\"].startswith(condition1):\n", + " mask_cond1[(t1 <= time) & (time <= t2)] = 1.\n", + " if row[\"trial_type\"].startswith(condition2):\n", + " mask_cond2[(t1 <= time) & (time <= t2)] = 1.\n", + "\n", + " # each gaussian regressor is multiplied with the mask for its condition. This sets\n", + " # all parts of the regressor outside the time window to zero. Through integration the remaining \n", + " # area under the curve is calculated.\n", + "\n", + " nregressors = dms.common.sizes[\"regressor\"] \n", + " contrast = np.zeros(nregressors)\n", + " for i in range(nregressors):\n", + " if dms.common.regressor.values[i].startswith(f\"HRF {condition1}\"):\n", + " contrast[i] = np.trapezoid(dms.common[:,i,0]*mask_cond1, dms.common.time)\n", + " if dms.common.regressor.values[i].startswith(f\"HRF {condition2}\"):\n", + " contrast[i] = - np.trapezoid(dms.common[:,i,0]*mask_cond2, dms.common.time)\n", + "\n", + " return contrast\n", + "\n", + "hypothesis_labels = [\n", + " \"HRF FTapping/Left = HRF Control\",\n", + " \"HRF FTapping/Right = HRF Control\",\n", + "]\n", + "\n", + "hypotheses = [\n", + " gaussian_kernel_timewindowed_auc_contrast(dms, rec.stim, \"FTapping/Left\", \"Control\", 5, 10),\n", + " gaussian_kernel_timewindowed_auc_contrast(dms, rec.stim, \"FTapping/Right\", \"Control\", 5, 10),\n", + "]\n", + "\n", + "display(hypotheses)" + ] + }, + { + "cell_type": "markdown", + "id": "41", + "metadata": {}, + "source": [ + "Using the calculated contrasts (i.e. hypotheses) perform a t-test in each channel and chromophore using `.sm`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "42", + "metadata": {}, + "outputs": [], + "source": [ + "contrast_results = results.sm.t_test(hypotheses)\n", + "\n", + "display(contrast_results)\n", + "display(contrast_results[0,0].item())" + ] + }, + { + "cell_type": "markdown", + "id": "43", + "metadata": {}, + "source": [ + "### Apply FDR-control and visualize corrected p-values for all channels" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "44", + "metadata": { + "tags": [ + "nbsphinx-thumbnail" + ] + }, + "outputs": [], + "source": [ + "# create a colormap for p-values\n", + "norm, cmap = cedalion.plots.segmented_cmap(\n", + " \"logpvalue\",\n", + " vmin=-4,\n", + " vmax=0,\n", + " segments=[\n", + " (np.log10(0.0001), \"blue\"),\n", + " (np.log10(0.001), \"red\"),\n", + " (np.log10(0.005), \"orange\"),\n", + " (np.log10(0.01), \"yellow\"),\n", + " (np.log10(0.05), \"green\"),\n", + " (np.log10(0.05), \"lightgray\"),\n", + " (np.log10(1), \"darkgray\"),\n", + " ],\n", + " under=\"magenta\"\n", + ")\n", + "\n", + "nhypo = len(hypotheses)\n", + "f, ax = p.subplots(2,len(hypotheses),figsize=(6 * nhypo,8))\n", + "\n", + "for i_row, chromo in enumerate([\"HbO\", \"HbR\"]):\n", + " for i_hypo, hypo in enumerate(hypotheses):\n", + "\n", + " # get p_values for all channels and apply fdr correction\n", + " # use Benjamini-Hochberg here\n", + " p_values = contrast_results.sm.p_values().sel(chromo=chromo, hypothesis=i_hypo)\n", + " _, q_values, _, _ = multipletests(p_values, alpha=0.05, method=\"fdr_bh\")\n", + "\n", + " cedalion.plots.scalp_plot(\n", + " rec[\"ts_long\"],\n", + " rec.geo3d,\n", + " np.log10(q_values),\n", + " ax[i_row][i_hypo],\n", + " cmap=cmap,\n", + " norm=norm,\n", + " title=f\"'{hypothesis_labels[i_hypo]}'?\\n{chromo}\",\n", + " cb_label=\"BH-corrected p-value\",\n", + " channel_lw=2,\n", + " optode_labels=False,\n", + " cb_ticks_labels=[(np.log10(i), str(i)) for i in [0.0001, 0.001, 0.005, 0.01, 0.05, 1.]],\n", + " optode_size=24,\n", + " )\n", + "\n", + "\n", + "f.tight_layout()" + ] + }, + { + "cell_type": "markdown", + "id": "45", + "metadata": {}, + "source": [ + "## Extract and plot HRFs with uncertainties\n", + "\n", + "- for extracting the HRF build a special design matrix\n", + " - spans only the time of one trial\n", + " - is not covolved over the stimulus duration (does not apply for gaussian kernels)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "46", + "metadata": {}, + "outputs": [], + "source": [ + "dms_extract = glm.design_matrix.hrf_extract_regressors(rec[\"ts_long\"], rec.stim, gaussian_kernels)\n", + "display(dms_extract.common)\n" + ] + }, + { + "cell_type": "markdown", + "id": "47", + "metadata": {}, + "source": [ + "Now predict time series with `dms_extract`. Additionally account for the uncertainties of the fitted parameters.\n", + "\n", + "Using the covariance matrix of the fitted parameters and a multivariate\n", + "normal distribution, 10 sets of parameters are sampled around the best\n", + "fit value. From this ensemble of predictions the mean and std are returned." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "48", + "metadata": {}, + "outputs": [], + "source": [ + "hrfs_control_mean, hrfs_control_std = glm.predict_with_uncertainty(\n", + " rec[\"ts_long\"],\n", + " results,\n", + " dms_extract,\n", + " results.sm.params.regressor.str.startswith(\"HRF Control\"),\n", + ")\n", + "\n", + "for i_hypo, trial_type in enumerate([\"HRF FTapping/Left\", \"HRF FTapping/Right\"]):\n", + " hrfs_mean, hrfs_std = glm.predict_with_uncertainty(\n", + " rec[\"ts_long\"],\n", + " results,\n", + " dms_extract,\n", + " results.sm.params.regressor.str.startswith(trial_type),\n", + " )\n", + "\n", + " p_values_hbo = contrast_results.sm.p_values().sel(chromo=\"HbO\", hypothesis=i_hypo)\n", + " p_values_hbr = contrast_results.sm.p_values().sel(chromo=\"HbR\", hypothesis=i_hypo)\n", + "\n", + " # apply fdr correction (q-values are shown in captions)\n", + " _, q_values_hbo, _, _ = multipletests(p_values_hbo, alpha=0.05, method=\"fdr_bh\")\n", + " _, q_values_hbr, _, _ = multipletests(p_values_hbr, alpha=0.05, method=\"fdr_bh\")\n", + "\n", + " channels = hrfs_mean.channel.values\n", + "\n", + " f, ax = p.subplots(5, 9, figsize=(16, 9), sharex=True, sharey=True)\n", + " ax = ax.flatten()\n", + "\n", + " for i_ch, ch in enumerate(channels[: len(ax)]):\n", + " q_hbo = np.log10(q_values_hbo[i_ch])\n", + " q_hbr = np.log10(q_values_hbr[i_ch])\n", + "\n", + " mm_hbo = hrfs_mean.sel(channel=ch, chromo=\"HbO\")\n", + " mm_hbr = hrfs_mean.sel(channel=ch, chromo=\"HbR\")\n", + " ss_hbo = hrfs_std.sel(channel=ch, chromo=\"HbO\")\n", + " ss_hbr = hrfs_std.sel(channel=ch, chromo=\"HbR\")\n", + "\n", + " ax[i_ch].plot(mm_hbo.time, mm_hbo, \"r-\", label=\"HbO\")\n", + " ax[i_ch].fill_between(\n", + " mm_hbo.time, mm_hbo - ss_hbo, mm_hbo + ss_hbo, fc=\"r\", alpha=0.3\n", + " )\n", + " ax[i_ch].plot(mm_hbr.time, mm_hbr, \"b-\", label=\"HbR\")\n", + " ax[i_ch].fill_between(\n", + " mm_hbr.time, mm_hbr - ss_hbr, mm_hbr + ss_hbr, fc=\"b\", alpha=0.3\n", + " )\n", + "\n", + " mm_hbo = hrfs_control_mean.sel(channel=ch, chromo=\"HbO\")\n", + " mm_hbr = hrfs_control_mean.sel(channel=ch, chromo=\"HbR\")\n", + " ss_hbo = hrfs_control_std.sel(channel=ch, chromo=\"HbO\")\n", + " ss_hbr = hrfs_control_std.sel(channel=ch, chromo=\"HbR\")\n", + "\n", + " ax[i_ch].plot(mm_hbo.time, mm_hbo, \"orange\", label=\"HbO Control\")\n", + " ax[i_ch].fill_between(\n", + " mm_hbo.time, mm_hbo - ss_hbo, mm_hbo + ss_hbo, fc=\"orange\", alpha=0.3\n", + " )\n", + " ax[i_ch].plot(mm_hbr.time, mm_hbr, \"magenta\", label=\"HbR Control\")\n", + " ax[i_ch].fill_between(\n", + " mm_hbr.time, mm_hbr - ss_hbr, mm_hbr + ss_hbr, fc=\"magenta\", alpha=0.3\n", + " )\n", + "\n", + " ax[i_ch].set_title(\n", + " f\"{ch}\\nlogq: HbO:{q_hbo:.1f} HbR:{q_hbr:.1f}\", fontdict={\"fontsize\": 8}\n", + " )\n", + " ax[i_ch].set_ylim(-0.3, 0.3)\n", + " ax[i_ch].grid()\n", + " ax[i_ch].axvline(0, c=\"k\", lw=2)\n", + " if i_ch == 0:\n", + " ax[i_ch].legend(loc=\"upper left\")\n", + " f.suptitle(trial_type)\n", + " f.set_tight_layout(True)\n" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "cedalion_v25.1.0", + "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": "3.11.13" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/examples/signal_quality/25_intro_quality_workshop.ipynb b/examples/signal_quality/25_intro_quality_workshop.ipynb new file mode 100644 index 0000000..23a9436 --- /dev/null +++ b/examples/signal_quality/25_intro_quality_workshop.ipynb @@ -0,0 +1,632 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "0", + "metadata": {}, + "source": [ + "# Data Loading and Preprocessing" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1", + "metadata": {}, + "outputs": [], + "source": [ + "import cedalion\n", + "import cedalion.sigproc.quality as quality\n", + "import cedalion.sigproc.motion_correct as motion_correct\n", + "from cedalion.plots import segmented_cmap\n", + "from cedalion import units\n", + "import cedalion.xrutils as xrutils\n", + "import cedalion.datasets\n", + "\n", + "from pathlib import Path\n", + "import numpy as np\n", + "import xarray as xr\n", + "\n", + "import matplotlib.pyplot as p" + ] + }, + { + "cell_type": "markdown", + "id": "2", + "metadata": {}, + "source": [ + "## Load Data\n", + "\n", + "Example datasets are accessible through functions in `cedalion.datasets`. These take care of downloading, caching and updating the data files. Often they also already load the data.\n", + "\n", + "Here we load a single-subject DOT dataset with a motor task." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3", + "metadata": {}, + "outputs": [], + "source": [ + "rec = cedalion.datasets.get_fingertappingDOT()" + ] + }, + { + "cell_type": "markdown", + "id": "4", + "metadata": {}, + "source": [ + "This recording object hold a single NIRS time series `'amp'`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5", + "metadata": {}, + "outputs": [], + "source": [ + "rec.timeseries.keys()" + ] + }, + { + "cell_type": "markdown", + "id": "6", + "metadata": {}, + "source": [ + "It contains several auxiliary time series from additional sensors:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7", + "metadata": {}, + "outputs": [], + "source": [ + "rec.aux_ts.keys()" + ] + }, + { + "cell_type": "markdown", + "id": "8", + "metadata": {}, + "source": [ + "Stimulus information is stored as a `pandas.DataFrame`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9", + "metadata": {}, + "outputs": [], + "source": [ + "rec.stim" + ] + }, + { + "cell_type": "markdown", + "id": "10", + "metadata": {}, + "source": [ + "## Time Series" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "11", + "metadata": {}, + "outputs": [], + "source": [ + "rec[\"amp\"]" + ] + }, + { + "cell_type": "markdown", + "id": "12", + "metadata": {}, + "source": [ + "### Montage" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "13", + "metadata": {}, + "outputs": [], + "source": [ + "rec.geo3d" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "14", + "metadata": {}, + "outputs": [], + "source": [ + "cedalion.plots.plot_montage3D(rec[\"amp\"], rec.geo3d)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "15", + "metadata": {}, + "outputs": [], + "source": [ + "# example time trace\n", + "amp = rec[\"amp\"]\n", + "ch = \"S12D25\"\n", + "f, ax = p.subplots(1,1, figsize=(12,4))\n", + "ax.set_prop_cycle(\"color\", cedalion.plots.COLORBREWER_Q8)\n", + "ax.plot(amp.time, amp.sel(channel=ch, wavelength=760), label=\"amp. 760 nm\")\n", + "ax.plot(amp.time, amp.sel(channel=ch, wavelength=850), label=\"amp. 850 nm\")\n", + "cedalion.plots.plot_stim_markers(ax, rec.stim, y=1)\n", + "ax.set_xlabel(\"time / s\")\n", + "ax.set_ylabel(\"amplitude / V\")\n", + "ax.set_xlim(0,150)\n", + "ax.legend()\n", + "ax.set_title(ch);" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "16", + "metadata": {}, + "outputs": [], + "source": [ + "distances = cedalion.nirs.channel_distances(rec[\"amp\"], rec.geo3d)\n", + "\n", + "p.figure(figsize=(8,4))\n", + "p.hist(distances, 40)\n", + "p.xlabel(\"channel distance / mm\")\n", + "p.ylabel(\"channel count\");" + ] + }, + { + "cell_type": "markdown", + "id": "17", + "metadata": {}, + "source": [ + "## Quality Metrics : SCI & PSP\n", + "\n", + "- calculate and explain SCI, PSP and corresponding masks\n", + "- form a combined mask\n", + "- explain different time axes because of windowing\n", + "- calculate percentage of clean time per channel\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "18", + "metadata": {}, + "outputs": [], + "source": [ + "sci_threshold = 0.75\n", + "window_length = 10*units.s\n", + "sci, sci_mask = quality.sci(rec[\"amp\"], window_length, sci_threshold)\n", + "\n", + "psp_threshold = 0.03\n", + "psp, psp_mask = quality.psp(rec[\"amp\"], window_length, psp_threshold)\n", + "\n", + "\n", + "display(sci.rename(\"sci\"))\n", + "display(sci_mask.rename(\"sci_mask\"))\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "19", + "metadata": {}, + "outputs": [], + "source": [ + "# define three colomaps: redish below a threshold, blueish above\n", + "sci_norm, sci_cmap = segmented_cmap(\n", + " \"sci_cmap\",\n", + " 0,\n", + " 1.0,\n", + " [(0.0, \"#000000\"), (sci_threshold, \"#DC3220\"), (sci_threshold, \"#5D3A9B\"), (1.0, \"#0C7BDC\")],\n", + " bad=\"magenta\", over=\"magenta\", under=\"magenta\"\n", + ")\n", + "psp_norm, psp_cmap = segmented_cmap(\n", + " \"psp_cmap\",\n", + " 0,\n", + " 1.0,\n", + " [(0.0, \"#000000\"), (psp_threshold, \"#DC3220\"), (psp_threshold, \"#5D3A9B\"), (1.0, \"#0C7BDC\")],\n", + " bad=\"magenta\", over=\"magenta\", under=\"magenta\"\n", + ")\n", + "\n", + "mask_norm, mask_cmap = segmented_cmap(\n", + " \"mask_cmap\",\n", + " 0,\n", + " 1.0,\n", + " [(0.0, \"#DC3220\"), (0.5, \"#DC3220\"), (0.5, \"#0C7BDC\"), (1.0, \"#0C7BDC\")],\n", + ")\n", + "\n", + "def plot_sci(sci):\n", + " # plot the heatmap\n", + " f,ax = p.subplots(1,1,figsize=(17,10))\n", + "\n", + " m = ax.pcolormesh(sci.time, np.arange(len(sci.channel)), sci, shading=\"nearest\", cmap=sci_cmap, norm=sci_norm)\n", + " cb = p.colorbar(m, ax=ax)\n", + " cb.set_label(\"SCI\")\n", + " ax.set_xlabel(\"time / s\")\n", + " p.tight_layout()\n", + " ax.yaxis.set_ticks(np.arange(len(sci.channel)))\n", + " ax.yaxis.set_ticklabels(sci.channel.values, fontsize=7)\n", + "\n", + "def plot_psp(psp):\n", + " f,ax = p.subplots(1,1,figsize=(17,10))\n", + "\n", + " m = ax.pcolormesh(psp.time, np.arange(len(psp.channel)), psp, shading=\"nearest\", cmap=psp_cmap, norm=psp_norm)\n", + " cb = p.colorbar(m, ax=ax)\n", + " cb.set_label(\"PSP\")\n", + " ax.set_xlabel(\"time / s\")\n", + " p.tight_layout()\n", + " ax.yaxis.set_ticks(np.arange(len(psp.channel)))\n", + " ax.yaxis.set_ticklabels(psp.channel.values, fontsize=7)\n", + "\n", + "def plot_quality_mask(mask, cb_label : str, bool_labels = [\"TAINTED\", \"CLEAN\"]):\n", + " # plot the binary heatmap\n", + " f,ax = p.subplots(1,1,figsize=(17,10))\n", + "\n", + " m = ax.pcolormesh(mask.time, np.arange(len(mask.channel)), mask, shading=\"nearest\", cmap=mask_cmap, norm=mask_norm)\n", + " cb = p.colorbar(m, ax=ax)\n", + " p.tight_layout()\n", + " ax.yaxis.set_ticks(np.arange(len(mask.channel)))\n", + " ax.yaxis.set_ticklabels(mask.channel.values, fontsize=7);\n", + " cb.set_label(cb_label)\n", + " ax.set_xlabel(\"time / s\");\n", + " cb.set_ticks([.25,.75])\n", + " cb.set_ticklabels(bool_labels)\n", + " ax.set_xlabel(\"time / s\");" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "20", + "metadata": {}, + "outputs": [], + "source": [ + "plot_sci(sci)\n", + "plot_quality_mask(sci > sci_threshold, f\"SCI > {sci_threshold}\")\n", + "plot_psp(psp)\n", + "plot_quality_mask(psp > psp_threshold, f\"PSP > {psp_threshold}\")" + ] + }, + { + "cell_type": "markdown", + "id": "21", + "metadata": {}, + "source": [ + "## Combining Signal Quality Masks\n", + "\n", + "We want both SCI and PSP to be above their respective thresholds for a window to be considered clean. We can use the boolean and operation to combine both and then look at the percentage of time both metrics are above the thresholds." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "22", + "metadata": {}, + "outputs": [], + "source": [ + "combined_mask = sci_mask & psp_mask\n", + "\n", + "display(combined_mask)\n", + "plot_quality_mask(combined_mask, \"combined_mask\")" + ] + }, + { + "cell_type": "markdown", + "id": "23", + "metadata": {}, + "source": [ + "- calculate percentage of clean time per channel" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "24", + "metadata": {}, + "outputs": [], + "source": [ + "perc_time_clean = combined_mask.sum(dim=\"time\") / len(sci.time)\n", + "\n", + "display(perc_time_clean)\n", + "\n", + "f, ax = p.subplots(1,1,figsize=(6.5,6.5))\n", + "\n", + "cedalion.plots.scalp_plot(\n", + " rec[\"amp\"],\n", + " rec.geo3d,\n", + " perc_time_clean,\n", + " ax,\n", + " cmap=\"RdYlGn\",\n", + " vmin=0.80,\n", + " vmax=1,\n", + " title=None,\n", + " cb_label=\"Percentage of clean time\",\n", + " channel_lw=2,\n", + " optode_labels=True\n", + ")\n", + "f.tight_layout()" + ] + }, + { + "cell_type": "markdown", + "id": "25", + "metadata": {}, + "source": [ + "## Correct Motion Artefacts\n", + "- apply tddr first, then wavelet motion artefact correction" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "26", + "metadata": {}, + "outputs": [], + "source": [ + "rec[\"od\"] = cedalion.nirs.int2od(rec[\"amp\"])\n", + "rec[\"od_tddr\"] = motion_correct.tddr(rec[\"od\"])\n", + "rec[\"od_wavelet\"] = motion_correct.wavelet(rec[\"od_tddr\"])\n", + "rec[\"amp_corrected\"] = cedalion.nirs.od2int(rec[\"od_wavelet\"], rec[\"amp\"].mean(\"time\"))\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "27", + "metadata": {}, + "outputs": [], + "source": [ + "# recalculate sci & psp on cleaned data\n", + "sci_corr, sci_corr_mask = quality.sci(rec[\"amp_corrected\"], window_length, sci_threshold)\n", + "psp_corr, psp_corr_mask = quality.psp(rec[\"amp_corrected\"], window_length, psp_threshold)\n", + "combined_corr_mask = sci_corr_mask & psp_corr_mask" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "28", + "metadata": {}, + "outputs": [], + "source": [ + "#plot_sci(sci_corr)\n", + "#plot_quality_mask(sci_corr_mask, f\"SCI > {sci_threshold}\")\n", + "#plot_psp(psp_corr)\n", + "#plot_quality_mask(psp_corr_mask, f\"PSP > {psp_threshold}\")\n", + "\n", + "plot_quality_mask(combined_mask, f\"combined mask\")\n", + "plot_quality_mask(combined_corr_mask, f\"combined corrected mask\")" + ] + }, + { + "cell_type": "markdown", + "id": "29", + "metadata": {}, + "source": [ + "## Compare masks before and after motion artifact correction" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "30", + "metadata": {}, + "outputs": [], + "source": [ + "changed_windows = (combined_mask == quality.TAINTED) & (combined_corr_mask == quality.CLEAN)\n", + "\n", + "plot_quality_mask(changed_windows, \"mask of time windows cleaned by motion correction\", bool_labels=[\"unchanged\", \"improved\"])\n", + "\n", + "changed_windows = (combined_mask == quality.CLEAN) & (combined_corr_mask == quality.TAINTED)\n", + "\n", + "plot_quality_mask(changed_windows, \"mask of time windows corrupted by motion correction\", bool_labels=[\"unchanged\", \"worsened\"])" + ] + }, + { + "cell_type": "markdown", + "id": "31", + "metadata": {}, + "source": [ + "recalculate percentage of clean time" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "32", + "metadata": {}, + "outputs": [], + "source": [ + "perc_time_clean_corr = combined_corr_mask.sum(dim=\"time\") / len(sci.time)\n", + "\n", + "f, ax = p.subplots(1,1,figsize=(6.5,6.5))\n", + "\n", + "cedalion.plots.scalp_plot(\n", + " rec[\"amp\"],\n", + " rec.geo3d,\n", + " perc_time_clean_corr,\n", + " ax,\n", + " cmap=\"RdYlGn\",\n", + " vmin=0.80,\n", + " vmax=1,\n", + " title=None,\n", + " cb_label=\"Percentage of clean time\",\n", + " channel_lw=2,\n", + " optode_labels=True\n", + ")\n", + "f.tight_layout()" + ] + }, + { + "cell_type": "markdown", + "id": "33", + "metadata": {}, + "source": [ + "## GVTD and identifying global bad time segments" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "34", + "metadata": {}, + "outputs": [], + "source": [ + "gvtd, gvtd_mask = quality.gvtd(rec[\"amp\"])\n", + "gvtd_corr, gvtd_prr_mask = quality.gvtd(rec[\"amp_corrected\"])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "35", + "metadata": {}, + "outputs": [], + "source": [ + "# select the 10 segments with highest gvtd\n", + "top10_bad_segments = sorted(\n", + " [seg for seg in quality.mask_to_segments(combined_mask.all(\"channel\"))],\n", + " key=lambda t: gvtd.sel(time=slice(t[0], t[1])).max(),\n", + " reverse=True,\n", + ")[:10]\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "36", + "metadata": { + "tags": [ + "nbsphinx-thumbnail" + ] + }, + "outputs": [], + "source": [ + "f,ax = p.subplots(4,1,figsize=(16,6), sharex=True)\n", + "ax[0].plot(gvtd.time, gvtd)\n", + "ax[1].plot(combined_mask.time, combined_mask.all(\"channel\"))\n", + "ax[2].plot(gvtd_corr.time, gvtd_corr)\n", + "ax[3].plot(combined_corr_mask.time, combined_corr_mask.all(\"channel\"))\n", + "ax[0].set_ylim(0, 0.02)\n", + "ax[2].set_ylim(0, 0.02)\n", + "ax[0].set_ylabel(\"GVTD\")\n", + "ax[2].set_ylabel(\"GVTD\")\n", + "ax[1].set_ylabel(\"combined_mask\")\n", + "ax[3].set_ylabel(\"combined_corr_mask\")\n", + "ax[3].set_xlabel(\"time / s\")\n", + "\n", + "for i in range(4):\n", + " cedalion.plots.plot_segments(ax[i], top10_bad_segments)\n" + ] + }, + { + "cell_type": "markdown", + "id": "37", + "metadata": {}, + "source": [ + "## Highlight motion correction in selected segments\n", + "\n", + "- FIXME: the red/green lines in the plots show the difference in the combined sci&psp mask. better visualization needed" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "38", + "metadata": {}, + "outputs": [], + "source": [ + "example_channels = [\"S4D10\", \"S13D26\"]\n", + "\n", + "f, ax = p.subplots(5,4, figsize=(16,16), sharex=False)\n", + "ax = ax.T.flatten()\n", + "padding = 15\n", + "i = 0\n", + "for ch in example_channels:\n", + " for (start, end) in top10_bad_segments:\n", + " ax[i].set_prop_cycle(color=[\"#e41a1c\", \"#ff7f00\", \"#377eb8\", \"#984ea3\"])\n", + " for wl in rec[\"od\"].wavelength.values:\n", + " sel = rec[\"od\"].sel(time=slice(start-padding, end+padding), channel=ch, wavelength=wl)\n", + " ax[i].plot(sel.time, sel, label=f\"{wl:.0f} nm orig\")\n", + " sel = rec[\"od_wavelet\"].sel(time=slice(start-padding, end+padding), channel=ch, wavelength=wl)\n", + " ax[i].plot(sel.time, sel, label=f\"{wl:.0f} nm corr\")\n", + " ax[i].set_title(ch)\n", + " ax[i].legend(ncol=2, loc=\"upper center\")\n", + " ylim = ax[i].get_ylim()\n", + " ax[i].set_ylim(ylim[0], ylim[1]+0.25*(ylim[1]-ylim[0])) # make space for legend\n", + "\n", + " i += 1\n", + "\n", + "p.tight_layout()\n" + ] + }, + { + "cell_type": "markdown", + "id": "39", + "metadata": {}, + "source": [ + "## Final channel selection" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "40", + "metadata": {}, + "outputs": [], + "source": [ + "perc_time_clean_corr[perc_time_clean_corr < 0.95]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "41", + "metadata": {}, + "outputs": [], + "source": [ + "rec[\"amp_pruned\"], pruned_channels = quality.prune_ch(rec[\"amp\"], [perc_time_clean >= .95], \"all\")\n", + "display(rec[\"amp_pruned\"])\n", + "display(pruned_channels)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "cedalion_v25.1.0", + "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": "3.11.13" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/src/cedalion/models/glm/__init__.py b/src/cedalion/models/glm/__init__.py index d2be4f0..819a6e2 100644 --- a/src/cedalion/models/glm/__init__.py +++ b/src/cedalion/models/glm/__init__.py @@ -4,4 +4,4 @@ from .basis_functions import TemporalBasisFunction, GaussianKernels, Gamma, DiracDelta #from .design_matrix import hrf_regressors -from .solve import fit, predict +from .solve import fit, predict, predict_with_uncertainty diff --git a/src/cedalion/models/glm/design_matrix.py b/src/cedalion/models/glm/design_matrix.py index 2183338..d46fa98 100644 --- a/src/cedalion/models/glm/design_matrix.py +++ b/src/cedalion/models/glm/design_matrix.py @@ -36,11 +36,11 @@ def regressors(self): return result def __repr__(self): - uregs = ",".join([f"'{r}'" for r in self.common.regressor.values]) + cregs = ",".join([f"'{r}'" for r in self.common.regressor.values]) cwregs = ",".join( [f"'{r}'" for cw in self.channel_wise for r in cw.regressor.values] ) - return f"DesignMatrix(universal=[{uregs}], channel_wise=[{cwregs}])" + return f"DesignMatrix(common=[{cregs}], channel_wise=[{cwregs}])" def __and__(self, other: DesignMatrix): @@ -258,6 +258,93 @@ def hrf_regressors( return DesignMatrix(common=regressors, channel_wise=[]) +# FIXME reduce overlap with hrf_regressors + +def hrf_extract_regressors( + ts: cdt.NDTimeSeries, stim: pd.DataFrame, basis_function: TemporalBasisFunction +) -> DesignMatrix: + """Create regressors for extracting the fitted, unconvolved HRF. + + The returned design matrix spans only the time range of the basis functions. + Regressors are not convolved. + + Args: + ts (NDTimeSeries): Time series data. + stim (pd.DataFrame): Stimulus DataFrame. + basis_function (TemporalBasisFunction): TemporalBasisFunction object defining + the HRF. + + Returns: + regressors (xr.DataArray): A DataArray containing the regressors. + """ + + # FIXME allow basis_function to be an xarray as returned by basis_function() + # so that users can pass their own individual hrf function + + trial_types: np.ndarray = stim.trial_type.unique() + + basis = basis_function(ts) + + components = basis.component.values + + # could be "chromo" or "wavelength" + other_dim = xrutils.other_dim(ts, "channel", "time") + + n_time = basis.sizes["time"] + n_other = ts.sizes[other_dim] + n_components = basis.sizes["component"] + n_trial_types = len(trial_types) + n_regressors = n_trial_types * n_components + + if other_dim in basis.dims: + if not set(basis[other_dim].values) == set(ts[other_dim].values): + raise ValueError( + f"basis and timeseries don't match in dimension '{other_dim}'" + ) + else: + # if the basis function does not contain other_dim (e.g. the same HRF is applied + # to HbO and HbR), add other_dim by copying the array. + basis = xr.concat(n_other * [basis], dim=other_dim) + basis = basis.transpose("time", "component", other_dim) + basis = basis.assign_coords({other_dim: ts[other_dim]}) + + # basis.time may contain time-points before the stimulus onset. To account for this + # offset in the convolution shift the onset times. + shifted_stim = stim.copy() + shifted_stim["onset"] += basis.time.values.min() + + #padded_time, pad_before = _pad_time_axis(ts.time.values, shifted_stim["onset"]) + + if n_components == 1: + regressor_names = [f"HRF {tt}" for tt in trial_types] + else: + regressor_names = [f"HRF {tt} {c}" for tt in trial_types for c in components] + + regressors = np.zeros((n_time, n_regressors, n_other)) + + for i_tt, trial_type in enumerate(trial_types): + for i_comp in range(n_components): + i_reg = i_tt * n_components + i_comp + for i_other, other in enumerate(ts[other_dim].values): + bb = basis.sel({other_dim: other}) + regressor = bb[:,i_comp] + regressor /= regressor.max() + + regressors[:, i_reg, i_other] = regressor + + regressors = xr.DataArray( + regressors, + dims=["time", "regressor", other_dim], + coords={ + "time": basis.time.values, + "regressor": regressor_names, + other_dim: ts[other_dim].values, + }, + ) + + return DesignMatrix(common=regressors, channel_wise=[]) + + def drift_regressors(ts: cdt.NDTimeSeries, drift_order) -> DesignMatrix: """Create drift regressors. diff --git a/src/cedalion/models/glm/solve.py b/src/cedalion/models/glm/solve.py index ecc0b11..abc75f2 100644 --- a/src/cedalion/models/glm/solve.py +++ b/src/cedalion/models/glm/solve.py @@ -197,3 +197,53 @@ def predict( prediction = xr.concat(prediction, dim=dim3_name) return prediction + + +def predict_with_uncertainty( + ts: cdt.NDTimeSeries, + fit_results: xr.DataArray, + design_matrix: DesignMatrix, + regressors: list[str], + nsample: int = 10, +): + """Predict time series from design matrix, fitted parameters and uncertainties. + + Using the covariance matrix of the fitted parameters and a multivariate + normal distribution, `nsample` set of parameters are sampled around the best + fit value. From this ensemble of predictions the mean and std are returned. + + Args: + ts: The time series to be modeled. + fit_results: xr.DataArray of statsmodels fit results (from glm.fit) + design_matrix: design matrix, probably from + glm.design_matrix.hrf_extract_regressors + regressors: list of regressors to compute + nsample : the size of the sampled parameter set + + Returns: + prediction (xr.DataArray): The predicted time series. + """ + + cov = fit_results.sm.cov_params().sel( + regressor_r=regressors.values, + regressor_c=regressors.values, + ) + + betas = fit_results.sm.params.sel(regressor=regressors) + + sampled_betas = ( + xr.zeros_like(betas).expand_dims({"sample": nsample}, axis=-1).copy() + ) + for i_ch in range(sampled_betas.shape[0]): + for i_cr in range(sampled_betas.shape[1]): + sampled_betas[i_ch, i_cr, :, :] = np.random.multivariate_normal( + betas[i_ch, i_cr, :], + cov[i_ch, i_cr, :, :], + size=nsample, + ).T + + pred = predict(ts, sampled_betas, design_matrix) + pred_mean = pred.mean("sample") + pred_std = pred.std("sample") + + return pred_mean, pred_std From aa4af3449d95e3ec00163c89609807c5b4cce2dc Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Thu, 18 Sep 2025 00:09:20 +0200 Subject: [PATCH 41/56] add colab cells to new notebooks --- examples/modeling/36_glm_workshop.ipynb | 113 ++++++++++-------- .../25_intro_quality_workshop.ipynb | 97 ++++++++------- 2 files changed, 122 insertions(+), 88 deletions(-) diff --git a/examples/modeling/36_glm_workshop.ipynb b/examples/modeling/36_glm_workshop.ipynb index e179d28..17676d2 100644 --- a/examples/modeling/36_glm_workshop.ipynb +++ b/examples/modeling/36_glm_workshop.ipynb @@ -5,7 +5,7 @@ "id": "0", "metadata": {}, "source": [ - "# Fitting a GLM to the fingertappingDOT dataset" + "# Fitting a GLM with Gaussian Kernels" ] }, { @@ -14,6 +14,23 @@ "id": "1", "metadata": {}, "outputs": [], + "source": [ + "# 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" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2", + "metadata": {}, + "outputs": [], "source": [ "import cedalion\n", "import cedalion.sigproc.quality as quality\n", @@ -45,7 +62,7 @@ }, { "cell_type": "markdown", - "id": "2", + "id": "3", "metadata": {}, "source": [ "## Load Data" @@ -54,7 +71,7 @@ { "cell_type": "code", "execution_count": null, - "id": "3", + "id": "4", "metadata": {}, "outputs": [], "source": [ @@ -75,7 +92,7 @@ { "cell_type": "code", "execution_count": null, - "id": "4", + "id": "5", "metadata": {}, "outputs": [], "source": [ @@ -88,7 +105,7 @@ }, { "cell_type": "markdown", - "id": "5", + "id": "6", "metadata": {}, "source": [ "## Trim dataset\n", @@ -100,7 +117,7 @@ { "cell_type": "code", "execution_count": null, - "id": "6", + "id": "7", "metadata": {}, "outputs": [], "source": [ @@ -124,7 +141,7 @@ }, { "cell_type": "markdown", - "id": "7", + "id": "8", "metadata": {}, "source": [ "## Preprocessing \n", @@ -138,7 +155,7 @@ { "cell_type": "code", "execution_count": null, - "id": "8", + "id": "9", "metadata": {}, "outputs": [], "source": [ @@ -173,7 +190,7 @@ { "cell_type": "code", "execution_count": null, - "id": "9", + "id": "10", "metadata": {}, "outputs": [], "source": [ @@ -182,7 +199,7 @@ }, { "cell_type": "markdown", - "id": "10", + "id": "11", "metadata": {}, "source": [ "## Montage and Channel Distances" @@ -191,7 +208,7 @@ { "cell_type": "code", "execution_count": null, - "id": "11", + "id": "12", "metadata": {}, "outputs": [], "source": [ @@ -201,7 +218,7 @@ { "cell_type": "code", "execution_count": null, - "id": "12", + "id": "13", "metadata": {}, "outputs": [], "source": [ @@ -216,7 +233,7 @@ }, { "cell_type": "markdown", - "id": "13", + "id": "14", "metadata": {}, "source": [ "The montage has longer (3-3.5cm) and shorter (~1.7-2.2cm) distance channels. Define a cut-off at 22.5 mm to define long and short channels." @@ -225,7 +242,7 @@ { "cell_type": "code", "execution_count": null, - "id": "14", + "id": "15", "metadata": {}, "outputs": [], "source": [ @@ -239,7 +256,7 @@ }, { "cell_type": "markdown", - "id": "15", + "id": "16", "metadata": {}, "source": [ "## Fitting a General Linear Model " @@ -247,7 +264,7 @@ }, { "cell_type": "markdown", - "id": "16", + "id": "17", "metadata": {}, "source": [ "### Building the Design Matrix\n", @@ -258,7 +275,7 @@ { "cell_type": "code", "execution_count": null, - "id": "17", + "id": "18", "metadata": {}, "outputs": [], "source": [ @@ -279,7 +296,7 @@ }, { "cell_type": "markdown", - "id": "18", + "id": "19", "metadata": {}, "source": [ "Create design matrix from hrf, short channel and drift regressors.\n", @@ -294,7 +311,7 @@ { "cell_type": "code", "execution_count": null, - "id": "19", + "id": "20", "metadata": {}, "outputs": [], "source": [ @@ -313,7 +330,7 @@ { "cell_type": "code", "execution_count": null, - "id": "20", + "id": "21", "metadata": {}, "outputs": [], "source": [ @@ -324,7 +341,7 @@ }, { "cell_type": "markdown", - "id": "21", + "id": "22", "metadata": {}, "source": [ "### Visualize the design matrix" @@ -333,7 +350,7 @@ { "cell_type": "code", "execution_count": null, - "id": "22", + "id": "23", "metadata": {}, "outputs": [], "source": [ @@ -352,7 +369,7 @@ { "cell_type": "code", "execution_count": null, - "id": "23", + "id": "24", "metadata": {}, "outputs": [], "source": [ @@ -385,7 +402,7 @@ }, { "cell_type": "markdown", - "id": "24", + "id": "25", "metadata": {}, "source": [ "### Fitting the Model\n", @@ -396,7 +413,7 @@ { "cell_type": "code", "execution_count": null, - "id": "25", + "id": "26", "metadata": {}, "outputs": [], "source": [ @@ -408,7 +425,7 @@ }, { "cell_type": "markdown", - "id": "26", + "id": "27", "metadata": {}, "source": [ "### Inspecting Fit Results\n", @@ -420,7 +437,7 @@ { "cell_type": "code", "execution_count": null, - "id": "27", + "id": "28", "metadata": {}, "outputs": [], "source": [ @@ -429,7 +446,7 @@ }, { "cell_type": "markdown", - "id": "28", + "id": "29", "metadata": {}, "source": [ "- separating drift / background regressors and signal\n", @@ -438,7 +455,7 @@ }, { "cell_type": "markdown", - "id": "29", + "id": "30", "metadata": {}, "source": [ "Cedalion provides the `.sm` accessor on arrays of result objects to make accessing the statsmodels functionality easier." @@ -447,7 +464,7 @@ { "cell_type": "code", "execution_count": null, - "id": "30", + "id": "31", "metadata": {}, "outputs": [], "source": [ @@ -456,7 +473,7 @@ }, { "cell_type": "markdown", - "id": "31", + "id": "32", "metadata": {}, "source": [ "The `glm.predict` function takes the original time series, the design matrix and the fitted parameters. Using these it predicts the sum of all regressors scaled with the best fitted parameters.\n", @@ -467,7 +484,7 @@ { "cell_type": "code", "execution_count": null, - "id": "32", + "id": "33", "metadata": {}, "outputs": [], "source": [ @@ -492,7 +509,7 @@ }, { "cell_type": "markdown", - "id": "33", + "id": "34", "metadata": {}, "source": [ "Compare the preprocessed data to the full model" @@ -501,7 +518,7 @@ { "cell_type": "code", "execution_count": null, - "id": "34", + "id": "35", "metadata": {}, "outputs": [], "source": [ @@ -524,7 +541,7 @@ }, { "cell_type": "markdown", - "id": "35", + "id": "36", "metadata": {}, "source": [ "Subtract the components modelled by short and drift regressors and show the fitted activations" @@ -533,7 +550,7 @@ { "cell_type": "code", "execution_count": null, - "id": "36", + "id": "37", "metadata": {}, "outputs": [], "source": [ @@ -555,7 +572,7 @@ }, { "cell_type": "markdown", - "id": "37", + "id": "38", "metadata": {}, "source": [ "### Plot goodness of fit metrics\n", @@ -568,7 +585,7 @@ { "cell_type": "code", "execution_count": null, - "id": "38", + "id": "39", "metadata": {}, "outputs": [], "source": [ @@ -616,7 +633,7 @@ }, { "cell_type": "markdown", - "id": "39", + "id": "40", "metadata": {}, "source": [ "### Hypothesis tests\n", @@ -646,7 +663,7 @@ { "cell_type": "code", "execution_count": null, - "id": "40", + "id": "41", "metadata": {}, "outputs": [], "source": [ @@ -699,7 +716,7 @@ }, { "cell_type": "markdown", - "id": "41", + "id": "42", "metadata": {}, "source": [ "Using the calculated contrasts (i.e. hypotheses) perform a t-test in each channel and chromophore using `.sm`" @@ -708,7 +725,7 @@ { "cell_type": "code", "execution_count": null, - "id": "42", + "id": "43", "metadata": {}, "outputs": [], "source": [ @@ -720,7 +737,7 @@ }, { "cell_type": "markdown", - "id": "43", + "id": "44", "metadata": {}, "source": [ "### Apply FDR-control and visualize corrected p-values for all channels" @@ -729,7 +746,7 @@ { "cell_type": "code", "execution_count": null, - "id": "44", + "id": "45", "metadata": { "tags": [ "nbsphinx-thumbnail" @@ -786,7 +803,7 @@ }, { "cell_type": "markdown", - "id": "45", + "id": "46", "metadata": {}, "source": [ "## Extract and plot HRFs with uncertainties\n", @@ -799,7 +816,7 @@ { "cell_type": "code", "execution_count": null, - "id": "46", + "id": "47", "metadata": {}, "outputs": [], "source": [ @@ -809,7 +826,7 @@ }, { "cell_type": "markdown", - "id": "47", + "id": "48", "metadata": {}, "source": [ "Now predict time series with `dms_extract`. Additionally account for the uncertainties of the fitted parameters.\n", @@ -822,7 +839,7 @@ { "cell_type": "code", "execution_count": null, - "id": "48", + "id": "49", "metadata": {}, "outputs": [], "source": [ diff --git a/examples/signal_quality/25_intro_quality_workshop.ipynb b/examples/signal_quality/25_intro_quality_workshop.ipynb index 23a9436..b19fc4d 100644 --- a/examples/signal_quality/25_intro_quality_workshop.ipynb +++ b/examples/signal_quality/25_intro_quality_workshop.ipynb @@ -14,6 +14,23 @@ "id": "1", "metadata": {}, "outputs": [], + "source": [ + "# 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" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2", + "metadata": {}, + "outputs": [], "source": [ "import cedalion\n", "import cedalion.sigproc.quality as quality\n", @@ -32,7 +49,7 @@ }, { "cell_type": "markdown", - "id": "2", + "id": "3", "metadata": {}, "source": [ "## Load Data\n", @@ -45,7 +62,7 @@ { "cell_type": "code", "execution_count": null, - "id": "3", + "id": "4", "metadata": {}, "outputs": [], "source": [ @@ -54,7 +71,7 @@ }, { "cell_type": "markdown", - "id": "4", + "id": "5", "metadata": {}, "source": [ "This recording object hold a single NIRS time series `'amp'`" @@ -63,7 +80,7 @@ { "cell_type": "code", "execution_count": null, - "id": "5", + "id": "6", "metadata": {}, "outputs": [], "source": [ @@ -72,7 +89,7 @@ }, { "cell_type": "markdown", - "id": "6", + "id": "7", "metadata": {}, "source": [ "It contains several auxiliary time series from additional sensors:" @@ -81,7 +98,7 @@ { "cell_type": "code", "execution_count": null, - "id": "7", + "id": "8", "metadata": {}, "outputs": [], "source": [ @@ -90,7 +107,7 @@ }, { "cell_type": "markdown", - "id": "8", + "id": "9", "metadata": {}, "source": [ "Stimulus information is stored as a `pandas.DataFrame`" @@ -99,7 +116,7 @@ { "cell_type": "code", "execution_count": null, - "id": "9", + "id": "10", "metadata": {}, "outputs": [], "source": [ @@ -108,7 +125,7 @@ }, { "cell_type": "markdown", - "id": "10", + "id": "11", "metadata": {}, "source": [ "## Time Series" @@ -117,7 +134,7 @@ { "cell_type": "code", "execution_count": null, - "id": "11", + "id": "12", "metadata": {}, "outputs": [], "source": [ @@ -126,7 +143,7 @@ }, { "cell_type": "markdown", - "id": "12", + "id": "13", "metadata": {}, "source": [ "### Montage" @@ -135,7 +152,7 @@ { "cell_type": "code", "execution_count": null, - "id": "13", + "id": "14", "metadata": {}, "outputs": [], "source": [ @@ -145,7 +162,7 @@ { "cell_type": "code", "execution_count": null, - "id": "14", + "id": "15", "metadata": {}, "outputs": [], "source": [ @@ -155,7 +172,7 @@ { "cell_type": "code", "execution_count": null, - "id": "15", + "id": "16", "metadata": {}, "outputs": [], "source": [ @@ -177,7 +194,7 @@ { "cell_type": "code", "execution_count": null, - "id": "16", + "id": "17", "metadata": {}, "outputs": [], "source": [ @@ -191,7 +208,7 @@ }, { "cell_type": "markdown", - "id": "17", + "id": "18", "metadata": {}, "source": [ "## Quality Metrics : SCI & PSP\n", @@ -206,7 +223,7 @@ { "cell_type": "code", "execution_count": null, - "id": "18", + "id": "19", "metadata": {}, "outputs": [], "source": [ @@ -225,7 +242,7 @@ { "cell_type": "code", "execution_count": null, - "id": "19", + "id": "20", "metadata": {}, "outputs": [], "source": [ @@ -294,7 +311,7 @@ { "cell_type": "code", "execution_count": null, - "id": "20", + "id": "21", "metadata": {}, "outputs": [], "source": [ @@ -306,7 +323,7 @@ }, { "cell_type": "markdown", - "id": "21", + "id": "22", "metadata": {}, "source": [ "## Combining Signal Quality Masks\n", @@ -317,7 +334,7 @@ { "cell_type": "code", "execution_count": null, - "id": "22", + "id": "23", "metadata": {}, "outputs": [], "source": [ @@ -329,7 +346,7 @@ }, { "cell_type": "markdown", - "id": "23", + "id": "24", "metadata": {}, "source": [ "- calculate percentage of clean time per channel" @@ -338,7 +355,7 @@ { "cell_type": "code", "execution_count": null, - "id": "24", + "id": "25", "metadata": {}, "outputs": [], "source": [ @@ -366,7 +383,7 @@ }, { "cell_type": "markdown", - "id": "25", + "id": "26", "metadata": {}, "source": [ "## Correct Motion Artefacts\n", @@ -376,7 +393,7 @@ { "cell_type": "code", "execution_count": null, - "id": "26", + "id": "27", "metadata": {}, "outputs": [], "source": [ @@ -389,7 +406,7 @@ { "cell_type": "code", "execution_count": null, - "id": "27", + "id": "28", "metadata": {}, "outputs": [], "source": [ @@ -402,7 +419,7 @@ { "cell_type": "code", "execution_count": null, - "id": "28", + "id": "29", "metadata": {}, "outputs": [], "source": [ @@ -417,7 +434,7 @@ }, { "cell_type": "markdown", - "id": "29", + "id": "30", "metadata": {}, "source": [ "## Compare masks before and after motion artifact correction" @@ -426,7 +443,7 @@ { "cell_type": "code", "execution_count": null, - "id": "30", + "id": "31", "metadata": {}, "outputs": [], "source": [ @@ -441,7 +458,7 @@ }, { "cell_type": "markdown", - "id": "31", + "id": "32", "metadata": {}, "source": [ "recalculate percentage of clean time" @@ -450,7 +467,7 @@ { "cell_type": "code", "execution_count": null, - "id": "32", + "id": "33", "metadata": {}, "outputs": [], "source": [ @@ -476,7 +493,7 @@ }, { "cell_type": "markdown", - "id": "33", + "id": "34", "metadata": {}, "source": [ "## GVTD and identifying global bad time segments" @@ -485,7 +502,7 @@ { "cell_type": "code", "execution_count": null, - "id": "34", + "id": "35", "metadata": {}, "outputs": [], "source": [ @@ -496,7 +513,7 @@ { "cell_type": "code", "execution_count": null, - "id": "35", + "id": "36", "metadata": {}, "outputs": [], "source": [ @@ -511,7 +528,7 @@ { "cell_type": "code", "execution_count": null, - "id": "36", + "id": "37", "metadata": { "tags": [ "nbsphinx-thumbnail" @@ -538,7 +555,7 @@ }, { "cell_type": "markdown", - "id": "37", + "id": "38", "metadata": {}, "source": [ "## Highlight motion correction in selected segments\n", @@ -549,7 +566,7 @@ { "cell_type": "code", "execution_count": null, - "id": "38", + "id": "39", "metadata": {}, "outputs": [], "source": [ @@ -579,7 +596,7 @@ }, { "cell_type": "markdown", - "id": "39", + "id": "40", "metadata": {}, "source": [ "## Final channel selection" @@ -588,7 +605,7 @@ { "cell_type": "code", "execution_count": null, - "id": "40", + "id": "41", "metadata": {}, "outputs": [], "source": [ @@ -598,7 +615,7 @@ { "cell_type": "code", "execution_count": null, - "id": "41", + "id": "42", "metadata": {}, "outputs": [], "source": [ From 9fb567e2a48a6aa404374b6f0701a3663f4f8a9e Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Thu, 18 Sep 2025 00:33:33 +0200 Subject: [PATCH 42/56] remove autoreload as it doesn't work on colab --- examples/modeling/36_glm_workshop.ipynb | 5 +---- 1 file changed, 1 insertion(+), 4 deletions(-) diff --git a/examples/modeling/36_glm_workshop.ipynb b/examples/modeling/36_glm_workshop.ipynb index 17676d2..410c79a 100644 --- a/examples/modeling/36_glm_workshop.ipynb +++ b/examples/modeling/36_glm_workshop.ipynb @@ -54,10 +54,7 @@ "from statsmodels.stats.multitest import multipletests\n", "\n", "xr.set_options(display_expand_data=False)\n", - "xrutils.unit_stripping_is_error()\n", - "\n", - "%load_ext autoreload\n", - "%autoreload 2\n" + "xrutils.unit_stripping_is_error()" ] }, { From 070bd3849164c0ed412764f5a42a12489eaf43c1 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Thu, 18 Sep 2025 10:53:17 +0200 Subject: [PATCH 43/56] minor fixes in 25_intro_quality_workshop.ipynb --- .../25_intro_quality_workshop.ipynb | 166 +++++++++++------- 1 file changed, 99 insertions(+), 67 deletions(-) diff --git a/examples/signal_quality/25_intro_quality_workshop.ipynb b/examples/signal_quality/25_intro_quality_workshop.ipynb index b19fc4d..445ec99 100644 --- a/examples/signal_quality/25_intro_quality_workshop.ipynb +++ b/examples/signal_quality/25_intro_quality_workshop.ipynb @@ -110,40 +110,48 @@ "id": "9", "metadata": {}, "source": [ - "Stimulus information is stored as a `pandas.DataFrame`" + "## Inspecting the Datasets" + ] + }, + { + "cell_type": "markdown", + "id": "10", + "metadata": {}, + "source": [ + "### Raw Amplitude Time Series" ] }, { "cell_type": "code", "execution_count": null, - "id": "10", + "id": "11", "metadata": {}, "outputs": [], "source": [ - "rec.stim" + "rec[\"amp\"]" ] }, { "cell_type": "markdown", - "id": "11", + "id": "12", "metadata": {}, "source": [ - "## Time Series" + "### Stimulus event information" ] }, { "cell_type": "code", "execution_count": null, - "id": "12", + "id": "13", "metadata": {}, "outputs": [], "source": [ - "rec[\"amp\"]" + "rec.stim" ] }, { "cell_type": "markdown", - "id": "13", + "id": "14", "metadata": {}, "source": [ "### Montage" @@ -152,7 +160,7 @@ { "cell_type": "code", "execution_count": null, - "id": "14", + "id": "15", "metadata": {}, "outputs": [], "source": [ @@ -162,17 +170,48 @@ { "cell_type": "code", "execution_count": null, - "id": "15", + "id": "16", "metadata": {}, "outputs": [], "source": [ "cedalion.plots.plot_montage3D(rec[\"amp\"], rec.geo3d)" ] }, + { + "cell_type": "markdown", + "id": "17", + "metadata": {}, + "source": [ + "### Channel Distances" + ] + }, { "cell_type": "code", "execution_count": null, - "id": "16", + "id": "18", + "metadata": {}, + "outputs": [], + "source": [ + "distances = cedalion.nirs.channel_distances(rec[\"amp\"], rec.geo3d)\n", + "\n", + "p.figure(figsize=(8,4))\n", + "p.hist(distances, 40)\n", + "p.xlabel(\"channel distance / mm\")\n", + "p.ylabel(\"channel count\");" + ] + }, + { + "cell_type": "markdown", + "id": "19", + "metadata": {}, + "source": [ + "### Plot raw amplitude for one channel" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "20", "metadata": {}, "outputs": [], "source": [ @@ -191,39 +230,25 @@ "ax.set_title(ch);" ] }, - { - "cell_type": "code", - "execution_count": null, - "id": "17", - "metadata": {}, - "outputs": [], - "source": [ - "distances = cedalion.nirs.channel_distances(rec[\"amp\"], rec.geo3d)\n", - "\n", - "p.figure(figsize=(8,4))\n", - "p.hist(distances, 40)\n", - "p.xlabel(\"channel distance / mm\")\n", - "p.ylabel(\"channel count\");" - ] - }, { "cell_type": "markdown", - "id": "18", + "id": "21", "metadata": {}, "source": [ "## Quality Metrics : SCI & PSP\n", "\n", - "- calculate and explain SCI, PSP and corresponding masks\n", - "- form a combined mask\n", - "- explain different time axes because of windowing\n", - "- calculate percentage of clean time per channel\n", - " " + "- using functions from cedalion.sigproc.quality we calculate two metrics:\n", + " - scalp coupling index (SCI) \n", + " - peak spectral power (PSP)\n", + "\n", + "- note the different time axis: both metrics a calculated in sliding windows \n", + "- both functions return a metric and boolean arrays (masks) if the metric is above threshold" ] }, { "cell_type": "code", "execution_count": null, - "id": "19", + "id": "22", "metadata": {}, "outputs": [], "source": [ @@ -242,7 +267,7 @@ { "cell_type": "code", "execution_count": null, - "id": "20", + "id": "23", "metadata": {}, "outputs": [], "source": [ @@ -311,7 +336,7 @@ { "cell_type": "code", "execution_count": null, - "id": "21", + "id": "24", "metadata": {}, "outputs": [], "source": [ @@ -323,7 +348,7 @@ }, { "cell_type": "markdown", - "id": "22", + "id": "25", "metadata": {}, "source": [ "## Combining Signal Quality Masks\n", @@ -334,7 +359,7 @@ { "cell_type": "code", "execution_count": null, - "id": "23", + "id": "26", "metadata": {}, "outputs": [], "source": [ @@ -346,7 +371,7 @@ }, { "cell_type": "markdown", - "id": "24", + "id": "27", "metadata": {}, "source": [ "- calculate percentage of clean time per channel" @@ -355,7 +380,7 @@ { "cell_type": "code", "execution_count": null, - "id": "25", + "id": "28", "metadata": {}, "outputs": [], "source": [ @@ -383,17 +408,19 @@ }, { "cell_type": "markdown", - "id": "26", + "id": "29", "metadata": {}, "source": [ "## Correct Motion Artefacts\n", - "- apply tddr first, then wavelet motion artefact correction" + "- use `cedalion.nirs.int2d` to get optical densities\n", + "- apply Temporal Derivative Distribution Repair (TDDR) first to correct jumps \n", + "- then apply Wavelet motion artifact correction" ] }, { "cell_type": "code", "execution_count": null, - "id": "27", + "id": "30", "metadata": {}, "outputs": [], "source": [ @@ -406,7 +433,7 @@ { "cell_type": "code", "execution_count": null, - "id": "28", + "id": "31", "metadata": {}, "outputs": [], "source": [ @@ -419,22 +446,17 @@ { "cell_type": "code", "execution_count": null, - "id": "29", + "id": "32", "metadata": {}, "outputs": [], "source": [ - "#plot_sci(sci_corr)\n", - "#plot_quality_mask(sci_corr_mask, f\"SCI > {sci_threshold}\")\n", - "#plot_psp(psp_corr)\n", - "#plot_quality_mask(psp_corr_mask, f\"PSP > {psp_threshold}\")\n", - "\n", "plot_quality_mask(combined_mask, f\"combined mask\")\n", "plot_quality_mask(combined_corr_mask, f\"combined corrected mask\")" ] }, { "cell_type": "markdown", - "id": "30", + "id": "33", "metadata": {}, "source": [ "## Compare masks before and after motion artifact correction" @@ -443,7 +465,7 @@ { "cell_type": "code", "execution_count": null, - "id": "31", + "id": "34", "metadata": {}, "outputs": [], "source": [ @@ -458,7 +480,7 @@ }, { "cell_type": "markdown", - "id": "32", + "id": "35", "metadata": {}, "source": [ "recalculate percentage of clean time" @@ -467,7 +489,7 @@ { "cell_type": "code", "execution_count": null, - "id": "33", + "id": "36", "metadata": {}, "outputs": [], "source": [ @@ -493,16 +515,16 @@ }, { "cell_type": "markdown", - "id": "34", + "id": "37", "metadata": {}, "source": [ - "## GVTD and identifying global bad time segments" + "## Global Variance of the Temporal Derivative (GVTD) for identifying global bad time segments" ] }, { "cell_type": "code", "execution_count": null, - "id": "35", + "id": "38", "metadata": {}, "outputs": [], "source": [ @@ -513,7 +535,7 @@ { "cell_type": "code", "execution_count": null, - "id": "36", + "id": "39", "metadata": {}, "outputs": [], "source": [ @@ -525,10 +547,18 @@ ")[:10]\n" ] }, + { + "cell_type": "markdown", + "id": "40", + "metadata": {}, + "source": [ + "Calculate GVTD for the original and corrected time series" + ] + }, { "cell_type": "code", "execution_count": null, - "id": "37", + "id": "41", "metadata": { "tags": [ "nbsphinx-thumbnail" @@ -555,18 +585,16 @@ }, { "cell_type": "markdown", - "id": "38", + "id": "42", "metadata": {}, "source": [ - "## Highlight motion correction in selected segments\n", - "\n", - "- FIXME: the red/green lines in the plots show the difference in the combined sci&psp mask. better visualization needed" + "## Highlight motion correction in selected segments" ] }, { "cell_type": "code", "execution_count": null, - "id": "39", + "id": "43", "metadata": {}, "outputs": [], "source": [ @@ -596,7 +624,7 @@ }, { "cell_type": "markdown", - "id": "40", + "id": "44", "metadata": {}, "source": [ "## Final channel selection" @@ -605,7 +633,7 @@ { "cell_type": "code", "execution_count": null, - "id": "41", + "id": "45", "metadata": {}, "outputs": [], "source": [ @@ -615,11 +643,15 @@ { "cell_type": "code", "execution_count": null, - "id": "42", + "id": "46", "metadata": {}, "outputs": [], "source": [ - "rec[\"amp_pruned\"], pruned_channels = quality.prune_ch(rec[\"amp\"], [perc_time_clean >= .95], \"all\")\n", + "signal_quality_selection_masks = [perc_time_clean >= .95]\n", + "\n", + "rec[\"amp_pruned\"], pruned_channels = quality.prune_ch(\n", + " rec[\"amp\"], signal_quality_selection_masks, \"all\"\n", + ")\n", "display(rec[\"amp_pruned\"])\n", "display(pruned_channels)" ] From 75ac8f97e4d4625aed16df0797f88502a73076f2 Mon Sep 17 00:00:00 2001 From: shakiba93 <35720893+shakiba93@users.noreply.github.com> Date: Mon, 22 Sep 2025 12:14:31 +0200 Subject: [PATCH 44/56] Snirf2bids creating metadata (#83) * modify filenames to follow bid convention and create necessary metadata * add doc strings and a notebook example * add documentation * fix bugs and add more explanations * add snirf2bids to requirements * bug fix * bug fix * return snirf2bids mapping path instead of the pandas dataframe * set extra_extra_meta_data_path to None if it doesn't exist * search for acq_time in snirf files * clear outputs * clear outputs * clear outputs * correct a typo * remove scripts * fix a bug in editing _events.tsv and sort onset times * add a separate function for sorting events based on onset time * Support using user-provided participants.tsv/json files or custom participant fields for creation * trim datetime miliseconds info in acq_time * convert Path object to str for checking the file format * add support for xlsx files * Update snirf2bids.ipynb Clean up markups, moving cells, code change, all super minor. * handle null sessions * handle null sessions * add the running in colab cell * retrieve snirf2bids from interim repository --------- Co-authored-by: Shakiba Moradi Co-authored-by: Shakiba Moradi Co-authored-by: Meryem Ayse Yucel <49535526+mayucel@users.noreply.github.com> Co-authored-by: Eike Middell --- environment_dev.yml | 1 + examples/snirf2bids.ipynb | 530 +++++++++++++++++++++++++++++ src/cedalion/io/bids.py | 684 +++++++++++++++++++++++++++++++++++++- 3 files changed, 1213 insertions(+), 2 deletions(-) create mode 100644 examples/snirf2bids.ipynb diff --git a/environment_dev.yml b/environment_dev.yml index 796ad74..a2c6f15 100644 --- a/environment_dev.yml +++ b/environment_dev.yml @@ -65,5 +65,6 @@ dependencies: - pmcx>=0.3.3 - pmcxcl>=0.2.0 - sphinxcontrib-bibtex + - snirf2bids @ git+https://github.com/emiddell/snirf2bids.git@v0.8.8 - hatch-conda diff --git a/examples/snirf2bids.ipynb b/examples/snirf2bids.ipynb new file mode 100644 index 0000000..73271c2 --- /dev/null +++ b/examples/snirf2bids.ipynb @@ -0,0 +1,530 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# 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", + " !pip cache purge\n", + " %run colab_setup.py --branch \"dev\"\n", + "\n", + "except ImportError:\n", + " pass" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Convert a fNIRS dataset to BIDS\n", + "\n", + "### Do not run all cells at once. Carefully read the comments before each code cell — some steps require you to manually modify certain files (e.g., the mapping CSV) before proceeding. Make sure all required edits are completed before continuing to the next step." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "import pandas as pd\n", + "import re\n", + "import snirf2bids as s2b\n", + "from pathlib import Path\n", + "from cedalion.io import bids" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Provide file paths\n", + "\n", + "This notebook shows how to convert an fNIRS dataset into BIDS format. To use it, provide the following inputs:\n", + "\n", + "1. Dataset Path: Folder containing the raw dataset.\n", + "2. Destination Path: Folder where the BIDS-compliant dataset will be saved.\n", + "3. Mapping CSV File: CSV file that defines the dataset structure and provides necessary details for BIDS conversion.\n", + "4. (Optional) extra_meta_data File: Additional metadata to include in the description.json file. You can use [this google form](https://docs.google.com/forms/d/e/1FAIpQLSeZjlgIqCwp054HsHmTBKPziqcOlfTcaWpdXcGFYPDf0Q5vNg/viewform?usp=sf_link) or [this website](https://neurojson.org/Create/dataset_description_fnirs) to create this file.\n", + "5. (Optional) participants.tsv / participants.json files. If you already have a participants.tsv/.json file and provide the link below, it will be used directly.\n", + "Alternatively, if you have participant-level metadata saved in a CSV or Excel file, with the first column as the participant ID and the remaining columns as metadata (with appropriate headers) and you provide the link to it below, the script will convert it into properly formatted .tsv and .json files for BIDS." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "dataset_path = 'path-to-your-dataset-folder' # REQUIRED\n", + "destination_path = 'path-to-your-destination-bids-folder' # REQUIRED\n", + "\n", + "dataset_path = Path(dataset_path)\n", + "destination_path = Path(destination_path)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "extra_meta_data_path = Path('path-to-your-meta-data') # OPTIONAL\n", + "extra_meta_data_path = extra_meta_data_path if os.path.exists(extra_meta_data_path) else None\n", + "\n", + "mapping_df_path = bids.get_snirf2bids_mapping_csv(dataset_path) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "participants_tsv_file = 'path-to-your-participants.tsv' # OPTIONAL\n", + "participants_json_file = 'path-to-your-participants.json' # OPTIONAL\n", + "\n", + "participants_tsv_file = Path(participants_tsv_file)\n", + "participants_json_file = Path(participants_json_file)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Please modify the mapping CSV file which is automatically created under you raw dataset folder.\n", + "\n", + "By default, a mapping CSV file is generated under the main raw dataset folder using the get_snirf2bids_mapping_csv function.\n", + "Before running the rest of the code, open this file, make any necessary edits, and save it. A valid mapping CSV must include all SNIRF files in your dataset, along with the following columns:\n", + "\n", + "- sub: Participant identifier\n", + "- ses (optional): Session identifier\n", + "- task: Task name or label\n", + "- run (optional): Run number\n", + "- acq (optional): Acquisition label\n", + "- cond (optional): List of condition labels\n", + "- cond_match (optional): List of matching condition values\n", + "- duration (optional): Event duration in seconds\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "mapping_df = pd.read_csv(mapping_df_path, dtype=str)\n", + "mapping_df.head(10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The mapping table created below serves as a key component for organizing and processing your dataset. The `ses`, `run`, and `acq` columns are optional and can be set to None if not applicable. The `current_name` column contains the path to the SNIRF files in your dataset." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Looking for possible *_scan.tsv files" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To ensure no important information (e.g., acquisition time) from the original dataset is lost, we will:\n", + "\n", + "- Search Subdirectories: Traverse through all subdirectories within the dataset.\n", + "- Locate Existing Scan Files: Search for all *_scan.tsv files in the dataset.\n", + "- Integrate into Mapping Table: Extract the relevant information from these files and add it to our mapping table.\n", + "- Extracts acquisition time from SNIRF files if missing in the `_scans.tsv` file.\n", + "\n", + "This approach ensures that any details, such as acquisition time, are retained and incorporated into the BIDS-compliant structure." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "mapping_df[\"filename_org\"] = mapping_df[\"current_name\"].apply(\n", + " lambda x: os.path.basename(x))\n", + "scan_df = bids.search_for_acq_time_in_scan_files(dataset_path)\n", + "\n", + "mapping_df = pd.merge(mapping_df, scan_df, on=\"filename_org\", how=\"left\")\n", + "mapping_df[\"acq_time\"] = mapping_df.apply(bids.search_for_acq_time_in_snirf_files, axis=1, args=(dataset_path,))\n", + "\n", + "mapping_df.head(10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The `acq_time` information is retrieved from the original dataset's *_scan.tsv files and integrated into the mapping table." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Looking for possible *_session.tsv files" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Similar to *_scan.tsv files, we search for *_session.tsv files in the dataset path to capture additional session-level metadata, such as acquisition times. Any relevant information from these files is added to the mapping table to ensure all session details are preserved." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "session_df = bids.search_for_sessions_acq_time(dataset_path)\n", + "mapping_df = pd.merge(mapping_df, session_df, on=[\"sub\", \"ses\"], how=\"left\")\n", + "\n", + "mapping_df.head(10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Create BIDS Folder Structure" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The goal of this section is to rename the SNIRF files according to the BIDS naming convention and place them in the appropriate directory under `destination_path`, following the BIDS folder structure.\n", + "\n", + "Steps:\n", + "1. Generate new filenames: Create BIDS-compliant filenames for all SNIRF records.\n", + "2. Determine file locations: Identify the appropriate locations for these files within the BIDS folder hierarchy.\n", + "\n", + "This process ensures that the dataset adheres to BIDS standards for organization and naming." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "mapping_df[[\"bids_name\", \"parent_path\"]] = mapping_df.apply(\n", + " bids.create_bids_standard_filenames, axis=1, result_type='expand')\n", + "\n", + "mapping_df.head(10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To facilitate proper organization:\n", + "\n", + "- `parent_path`: Added to the mapping dataframe to define the location of each SNIRF file within `destination_path`.\n", + "- `bids_name`: Specifies the new BIDS-compliant name for each file.\n", + "In the following sections, we will rename all files to their corresponding `bids_name` and copy them to their designated parent_path." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "_ = mapping_df.apply(bids.copy_rename_snirf, axis=1, args=(dataset_path, destination_path))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Create BIDS specific files (e.g., _coordsystem.json)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "In this step, we utilize the snirf2bids Python package to generate the necessary .tsv and .json files for the BIDS structure.\n", + "\n", + "For every record, the following files will be created:\n", + "1. _coordsystem.json\n", + "2. _optodes.json\n", + "3. _optodes.tsv\n", + "4. *_channels.tsv\n", + "5. *_events.json\n", + "6. *_events.tsv\n", + "7. *_nirs.json\n", + "\n", + "These files are essential for ensuring the dataset adheres to BIDS standards." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "s2b.snirf2bids_recurse(destination_path)\n", + "pattern = re.compile(r'.*_scans\\.tsv$|^participants\\.tsv$|^temp_participants\\.tsv$')\n", + "files_to_delete = [file for file in destination_path.rglob('*') if file.is_file() and pattern.match(file.name)]\n", + "for file in files_to_delete:\n", + " file.unlink()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Create _scan.tsv Files" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now, we proceed to create scan files for all subjects and sessions. Previously, we searched the original dataset path for any provided scan information, which will now be incorporated into the BIDS structure." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "scan_df = mapping_df[[\"sub\", \"ses\", \"bids_name\", \"acq_time\"]]\n", + "scan_df['ses'].fillna(\"Unknown\", inplace=True)\n", + "scan_df = scan_df.groupby([\"sub\", \"ses\"])\n", + "scan_df.apply(lambda group: bids.create_scan_files(group, destination_path))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Create _session.tsv Files" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The next step is to create session files for all subjects. As with the scan files, we previously searched the original dataset path for any session information, which will now be used to create the corresponding BIDS session files." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "session_df = mapping_df[[\"sub\", \"ses\", \"ses_acq_time\"]]\n", + "session_df = session_df.groupby([\"sub\"])\n", + "session_df.apply(lambda group: bids.create_session_files(group, destination_path))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Create and Integrate participants.tsv and participants.json" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "In this step, we gather available participant information and incorporate it into the BIDS structure. \n", + "\n", + "If you want to use custom participant metadata, you should provide it at the beginning of the code, either as a participants.tsv file or as a CSV/Excel file.\n", + "\n", + "- If you provide a participants.tsv file but not a corresponding participants.json, you should fill out the participants.json manually to include descriptions for each field to comply with BIDS standards.\n", + "\n", + "- If you provide neither file, new participants.tsv and participants.json files will be automatically created with standard fields:\n", + "\n", + " - species\n", + " - age\n", + " - sex\n", + " - handedness\n", + "\n", + "You can also pass your favourite/custom fields instead of these defaults when creating new files (only applies if no valid TSV is provided)." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "saved_participants = bids.create_participants_files(bids_dir=destination_path, \n", + " participants_tsv_path= participants_tsv_file, \n", + " participants_json_path=participants_json_file, \n", + " mapping_df=mapping_df,\n", + " fields=[\"gender\", \"age\"])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Create data description file" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To create the dataset_description.json file, we follow these steps:\n", + "\n", + "1. Search for an existing dataset_description.json in the dataset path and retain the provided information.\n", + "2. If extra_meta_data_path is specified, add the additional metadata about the dataset.\n", + "3. If neither dataset_description.json nor extra metadata is provided, use the basename of the dataset directory as the dataset name and set the BIDS version to '1.10.0'." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "bids.create_data_description(dataset_path, destination_path, extra_meta_data_path)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Check _coordsystem.json file" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Since an empty string is not allowed for the `NIRSCoordinateSystem` key in the *_coordsystem.json file, we will populate it with \"Other\" to ensure BIDS compliance." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "bids.check_coord_files(destination_path)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Fix *_events.tsv order\n", + "\n", + "Sorting events files based on onset time" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "_ = mapping_df.apply(bids.sort_events, axis=1, args=(destination_path,))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Edit *_events.tsv" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To allow editing of the `duration` or `trial_type` columns in the *_events.tsv files, the mapping CSV file must include the following extra columns:\n", + "\n", + "1. `duration`: Specifies the new duration for each SNIRF file that needs editing.\n", + "2. cond and cond_match:\n", + "\n", + " - cond: A list of existing condition labels found in the SNIRF file (e.g., [1, 2]).\n", + "\n", + " - cond_match: A list of new labels you want to use in place of those conditions (e.g., [\"con\", \"inc\"]).\n", + " \n", + "These two columns will be combined into a dictionary to update the trial_type column in the events file. This allows for relabeling of condition names in a BIDS-compliant way." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "_ = mapping_df.apply(bids.edit_events, axis=1, args=(destination_path,))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Creating sourcedata Directory" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Finally there is this possiblity to keep your original data under sourcedata directory at your `destination_path`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "bids.save_source(dataset_path, destination_path)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "cedalion_dev", + "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": "3.11.6" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/src/cedalion/io/bids.py b/src/cedalion/io/bids.py index 69faba0..0a88746 100644 --- a/src/cedalion/io/bids.py +++ b/src/cedalion/io/bids.py @@ -1,9 +1,689 @@ -"""Functions for reading BIDS data.""" - +import os +import shutil +import json +import re from pathlib import Path +from typing import List, Tuple, Optional +from datetime import datetime import pandas as pd +from snirf import Snirf def read_events_from_tsv(fname: str | Path): return pd.read_csv(fname, delimiter="\t") + + +def check_for_bids_field(path_parts: list, + field: str): + """@author: lauracarlton.""" + field_parts = [part for part in path_parts if field in part] + if len(field_parts) == 0: + value_id = None + else: + find_value = field_parts[-1].split('_') # assume the lowest directory level supersedes any higher directory level ? not sure if we should assume this + value = [vals for vals in find_value if field in vals][0] + value_id = value.split(field)[1] + try: + value_id = value_id.split('-')[1] + except: + value_id = value_id + + return value_id + + +def get_snirf2bids_mapping_csv(dataset_path): + """@author: lauracarlton.""" + column_names = ["current_name", + "sub", + "ses", + "task", + "run", + "acq", + "cond", + "cond_match", + "duration"] + + + snirf2bids_mapping_df = pd.DataFrame(columns=column_names) + + + #% IDENTIFY ALL SNIRF FILES IN THE DIRECTORY AND THEIR PATH + + file_list = [] + for dirpath, dirnames, filenames in os.walk(dataset_path): + + for filename in filenames: + + if filename.endswith('.snirf'): + # Get the full path of the file + relative_path = os.path.relpath(dirpath, dataset_path) + + # get each part of the path + parent_folders = relative_path.split(os.sep) + + # including the filename + filename_without_ext = os.path.splitext(filename)[0] + parent_folders.append(filename_without_ext) + + # add to the list of file paths + file_list.append(parent_folders) + + + #% CHECK EACH FILE TO GATHER INFO TO POPULATE THE MAPPING_DF + + + for path_parts in file_list: + + # need to check for sub + subject = check_for_bids_field(path_parts, 'sub') + + # check for session + ses = check_for_bids_field(path_parts, 'ses') + + # check for run + run = check_for_bids_field(path_parts, 'run') + + # check for task + task = check_for_bids_field(path_parts, 'task') + + # check for acq + acq = check_for_bids_field(path_parts, 'acq') + + bids_dict = {"current_name": "/".join(path_parts), + "sub": subject, + "ses": ses, + "run": run, + "task": task, + "acq": acq, + "cond": None, + "cond_match": None, + "duration": None + } + snirf2bids_mapping_df = pd.concat([snirf2bids_mapping_df, pd.DataFrame([bids_dict])], ignore_index=True) + + mapping_df_path = os.path.join(dataset_path, "snirf2BIDS_mapping.csv") + snirf2bids_mapping_df.to_csv(mapping_df_path, index=None) + return mapping_df_path + +def find_files_with_pattern(start_dir: str | Path, pattern: str) -> List[str]: + """Recursively finds all files in the specified directory (and subdirectories) that match the given pattern. + + Parameters: + ----------- + start_dir : str | Path + The directory to start the search from. + + pattern : str + The pattern to match filenames against. + + Returns: + -------- + List[str] + A list of file paths (as strings) of all files that match the pattern. + """ + start_path = Path(start_dir) + return [str(file) for file in start_path.rglob(pattern)] + + +def create_bids_standard_filenames(row: pd.Series) -> Tuple[str, str]: + """Generates a BIDS compliant file name and its parent directory path based on the information in the given row. + + This function constructs a filename and directory path following the BIDS naming convention for a specific subject, session, task, + acquisition, and run based on the provided DataFrame row. The final filename will include "_nirs.snirf" as the extension, and + the directory path will be created under a "nirs" directory. + + Parameters: + ----------- + row : pd.Series + A row of a Pandas DataFrame containing the following potential columns: + - "sub" : The subject identifier (e.g., "01") + - "ses" : The session identifier (e.g., "01"), can be NaN if not available + - "task" : The task name or identifier (e.g., "rest") + - "acq" : The acquisition identifier (e.g., "01"), can be NaN if not available + - "run" : The run identifier (e.g., "1"), can be NaN if not available + + Returns: + -------- + Tuple[str, str] + A tuple containing: + 1. The generated filename string based on the BIDS standard. + 2. The parent directory path where the file is expected to be located. + """ + + name_str = "sub-" + str(row["sub"]) + parent_path = name_str + if not pd.isna(row["ses"]): + name_str += "_ses-" + str(row.ses) + parent_path = os.path.join(parent_path, "ses-" + str(row.ses)) + + name_str += "_task-" + str(row.task) + + if not pd.isna(row["acq"]): + name_str += "_acq-" + str(row.acq) + + if not pd.isna(row["run"]): + name_str += "_run-" + str(row.run) + + name_str += "_nirs.snirf" + parent_path = os.path.join(parent_path, "nirs") + + return name_str, parent_path + + +def copy_rename_snirf(row: pd.Series, dataset_path: str, bids_dir: str): + """Copies a `.snirf` file from the source directory, renaming it according to BIDS standards, and places it in the appropriate destination directory. + + This function takes the source file (in the `dataset_path`), renames it based on the information in the provided `row`, + and copies it to the target `bids_dir` directory, following the BIDS directory structure. + + Parameters: + ----------- + row : pd.Series + A row from a Pandas DataFrame containing the following columns: + - "current_name" : The current name of the file (without the `.snirf` extension). + - "parent_path" : The relative path within the BIDS structure where the file should be stored. + - "bids_name" : The new BIDS-compliant name for the file. + + dataset_path : str + The path to the directory containing the original `.snirf` file(s) to be copied. + + bids_dir : str + The path to the root BIDS directory where the renamed file should be copied to. + """ + + source_file = os.path.join(dataset_path, row["current_name"] + ".snirf") + destination_folder = os.path.join(bids_dir, row["parent_path"]) + if not os.path.exists(destination_folder): + os.makedirs(destination_folder) + destination_file = os.path.join(destination_folder, row["bids_name"]) + shutil.copy(source_file, destination_file) + + +def search_for_acq_time_in_scan_files(dataset_path: str) -> pd.DataFrame: + """Searches for `_scans.tsv` files in the given dataset path, reads them into DataFrames, and processes them to extract the `filename` and `acq_time` columns. + + This function looks for all `_scans.tsv` files in the `dataset_path`, reads them into a DataFrame, and processes the `filename` + and `acq_time` columns. If the `acq_time` column does not exist in the merged DataFrame, it will be added with `None` values. + If no `_scans.tsv` files are found, an empty DataFrame with the columns `filename_org` and `acq_time` is returned. + + Parameters: + ----------- + dataset_path : str + The path to the dataset where the `_scans.tsv` files are located. + + Returns: + -------- + pd.DataFrame + A DataFrame with the following columns: + - `filename_org`: The original filename (without the `.snirf` extension) from the `_scans.tsv` files. + - `acq_time`: The acquisition time for each scan. If the `acq_time` column does not exist in the original files, it will be filled with `None`. + """ + + scan_paths = find_files_with_pattern(dataset_path, "*_scans.tsv") + scan_dfs = [pd.read_csv(file, delimiter="\t") for file in scan_paths] + + if len(scan_dfs) != 0: + scan_df = pd.concat(scan_dfs, ignore_index=True) + scan_df.drop_duplicates(subset="filename", inplace=True) + + scan_df["filename"] = scan_df["filename"].apply( + lambda x: str(os.path.basename(x)).replace(".snirf", "") + ) + scan_df = scan_df.rename(columns={"filename": "filename_org"}) + if "acq_time" not in scan_df.columns: + scan_df["acq_time"] = None + else: + scan_df = pd.DataFrame(columns=["filename_org", "acq_time"]) + return scan_df + + +def search_for_acq_time_in_snirf_files(row: pd.Series, dataset_path: str) -> datetime: + """Extracts acquisition time from SNIRF files if missing in the `_scans.tsv` file. + + This function checks if the acquisition time (`acq_time`) is missing (`NaN`) in the input row. + If missing, it loads the corresponding SNIRF file, extracts the acquisition date and time, + and returns it as a `datetime` object. + + Parameters: + ----------- + row : pd.Series + A row from the `mapping_df` DataFrame containing `current_name` and `acq_time` columns. + dataset_path : str + Path to the dataset where the SNIRF files are located. + + Returns: + -------- + datetime + The acquisition timestamp extracted from the SNIRF file, or the existing `acq_time` if not missing. + """ + if pd.isna(row.acq_time): + snirf_file = os.path.join(dataset_path, row.current_name) + nirs_data = Snirf(snirf_file) + nirs_data = next(iter(nirs_data.nirs)) + + datetime_str = f"{nirs_data.metaDataTags.MeasurementDate} {nirs_data.metaDataTags.MeasurementTime}" + timestamp = datetime.strptime(datetime_str.split('.')[0], "%Y-%m-%d %H:%M:%S") + return timestamp + else: + return row.acq_time + + +def search_for_sessions_acq_time(dataset_path: str) -> pd.DataFrame: + """Searches for `_sessions.tsv` files in the provided dataset path, reads them into DataFrames, and processes them to extract the `session_id`, `sub` (subject ID), and `ses_acq_time` (session acquisition time). + + This function looks for all `_sessions.tsv` files in the given `dataset_path`, reads them into DataFrames, and processes them + to extract the subject ID and session acquisition time. If the `acq_time` column does not exist in the input files, + it will be added with `None` values. Additionally, it extracts the subject ID from the filename using a regular expression. + + Parameters: + ----------- + dataset_path : str + The path to the dataset where the `_sessions.tsv` files are located. + + Returns: + -------- + pd.DataFrame + A DataFrame with the following columns: + - `session_id`: The session identifier (extracted from the filenames). + - `sub`: The subject ID extracted from the filename. + - `ses_acq_time`: The session acquisition time for each session. If the `acq_time` column does not exist in the original files, it will be filled with `None`. + """ + + session_paths = find_files_with_pattern(dataset_path, "*_sessions.tsv") + session_dfs = [] + for f in session_paths: + match = re.search(r"(?i)\b(?:sub|subj|subject)[-_]?(\d+)\b", f) + ses_df = pd.read_csv(f, delimiter="\t") + ses_df["sub"] = match.group(1) + session_dfs.append(ses_df) + if "acq_time" in ses_df.columns: + ses_df = ses_df.rename(columns={"acq_time": "ses_acq_time"}) + else: + ses_df["ses_acq_time"] = None + + if len(session_dfs) != 0: + session_df = pd.concat(session_dfs, ignore_index=True) + session_df.drop_duplicates(inplace=True) + session_df = session_df.rename(columns={"session_id": "ses"}) + session_df["ses"] = session_df["ses"].apply(lambda x: x.replace("ses-", "")) + else: + session_df = pd.DataFrame(columns=["ses", "sub", "ses_acq_time"]) + session_df + return session_df + + +def create_scan_files(group_df: pd.DataFrame, bids_dir: str) -> None: + """Creates a `_scans.tsv` file for each subject (and session, if provided) from the provided DataFrame and saves it in the BIDS directory. + + This function generates a `_scans.tsv` file for each group of data (grouped by subject and session) in the `group_df` DataFrame. + The resulting file contains two columns: `filename` (with a relative path to the NIRS file) and `acq_time` (acquisition time). + The function saves this file in the appropriate directory within the BIDS dataset. + + Parameters: + ----------- + group_df : pd.DataFrame + A DataFrame containing a group of rows for a particular subject and session. + This DataFrame should include at least the `bids_name` and `acq_time` columns. + + bids_dir : str + The path to the BIDS directory where the `_scans.tsv` file will be saved. + + Returns: + -------- + None + This function does not return anything. It saves the generated `_scans.tsv` file to the BIDS directory. + """ + + sub, ses = group_df.name + tsv_df = group_df[["bids_name", "acq_time"]] + tsv_df = tsv_df.rename(columns={"bids_name": "filename"}) + tsv_df["filename"] = "nirs/" + tsv_df["filename"] + if ses != "Unknown": + filename = "sub-" + str(sub) + "_ses-" + str(ses) + "_scans.tsv" + path_to_save = os.path.join( + bids_dir, "sub-" + str(sub), "ses-" + str(ses), filename + ) + else: + filename = "sub-" + str(sub) + "_scans.tsv" + path_to_save = os.path.join(bids_dir, "sub-" + str(sub), filename) + tsv_df.to_csv(path_to_save, sep="\t", index=False) + + +def create_session_files(group_df: pd.DataFrame, bids_dir: str) -> None: + """Creates a `_sessions.tsv` file for each subject from the provided DataFrame and saves it in the BIDS directory. + + This function generates a `_sessions.tsv` file for each subject in the `group_df` DataFrame. + The resulting file contains two columns: `ses` (session identifier) and `acq_time` (session acquisition time). + The function saves this file in the appropriate directory within the BIDS dataset. + + Parameters: + ----------- + group_df : pd.DataFrame + A DataFrame containing a group of rows for a particular subject. + This DataFrame should include at least the `ses` (session identifier) and `ses_acq_time` (session acquisition time) columns. + + bids_dir : str + The path to the BIDS directory where the `_sessions.tsv` file will be saved. + + Returns: + -------- + None + This function does not return anything. It saves the generated `_sessions.tsv` file to the BIDS directory. + """ + sub = group_df.name + tsv_df = group_df[["ses", "ses_acq_time"]] + if not tsv_df["ses"].isna().all(): + tsv_df["ses"] = "ses-" + tsv_df["ses"] + tsv_df = tsv_df.rename(columns={"ses_acq_time": "acq_time", "ses": "session_id"}) + tsv_df.drop_duplicates(subset="session_id", inplace=True) + if not pd.isna(tsv_df["session_id"]).any(): + filename = "sub-" + str(sub) + "_sessions.tsv" + path_to_save = os.path.join(bids_dir, "sub-" + str(sub), filename) + tsv_df.to_csv(path_to_save, sep="\t", index=False) + + +def create_data_description( + dataset_path: str, bids_dir: str, extra_meta_data: Optional[str] = None +) -> None: + """Creates or updates the `dataset_description.json` file in the specified BIDS directory. + + This function checks for an existing `dataset_description.json` file in the specified dataset path + and updates it with relevant metadata. It also adds any additional metadata from an optional external JSON file (`extra_meta_data`). + If some required keys are missing, it will add them with default values. + + Parameters: + ----------- + dataset_path : str + The path to the dataset where the `dataset_description.json` file is located. + + bids_dir : str + The path to the BIDS directory where the updated `dataset_description.json` file will be saved. + + extra_meta_data : Optional[str], default=None + An optional path to a JSON file containing additional metadata to be included in the `dataset_description.json`. + If not provided, no extra metadata will be added. + + Returns: + -------- + None + This function does not return any value. It updates the `dataset_description.json` file in the BIDS directory. + """ + + data_des = { + "Name": os.path.basename(dataset_path), + "BIDSVersion": "1.10.0", + "License": "CC0", + "DatasetType": "raw", + "Authors": ["Enter author names here"], + "Acknowledgements": "Enter acknowledgements here (e.g., funding sources, institutions).", + "HowToAcknowledge": "Provide details on how to cite or acknowledge this dataset.", + "DatasetDOI": "Enter DOI here if available.", + "Funding": ["Enter funding details here, if applicable."], + "EthicsApprovals": ["Enter ethics approval details here, if applicable."], + "ReferencesAndLinks": [ + "Enter references or related links here, if applicable." + ], + } + + result = find_files_with_pattern(dataset_path, "dataset_description.json") + data_description_keys = data_des.keys() + # data_des = {} + if extra_meta_data is not None: + with open(extra_meta_data, "r") as file: + data = json.load(file) + data = {key: value for key, value in data.items() if value != ""} + data_des.update( + {key: data[key] for key in data_description_keys if key in data} + ) + if len(result) != 0: + with open(result[0], "r") as file: + data_des.update(json.load(file)) + data_des = {key: value for key, value in data_des.items() if value != ""} + + with open(os.path.join(bids_dir, "dataset_description.json"), "w") as json_file: + json.dump(data_des, json_file, indent=4) + + +def check_coord_files(bids_dir: str) -> None: + """Checks for and updates *_coordsystem.json files in a BIDS directory. + + This function searches for files matching the pattern "*_coordsystem.json" within the specified BIDS directory. + If the "NIRSCoordinateSystem" field is empty, it updates the field with the value "Other" and writes the updated data back to the JSON file. + + Parameters: + ----------- + bids_dir : str + The path to the BIDS directory where *_coordsystem.json files are located. + + Returns: + -------- + None + This function does not return any value. It directly modifies the *_coordsystem.json files. + """ + + results = find_files_with_pattern(bids_dir, "*_coordsystem.json") + for coord_file in results: + with open(coord_file, "r") as file: + data = json.load(file) + if data["NIRSCoordinateSystem"] == "": + data["NIRSCoordinateSystem"] = "Other" + with open(coord_file, "w") as json_file: + json.dump(data, json_file, indent=4) + +def create_participants_tsv(bids_dir: str, mapping_df: pd.DataFrame, fields: Optional[List[str]] = None) -> None: + """Creates a `participants.tsv` file in a BIDS-compliant directory. + + This function generates a `participants.tsv` file based on the provided `mapping_df`, + which must include at least a "sub" column (subject identifier). It ensures that + the specified fields are present in the output, initializing any missing fields with `None`. + + Args: + bids_dir (str): Path to the BIDS directory. + mapping_df (pd.DataFrame): A DataFrame containing subject metadata, + including a "sub" column. + fields (List[str], optional): A list of additional participant-level fields + to include in the TSV. Defaults to + ["species", "age", "sex", "handedness"]. + + Returns: + None: Writes `participants.tsv` to the specified BIDS directory. + """ + participants_df = "sub-" + mapping_df[["sub"]] + participants_df.drop_duplicates(inplace=True) + participants_df = participants_df.rename(columns={"sub": "participant_id"}) + + if fields is None: + fields = ["species", "age", "sex", "handedness"] + for c in fields: + participants_df[c] = None + participants_df.to_csv( + os.path.join(bids_dir, "participants.tsv"), sep="\t", index=False + ) + +def create_participants_json(bids_dir: str, fields: Optional[List[str]] = None) -> None: + """Creates or updates a `participants.json` file in a BIDS-compliant directory. + + If no custom fields are provided, this function uses a default schema based on + BIDS recommendations. The output describes participant-level metadata for each + field in the corresponding `participants.tsv` file. + + Args: + bids_dir (str): Path to the BIDS directory. + fields (List[str], optional): List of fields to include in the JSON schema. + If None, a default set is used. + + Returns: + None: Writes `participants.json` to the specified BIDS directory. + """ + + if fields is None: + json_template = { + "species": { + "Description": "species of the participant", + "Levels": { + "homo sapiens": "a binomial species name from the NCBI Taxonomy" + }, + }, + "age": {"Description": "age of the participant", "Units": "year"}, + "sex": { + "Description": "sex of the participant as reported by the participant", + "Levels": {"M": "male", "F": "female"}, + }, + "handedness": { + "Description": "handedness of the participant as reported by the participant", + "Levels": {"left": "left", "right": "right"}, + }, + } + + else: + json_template = dict.fromkeys(fields) + + with open(os.path.join(bids_dir, "participants.json"), "w") as json_file: + json.dump(json_template, json_file, indent=4) + +def create_participants_files( + bids_dir: str, + mapping_df: Optional[pd.DataFrame] = None, + participants_tsv_path: Optional[str] = None, + participants_json_path: Optional[str] = None, + fields: Optional[List[str]] = None +): + """Creates or updates `participants.tsv` and `participants.json` files in a BIDS-compliant directory. + + If a `participants.tsv` file already exists and contains data, it is cleaned and standardized: + - Ensures the first column is named `participant_id` + - Prepends "sub-" to subject IDs if missing + - Sorts the participants by ID + The corresponding `participants.json` file is also updated or created based on the TSV's columns. + + If no valid `participants.tsv` file is found, the function will fall back to generating new files + using the provided `mapping_df`. + + Args: + bids_dir (str): Path to the BIDS directory where output files will be written. + mapping_df (pd.DataFrame, optional): Used to create participants.tsv if no existing file is found. + participants_tsv_path (str, optional): Path to an existing `participants.tsv` file. + participants_json_path (str, optional): Path to an existing `participants.json` file. + fields (List[str], optional): List of fields to include in your schema. If None, a default set is used. + + """ + + if os.path.exists(participants_tsv_path): + if str(participants_tsv_path).endswith(".tsv"): + participants_tsv = read_events_from_tsv(participants_tsv_path) + elif str(participants_tsv_path).endswith(".xlsx"): + participants_tsv = pd.read_excel(participants_tsv_path, engine='openpyxl') + else: + participants_tsv = pd.read_csv(participants_tsv_path) + if len(participants_tsv) > 0: + sub_field = participants_tsv.columns[0] + if sub_field != "participant_id": + participants_tsv.columns = ['participant_id'] + list(participants_tsv.columns[1:]) + participants_tsv["participant_id"] = participants_tsv["participant_id"].astype(str) + participants_tsv.drop_duplicates(subset=["participant_id"], inplace=True) + sample_sub = participants_tsv["participant_id"].iloc[0] + if not sample_sub.startswith("sub-"): + participants_tsv['sort_key'] = participants_tsv['participant_id'].map(lambda val: (0, int(val)) if val.isdigit() else (1, val)) + participants_tsv = participants_tsv.sort_values(by='sort_key').drop(columns=['sort_key']) + participants_tsv["participant_id"] = "sub-" + participants_tsv["participant_id"].astype(str) + else: + participants_tsv['participant_id'] = participants_tsv['participant_id'].str.replace('sub-', '') + participants_tsv['sort_key'] = participants_tsv['participant_id'].map(lambda val: (0, int(val)) if val.isdigit() else (1, val)) + participants_tsv = participants_tsv.sort_values(by='sort_key').drop(columns=['sort_key']) + participants_tsv["participant_id"] = "sub-" + participants_tsv["participant_id"].astype(str) + participants_tsv.to_csv(os.path.join(bids_dir, "participants.tsv"), sep="\t", index=False) + if participants_json_path is not None: + if os.path.exists(participants_json_path): + with open(participants_json_path, "r") as file: + participants_json = json.load(file) + participants_json = {{sub_field: "participant_id"}.get(key, key): value for key, value in participants_json.items()} + with open(os.path.join(bids_dir, "participants.json"), "w") as file: + json.dump(participants_json, file) + else: + create_participants_json(bids_dir=bids_dir, fields=participants_tsv.columns.tolist()) + else: + create_participants_json(bids_dir=bids_dir, fields=participants_tsv.columns.tolist()) + else: + create_participants_tsv(bids_dir=bids_dir, mapping_df=mapping_df, fields=fields) + create_participants_json(bids_dir=bids_dir, fields=fields) + else: + print("No valid participants.tsv file found. Creating default files.") + create_participants_tsv(bids_dir=bids_dir, mapping_df=mapping_df, fields=fields) + create_participants_json(bids_dir=bids_dir, fields=fields) + +def edit_events(row: pd.Series, bids_dir: str) -> None: + """Edits an events.tsv file in a BIDS directory based on specified conditions. + + This function modifies an events.tsv file corresponding to a specific row of mapping scv. + It updates the "duration" and/or "trial_type" columns based on the values in the `row` parameter. + + Args: + row (pd.Series): A pandas Series containing the following keys: + - "cond" (str or None): A string representing a list of keys for mapping trial types. + - "cond_match" (str or None): A string representing a list of values for mapping trial types. + - "duration" (float or None): The duration to update in the events file. + - "bids_name" (str): The base name of the BIDS file to find the corresponding events.tsv file. + - "parent_path" (str): The relative path to the directory containing the events.tsv file. + bids_dir (str): The base directory for the BIDS dataset. + + Returns: + None: The function modifies the events.tsv file in place and does not return a value. + """ + tsv_filename = row["bids_name"].replace("_nirs.snirf", "_events.tsv") + event_path = os.path.join(bids_dir, row["parent_path"], tsv_filename) + events_df = pd.read_csv(event_path, delimiter="\t") + if row["cond"] or row["cond_match"] or row["duration"]: + if not pd.isna(row["duration"]): + events_df["duration"] = row["duration"] + if not pd.isna(row["cond"]): + keys = re.sub(r'[\[\]"]', "", row["cond"]).split(",") + keys = [item.strip() for item in keys] + values = re.sub(r'[\[\]"]', "", row["cond_match"]).split(",") + values = [item.strip() for item in values] + map_dict = dict(zip(keys, values)) + events_df["trial_type"] = events_df["trial_type"].astype(str).replace(map_dict) + + events_df.sort_values("onset").to_csv(event_path, sep="\t", index=False) + else: + events_df.sort_values("onset").to_csv(event_path, sep="\t", index=False) + return + +def sort_events(row: pd.Series, bids_dir: str) -> None: + """Sorts the events in a BIDS-compatible .tsv file by onset time. + + This function locates the corresponding _events.tsv file for a given dataset, + reads the file, sorts the events by the "onset" column, and overwrites the original + file with the sorted version. + + Parameters: + ---------- + row : pd.Series + A row from a DataFrame containing BIDS file metadata. Must include the keys + "bids_name" and "parent_path". + + bids_dir : str + The root directory of the BIDS dataset. + """ + tsv_filename = row["bids_name"].replace("_nirs.snirf", "_events.tsv") + event_path = os.path.join(bids_dir, row["parent_path"], tsv_filename) + events_df = pd.read_csv(event_path, delimiter="\t") + events_df.sort_values("onset").to_csv(event_path, sep="\t", index=False) + +def save_source(dataset_path: str, destination_path: str) -> None: + """Copies the dataset to a 'sourcedata' folder within the specified destination path. + + If a 'sourcedata' folder already exists inside the `dataset_path`, only that folder is copied. + Otherwise, the entire dataset is copied into a new 'sourcedata' folder in the destination. + + Args: + dataset_path (str): Path to the original dataset. + destination_path (str): Directory where the 'sourcedata' folder will be created and data copied. + """ + source_folder = os.path.join(dataset_path, "sourcedata") + + if os.path.isdir(source_folder): + shutil.copytree(source_folder, os.path.join(destination_path, "sourcedata")) + else: + shutil.copytree(dataset_path, os.path.join(destination_path, "sourcedata")) + From ca632865c291d1874338489b045d6cf14bf3784f Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Tue, 23 Sep 2025 09:42:23 +0200 Subject: [PATCH 45/56] interim fix to pyproject.toml to use unreleased snirf2bids also on colab --- pyproject.toml | 5 +++++ 1 file changed, 5 insertions(+) diff --git a/pyproject.toml b/pyproject.toml index aec188b..4561dbc 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -57,6 +57,7 @@ dependencies = [ "pmcx>=0.3.3", "pmcxcl==0.3.1", "pyxdf==1.17.0", + "snirf2bids @ git+https://github.com/emiddell/snirf2bids.git@v0.8.8", # FIXME ] @@ -76,6 +77,10 @@ template = "__version__ = '{version}'\n" [tool.hatch.version] source = "vcs" +# FIXME remove after snirf2bids release +[tool.hatch.metadata] +allow-direct-references = true + [tool.hatch.env] requires = [ "hatch-conda>=0.5.2", From 805b79df5975574acab468711bd2c449ed53d532 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Tue, 23 Sep 2025 10:52:57 +0200 Subject: [PATCH 46/56] added snirf2bids example dataset and tree command --- environment_dev.yml | 2 ++ scripts/colab_setup.py | 3 ++- src/cedalion/datasets.py | 23 +++++++++++++++++------ 3 files changed, 21 insertions(+), 7 deletions(-) diff --git a/environment_dev.yml b/environment_dev.yml index a2c6f15..c107bd9 100644 --- a/environment_dev.yml +++ b/environment_dev.yml @@ -55,6 +55,8 @@ dependencies: - PyQt - ipympl + - tree + - pip: - mne==1.9 - mne-bids==0.16 diff --git a/scripts/colab_setup.py b/scripts/colab_setup.py index 92326da..ddbe397 100644 --- a/scripts/colab_setup.py +++ b/scripts/colab_setup.py @@ -35,11 +35,12 @@ def kill_current_runtime(): print("Installing dependencies...") subprocess.run(["uv", "pip", "install", cedalion_repo], check=True) subprocess.run(["uv", "pip", "uninstall", "opt-einsum"], check=True) + subprocess.run(["apt", "install", "tree"], check=True) display( HTML( '

' - "All dependencies were installed. Killing this runtime now." + "All dependencies were installed. Stopping this runtime now." "Please rerun the notebook.

" ) ) diff --git a/src/cedalion/datasets.py b/src/cedalion/datasets.py index a258437..b27532c 100644 --- a/src/cedalion/datasets.py +++ b/src/cedalion/datasets.py @@ -39,16 +39,18 @@ "sensitivity_fingertapping_icbm152.nc": "sha256:f7769407774b52b887a302d373ca316697e9c1fe2e9b53ea081a5e257f181109", # noqa:E501 "sensitivity_fingertappingDOT_colin27.nc": "sha256:6b69f17834d8d790f831e0837aa836e87ff091171a68c5fe2a2b703ea3a566f2", # noqa:E501 "sensitivity_fingertappingDOT_icbm152.nc": "sha256:14dae2a398e7031b357e46e30e4488cc4784a724ae618a461ab0ae6a174c5991", # noqa:E501 - "sensitivity_ninja_cap_56x144_colin27.nc": "sha256:51bca422640345f97a83fbced05934872e1a98cc798ae2613e9bafbe6b010772", # noqa:E501^ - "sensitivity_ninja_cap_56x144_icbm152.nc": "sha256:d98f6f197600e95b010f1cb9692f480e81055e8b4e633138add770aeb132c0d1", # noqa:E501^ - "sensitivity_ninja_uhd_cap_164x496_colin27.nc": "sha256:7fd82726b78baf47a6a103bfc049b2d04b5f061d25d737e612ff0646ff1304ea", # noqa:E501^ - "sensitivity_ninja_uhd_cap_164x496_icbm152.nc": "sha256:29b20249e451f44fc6c8ef7a85d328f085feca21dbe2a34b903bbf04942547ac", # noqa:E501^ - "sensitivity_nn22_resting_colin27.nc": "sha256:812a67b648a88b3fa3614cdc011dca034b9ea827591cedf4adf549cff67595ca", # noqa:E501^ - "sensitivity_nn22_resting_icbm152.nc": "sha256:4e8e8e16f167241835f4a8cad408dc7a0144401fe7fb3228248d2261d650c797", # noqa:E501^ + "sensitivity_ninja_cap_56x144_colin27.nc": "sha256:51bca422640345f97a83fbced05934872e1a98cc798ae2613e9bafbe6b010772", # noqa:E501 + "sensitivity_ninja_cap_56x144_icbm152.nc": "sha256:d98f6f197600e95b010f1cb9692f480e81055e8b4e633138add770aeb132c0d1", # noqa:E501 + "sensitivity_ninja_uhd_cap_164x496_colin27.nc": "sha256:7fd82726b78baf47a6a103bfc049b2d04b5f061d25d737e612ff0646ff1304ea", # noqa:E501 + "sensitivity_ninja_uhd_cap_164x496_icbm152.nc": "sha256:29b20249e451f44fc6c8ef7a85d328f085feca21dbe2a34b903bbf04942547ac", # noqa:E501 + "sensitivity_nn22_resting_colin27.nc": "sha256:812a67b648a88b3fa3614cdc011dca034b9ea827591cedf4adf549cff67595ca", # noqa:E501 + "sensitivity_nn22_resting_icbm152.nc": "sha256:4e8e8e16f167241835f4a8cad408dc7a0144401fe7fb3228248d2261d650c797", # noqa:E501 "nn22_resting_state.zip": "sha256:0394347af172d906fe33403e84303435af26d82fdcf1d36dad5c7b05beb82d88", # noqa:E501 "colin27_parcellation.zip": "sha256:70cb51cc587b7a7389050b854beede76327ed8b105fa12971584a7d1bb7fa080", # noqa:E501 "icbm152_parcellation.zip": "sha256:b69ffdb3ff2fe3d85a6d5c139e59147d05ca97127589c1e4c2a8d031850f0148", # noqa:E501 + + "snirf2bids_example_dataset.zip" : "3994080312157047dbdeaa76310a24e7928fdc43ad25fd9919d6dc92fd1f23be", # noqa:E501 }, ) @@ -279,3 +281,12 @@ def get_nn22_resting_state() -> cdc.Recording: rec = cedalion.io.read_snirf(fname)[0] return rec + + +def get_snirf2bids_example_dir() -> Path: + fnames = DATASETS.fetch("snirf2bids_example_dataset.zip", processor=pooch.Unzip()) + + readme_path = Path([i for i in fnames if i.endswith("readme.txt")][0]) + dataset_dir = readme_path.parent + + return dataset_dir From b04def82a7a3a058604cf213c3e6569e1e9ac267 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Tue, 23 Sep 2025 11:33:29 +0200 Subject: [PATCH 47/56] replace tree with seedir --- environment_dev.yml | 2 +- pyproject.toml | 1 + 2 files changed, 2 insertions(+), 1 deletion(-) diff --git a/environment_dev.yml b/environment_dev.yml index c107bd9..ef50b4f 100644 --- a/environment_dev.yml +++ b/environment_dev.yml @@ -55,7 +55,7 @@ dependencies: - PyQt - ipympl - - tree + - seedir - pip: - mne==1.9 diff --git a/pyproject.toml b/pyproject.toml index 4561dbc..224c6a0 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -58,6 +58,7 @@ dependencies = [ "pmcxcl==0.3.1", "pyxdf==1.17.0", "snirf2bids @ git+https://github.com/emiddell/snirf2bids.git@v0.8.8", # FIXME + "seedir", ] From f082cd4d4a45fe84566de6ff72504edfdd7c289d Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Wed, 24 Sep 2025 11:05:16 +0200 Subject: [PATCH 48/56] added a demo mode to snirf2bids notebook that uses an example notebook --- examples/snirf2bids.ipynb | 138 ++++++++++++++++++++++++++++++-------- src/cedalion/datasets.py | 18 +++-- 2 files changed, 124 insertions(+), 32 deletions(-) diff --git a/examples/snirf2bids.ipynb b/examples/snirf2bids.ipynb index 73271c2..1a2ccf8 100644 --- a/examples/snirf2bids.ipynb +++ b/examples/snirf2bids.ipynb @@ -1,5 +1,14 @@ { "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Convert a fNIRS dataset to BIDS\n", + "\n", + " Do not run all cells at once. Carefully read the comments before each code cell — some steps require you to manually modify certain files (e.g., the mapping CSV) before proceeding.
Make sure all required edits are completed before continuing to the next step." + ] + }, { "cell_type": "code", "execution_count": null, @@ -11,20 +20,39 @@ " 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", - " !pip cache purge\n", " %run colab_setup.py --branch \"dev\"\n", - "\n", "except ImportError:\n", " pass" ] }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "import re\n", + "import shutil\n", + "from pathlib import Path\n", + "from tempfile import TemporaryDirectory\n", + "\n", + "import pandas as pd\n", + "import snirf2bids as s2b\n", + "from seedir import seedir\n", + "from IPython.display import JSON\n", + "\n", + "from cedalion.datasets import get_snirf2bids_example_dataset\n", + "from cedalion.io import bids\n" + ] + }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## Convert a fNIRS dataset to BIDS\n", + "## Convert your own dataset or an example\n", "\n", - "### Do not run all cells at once. Carefully read the comments before each code cell — some steps require you to manually modify certain files (e.g., the mapping CSV) before proceeding. Make sure all required edits are completed before continuing to the next step." + "When the constant `DEMO_MODE` is set to `True`, an example dataset is used. Set it to `False` and modify the notebook variables as described below to convert a different dataset." ] }, { @@ -33,19 +61,14 @@ "metadata": {}, "outputs": [], "source": [ - "import os\n", - "import pandas as pd\n", - "import re\n", - "import snirf2bids as s2b\n", - "from pathlib import Path\n", - "from cedalion.io import bids" + "DEMO_MODE = True" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "### Provide file paths\n", + "## Provide file paths and meta data\n", "\n", "This notebook shows how to convert an fNIRS dataset into BIDS format. To use it, provide the following inputs:\n", "\n", @@ -63,11 +86,18 @@ "metadata": {}, "outputs": [], "source": [ - "dataset_path = 'path-to-your-dataset-folder' # REQUIRED\n", - "destination_path = 'path-to-your-destination-bids-folder' # REQUIRED\n", + "if DEMO_MODE:\n", + " dataset_path, edited_mapping_df_path = get_snirf2bids_example_dataset()\n", + "\n", + " temporary_directory = TemporaryDirectory()\n", + " destination_path = Path(temporary_directory.name)\n", "\n", - "dataset_path = Path(dataset_path)\n", - "destination_path = Path(destination_path)" + " print(f\"dataset_path : {dataset_path}\\ndestination_path: {destination_path}\\n\")\n", + " seedir(dataset_path)\n", + "\n", + "else:\n", + " dataset_path = Path('path-to-your-dataset-folder') # REQUIRED\n", + " destination_path = Path('path-to-your-destination-bids-folder') # REQUIRED" ] }, { @@ -77,9 +107,10 @@ "outputs": [], "source": [ "extra_meta_data_path = Path('path-to-your-meta-data') # OPTIONAL\n", - "extra_meta_data_path = extra_meta_data_path if os.path.exists(extra_meta_data_path) else None\n", + "extra_meta_data_path = extra_meta_data_path if extra_meta_data_path.exists() else None\n", "\n", - "mapping_df_path = bids.get_snirf2bids_mapping_csv(dataset_path) " + "mapping_df_path = bids.get_snirf2bids_mapping_csv(dataset_path)\n", + "display(mapping_df_path)" ] }, { @@ -88,11 +119,8 @@ "metadata": {}, "outputs": [], "source": [ - "participants_tsv_file = 'path-to-your-participants.tsv' # OPTIONAL\n", - "participants_json_file = 'path-to-your-participants.json' # OPTIONAL\n", - "\n", - "participants_tsv_file = Path(participants_tsv_file)\n", - "participants_json_file = Path(participants_json_file)" + "participants_tsv_file = Path('path-to-your-participants.tsv') # OPTIONAL\n", + "participants_json_file = Path('path-to-your-participants.json') # OPTIONAL" ] }, { @@ -120,6 +148,10 @@ "metadata": {}, "outputs": [], "source": [ + "if DEMO_MODE:\n", + " # simulate user edits by replacing mapping_df_path with a prefilled one\n", + " shutil.copy(edited_mapping_df_path, mapping_df_path)\n", + "\n", "mapping_df = pd.read_csv(mapping_df_path, dtype=str)\n", "mapping_df.head(10)" ] @@ -163,7 +195,9 @@ "scan_df = bids.search_for_acq_time_in_scan_files(dataset_path)\n", "\n", "mapping_df = pd.merge(mapping_df, scan_df, on=\"filename_org\", how=\"left\")\n", - "mapping_df[\"acq_time\"] = mapping_df.apply(bids.search_for_acq_time_in_snirf_files, axis=1, args=(dataset_path,))\n", + "mapping_df[\"acq_time\"] = mapping_df.apply(\n", + " bids.search_for_acq_time_in_snirf_files, axis=1, args=(dataset_path,)\n", + ")\n", "\n", "mapping_df.head(10)" ] @@ -201,6 +235,13 @@ "mapping_df.head(10)" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Converting the dataset" + ] + }, { "cell_type": "markdown", "metadata": {}, @@ -311,7 +352,7 @@ "metadata": {}, "outputs": [], "source": [ - "scan_df = mapping_df[[\"sub\", \"ses\", \"bids_name\", \"acq_time\"]]\n", + "scan_df = mapping_df[[\"sub\", \"ses\", \"bids_name\", \"acq_time\"]].copy()\n", "scan_df['ses'].fillna(\"Unknown\", inplace=True)\n", "scan_df = scan_df.groupby([\"sub\", \"ses\"])\n", "scan_df.apply(lambda group: bids.create_scan_files(group, destination_path))" @@ -486,7 +527,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "### Creating sourcedata Directory" + "### Creating sourcedata directory" ] }, { @@ -504,11 +545,54 @@ "source": [ "bids.save_source(dataset_path, destination_path)" ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Inspecting the results" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "seedir(destination_path)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "display(pd.read_table(destination_path / \"participants.tsv\"))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "display(JSON(filename=destination_path / \"participants.json\"))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "display(JSON(filename=destination_path / \"dataset_description.json\"))" + ] } ], "metadata": { "kernelspec": { - "display_name": "cedalion_dev", + "display_name": "cedalion_250922", "language": "python", "name": "python3" }, @@ -522,7 +606,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.6" + "version": "3.11.13" } }, "nbformat": 4, diff --git a/src/cedalion/datasets.py b/src/cedalion/datasets.py index b27532c..eeb4235 100644 --- a/src/cedalion/datasets.py +++ b/src/cedalion/datasets.py @@ -50,7 +50,7 @@ "colin27_parcellation.zip": "sha256:70cb51cc587b7a7389050b854beede76327ed8b105fa12971584a7d1bb7fa080", # noqa:E501 "icbm152_parcellation.zip": "sha256:b69ffdb3ff2fe3d85a6d5c139e59147d05ca97127589c1e4c2a8d031850f0148", # noqa:E501 - "snirf2bids_example_dataset.zip" : "3994080312157047dbdeaa76310a24e7928fdc43ad25fd9919d6dc92fd1f23be", # noqa:E501 + "snirf2bids_example_dataset.zip" : "f14508e332c7d259c13b9717ac3c490ab2cabfd7b30fdf97b347d5ba59b783d1", # noqa:E501 }, ) @@ -283,10 +283,18 @@ def get_nn22_resting_state() -> cdc.Recording: return rec -def get_snirf2bids_example_dir() -> Path: +def get_snirf2bids_example_dataset() -> tuple[Path, Path]: + """A dataset for demonstrating the snirf2bids notebook. + + Returns: + The path to the downloaded dataset directory and the path to the mapping file + with changes that the user would do manually. + """ fnames = DATASETS.fetch("snirf2bids_example_dataset.zip", processor=pooch.Unzip()) - readme_path = Path([i for i in fnames if i.endswith("readme.txt")][0]) - dataset_dir = readme_path.parent + mapping_file = Path( + [i for i in fnames if i.endswith("snirf2BIDS_mapping_edited.csv")][0] + ) + dataset_dir = mapping_file.parent - return dataset_dir + return dataset_dir, mapping_file From 6528f380349dfa63664f1f8084e0623d7dd19e50 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Alexander=20von=20L=C3=BChmann?= Date: Wed, 24 Sep 2025 11:29:05 +0200 Subject: [PATCH 49/56] moved to io example folder and added to docs makefile --- docs/data_io/index.rst | 1 + docs/examples/Makefile | 1 + .../{snirf2bids.ipynb => getting_started_io/14_snirf2bids.ipynb} | 0 3 files changed, 2 insertions(+) rename examples/{snirf2bids.ipynb => getting_started_io/14_snirf2bids.ipynb} (100%) diff --git a/docs/data_io/index.rst b/docs/data_io/index.rst index cf0dda8..23396b5 100644 --- a/docs/data_io/index.rst +++ b/docs/data_io/index.rst @@ -55,4 +55,5 @@ Examples ../examples/getting_started_io/10_xarray_datastructs_fnirs.ipynb ../examples/getting_started_io/11_recording_container.ipynb ../examples/getting_started_io/13_data_structures_intro.ipynb + ../examples/getting_started_io/14_snirf2bids.ipynb ../examples/getting_started_io/34_store_hrfs_in_snirf_file.ipynb \ No newline at end of file diff --git a/docs/examples/Makefile b/docs/examples/Makefile index 183549b..cf6e78d 100644 --- a/docs/examples/Makefile +++ b/docs/examples/Makefile @@ -3,6 +3,7 @@ EXAMPLE_NOTEBOOKS = getting_started_io/00_test_installation.ipynb \ getting_started_io/11_recording_container.ipynb \ getting_started_io/13_data_structures_intro.ipynb \ getting_started_io/34_store_hrfs_in_snirf_file.ipynb \ + getting_started_io/14_snirf2bids.ipynb \ plots_visualization/12_plots_example.ipynb \ machine_learning/50_finger_tapping_lda_classification.ipynb \ machine_learning/52_ica_erbm_fingertapping_example.ipynb \ diff --git a/examples/snirf2bids.ipynb b/examples/getting_started_io/14_snirf2bids.ipynb similarity index 100% rename from examples/snirf2bids.ipynb rename to examples/getting_started_io/14_snirf2bids.ipynb From 2d0c95b770715afd45af48cee4aab5ebac78ae24 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Wed, 24 Sep 2025 12:22:41 +0200 Subject: [PATCH 50/56] fix json rendering in nbsphinx --- examples/getting_started_io/14_snirf2bids.ipynb | 9 ++++++--- 1 file changed, 6 insertions(+), 3 deletions(-) diff --git a/examples/getting_started_io/14_snirf2bids.ipynb b/examples/getting_started_io/14_snirf2bids.ipynb index 1a2ccf8..57514be 100644 --- a/examples/getting_started_io/14_snirf2bids.ipynb +++ b/examples/getting_started_io/14_snirf2bids.ipynb @@ -40,7 +40,7 @@ "import pandas as pd\n", "import snirf2bids as s2b\n", "from seedir import seedir\n", - "from IPython.display import JSON\n", + "from rich import print_json\n", "\n", "from cedalion.datasets import get_snirf2bids_example_dataset\n", "from cedalion.io import bids\n" @@ -577,7 +577,8 @@ "metadata": {}, "outputs": [], "source": [ - "display(JSON(filename=destination_path / \"participants.json\"))" + "with open(destination_path / \"participants.json\") as fin:\n", + " print_json(fin.read())" ] }, { @@ -586,7 +587,9 @@ "metadata": {}, "outputs": [], "source": [ - "display(JSON(filename=destination_path / \"dataset_description.json\"))" + "\n", + "with open(destination_path / \"dataset_description.json\") as fin:\n", + " print_json(fin.read())" ] } ], From adbcb6dfe8e2f98c8c4b40c526fe8a880daed940 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Mon, 29 Sep 2025 16:36:58 +0200 Subject: [PATCH 51/56] retain samples coordinate in physio.global_component_subtract for k=0 --- src/cedalion/sigproc/physio.py | 75 ++++++++++++++++++++++------------ 1 file changed, 49 insertions(+), 26 deletions(-) diff --git a/src/cedalion/sigproc/physio.py b/src/cedalion/sigproc/physio.py index 5d4bb67..9e61d1e 100644 --- a/src/cedalion/sigproc/physio.py +++ b/src/cedalion/sigproc/physio.py @@ -14,34 +14,45 @@ def global_component_subtract( spatial_dim: str = "channel", spectral_dim: str = None ) -> tuple: - """Remove global (physiological) components from a time series by either weighted‐mean subtraction (if k=0) or PCA (if k>0). + """Remove global (physiological) components from a time series. + + Two modes are available, either weighted‐mean subtraction (if k=0) or PCA (if k>0). Returns both the corrected time series and the global component that was removed: - the weighted‐mean regressor if k=0, or the average of backprojected principal component time series if k>0. + the weighted‐mean regressor if k=0, or the average of backprojected principal + component time series if k>0. Parameters: ts : amplitudes (:class:`NDTimeSeries`): - Input DataArray. Must have a "time" dimension, one dimension for space ("spatial_dim") - (default is "channel", can be "vertex" or "parcel") and one for spectral info ("wavelength" or "chromophore"). + Input DataArray. Must have a "time" dimension, one dimension for space + ("spatial_dim") + (default is "channel", can be "vertex" or "parcel") and one for spectral + info ("wavelength" or "chromophore"). ts_weights : xr.DataArray, optional - A DataArray of per‐(spatial_dim × spectral_dim) weigths. This is typically 1/(channel variance). - If None, all weights = 1 (no weighting). Must have same non-time dims as ts. + A DataArray of per‐(spatial_dim × spectral_dim) weigths. This is typically + 1/(channel variance). If None, all weights = 1 (no weighting). Must have + same non-time dims as ts. k : float, default=0 - • k = 0: perform weighted‐mean subtraction (per spectral dim, e.g. HbX or wavelength). - • k ≥ 1: remove the first int(k) principal components per spectral dimension. - • 0 < k < 1: remove the minimum number of PCs whose cumulative explained variance ≥ k. + • k = 0: perform weighted‐mean subtraction (per spectral dim, e.g. HbX or + wavelength). + • k ≥ 1: remove the first int(k) principal components per spectral dim. + • 0 < k < 1: remove the minimum number of PCs whose cumulative explained + variance ≥ k. spatial_dim : str, default "channel" - Name of the spatial dimension, like channel, vertex or parcel, across PCA or averaging is performed. If absent, no subtraction is done. + Name of the spatial dimension, like channel, vertex or parcel, across PCA or + averaging is performed. If absent, no subtraction is done. spectral_dim : str, optional - Name of the spectral dimension (e.g. "wavelength" or "chromophore"). If None, inferred - as the dimension in ts.dims that is neither "time" nor spatial_dim. #FIXME for more dimensions + Name of the spectral dimension (e.g. "wavelength" or "chromophore"). + If None, inferred as the dimension in ts.dims that is neither "time" nor + spatial_dim. #FIXME for more dimensions Returns: corrected : (:class:`NDTimeSeries`): The time series with global (physiological) components removed. global_component : (:class:`NDTimeSeries`): If k=0: the weighted‐mean regressor (dims: "time", spectral_dim). - If k>0: the reconstructed PCA component(s) averaged across all channels (dims: "time", spectral_dim). + If k>0: the reconstructed PCA component(s) averaged across all channels + (dims: "time", spectral_dim). Initial Contributors: Alexander von Lühmann | vonluehmann@tu-berlin.de | 2025 @@ -69,7 +80,9 @@ def global_component_subtract( # Validate that spectral_dim is indeed in ts.dims if spectral_dim not in ts.dims: - raise ValueError(f"Spectral dimension '{spectral_dim}' not in ts.dims {ts.dims}.") + raise ValueError( + f"Spectral dimension '{spectral_dim}' not in ts.dims {{ts.dims}}." + ) # Preserve pint‐units if present, then strip them for numeric ops if hasattr(ts, "pint"): @@ -81,13 +94,17 @@ def global_component_subtract( # Build or validate ts_weights (variances) if ts_weights is None: - weights = xr.ones_like(ts_vals.isel(time=0).drop_vars("time")) + weights = xr.ones_like(ts_vals.isel(time=0).drop_vars(["time", "samples"])) else: if not isinstance(ts_weights, xr.DataArray): - raise ValueError("ts_weights must be an xarray.DataArray with dims (channel_dim, spectral_dim).") + raise ValueError( + "ts_weights must be an xarray.DataArray with dims " + "(channel_dim, spectral_dim)." + ) if set(ts_weights.dims) != {spatial_dim, spectral_dim}: raise ValueError( - f"ts_weights must have dims ({spatial_dim},{spectral_dim}), but got {ts_weights.dims}." + f"ts_weights must have dims ({spatial_dim},{spectral_dim}), " + f"but got {ts_weights.dims}." ) if hasattr(ts_weights, "pint"): weights = ts_weights.pint.dequantify().copy() @@ -95,9 +112,10 @@ def global_component_subtract( weights = ts_weights.copy() # Pull out coords and sizes - time_coord = ts_vals.coords["time"] - chan_coord = ts_vals.coords[spatial_dim] - spec_coord = ts_vals.coords[spectral_dim] + time_coord = ts_vals.coords["time"].values + sample_coord = ts_vals.coords["samples"].values + chan_coord = ts_vals.coords[spatial_dim].values + spec_coord = ts_vals.coords[spectral_dim].values n_time = ts_vals.sizes["time"] n_chan = ts_vals.sizes[spatial_dim] @@ -109,7 +127,11 @@ def global_component_subtract( global_comp = xr.DataArray( np.zeros((n_time, ts_vals.sizes[spectral_dim])), dims=("time", spectral_dim), - coords={"time": time_coord, spectral_dim: spec_coord}, + coords={ + "time": ("time", time_coord), + "samples": ("time", sample_coord), + spectral_dim: spec_coord, + }, ) # ────────────────────────────────────────────────────────────────────────────── @@ -150,20 +172,21 @@ def global_component_subtract( raise ValueError(f"Invalid k={k}. For PCA, int(k) must be ≥ 1.") # Loop over each spectral slice independently - for s in spec_coord.values: + for s in spec_coord: # Explicitly transpose so that data_matrix is (time, channel) ts_slice = ts_vals.sel({spectral_dim: s}).transpose("time", spatial_dim) data_matrix = ts_slice.values # shape = (n_time, n_chan) - # Pull out per‐channel variance for this slice. Since weights are assumed 1/var this is straightforward. - # However, note that if weithts other than variance are provided, they will be treated as squared input for PCA. - channel_vars = 1 / weights.sel({spectral_dim: s}).values # shape = (n_chan,) + # Pull out per‐channel variance for this slice. Since weights are assumed + # 1/var this is straightforward. However, note that if weithts other than + # variance are provided, they will be treated as squared input for PCA. + channel_vars = 1 / weights.sel({spectral_dim: s}).values # shape=(n_chan,) # Pre‐whiten if weights provided if ts_weights is not None: sqrt_vars = np.sqrt(channel_vars) sqrt_vars = np.where(sqrt_vars == 0, 1.0, sqrt_vars) - data_w = data_matrix / sqrt_vars[np.newaxis, :] # shape = (n_time, n_chan) + data_w = data_matrix / sqrt_vars[np.newaxis, :] # shape=(n_time,n_chan) else: data_w = data_matrix.copy() From b4c3f6a1147d26f7086993affd7b2aab49d643f7 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Mon, 29 Sep 2025 17:39:15 +0200 Subject: [PATCH 52/56] tests for sigproc.global_component_subtract --- tests/test_sigproc_physio.py | 31 +++++++++++++++++++++++++++++++ 1 file changed, 31 insertions(+) create mode 100644 tests/test_sigproc_physio.py diff --git a/tests/test_sigproc_physio.py b/tests/test_sigproc_physio.py new file mode 100644 index 0000000..933ded9 --- /dev/null +++ b/tests/test_sigproc_physio.py @@ -0,0 +1,31 @@ +import pytest +import cedalion.sigproc.physio as physio +import cedalion.datasets +from cedalion import units +import numpy as np + +np.random.seed(42) + + +@pytest.fixture +def rec(): + rec = cedalion.datasets.get_snirf_test_data()[0] + return rec + + +def test_global_component_subtract(rec): + ts = rec["amp"] + + ts_weights = ts.sum("time") + ts_weights[:,:] = np.random.uniform( + 0.01, 1, size=(ts.sizes["channel"], ts.sizes["wavelength"]) + ) + + for k in [0, 1, 2]: + correct, global_comp = physio.global_component_subtract( + ts, ts_weights=None, k=k + ) + + correct, global_comp = physio.global_component_subtract( + ts, ts_weights=ts_weights, k=k + ) From e9c040de8f97af955472798e964c2f4e87c02b84 Mon Sep 17 00:00:00 2001 From: Eike Middell Date: Mon, 29 Sep 2025 17:53:45 +0200 Subject: [PATCH 53/56] postpone evaluation of annotations --- src/cedalion/sigproc/physio.py | 2 ++ 1 file changed, 2 insertions(+) diff --git a/src/cedalion/sigproc/physio.py b/src/cedalion/sigproc/physio.py index 9e61d1e..78dff35 100644 --- a/src/cedalion/sigproc/physio.py +++ b/src/cedalion/sigproc/physio.py @@ -1,5 +1,7 @@ """Algorithms for handling physiogical components in fNIRS data.""" +from __future__ import annotations + import numpy as np import cedalion.dataclasses as cdc import cedalion.typing as cdt From c14d81e305f9b25ac2641c802eb6c6b25fb92277 Mon Sep 17 00:00:00 2001 From: nils Date: Thu, 2 Oct 2025 17:45:07 +0200 Subject: [PATCH 54/56] update MRIsegmentation markdown with recent changes in Nils MRIsegmentation pipeline (#124) --- examples/head_models/44_head_models.ipynb | 121 ++++++++++++++-------- 1 file changed, 79 insertions(+), 42 deletions(-) diff --git a/examples/head_models/44_head_models.ipynb b/examples/head_models/44_head_models.ipynb index 2015ac4..5fe22d0 100644 --- a/examples/head_models/44_head_models.ipynb +++ b/examples/head_models/44_head_models.ipynb @@ -6,76 +6,113 @@ "source": [ "# MRI T1 Processing and Segmentation Documentation\n", "\n", - "This notebook outlines the workflow for MRI T1 processing and segmentation, specifically tailored for use within Cedalion. Cedalion workflows require either individual or standard head models, built from raw T1 images through a series of segmentation and brain surface extraction steps. This document details the complete processing pipeline for creating standard head models, facilitating the extension of these methods to individual head models.\n", + "**This documentation explains the workflow for MRI image segmentation for subsequent use within Cedalion.**\n", "\n", - "## Overview of the Processing Workflow\n", + "The Cedalion head model workflows, as exemplarily described by the jupyter notebooks
\n", + "[40_image_reconstruction.ipynb](https://github.com/ibs-lab/cedalion/blob/main/examples/head_models/40_image_reconstruction.ipynb),
\n", + "[41_photogrammetric_optode_coregistration.ipynb](https://github.com/ibs-lab/cedalion/blob/main/examples/head_models/41_photogrammetric_optode_coregistration.ipynb),
\n", + "[42_1010_system.ipynb](https://github.com/ibs-lab/cedalion/blob/main/examples/head_models/42_1010_system.ipynb),
\n", + "[43_crs_and_headmodel.ipynb](https://github.com/ibs-lab/cedalion/blob/main/examples/head_models/43_crs_and_headmodel.ipynb),
\n", + "[44_head_models.ipynb](https://github.com/ibs-lab/cedalion/blob/main/examples/head_models/44_head_models.ipynb),
\n", + "[45_parcel_sensitivity.ipynb](https://github.com/ibs-lab/cedalion/blob/main/examples/head_models/45_parcel_sensitivity.ipynb),
\n", + "[46_precompute_fluence.ipynb](https://github.com/ibs-lab/cedalion/blob/main/examples/head_models/46_precompute_fluence.ipynb),
\n", + "require either standard or individual head models, built from raw MRI images through a series of segmentation, post-processing, meshing, cortical surface extraction and parcellation labeling steps.
\n", "\n", - "The workflow integrates multiple tools outside Python, including Brainstorm, CAT12, and FreeSurfer, for sequential processing of MRI data. This documentation provides a step-by-step guide to help ensure efficient data preparation, segmentation, and model alignment.\n", + "## Overview of the Processing Workflows\n", + "The workflows integrate multiple tools outside Python, including Brainstorm, CAT12, and FreeSurfer, for sequential processing of MRI data. This documentation provides a step-by-step guide to help ensure efficient data preparation, segmentation, and model alignment.\n", "\n", - "### Step 1: T1 Image Preprocessing with CAT12 in Brainstorm\n", "\n", - "1. **Brainstorm Overview**: \n", - " Brainstorm is an open-source application designed for the analysis of brain recordings. It can be used as a standalone version or installed via MATLAB, and is integral to many neuroimaging workflows. It makes it easy to perform CAT12 and Freesurfer analysis.\n", + "## Workflow 1: Nils full Workflow in MATLAB\n", + " Nils has a repository [(harmening/MRIsegmentation)](https://github.com/harmening/MRIsegmentation) which contains a fully automatic MATLAB workflow for MRI segmentation (using SPM and CAT12), postprocessing, mesh generation and brain parcellation labeling. The README contains all information about [how to install](https://github.com/harmening/MRIsegmentation/tree/master?tab=readme-ov-file#how-to-get-up-and-running) and [start the segmentation](https://github.com/harmening/MRIsegmentation/tree/master?tab=readme-ov-file#how-to-start-segmentation) (running `start_segmentation_cedalion(<>)` is sufficient).
\n", + " **Output**:\n", + " Post-processed 6-type tissue segmentation masks (`mask_air.nii`, `mask_skin.nii`, `mask_bone.nii`, `mask_csf.nii`, `mask_gray.nii`, `mask_white.nii`), scalp and brain surfaces (`mask_scalp.obj`, `mask_scalp.obj`) and Schaefer2018 parcellation labels (`parcels.json`), that can be directly loaded into cedalion.
\n", + "
\n", + "
\n", "\n", - "2. **CAT12 Toolbox**: \n", - " CAT12 is a computational toolbox within the SPM (Statistical Parametric Mapping) environment, primarily used for structural MRI (sMRI) analysis. CAT12 automates many preprocessing steps required for sMRI, including:\n", - " - **Tissue segmentation** into six types (skull, scalp, cerebrospinal fluid [CSF], gray matter, white matter, and air).\n", - " - **Normalization and modulation** of images.\n", - " - **Surface generation** for brain and head models.\n", "\n", - " **Output from CAT12**: For Cedalion, we use CAT12’s outputted 6-type tissue segmentations (skull, scalp, CSF, gray matter, white matter, and air) and the generated head surface.\n", + "## Workflow 2: CAT12 in Brainstorm + Freesurfer\n", + "### Step 1: T1 Image Segmentation\n", + "MRI segmentation is the process of partitioning an MRI scan into the different biological tissue types. The neuroscience community so far developed various powerful tools to segment a T1-weighted MRI image that all exhibit different strengths and weaknesses. We present two of them here shortly additional to *[Nils workflow](#workflow-1:-nils-full-workflow-in-matlab)*, where each of them is suffient. However, we usually do the segmentation with using both *[Nils workflow](#workflow-1:-nils-full-workflow-in-matlab)* and *[CAT12 in Brainstorm](#B:-cat12-in-brainstorm)* and choose the best one. For a detailed brain surface model we sometimes additionally add the *[FreeSurfer workflow](#C:-detailed-analysis-with-freesurfer)*.\n", + "\n", + "### A: CAT12 in Brainstorm\n", "\n", - "### Step 2: T1 Image Preprocessing with SPM12 (using Nils code)\n", + "1. **Brainstorm Overview**:\n", + " [Brainstorm](https://neuroimage.usc.edu/brainstorm/Introduction) is an open-source application designed for the analysis of brain recordings. It can be used as a standalone version or installed via MATLAB, and is integral to many neuroimaging workflows. It makes it easy to perform SPM, CAT12 and Freesurfer analysis.\n", + "\n", + "2. **CAT12 Toolbox**: \n", + " [CAT12](https://neuro-jena.github.io/cat/) is a computational toolbox that extends the SPM (Statistical Parametric Mapping) software package and is primarily used for structural MRI (sMRI) analysis. CAT12 automates many preprocessing steps required for sMRI, including:\n", + " - **Tissue segmentation** into six types (skull, scalp, cerebrospinal fluid (CSF), gray matter, white matter, and air).\n", + " - **Normalization and modulation** of images.\n", + " - **Surface generation** for brain and head models.\n", "\n", - " Nils has a repository which contains a MATLAB workflow for MRI segmentation + postprocessing. I usually do the segmentation with using both CAT12 in Brainstorm and Nils workflow and choose the best one!\n", + " **Output from CAT12 used in cedalion**:
\n", + " CAT12’s outputted 6-type tissue segmentations (skull, scalp, CSF, gray matter, white matter, and air) and the generated head surface.\n", "\n", - "### Step 3: Detailed Analysis with FreeSurfer\n", + " \n", + "### B: Detailed Analysis with FreeSurfer\n", "\n", "1. **FreeSurfer Overview**: \n", - " FreeSurfer is a widely-used software package in neuroimaging, specifically for MRI structural analysis. Known for its precise and reproducible methods, FreeSurfer is used to segment brain structures, reconstruct cortical surfaces, and quantify cortical thickness, surface area, and volume.\n", + " [FreeSurfer](https://surfer.nmr.mgh.harvard.edu/) is a widely-used software package in neuroimaging, specifically for MRI structural analysis. Known for its precise and reproducible methods, FreeSurfer is used to segment brain structures, reconstruct cortical surfaces, and quantify cortical thickness, surface area, and volume.
\n", + " \n", + "2. **Run Segmentation**: \n", + " [Download and install FreeSurfer](https://surfer.nmr.mgh.harvard.edu/fswiki/DownloadAndInstall). To do the segmentation run\n", + "```\n", + "# Define your FREESURFER_HOME environment variable (if you havn't done already during installation)\n", + "export FREESURFER_HOME=/path/to/FreeSurfer\n", + "source $FREESURFER_HOME/SetUpFreeSurfer.sh\n", + "\n", + "# Tell FreeSurfer where to put the segmentation results\n", + "export SUBJECTS_DIR=/path/to/your/subjects_dir\n", + "\n", + "# Start segmentation\n", + "my_subject=sample\n", + "my_NIfTI=/path/to/NIfTI.nii.gz\n", + "recon-all -i $my_NIfTI -s $my_subject -all\n", + "```\n", + "\n", + "3. **Processing Outputs**:\n", + " In this workflow, FreeSurfer provides details including:\n", + " - **Cortical and subcortical segmentation**\n", + " - **Gray and white matter segmentation**\n", + " - **Detailed brain surface model**\n", "\n", - "2. **Processing Outputs**: \n", - " In this workflow, FreeSurfer provides details including:\n", - " - **Cortical and subcortical segmentation**\n", - " - **Gray and white matter segmentation**\n", - " - **Detailed brain surface model**\n", + " **Key Outputs from FreeSurfer**: Cedalion’s workflow uses FreeSurfer’s gray matter and white matter segmentations and its detailed brain surface model.\n", + " \n", "\n", - " **Key Outputs from FreeSurfer**: Cedalion’s workflow uses FreeSurfer’s gray matter and white matter segmentations and its detailed brain surface model.\n", + "## Step 2: Parcellation using Schaefer Atlas\n", + " The Schaefer Atlas is a popular parcellation scheme for the human brain used in neuroimaging research. It was developed by Schaefer et al. (2018) and provides a fine-grained parcellation of the cortex based on functional connectivity data from resting-state fMRI. One of the distinctive features of the Schaefer Atlas is its organization of brain regions into well-defined networks that reflect patterns of correlated brain activity.\n", + " The atlas offers two primary options for network parcellation:\n", "\n", - "### Step 4: Parcellation using Schaefer Atlas\n", - " The Schaefer Atlas is a popular parcellation scheme for the human brain used in neuroimaging research. It was developed by Schaefer et al. (2018) and provides a fine-grained parcellation of the cortex based on functional connectivity data from resting-state fMRI. One of the distinctive features of the Schaefer Atlas is its organization of brain regions into well-defined networks that reflect patterns of correlated brain activity.\n", - " The atlas offers two primary options for network parcellation:\n", + " 1. Schaefer Atlas with 7 Networks\n", + " This version divides the brain into 7 broad functional networks. Often used in studies where the focus is on high-level brain networks, such as understanding large-scale brain organization, general connectivity patterns, or when simplifying data for group analyses.\n", "\n", - " 1. Schaefer Atlas with 7 Networks\n", - " This version divides the brain into 7 broad functional networks. Often used in studies where the focus is on high-level brain networks, such as understanding large-scale brain organization, general connectivity patterns, or when simplifying data for group analyses.\n", + " 2. Schaefer Atlas with 17 Networks\n", + " This version provides a more granular division of the brain into 17 functional networks. These include the original 7 networks, but with further subdivisions. Suitable for studies that require more detailed parcellation to capture subtle differences in brain function, such as exploring intra-network connectivity or specific functional regions within the brain's broader networks.\n", "\n", - " 2. Schaefer Atlas with 17 Networks\n", - " This version provides a more granular division of the brain into 17 functional networks. These include the original 7 networks, but with further subdivisions. Suitable for studies that require more detailed parcellation to capture subtle differences in brain function, such as exploring intra-network connectivity or specific functional regions within the brain's broader networks.\n", - " \n", - " Parcellations are computed in Freesurfer.\n", + " Parcellations are computed in Freesurfer.\n", "\n", - "### Step 5: Alignment and Optimization in Brainstorm\n", + "## Step 3: Alignment and Optimization in Brainstorm\n", "\n", "1. **Data Alignment**: \n", - " To ensure consistency, outputs from CAT12 and FreeSurfer are loaded into Brainstorm, where tissue segmentation files and surfaces are aligned to MNI coordinates. This step is crucial for integrating data accurately within Cedalion’s models.\n", + " To ensure consistency, outputs from CAT12 and FreeSurfer are loaded into Brainstorm, where tissue segmentation files and surfaces are aligned to MNI coordinates. This step is crucial for integrating data accurately within Cedalion’s models.\n", "\n", "2. **Mesh Optimization**: \n", - " Since FreeSurfer surfaces contain ~300K vertices, we downsample the mesh in Brainstorm to a more manageable 15K vertices, which balances detail and processing efficiency in Cedalion.\n", + " Since FreeSurfer surfaces contain ~300K vertices, we downsample the mesh in Brainstorm to a more manageable 15K vertices, which balances detail and processing efficiency in Cedalion.\n", "\n", - "### Step 6: Post-Processing of Tissue Segmentation Masks\n", + "## Step 4: Post-Processing of Tissue Segmentation Masks\n", "\n", "1. **Post-Processing Workflow**: \n", - " To finalize tissue segmentation masks, Cedalion applies additional post-processing steps to smoothen boundaries and fill small gaps. These operations ensure cleaner and more continuous tissue delineation.\n", + " To finalize tissue segmentation masks, Cedalion applies additional post-processing steps to smoothen boundaries and fill small gaps. These operations ensure cleaner and more continuous tissue delineation.\n", "\n", "2. **Preservation of Key Segmentations**:\n", - " - **Gray and White Matter**: FreeSurfer’s gray and white matter segmentations are retained without modification due to their high accuracy. Final checks are applied to prevent overlap between masks and to ensure clarity in tissue delineation.\n", + " - **Gray and White Matter**: FreeSurfer’s gray and white matter segmentations are retained without modification due to their high accuracy. Final checks are applied to prevent overlap between masks and to ensure clarity in tissue delineation.\n", "\n", - "### Final Outputs\n", + "## Final Outputs\n", "\n", "For each T1 image, the workflow yields the following:\n", "\n", "- **6 Tissue Segmentation Masks**: skull, scalp, CSF, gray matter, white matter, and air (air mask optional).\n", - "- **Head Surface and Brain Surface** \n", + "- **Head Surface and Brain Surface**\n", "- **Parcellations json file**\n", "\n", "Note that the brain surface, along with gray and white matter masks, originates from FreeSurfer. All other segmentation masks and the head surface are generated from CAT12.\n", @@ -651,7 +688,7 @@ ], "metadata": { "kernelspec": { - "display_name": "cedalion_default_3.11", + "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, @@ -665,9 +702,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.8" + "version": "3.10.16" } }, "nbformat": 4, - "nbformat_minor": 2 + "nbformat_minor": 4 } From 8fa0e70925951c07efadee679c6b6adf90795c08 Mon Sep 17 00:00:00 2001 From: shakiba93 Date: Tue, 14 Oct 2025 12:38:34 +0200 Subject: [PATCH 55/56] fix parcellation plot issue --- examples/head_models/44_head_models.ipynb | 800 ++++++++++++++++++++-- 1 file changed, 740 insertions(+), 60 deletions(-) diff --git a/examples/head_models/44_head_models.ipynb b/examples/head_models/44_head_models.ipynb index 5fe22d0..ade3092 100644 --- a/examples/head_models/44_head_models.ipynb +++ b/examples/head_models/44_head_models.ipynb @@ -124,7 +124,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "metadata": {}, "outputs": [], "source": [ @@ -140,7 +140,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "metadata": {}, "outputs": [], "source": [ @@ -201,7 +201,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "metadata": {}, "outputs": [], "source": [ @@ -212,9 +212,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "'/Users/shakiba/Library/Caches/cedalion/v25.1.0/colin27_segmentation.zip.unzip/colin27_segmentation'" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "SEG_DATADIR_cl27" ] @@ -230,7 +241,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "metadata": {}, "outputs": [], "source": [ @@ -245,18 +256,512 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/html": [ + "
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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# plot Colin headmodel\n", "plt = pv.Plotter()\n", @@ -267,7 +772,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 8, "metadata": {}, "outputs": [], "source": [ @@ -287,9 +792,21 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 9, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/jpeg": 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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# plot Colin headmodel\n", "plt = pv.Plotter()\n", @@ -307,9 +824,21 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 10, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/jpeg": 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wyPHXwWs7W2uVs9Y0XUJWsLwA5hlDCTB7gHeOnTCnBxiveqxfDHhXS/COmS2GlJIsU073EjSPuZ5Gxk+g4AGAAOPXJIBwvhjwV4wu/iJbeLfGV1pxm0+1a1t0ss5kyGG48Yx87n1yegFdrpdnZWHia9s9PsIrSCK0hlIghWONnkeXd93q37sE/VfWtq4eWOBnhh86QYxHuC7uecE8Zx/+sdaw9H1ezvdc1keZ5NxbtHFJDN8joFjD8g9R+86jI96AOhqteaha2AjFxMiyTNshjyN8rYJ2oP4jgE4HYE1Ta9vNQYx6bGYIhtJvbiLKMM/MqJuDFsD7xAUZBG7kVYsdLgsmM3M966Kk15Kq+bKBnG4qAMck4AAGTgCgCn9n1DWI/wDTfP0y2P8Ay7wXA86RSvIkdR+7IJP+rcngHfyRWtDDHBEsUSBEUYAFPooAKKKKACmSxRzxNFNGkkbDDI6gg/UGn0UAZn9nT2fOmXGxB/y7TZaL6KeqfhkD+7SR6u0CoNWtvsLkDMgfzIM9wJMDAz03Bc+lalBAIIIyD1FAACCAQcg9DWTHJ53i24jKP/otjEQ+PlPmu+QD3I8pSfTI9acdEhgkabTppbKQgDZGxMJxk8xE7R15KgMeOeBWVYatd2uras+padOY1uEgF3aJ5qECOMjKLmRfmkf+EgYJLYwaAOpoqK3uYLuFZreZJY26OjAg1LQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBkXypD4m0i5aYoZI57RY92FdmCydO7AQtj2LVr1ka+8FumnXc4H7i/hCNjJVpW8kY+vm7foxrXoAKKKKACiiigAooooAKKKKACsvRnTfqcCsCYL1w4BztLKsmD+Dg/j6YrUrLsESHW9XRVCtK8U74H3iUCZP4Rgfh9KANSiiigAoqhJqiM5is42u5R18s4QfVunr+VVV02/1Da+r3flx8H7FYuyRg/KcNJw8mCD02KQ2GQ0ATT65brcvaWUct/do22SK2wREflz5jkhUIDBtpO4jlQ1Qrpt/qG19Xu/Lj4P2KxdkjB+U4aTh5MEHpsUhsMhrUtra3sraO2tYIoLeJQscUSBVRR0AA4AqWgCOC3htohHDGqIOyjr9fU1JRRQBla/Mlta2k8jbVW+tkzjPLyrGP1cUa3qo023ypBY9u4pfEMayaM5ZVby5YZQGGeUlVh+OVHPbrXB+PNQkivfKEnLDn2oAwdQ8QNc3j7y3ytwQ2Cp7EEcg+9JJf/u23sJIdg2lUAcHnqcgEfdHABGCfmJrm3u0+1Ms4C7hye1Pe72sQhLRnoewpAZOpKPtbiMrJCXKiRM7S2Acexwykg4IyMgVNZgxr+7dlGOfrUE1xJBcNJbyFWOPMXAZXAORuU5VgDzggig3lsEH7treYsqiMsDGcnruPKAZHDZAAJLdqALEl1vLZycdxXL3l3i4YKq5/vkVr3U/2ffHcJLDNgErIpU8jI6+oINYDx+ZcbkYFT1GaAIpNRJcedHlc4BHGPoKgmMCkSxSktjOAOlQ3K7LjLdc4VamgiHn4PXGWz0xTAW1le4bEh+X0z1rTu5ITGo3EBOAqjNZFyDBgp0boB0/Oi2kaTjOMDJBPWgDUgKxLt88E53fP/Kq11cIGOwnaeMKaoS71ckngHgGmq+eNo59KQCuN7BjgA9j1qIuM46gH1qy64UK2Oe3rTGjVhtI6fpTAdInmWu5HOVPrU1pdKsRhkxgjls1XhJjypGVI64pyz7OCoIz1x0oAsrcKJSS2D0xnNI915UbZJfntTVxtGUUEfdINVJ4P7pyT60gLEbMcSKwz3GavfLcRFmcK/tWUCsSJGw56nApxDB8qduDnAOc+1AFmW0uYQGjQOhH3j1NZ8jXRDBx0PpzV+G4kkOwoG9Oe9RzXYGQYzvB7+tAGdmbHzMwHuat2xa5iaJmB4yCTzUZvTMMSqu0nHA6UkcYiuVKn5SeCDnNMC5p85D+W3JB4+tbMIW4lCA7ZPTPGK5qRledmQYwevoa27G7zAHyd6cEjrigDbMaQw7SOM8kVZsbvZ8gJypwPpVQkXNsJFIJAweKrRP5MmMjB+UnH60AdHPctPlN3AGMCsbUrnygSgJYjqO1Ne8VF43ZIyCPWqayJdTqC3XrkdaANfQ7+e1b96WZDwPavQtF14QIz+cTgfdJrg28iO2AXANQ2k8/2rIOcHHWkB7Db+KxeGytpGIH2uIjI9GB/pXdSadbXMn2q3ke2uW6zQEAt/vA8N+IPtXjVogZ9JOCJJLrAI7ERyN/7LWtqXjzxNDrq+G/Cmk21/qkcAnka7kwgTngDK88rzuxz07hgemfbL2x4vrfzoh/y8Wqk4/3o+WH4bvwq9b3MF3Cs1vMksbdHRgQa5fwB42j8Z6TO01qbHVrGU29/ZMfmikHfHUA4PXuGHOM1v3GlQSzNcQs9rdHrNAQC3+8OjfiD7YoAvUVmfbL2x4vrfzoh/wAvFqpOP96Plh+G78KvW9zBdwrNbzJLG3R0YEGgCWiiigAoqreahaWAj+0zqjytsijzl5WwTtRerHAJwOwNVGhvtUWVLnNnZP8AKqQysJ5FI6lhgxHOeFJPfcDwACa41REufsdrG1zd4JKKCETGPvvgqp5GAeT2Bwcceuh21zqS3WrGG7uLvX/MiQriNHih2jYhJywWDGepwTwDgd3Bbw2sIigjWOMdFUfr9ayNCs0l0+Oe6Czypf3VzC7IAU3SyhcfSN9ue4ye9AG3RRRQAUUUUAFFFFABRRRQAUUUUAFZPh7zW02WWfZvlvLlwVzgp5zhOvfYFz79OMVpTzLb28s7kBI0LsT2AGao+Hrea08N6Xb3LmS4itIllcrt3OFG44HTJzxQA670iG4eSaCWayunGDcWxUP9SGBVsdtwNRrNqliD9sjjvosn97axlHUZ4zGSd2B1Knk9FHStSigCrZ6lZah5n2S6imaJtsiK3zRtgHDL1U4I4ODzVqqt3p1relWmiHmr9yVCVkT6MOR+dTQRtFCsbyvKyjG98ZP1wAKAJKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDK8SyeR4a1G5Ebym3ga4EcYyzeX8+FHqdvHvWqCCAQcg9DTJY1mheJ/uupU/Q1n+HZLiXw3prXez7ULaNZ/L+75gUBse24HFAGnRRRQAUUUUAFFFFABRRSMyopZiFUDJJOABQAtZEdukPjC5uQTvurCGMg9AIpJCMf9/jn6CpE1dL6NW0lVvEcArcK37nB6EN/F1B46g8GsS70Ga+8UafPrV59rt3tbmFrGNDHbksyEblyTJ8oYEOSpOCFU8EA15NdW4Z4dGtzqMykqZFfZbow3DDS4I4ZSpCB2UkZXFNbRH1DcdbuftkbZH2NF8u2wdwwy5Jk+VsEOSpIBCqa2FVUUKoCqBgADAApaAGxxpEgSNFRB0VRgCnUUUAFFFFABRRRQBzXjbVUsvC+qImDcm0lMakZBYKSAfxxXnnjG+W7m8yMqycEHPNdd47tll026Y8kowGe+RXi93fyR7UV96soz+VAEN03n3BJBx0zTJRJFEBGMj69BUHnAEYzn+VWGnwSQygle9AHPzXc63QDNtC9scGrySiUbZFyD2HaquohLmPzAfnXqOlVbSfdjL8gD8aANV3litlgy09pGxYW7NwuQQSp/hPOeOCQuQwGKo/YEu5N+imWWXJBtGx5yknhUA/1vB6qAeGJVRgmbzgwcDJPoKzryIHJRT05BpAWIrGfWLUz2wG6IjzZHIREz03O2FXOMDJGTwKqywpDJOsVwl0qquJYgwVu/G5QeOnI7Vqtdxpp1k+ovc3b3cbTtM87NJE294RtDZUrtiTK4ydoG5RWd9jkw7qVmQxCRvLYExjKg7h1XDMFyeCTwSCDTAosfNhIZ+nQYxVVVKn73zHsKsH5TuK7u1S7I7gb0Yq/Tae/wBKAGGUsozyOxNNVeeARg9SKeEZmwwI28DI7075kyoyD6UAMLjcTn5qNh2nLquT370wREHBbNSzxsvpx+NADZIJBGeOM8YqLYIUDMTk9BViEv5ZZXPHXHNPkjjvUXDESDqRxmgCkZDkelTWiiU4bhfc08ae4BVl57HvUn2No7c7UIY9fWgBkoGdvBHJ4qEKQVIDFevSmKkiScHaDxzSuXJ+UHAODQBagiJLEHoOO1Q3aFWXMcfI53Dmpdxt4Y0ckSNyQRQ0i3C8na69M80AZjw8ErjH5Vctwq2byMMsOUBPekQDf86k8847Gn3UbhWxjbjtQBmhzvyec8mtSzcfZZiV5x1zWQF3E+v1rQhnMEHkOBl/zoAu2eqtauCxdk6GtFzHcgyW8ucjOD2rFWOFuM4NShZLcZjO+IjHHBX8KQFyZpE43Lj3qWNwFXkhweazlSTzscle2QcE1eM0cCnqzHkccj6UAbUJaSJcNx69zVp7j+zLGS5EQkcEYGcAe9YzRvPb+XllDEMW6ZFQROtu1xavMTCTtjDnoe+KAOw0PW7sXFo9+8RdJ2kQL/AuwjH6/rV3UfERg8WWmu2TkTRJ5M6gffizn9Of09K8/s7OT7Su+ZhKoyMdgMACun0ezubmCK4jsprxZpRFIsa7iFJwSR6fp70AegajqI8O+NNA8cWMiCw1x49N1WMPhWLD93MOvIAyT6Lj+I17PXjGlfCq3hv7K4vNVvJ9OtZlng04nKK4OeckjGewAz6169bXQmG1uH9KYFmqNxpUEszXELPa3R6zQEAt/vDo34g+2KvVn3mqLb3AtYLW4u7pgD5cKfKoyBlnOFXrnBO4gHaGxigCN7+705GbUYRJAoybq2U4UerJyR9Ru/C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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "colin27_mask_data = (\n", " head_colin27.segmentation_masks.sel(segmentation_type='wm') +\n", @@ -354,9 +883,28 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 11, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/opt/anaconda3/envs/cedalion/lib/python3.11/site-packages/xarray/core/variable.py:315: UnitStrippedWarning: The unit of the quantity is stripped when downcasting to ndarray.\n", + " data = np.asarray(data)\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "mri_img = nib.Nifti1Image(colin27_mask_data, affine=head_colin27.t_ras2ijk)\n", "\n", @@ -381,7 +929,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 12, "metadata": {}, "outputs": [], "source": [ @@ -390,13 +938,33 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 13, "metadata": { "tags": [ "nbsphinx-thumbnail" ] }, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/opt/anaconda3/envs/cedalion/lib/python3.11/site-packages/xarray/core/variable.py:315: UnitStrippedWarning: The unit of the quantity is stripped when downcasting to ndarray.\n", + " data = np.asarray(data)\n" + ] + }, + { + "data": { + "image/jpeg": 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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "b = cdc.VTKSurface.from_trimeshsurface(head_colin27.brain)\n", "b = pv.wrap(b.mesh)\n", @@ -436,31 +1004,47 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 14, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/opt/anaconda3/envs/cedalion/lib/python3.11/site-packages/xarray/core/variable.py:315: UnitStrippedWarning: The unit of the quantity is stripped when downcasting to ndarray.\n", + " data = np.asarray(data)\n" + ] + }, + { + "data": { + "image/jpeg": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "parcel_labels = parcels[[\"Color\", \"Label\"]].drop_duplicates(\"Label\").set_index(\"Label\")\n", - "selected_parcels = ['SomMotA_4_RH', 'DorsAttnB_FEF_1_RH']\n", - "\n", - "selected_colors = [parcel_labels.loc[i].Color for i in selected_parcels]\n", + "selected_parcels = [\"SomMotA_5_RH\", \"SomMotA_5_LH\"]\n", + "parcel_labels = parcel_labels.loc[selected_parcels].to_dict(\"dict\")['Color']\n", "\n", "b = cdc.VTKSurface.from_trimeshsurface(head_colin27.brain)\n", "b = pv.wrap(b.mesh)\n", - "b[\"parcels\"] = [i if i in selected_colors else (0.6, 0.6, 0.6) for i in parcels.Color.tolist()]\n", + "b[\"parcels\"] = np.asarray([\n", + " parcel_labels.get(parcel, (0.8, 0.8, 0.8))\n", + " for parcel in head_colin27.brain.vertices.parcel.values\n", + "])\n", "\n", "plt = pv.Plotter()\n", "\n", - "plt.add_mesh(\n", - " b,\n", - " scalars=\"parcels\",\n", - " rgb=True\n", - ")\n", - "\n", - "\n", - "legends = tuple([list(a) for a in zip(selected_parcels, selected_colors)])\n", - "plt.add_legend(labels= legends, face='o', size=(0.3,0.3))\n", + "plt.add_mesh(b, scalars=\"parcels\", rgb=True)\n", "\n", + "legends = tuple([list(a) for a in zip(parcel_labels.keys(),parcel_labels.values())])\n", + "plt.add_legend(labels=legends, face=\"o\", size=(0.3, 0.3))\n", "\n", "cog = head_colin27.brain.vertices.mean(\"label\").values\n", "\n", @@ -488,7 +1072,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 15, "metadata": {}, "outputs": [], "source": [ @@ -499,7 +1083,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 16, "metadata": {}, "outputs": [], "source": [ @@ -515,9 +1099,21 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 17, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/jpeg": 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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# plot ICBM headmodel\n", "plt = pv.Plotter()\n", @@ -528,7 +1124,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 18, "metadata": {}, "outputs": [], "source": [ @@ -540,15 +1136,29 @@ " scalp_surface_file= os.path.join(SEG_DATADIR_ic152, \"mask_scalp.obj\"),\n", " landmarks_ras_file=landmarks_file_ic152,\n", " brain_face_count=None,\n", - " scalp_face_count=None\n", + " scalp_face_count=None,\n", + " parcel_file=PARCEL_DIR_ic152,\n", + " smoothing=0\n", ")\n" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 19, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/jpeg": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# plot ICBM headmodel\n", "plt = pv.Plotter()\n", @@ -559,9 +1169,21 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 20, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/jpeg": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "icbm152_mask_data = (\n", " head_icbm152.segmentation_masks.sel(segmentation_type='wm') +\n", @@ -606,9 +1228,28 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 21, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/opt/anaconda3/envs/cedalion/lib/python3.11/site-packages/xarray/core/variable.py:315: UnitStrippedWarning: The unit of the quantity is stripped when downcasting to ndarray.\n", + " data = np.asarray(data)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "mri_img = nib.Nifti1Image(icbm152_mask_data, affine=head_icbm152.t_ras2ijk)\n", "\n", @@ -619,7 +1260,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 22, "metadata": {}, "outputs": [], "source": [ @@ -628,9 +1269,29 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 23, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/opt/anaconda3/envs/cedalion/lib/python3.11/site-packages/xarray/core/variable.py:315: UnitStrippedWarning: The unit of the quantity is stripped when downcasting to ndarray.\n", + " data = np.asarray(data)\n" + ] + }, + { + "data": { + "image/jpeg": 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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "b = cdc.VTKSurface.from_trimeshsurface(head_icbm152.brain)\n", "b = pv.wrap(b.mesh)\n", @@ -652,27 +1313,46 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 26, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/opt/anaconda3/envs/cedalion/lib/python3.11/site-packages/xarray/core/variable.py:315: UnitStrippedWarning: The unit of the quantity is stripped when downcasting to ndarray.\n", + " data = np.asarray(data)\n" + ] + }, + { + "data": { + "image/jpeg": 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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "parcel_labels = parcels[[\"Color\", \"Label\"]].drop_duplicates(\"Label\").set_index(\"Label\")\n", - "selected_parcels = [\"SomMotA_4_RH\", \"DorsAttnB_FEF_1_RH\"]\n", - "\n", - "selected_colors = [parcel_labels.loc[i].Color for i in selected_parcels]\n", + "selected_parcels = [\"SomMotA_5_RH\", \"SomMotA_5_LH\"]\n", + "parcel_labels = parcel_labels.loc[selected_parcels].to_dict(\"dict\")['Color']\n", "\n", "b = cdc.VTKSurface.from_trimeshsurface(head_icbm152.brain)\n", "b = pv.wrap(b.mesh)\n", - "b[\"parcels\"] = [\n", - " i if i in selected_colors else (0.6, 0.6, 0.6) for i in parcels.Color.tolist()\n", - "]\n", + "b[\"parcels\"] = np.asarray([\n", + " parcel_labels.get(parcel, (0.8, 0.8, 0.8))\n", + " for parcel in head_icbm152.brain.vertices.parcel.values\n", + "])\n", "\n", "plt = pv.Plotter()\n", "\n", "plt.add_mesh(b, scalars=\"parcels\", rgb=True)\n", "\n", - "\n", - "legends = tuple([list(a) for a in zip(selected_parcels, selected_colors)])\n", + "legends = tuple([list(a) for a in zip(parcel_labels.keys(),parcel_labels.values())])\n", "plt.add_legend(labels=legends, face=\"o\", size=(0.3, 0.3))\n", "\n", "cog = head_icbm152.brain.vertices.mean(\"label\").values\n", From a918a54c44db0146d717e66113e84548c97ade81 Mon Sep 17 00:00:00 2001 From: shakiba93 Date: Tue, 14 Oct 2025 12:40:15 +0200 Subject: [PATCH 56/56] clear outputs --- examples/head_models/44_head_models.ipynb | 759 ++-------------------- 1 file changed, 38 insertions(+), 721 deletions(-) diff --git a/examples/head_models/44_head_models.ipynb b/examples/head_models/44_head_models.ipynb index ade3092..89dda97 100644 --- a/examples/head_models/44_head_models.ipynb +++ b/examples/head_models/44_head_models.ipynb @@ -124,7 +124,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -140,7 +140,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -201,7 +201,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -212,20 +212,9 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "'/Users/shakiba/Library/Caches/cedalion/v25.1.0/colin27_segmentation.zip.unzip/colin27_segmentation'" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "SEG_DATADIR_cl27" ] @@ -241,7 +230,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -256,512 +245,18 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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", - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# plot Colin headmodel\n", "plt = pv.Plotter()\n", @@ -772,7 +267,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -792,21 +287,9 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/jpeg": 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", - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# plot Colin headmodel\n", "plt = pv.Plotter()\n", @@ -824,21 +307,9 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/jpeg": 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", - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "colin27_mask_data = (\n", " head_colin27.segmentation_masks.sel(segmentation_type='wm') +\n", @@ -883,28 +354,9 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/opt/anaconda3/envs/cedalion/lib/python3.11/site-packages/xarray/core/variable.py:315: UnitStrippedWarning: The unit of the quantity is stripped when downcasting to ndarray.\n", - " data = np.asarray(data)\n" - ] - }, - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "mri_img = nib.Nifti1Image(colin27_mask_data, affine=head_colin27.t_ras2ijk)\n", "\n", @@ -929,7 +381,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -938,33 +390,13 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": null, "metadata": { "tags": [ "nbsphinx-thumbnail" ] }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/opt/anaconda3/envs/cedalion/lib/python3.11/site-packages/xarray/core/variable.py:315: UnitStrippedWarning: The unit of the quantity is stripped when downcasting to ndarray.\n", - " data = np.asarray(data)\n" - ] - }, - { - "data": { - "image/jpeg": 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- "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "b = cdc.VTKSurface.from_trimeshsurface(head_colin27.brain)\n", "b = pv.wrap(b.mesh)\n", @@ -1004,29 +436,9 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/opt/anaconda3/envs/cedalion/lib/python3.11/site-packages/xarray/core/variable.py:315: UnitStrippedWarning: The unit of the quantity is stripped when downcasting to ndarray.\n", - " data = np.asarray(data)\n" - ] - }, - { - "data": { - "image/jpeg": 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- "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "parcel_labels = parcels[[\"Color\", \"Label\"]].drop_duplicates(\"Label\").set_index(\"Label\")\n", "selected_parcels = [\"SomMotA_5_RH\", \"SomMotA_5_LH\"]\n", @@ -1072,7 +484,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -1083,7 +495,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -1099,21 +511,9 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/jpeg": 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- "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# plot ICBM headmodel\n", "plt = pv.Plotter()\n", @@ -1124,7 +524,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -1144,21 +544,9 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/jpeg": 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", - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# plot ICBM headmodel\n", "plt = pv.Plotter()\n", @@ -1169,21 +557,9 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/jpeg": 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", - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "icbm152_mask_data = (\n", " head_icbm152.segmentation_masks.sel(segmentation_type='wm') +\n", @@ -1228,28 +604,9 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/opt/anaconda3/envs/cedalion/lib/python3.11/site-packages/xarray/core/variable.py:315: UnitStrippedWarning: The unit of the quantity is stripped when downcasting to ndarray.\n", - " data = np.asarray(data)\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "mri_img = nib.Nifti1Image(icbm152_mask_data, affine=head_icbm152.t_ras2ijk)\n", "\n", @@ -1260,7 +617,7 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -1269,29 +626,9 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/opt/anaconda3/envs/cedalion/lib/python3.11/site-packages/xarray/core/variable.py:315: UnitStrippedWarning: The unit of the quantity is stripped when downcasting to ndarray.\n", - " data = np.asarray(data)\n" - ] - }, - { - "data": { - "image/jpeg": 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- "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "b = cdc.VTKSurface.from_trimeshsurface(head_icbm152.brain)\n", "b = pv.wrap(b.mesh)\n", @@ -1313,29 +650,9 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/opt/anaconda3/envs/cedalion/lib/python3.11/site-packages/xarray/core/variable.py:315: UnitStrippedWarning: The unit of the quantity is stripped when downcasting to ndarray.\n", - " data = np.asarray(data)\n" - ] - }, - { - "data": { - "image/jpeg": 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blGbJuX1d9Y/et158q668r5W3wGaHwGGN6Ewrr/RWlkzyR/VWnq7NzRAwBAwBQ8AQMASuBgIYdD+yey3kcu+Zwf/29f2/+J5tKwz3iaP833z/GEOA2RNhU7cKyKAw/MPj/9s33sDxZt/Zof/01b1/+JO7IeKhIRNgB1v7v3jXlp+4fz0JLUV5+C+P7Budmv+jf9pLOEjYP7T43//EbvX6eM+uZmzSHNT1pedP4ULDUsO//ZE7tHo0wfBQRWiKQ6N+5X0p44Fq9M+P3rU22oifc9nTb60t4UeaeuFYHwk4/UVj7Ei0H4TftaPJj5ODLvTB21u/9MKpHxzq4d1VlVz8GCx/FmnSp4MAoAjQeEiM8PysvfDDWyAwP+MPCVy7R5ZxeO+0n3S16tr1e8O2fP2gv2EhsIEZAoaAIWAIGAKGwGUgQPRPoaTEyfnZP3vqD7/y+pNvdMGq0zSF3/lfPu4iseBa89lffTDE/qXi1uaK//mLD7AswCPuQBJYM9om7uxEsfTZPzI46vy7H72TBNsD8CZi+8GffvJtyv6lEdSJn3toy/tuc3uXnzvSe6Z/QvKT3tEf3rmjiaLH951TS3ZU8uuvtJMJubw97VaBqzj96BiS5jx1oAuTPEUfv6ctJICrElCwinJ1Ty7TEEB0x/oMywuf/82HHvnd9//pJ+9DgxIlhA/mD/7xNWHkoVFdo0cOq5aWW5O5q12jTm/kZm0F4EZ+OzY2Q8AQMAQMAUPgxkWAra5/9nNv+6snjj6217m/Q6b5gVNuX1P50I4mrLzRvbD/+6lj0D4s9hxDm2rHKhOGuP/Lj+z8hb/4Af48OMx88I7WkO84vP+fv2NzUmh2rKnEKYh1CUoxe6fy2/nY3W2P7+vEJow1nW3BSZuSTLYCP7G/c3puEW+WjwaxQUPCUN6DHcNkYv5PLEaEhILHqzX9ZG0nz3skCEx0W1u1eOT7Quhg92+tf/ZI77dea0eVulr2eNkAQEc/+45NnAjB9yCdbmup5Oehnc3//ZtvsPMb1e7zPziJjD+ka5TuHZ3+6ktnaBx9dWNjebSXn/jvT0Yz39o5tgLw1n6/NjtDwBAwBAwBQ+AaIsB5rr/x4R2f+4134cyza20VbA9+DxsmZM0n//wZeLPfN545uH+Q897bWvAF94uiaSIC/fy7t5DPksJrp1wt/2JPJztK/Rw/va2lQh7RBPx8Pw0hxg2GHHyN/PxoelNjuawhsBbhnEgil0T/BIr37mqOFCYyruL0E42mTb0R7HZA5BP3rksqiBZEPgOT+EVJZS41E8XsZx7c9Kvv385d2b82wooKPlct1W4H+ZdfPD0yOadF1yLBPpOXT/T/9t+8xFeEIvKbH9px0dBP12IYN2CbtgJwA74UG5IhYAgYAoaAIXAzIVBTVvDD967jB5r1wtG+x/Z2EFuGHb248uOsz0m6Mhl4vGz8fe8u535z0Qv7PbtI8VF59dTg/VsbfPn0G20Zjwind22vKs1neBz15becNP1Dd7cd+do+3IqYQsjtnil/P4j++b5bW9ABklaXzKs4/TS9+EWP7GnnkV3Odwf+VH6RpNkYzWZuVjAIc5TqPIdorfQ5KGbp7fosNfzmh3f8q797eW7h/FMHu/ls0je48lLeBWFb2fHMOcRj0wsY/vedGeJOC/D+Tz60hfkmbe33Pn5baWFu0iI/878+sp8u/JybN53uS715Z2UjNwQMAUPAEDAEDIH0CJzrHT3VNXLg7JCI7Wyr3tBcuaahIn2t9KXYdzlolh98PP7rI/vg1p9/9uTOtdVi7+8dm5HqmxrL0rcjpfBpvOrx0e8LOJxfpbIkz38MpTmCSnLYqRwq8h8RQwFYWLzgZyZNE0X+M9/N5/BjFgFCCsC3A/cnrMsX3f57FaefdJChTLZAvBjsFe4anvqAd1xASEwe5QxjvKeSll71zF1rq/lUINM4Al1FBaCsMJdgrOL95Y95c2M5LmdpQr7etq7a3yHt1/XTuSlOtPBlbpa0KQA3y5uycRoChoAhYAgYAlcHAaH+f/SY24yr16OH+0l/ZHvdx+7feIVqAO3cu7nuD378zk99/hUCv3z5hVOiAEwFZ4fhvp/eUq5DIlFW5Kj82MyCn0k6m/+lvrQs7n+eXHTlESGJX/mhO9agzODCBJ/WyKH4Oz36ajut37mhVtxakvcU5F7F6afpRYsIW3RJu2wfefnMdVMAGCQuWDB1tBQd8JUn+LR+9+O3/upnnxPPIvaRc8zZzrVVOIxdeeNvsRZMAXiLvVCbjiFgCBgChoAhkA6Bp187E6L+vjRqAD+f+tC2d965zs+/jDRW3t0balgKILQ/YTRx/BA2jxcQKwNJo/tHexH/nNKCN5+ucKrxF58/hXsJ5x7g4C5Dff5onxwsxUbh6OBDOddz+njXfGfvOQbw4PbG9wfxjkKD8R/ZB4wwcyFWJjuD/aJLSuOsdaZvnCo4aF3Uo6a6NB9JtlZfUhcXFcaQ/6mP3/a7n9vDZ8bx0pz/cLU2N1+065tLwDYB31zvy0ZrCBgChoAhYAhcPgLY/tOwf20XGfQEfYwm4G2Hzo3wg6N/tFRziPpCGju0iDXEt+1yGpfKpEmwetA1NIlAbdnls9I07V9SUXVpgexDIHYQLuZSV0KUNlYW3bWx9qKtXc/pE2eTAEoM6affvhGfpfQ/sluX1/TNVzsuOos0AnDu3/jfL/za/3qeU5bTiElRR3AI9ArPjrhoa74Ap4z9zIMbyTnRM/bZ7y5b5vLFMjxtCkCGfwA2fUPAEDAEDIEMQuAX/uqFFc42vZ4wODH723/zIj8YxdM0eIHzV4MrL4i3c+f6WgkLAz1NU0uLOOxWQu8T3V8z38QEW4HpHfb/3SC60em+8QNB9M+Hd68NHUeQdJDXc/oS/ZNFmLa0EU5lnHjI3LO5jvS393awdJB08CvJxNYu3b0SidoUqs5CytkBd/xCGr/8UJVLekTtIfIpVfCD0hMALqmFt7ywKQBv+VdsEzQEDAFDwBAwBBwC6Y36UYzSyDdVFokf/xvtLv59qut4YOlnJ25lsXPlxy2EvQEkIND4BaWqJfmzC+f/4vHDpIvyc1ZiX0/f2lUpxUVeoul/fU87mg2Rc2iWsw4u6mMjvV+36XMcstjXL7ovWWGR8w0mZhaePLAi3UwrhhLslibHHYxwbiRU5D8CHQdHkHPvpno//2ql0ccI7CP7ev/k0QPdw9NXq+W3TDumALxlXqVNxBAwBAwBQ8AQSIeABvxJJ+SVpVkEYFMsZ0ghy9G2qSjj0a7Rl4+7jcVv21KvBnJCMa4O9t5yGlQa9yHo9We+ewSXdKr/yH3r0wfz8YZ8zZNCqdkH/NQbXRL98z07m1c+vOszfdFMOGcN5FeICAcYyyZmqbvCWlExdkqIV89/+ZqLARUVIIeNv3/39HESuE49ECgMScWuMJNzJH7347fx4eGu9h+/+rroG1fY5lupuikAb6W3aXMxBAwBQ8AQMARSIiBxflIWJytgz0CybJf3C+/eSiRHEn/yzQM4WoTEOAfgj/5pH27lyPxccJ6XCLTWlMgOWsj9L/3ls/jThyrySGjOf/W3Lz32egfp7S2VP/629VGZNyvnoZ1NQvf/9FsHhFM+vILtvzra6zB90MN1ih7h4qJrae9pEtkEgLqzFYH2gcmLLs6kaYfX/Wsf3IEA7/df//3LhHANCRP38zf/+gWWd6Dmv/bBW1Y+wlA7K3kk9tRPPbABSVYk/jJYTVpJrQyRycmQedo0DQFDwBAwBAyBTEYgDZW/PFiwsP7OR3f9/hdfJcIPx3V9b3/XrW1VeMgQLP9Y19gzh3vkzK/f+sjOUIR1POYxyv7194+zS5V1AEzO+AW1VBUX5K0emZrnFOEXjvWJJzpH8P7+j93BasPljfBa1OLw4A/cvoZNrsL+cbJftwIne38k13r67rjipSVA4zQGv9+LpjkIjJcC8o/sOXPRc5rTtIYXEAsdf/PUMbZ6syGYxy1N5QQXOjsweaRz5NWTAyzvoG/88vu2hU5USNPmZRf9zDs2HegY4UTkb73eQTxQjpa77KbeYhVNAXiLvVCbjiFgCBgChoAhcJ0QIM76f/6Zu//Htw9xRO6x7lF+/I6bqop+88M7ZS+mn0/6x+/fALn/zBNH8CBiKy0/IQH468N3tn7y3Vsg3KGiN/3x4d2tX33pjKg3H7t77WWM59pNnw3KjwcblB/c3hDSuy46TlY2HtrRxLlmL58YYBkB/5yLVkkl8BP3b2CXCB+GHJMsvlIqjOr46x+8JXS0s5Ze3QSbzj/1idt+9bPPjk7Nf/pbB/jqLnpcw9UdwA3bmikAN+yrsYEZAoaAIWAIGAJXDYErP9sr6VBuX1fzmV9++zdfbX/xeH/7wMTkzEJxQS4c674t9T90V1te6pNTCezzl7/89ldO9HNQwMFzwyOT89NzC0TKhzju3lj37p1NVxKQPulQr1YmQe7v2VTLsAmewzQvr9lrNP0n9ndJZH3Z1HupY/vI7rUoAOg2LCP8Svysg0ttROQ5f+DezfXfe6OT4wW6R6YGxmbZA40H1Nu21r/v1jWFeddPr6sqyf/XH7vt3/zDK0SU+o9fef3TP/+2G1CrvDyQr6RWtqiwV9KE1TUEDAFDwBAwBAyBGx+B9//hY5c6yMf/3YcutYrJGwKGwI2PwA3kV3fjg2UjNAQMAUPAEDAEbl4EON/3kgb/ke11lyRvwoaAIXCzIGArADfLm7JxGgKGgCFgCBgCV4rAJS0CmPn/SuG+mes//EffuaTh423/9d97/yVVUeHr2Zd2muEJ2wOQ4R+ATd8QMAQMAUMggxBgESBNdH8fiEtdLvDrWvotgMClBs6/koCe17Ovt8CruSpTsBWAqwKjNWIIGAKGgCFgCNwcCHC+70V1ANj/O+9cd3PMx0ZpCBgCl46AKQCXjpnVMAQMAUPAEDAEbmYEOBPgkedPJj0XDOq/obnyGoUMupkxs7EbAm8pBEwBeEu9TpuMIWAIGAKGgCGwQgRQA051jRw4OyTyO9uqjfqvEDoTMwRudgRMAbjZ36CN3xAwBAwBQ8AQMAQMAUPAELgEBCwM6CWAZaKGgCFgCBgChoAhYAgYAobAzY6AKQA3+xu08RsChoAhYAgYAoaAIWAIGAKXgIApAJcAlokaAoaAIWAIGAKGgCFgCBgCNzsCpgDc7G/Qxm8IGAKGgCFgCBgChoAhYAhcAgKmAFwCWCZqCBgChoAhYAgYAoaAIWAI3OwImAJws79BG78hYAgYAoaAIWAIGAKGgCFwCQiYAnAJYJmoIWAIGAKGgCFgCBgChoAhcLMjYArAzf4GbfyGgCFgCBgChoAhYAgYAobAJSBgCsAlgGWihoAhYAgYAoaAIWAIGAKGwM2OgCkAN/sbtPEbAoaAIWAIGAKGgCFgCBgCl4CAKQCXAJaJGgKGgCFgCBgChoAhYAgYAjc7AqYA3Oxv0MZvCBgChoAhYAgYAoaAIWAIXAICpgBcAlgmaggYAoaAIWAIGAKGgCFgCNzsCJgCcLO/QRu/IWAIGAKGgCFgCBgChoAhcAkImAJwCWCZqCFgCBgChoAhYAgYAoaAIXCzI2AKwM3+Bm38hoAhYAgYAoaAIWAIGAKGwCUgYArAJYBlooaAIWAIGAKGgCFgCBgChsDNjoApADf7G7TxGwKGgCFgCBgChoAhYAgYApeAgCkAlwCWiRoChoAhYAgYAoaAIWAIGAI3OwKmANzsb9DGbwgYAoaAIWAIGAKGgCFgCFwCAqYAXAJYJmoIGAKGgCFgCBgChoAhYAjc7AiYAnCzv0EbvyFgCBgChoAhYAgYAoaAIXAJCORcgqyJGgKGgCFgCLxJCAwPDdJzVXXNm9R/um6PHjm4evWqY4f31jW0hORWr3JmpprahorK6oXFxZqaupCAPRoChoAhYAhcfwSyl5aWrn+v1qMhYAgYAoZAUgT6+/skf3CgN2e1s9H09XV3d57NznbZDY2toyMD+fl55RW1VdV1m7feIsJvyn1oaGCgv+/1V55L0/uqVW7cOTm5ubk5q1etvrC0VN/YUl1dX1FVTb7pA2mgsyJDwBAwBK4dAqYAXDtsrWVDwBAwBJIgAMXv7emiYKC/h3tBfn772ZOLi4twZB65nz9/3q8m1F9zzp+/sHr16tLSklWrVk1PT996+73rN27V0uuQEN7//LPfoy/YfUFBQahTIf3ZwbhzuAI1xolibgrUGDQBpsmUqVheWdvQ2GL6QAhDezQEDAFD4JoiYArANYXXGjcEDIFMR2BgoG9yfBQUurvO9fV2kigoyJ+ZmcVnhvT09AxsnkSqK8T+VWx2dg5NAPJdUVGGJrBu447NW7Zr6TVKHD92qL+v59jRg7Mzs4WFdB6j/nB9GWfsV9C9o/45bgUj1SVqAINHYH5+nvv45OSaNeuqa+tr6xpscSAVbpZvCBgChsCVI2AKwJVjaC0YAoaAIRBG4MAb+0pLi/e8+IPy8rLz552pW665uYXBwaGGhnoM45Lj2/vFKE5+kLkk5DhWM/IL5WF+foFsiHhefv62W27ffsuuiNTVyejt7Xn8sX/CfD8xMUGLsP/CwsKA9PucP9aX8P6LsP+42oP+c+GCm2nO6tW4pOIjRCtMf3ZurrauCU3AlIGr8wqtFUPAEDAEPARMAfDAsKQhYAgYAleGALyfBo4cfA1yXF5eThr2L1ut5ubmJyam8vLyyCwuLlIFgMfIRY0lnGSSKgCTk5PI09qFCxdwtiGxGLgMrV6d86GHf+RaGM5fe3XPE9/9VmG+G3lJSTHs31n8A2cechIp5+vvTP7uvpS1OtBwdH1DEvqImH9NTk5D/NknQGYu9V3dbCa4EFysdVTXNuy69U5mei0m6I/E0oaAIWAIZAICpgBkwlu2ORoChsC1RUB4/wvPfq+ysrKiwvF+ueYXFqC2q7Idl43nwY9XowDoo5cQTcGZwLlUAcA9hguiPzc3J0VSKnSZ9FxQSgJT+r33vfOWnbeq2JUnhP3n57n9CQy7uKjQbxNCr5rMqlU8rc7Pz0dAHJxIJNVh/BYkzewWFhb5P7MuKy2OC8SUDNEEZKmkrqGZ0s1bdhBWKC5mvw0BQ8AQMAQuDQFTAC4NL5M2BAwBQ0ARgPd3dbafOX0cih+i/siMjY1jHj+/uGxHL/kRBcAxfuH+0jIGb0zdkF8x9vtFIgBLVvYfr3LecejFxfOLF972wENXSweA/X/nsW8UFRXQcElJUWVFOYOXS/oN3XFJctZ72fXrlYk+IMqAn1YR2D8/EP1AB8hhkYF1gKA0vtDg1JsL6AByp2j7jjvXb9yiLVjCEDAEDAFDYOUImAKwcqxM0hAwBAyBGAJQ/+d+8AQPUP+qqkrx9lF02ONLWu6aqQnP/wduvyR0n1K4uzjzkMa/Hy2gqNAztwfO8fML8/SYF9jjEUMP0GZJUH1ifIpE27pN7/3AR/yiy0j77B9aX15WAvXH4QcloyC/ANem4mJnqtcVANLMBY4O0UcHWIntX5QBtAvqqisROgAsHw0nUAOWTVBmQSmeQXTEwshD733YlgIEFrsbAoaAIbByBEwBWDlWJmkIGAIZjcDJE0ckcOfpk8cg7lis4azV1VUKini/sJF3YtKx8NgV8+jBK96liIkJYw7yltgQHBcK/z5zpr2mtkoUgMDi7vbIwnrhvmFR7xlJaDE7DchDB7j9zrtrai/z4C1h/2gaTIdNxnj85+flwciT0npUgvKysumZaQYMLMyQASRdCpDBoqjIwsjsnAv+IxfKQFG8fdEByA/UgML4aoATlPUQ7qwH8IjKwcECLv/ChQ2btpsy4DCyyxAwBAyBiyFgCsDFELJyQ8AQyHgEoP4H9u1JA4NE74GgQ8FzcvM0mI9W6esfIn2usw+aiym9vq66aLkzvUqSwPx/4uTp9etbK8rLiJUpZnIREON3UjUAaq7sHB1A9JDf/lf/1m95hWli/nzmL/4Mv394tgv2WZDf29u/rm0N1dF5uELtcDAZPwg7q7xz5gGHnLxgEzNrFIxKGT8JsfeHWpDHvFy3bgDp5646AFpBV3fvhvVrZdaiACStjkBVdf3mrTtNDUiKj2UaAoaAIaAIiJOlPlrCEDAEDAFDIIGAWP17u88lspanxAnHueTn5ATsfJH4lSIyNTUzOTU9PjE1NjYpOVB52DM5/DQ11tbWJFYP/FY5M3dta3NdTZJNrjBj1hkg95Bsvwr5XJpDBNLBoZGx8YlXX92ze/fdmr/yBEOFahPzh3mx+RgtROoK//Z1AGH/lJKJcHa2W6zgERv9/DzRPOcPHTnV0lxfXlZ60d5x8EeGzQzAif4QaAuL0zOzr772xsYNbTIGNjpL41FNAAQ4Jvn5HzxO/FBTAy6KtgkYAoZAJiNgCkAmv32buyFgCKREAOpPWcjwD8UUGurotke4of4YtoWSqrE/1LSwf83s7hkgQJC/FECDKAg4CBUW5JWVlahkNAHPRlg9gmDeMhihxtwZSbBlIOvkieOXoQA8/9wzq1etEvZP7yMjY6oA8ChNiw6g7F8HKesVLAUE+oBbK9i6ae3+g8fOdfWj82ze2EZOKmUAfx5K6Ro/ItKBVpWDtlNXm9CFiHzK1LKz3aEBCAcnB7iEXihjQ4O9zz7dWd/QYmqAwmIJQ8AQMAR8BMwFyEfD0oaAIWAIQJoT1F8M/IAC504FDexfmCsCXd19p850hiQDgs4t7DkjYtDipoZafyttqHqax2DNYUFaliO0VLi3d2BmdpaNyA9/9Id333VpiwD/33/+97B/aQrzf3d3H/4/bADQxkmgckTZv+ghaAuwcyICcUcT0FqjYxNHj58RTaC2mrBJHJKWZFkARyCtQoOcJ8COCFYA8ESiQX0jouGIJPkhTUCQodTUAAXTEoaAIWAIKAKJ/85qliUMAUPAEMhMBA4d3E+c+6OH9sI7Oek2CsLE5OT4+AREHu4rpaIY5ObGHqOWe9i5GMWjreHq09BQ09RQFy1aYQ7jLCoqmpyaCmkXckJwYUEBCkBH+5lLUgC+9ejXlP0zDMz/scEECowqMeBDYFCKhPT7A2ZBgsecnFgAH7i5bIrgELTqqgqK0AQOHTm5/+BxlB8eWRbwNQEcgVgEIJ8LHj87OUMtWpic5Ei1WCRQOU8NZUCRF8VANQFGha8UiyR9vZ38mBogeNrdEDAEDAFBwFYA7EswBAwBQ8Ah8Nprr5w9dTh00JVAA+/Xc7ig2lxlpbjoLPM88UGcnY0Ft5mZnY8uCIgkfj4tTXV6ahhtkh+07bd08TR+MtD92dm5rOzY/6hDzvDwKAkWAWDwP/XT/+zW2+64eFtZWQMDfV/5x79XSTH/l5SWsCdBM0mg/7A3V6Ie+fmkYf/MwhnkIwGLAnaeAI3FgVOnO55/eb+0IA5CogmgMp1fdJscGAAqVqlDe9mlmoCfW1hIFKJC8VYSTYBSNAcuEqzS3LJz96Yt2/0qljYEDAFDIDMRsBWAzHzvNmtDwBBYhgDs/4Xnvr9l03qfthKIZmF+YXxiQpi5nm9VUlyE84ovuaytrKzSwLEFDrp43jnmnD67zCkI6s85V9VVy84MRphG5B6oAaIRhBpO8oicLEegA7hIozSTnTWHPhBcbhGgYPZrX/3HFSoAj37z0f6BIfW5D8z/2bWeCz6toiP5WwJ0TEL99TGakHmRH7DzJRrZvGndgcMnxiemyWRTBD8kHrj31pLixPJLlP0jQ1/sgwi0DBrjVVzA5M99amoKtYQr6MvtRQ6iEK1iJYRNGvv3vmwKAJjYZQgYAoZAImqEYWEIGAKGQGYiAPt/7NFHfC8UcGAf6ujoOBH9Q7wWT/TAXz+27zYVYgSrgf1T2tRUt76tRcXmZqej7F9LJSGUFos1jfie7iExHtkRK5nqkuQel7KIxSleQDzhu08gnf37XhfJld+xvs/MzM0uXMDYr7Uum/1rCyRg5/B1LhJ33bHDL7p912Yyp6ZRZ+b5KSsr47gxvYKYpIkbJn+KSlihKCnNy4sNkmGPj4/r3gNawxlJ3gUdPf/sk353ljYEDAFDIDMRMAUgM9+7zdoQMARiCAj756E0vu2VtGP/Y+NR9g37L4h7/8NjobBJcYS4S0RLKUUHaG6s6zjXfeZsO3Hw8YAnbD7EFK8f+UnaCJkhTSC9MsDYtJ2y0uKZmRndCYCbEDqAlqZKdHV1vfjCc11dvSwCIIP5/0L26qaGWAQegnvi+KS2f933zDSEyqdqNk0+ClZ1deXO7RtFprqqnNUVSbN2wg8AIbOw6A4X4xLrftI7pewH4MZwaIGlgOnpaVUDXJsB1j1dHSeOHZYu7G4IGAKGQMYikPxfr4yFwyZuCBgCGYWAsn988dn56ih5cHEUVxQHDP/K/uPM0rHfkOQy9h/3eF/X1sJiQkUQ3BOqeupMx+mz5yDl1HdNrAr/SL5qCKIJOE8XtybAFetT6TjPLAKoDoAYTkooAKID4EWDF1BonNHH7z7+Hc3Ejj49S/X5xga3Txf2n/TkMsYeIBDDTaunT3BAAT/tHV2ssRALtaa6srGukiqtLfWxisGL4OxhecSBZ2JiUlz507cMbqoJoKKgBjCRZVWys3EEMh1gGSb2YAgYApmHgO0ByLx3bjM2BAyBAIGuzs5/Cmgxu1lbmhoUlbGxCbz/eUwQ7aBMjdMqSQLGiScObuiSGTj9x+l5/Lcrys56xwO7OzrO4b8irJ0zwo6fbKcEa31DfU1o83FcE4kR6/ijdMLdDQ0lJC8vFmlHCtAB3G7g4KqsKB8bG5+fd5tf8QJinN1dXU3Ny/byimT0ziLA6Fjp6pycwnz3bwTNKhdXYXpHHbmk6KWQfqpD+rUR5wa0alVxcREIzC9ecAh7U/WDEbEIsDAxyXFrzAWKry1IgpGEckQTIJNhshhCq6o10cX+fXtsM0AIMXs0BAyBjEIg/J/RjJq8TdYQMAQyHAGYLghg226orxW6eUnsX9ATHYDDAJyjuZB+4e0x9h7DuKgQt59VKACxWoEHP0ReDgZOqgbEanq/oN3xy9F6Ib4MIBiDk2MRAHu51GARAPs68rjyl5WVtne0p1EAxP+HigQVHR+f3LqtEvP/pvVrQuxfTiCmTeLtOGVjaRZ3JgnKKZ1G71HerzJK5SsqKhwyHvtXGT+RSg2A5ftiflrAofHFBf7nwgHJ9f0nv/Oud38g/mS/DQFDwBDILARMAcis922zNQQMAUXgzNmzksZh5mxHz8TkTHNTvdj+VUYSsOqQqXt4eERycE1BBgHIPZZsiUaPvX/ZhVaQnXX02Emc1H2nHaSgpygNGKdFDaBWVBMQxk8RjDzebDZu/SgAPFJZLtK0BhtHK2APA4+yCEDwIlrgkSrcU13UEuqPQElJCXfM/7W1VbB7Jf3SDnRfDkmgO2aGq/3M9DQ5MTUgTuIJnDo7N+fb+0Ndi/lfMoFukjj/i4sF3obj0PqGVk+lBqgACVyT3D34n+RTC+0OpWUmWCQ5295lCoCPmKUNAUMgoxBI9+9BRgFhkzUEDIFMQ+DoUXfiL1dpELaTY608hh2w8qAUcq+u/2TA+GdnYyb20tLioqICQtCMjY3hx49WgHBCDQiqczvT0QkdZX8qu1fjeYnfONGLDkAWpFUXBNY0O4d4f0jxOo7aJg2OKZoAZnW4uFSURQDkYen79u3fvfvueCPh31/5ylcx/Gsu1Te0NRFgEzd6zSRBy1yagw5Ad/Q7jZ/NzIyqAQyRFtKwf1pQ87+0htYxOjqqLUedjrRIEqIGoAUR6hTthZE4+AItKCSpj2h6wv4lp7+/r64uvutAhSxhCBgChkAGIGAKQAa8ZJuiIWAIpEUARru2tYmDraJS/sbf0dExbORCTKH+XMhjxsbqX1tbQ1r2m3JUME44uBUh0N3bf/DQCYry8zjcdjXm+WgXrpG4DiAORDVV5ZUVbOFVe79WChguqwTBZmLNDSXwzRfbubRA3CEWAXp6+3v7B3/hF34xJOw/Yh1HgSGnprZmemry/HnnnsRjfj5nFq8OmH+S8TvmnZUlKxucmMYDVB7hivIyWhsZHVeXJL8v3/yv+agEszOzsgigGwAm3DkMWUT2pAvovnQnVVA8xsZckiKciJLqVyLJHQ8tVlfEH0kye3t6UikAw0ODVdXundplCBgChsBbEgFTAN6Sr9UmZQgYAllHDh8AhcMHX+V42Jrapk1bbqmojEW0PH7skAKEd3hS9g+5hP3Lxl+oPyz2/IXzxKuholB/acF36RECWlubT8CfQFuYluN4A7LLltrV2mk0ITpAdWU5RbD/qECwPOCyIcEh27kvHAs/mo2pPpd8vICGhoaHhhnOOKsBvmQo/eWvfFk2MMDa5+fmCvJddQ7Pkjsnc5Ev+2hBJlQXUi6ZsjggagB7A0qKixvra3EE6u7pD1WJTkG9gEQS3s96wvS000BQYEpLy4C6qrJc5oU25WsCsiZzfnGRAfgBWEOd8shpD6ID8FKipeTsff3V4uLCfa+92NS8dvuO200NSIqSZRoChsDNjoApADf7G7TxGwKGQAKBocGB/v7e3p7O4aFecnHQ4Qe+2t/XxQ8W8Yqq+jOnjwmtf+7ZZ5DZtWNr1PYvdJboQAjAndkYUFnpTqRK9JQulY0JHA94POYb6h3pHxoa5e7bp6ennRMRgYC4T0y6+4Z1LegAHvUPkWwM6+5S1395jN5lOyzeMJwJLFy5uroKBQBJii4aCIjIpBB9NjRXL7d/s78Zwh1374fu015MEZBf8GnZkUyBY+Hnz7M3ABKPexVqwPq2NT19A7oUAPsP8e/TZzqo+NreA29/225WG1CWuNgSkJeXWJZh/YSjwRgejbOsIaMRTcBtIPauqA5ABSn3FwE4+/nwgT23737blq3uMDKoP8s77acPS7zR7q52fkwN8HC1pCFgCLx1EDAF4K3zLm0mhkDGIgDtHxjoe+XlH4AAhmR3L3L30AUxnZ4cqayogJtyvBSlC4vnDx52LjrbtmzgXuGZ3lES2Jba1z+Ih8+6tlYoa6g1HgPTfijf7Yvlkt3A2LDZWIxl+ujxs1jE4cq4EQXly2533rbVPy14WZk4tgdZzt+9sBAWHqPey+V4ihJfdID6uloWAXp6BxA42342aSCgjo6O1atWC0vG6o/5H3Vl8fxiflbM54eZohvokcCBJhDWB8BDdQDoO0OlQVEDINYsblyoKBOPIN/8D/V/5bUDjK2hoa62upI5JnWUcgrBaqdNoVkhQMsCgmgCqAEUxVWCVfgy5S4PkEqpXroIwHnJOA6dOPrG009+Z8u2HWdOn7xw/gLmfznxgLmgCfT2nEMNqG9cc8uO22tq67QRSxgChoAhcFMjYArATf36bPCGgCGQtX/f66/ueRbTuFJ/+B8sVl1u4nbrGFaoAVyzcwvy3H6uh4TcSaxd01hXV11TVdHZ1Q0FxH2oubmRfAjn6tUxM7xUTHaPsX+KGI8Ez6GvdetasaAfPdEuwXn8iimov5r/XY9wYu5i5Ib1wp7FRO23I+lENEzqxdtAB+CYs+rqirm5xVSag98Uax2sm5Aj/j8kVq8OKTm+uEsDdXAimDvOTLQIDiAjAWVHDWDhZY6f4WFRA1AjJqdmxOQv1F+ag3avbWnDe0reY6gP1QrYxcsiAC1LR4gxKdQAEigAsiBAU2SywIJkqB0e/UWAs+3namuqCwqLhP1TOjU1IwoAOg/vjhw+g5GhvqeffLS+oaWqpv6WHbdG27QcQ8AQMARuLgRMAbi53peN1hAwBJYhIOwfLpiXmzMxPoF5eCh7GPJdVFQEUcaMrWrAsmrw6WA/bkV5+eiY8zLXC02AvbwQWnJg//jN5+U6b3gIJYdNQXBVkoTYpOM5CfYfz4n9Rmzrlg1Y0Ds6++DoQqxbmuvu2b1TreihKuLxD/UPObcgxkh8+ksL5Eh+pBGXgf/SVPxg42PHjt1//wNRsZMnT0omNn6OJKNbX0ZWM3Bb0hUAKZXpi/Vd5SWzsNCZ5HkvzJccLl8NyFo6T3Chw0dPa63169bWVlXoYzRBC5opm5XJoXXNJAEOviaAG5GCww5glTx56iyvFfM/OatW5aByYPgXDEWGHQUy5ZCi1dF+6tTJYy+98PR9979r+y27tEFLGAKGgCFw0yFgCsBN98pswIaAIeAQwNP/c3/7Wc63Wpifh+tDCjHZksAIjAkZPgd74yKHRyWCih1u8XBrTrjVHBL5ebklxQVNjbWkocEQYY1FQw5BJLn7OgA9ksO15DnqSA5BP7OyZiTNneChsiFYrOnoAFs3tZHPOGkUrcLTBFxGUuovrVGDfrnU30byE+Z/eY4vAmAIBwHWAVgBeOH553/u535eyv37/v37eWQMBP7H/q3bFRbPn4dG05cIs4KBciVcPMT7RYDJ+OstSAbCuUwHss4eAFEDkLnrjh07b9l84NBx1AC2CZSXlRQVOWt9R0cXh7JJa3oPGtGnLFkEYLTkh3QAEQIiNIHcXNQ44n7O8qKZCEVQf+4vvrJv9+07+XJIO0lPN+BN5KxexSC5KNWLxRzWNHhkH0hudhY6wJ6XftCyZt1tt99lfkGKkiUMAUPgJkLAFICb6GXZUA0BQyCGwGuv7nns0Udw2cc8zw+kXwpgdaUlJbA6ceDGlIsOMDY2ji/HwkLCBoxw/8Ag+1OFF8bqlhQWF+Fk73zQhf2zfVXM/7FeAx0A3ikcV2lxlP0jD1HWWiTaO7pglpIDo751x6byckdA5YLyM2a3uJCdHdjflxng41LLfkvvqgO4KQfrACok+4Ax/8NcYcDQdnQAlVcxP+G26xYVVlZWaCbkGKVIH+kUvPXxkhKQddhzYWERuwKY5szMNEPefceO6qqKrp4hFnC0talAY9FHEur/o5myCJBGBxDJANXsoaGR7p4+zgGG+ku+6nUIaJuutZxVq71FHnHiEuovYrKglLP6Al9OV+dZfu6+98Ft23dqI5YwBAwBQ+CmQCDx39ybYrg2SEPAEDAEHPv/1tfhu9C4EPUXcGByUFVs/3KiLTqA0wTOL+DePT2Ng898bl7O8PBYZVXVwlTMSF8WsH+q19fXCPtHZ0ga9gdDu2wIFrN0UvYvw8CNRBhkV1fP4OAwmegAbAZobKhpW9ssMv7dLTAsLVELms4UuPxSTTMAYf++DhA2/8elFwK7tTyheBDeJ16S5HdNTQW5av4XCXGGgSg7XSvPHTOcZmxMACUm2jQ0W9ZPXPsFbjWAsJ6kFxcW1rQ0FBUXA5GsAJAZ2gYAzgK136wsApDDYChNug5AKf2iPHBIWV//wPGT7dJCbU2VNoUjEEsaDursrNwc4jC5wUd5v8jrjgJUqaz5LHQAumYpAPB37LxV27SEIWAIGAI3PgIxi9SNP1AboSFgCBgCIECsxse//U1oKNZqBUQM//oYSogmUF1V1dRYj3tPRUUpFvG6uhpILfZ+hJX9V1aWC/snU43EodZ4ZEOwZKZh/wjIIgDOPydOnhV5sR9vXN8qj9xhqPojmdi2GRgT5PLt01olqBUbADoAnNXJ00roCnj4RBBplBKWO8R5qaurKyTI4xe+8EUX6T8/X/a/+gLSPl0oIDK8pGOLjkJmp+yflt2JaHGH/pzc3NKy8rn5BfGP8vvVdNT8L0UAJQlGqA1qLT/BYQjbtmz0c/x09irUxey83NUMEurP+gMmf7X60zK8H1iCH+dLJnWdDhBscuC+56VnDh7Y77dpaUPAEDAEbnAETAG4wV+QDc8QMAQSCOzb+/pT3/sOz8STgZDB2KD+zU2NuP0khIIURE0M5H4+mgDyNTVVOLpMTs0KW8XpX3g5ykBjQ52oBJi6Q84/fjsB96WDxLZUvzSUxvlHc1gBqKospXehxVG6rJIkhGeLGhBi2/4jDDWV+R//H22QefluNpqviapgDy6qEcSaow/kZ2R0jL64AFwor8qTGSgpKbUUJJkg78hn/1IdHUDbIbG4ML/vjYOawzYATZNIRe5ZBFCxpK/bhxfvpvvvuV3kvcMWsjgUjIURWD2zluUR1BMWPcCBjcL84FJG2s0+L48pS0eiBrCPnJUH1pcY4QvPPWU6gL4OSxgChsCNj4C5AN3478hGaAgYAg6BR7725VMnjuHBA7OHomFfh4IS4X5gYJBSbLesCfiuIDjwwFApgvvi2j85MYnlGfsuORA+6pMgcH5uXn5v3wDpd7/zHmH/pKs8P3ge/Uv0CnQJR2/1ihuGNYME+4AnJgbE+Ufyly6cb6yvISYPHvnkYNuOslt1bolVcfTbdQTplEvy5e5ysrIL8guIsymT9UuHR8YUEElg6m5uTuJ9xAnHMzMuNCcnHqijC02pq5Ka//32JR0M0DFjN5b4JdQ//pTkd25OzsKii8PDBfluW9si6dA9lflfxKioo5X3EgVBJFH81rWtGZ+cYtuxf0bEGEGgKp0zkrviu0Tg+kVFsW0YzA7oQs1yUhkvJCcXJ7FVHBaBDMCiA9CG+QIFUNrNEDAEbnQETAG40d+Qjc8QMAQI+PN3f/1ZuDKxWYTnBZ4qCTcYIMJzXQgllntYI3cMtzHosrNRG4aGR2hBHdxlp6kG5of9Y+0V+aqqyqSY07X0TilkF9qXoLy+MhCvjIrS2dUbf3K/CcgjiodsPl4MNAHhuL4m4PNare7zbIIIoTvgtu7+x5XN4bu5ZGKNVnkSGK77B4ckh64ZI7bsnp7uxsYmX4z04BDgOKs8gXqUUmMRhzeTGTX/h6rzqMND54IwK1BRSckBOqYMt54OQpTW1daMjY+Xl8W4OCqZxALyYYk2FVKWpFMh69EXwlzWrmmiR86Aw7Qv766kZNmBccQ5lRymo+NE2XM6ACzfeQtRL7F8Id5leHnRKSKmA0TfkeUYAobAjYmAKQA35nuxURkChkAMAZz+cfuBCOKWLaQNnkdsm9zcwhBG4rSDbgAtg7NqKVQO2g2tHxsbm52ZYRMq7bSuaewfHIG0VVVW7ti2Xtm/c/UIFge0Ogl65NIcGQaPy3QALXZEf4qniYmpivIyYhBB6HlkjSIUR59MNAHUABKsCUQ1AfJDl/Bs2Cl8dLXHRMkRRyZfB2Drs1aHZ6PzCKHXzDQJOoL1ikAa87+2IMIBIKswmPMofj7O3z+AzgdQapGPe5C2oCeXaQ5VufQxmqAXzhTjzOZ4kQuQSjpksI+XZvE61retOXjkFJuPaRn/H41xxNZwFjAQQI8KnIJiqxmiDqE38hJ9pyNtk48NNyF0AHYyzE0umA6gyFjCEDAEbmQETAG4kd+Ojc0QyHQE1Ok/YP8ODTHH6nGtChCsnQv+hwCZjoAG3BErvcgQ4RIKTgxKfF0g+ePjY2L+b2utZ/ertuOTXWGTSZhrPKAntUI6gFJ/abC6upL4M5BI6CP+9CgAjEH78hO+JsDg1Qwft0T7sm79YdlzfBjoAPii6AZWZJhusFrCAbfO94lQmKGK/qPfLGOgiM0VpaXFIe9/v4qIiR88gIMGHv8MAkM5RWgpKAP+hGPKAKIBU+c38VilfQL2Y5iXxsfHJ1gBSOr/Q7Nc0HQuwJmYnMYXn1cfVHSwBPTdaSAMxh8qadF/tmxc29UzUF9QgP/P+nVroP4sEFFaX1fLPdi04PDPy3MHyWkL5CRVABAQHYD7yCirC9PoAPUNjbW1dVrXEoaAIWAI3GgIJGxaN9rIbDyGgCGQ4Qjsefml7zz2dUAIsX+x74rrCKWwP7y6hQJK4B0yHZ+GAi4nyugAsDRkcCVqbWkuKynYtrnVZ/8a+F8UCe5cobcAS/aJspZC/fnB6s+PZpIQWgl9pFNMxX5R0jSOTMTB7BsYYtYRBhurAcd1/DduPnebWJ0O4EoZMHxahl0ad2rSpYDevv5YEyl+uSD9gToBk2e3NGk/2pJWcr2fPw9vhvor+6dU9/sCkYM6UMa0Fgm3OIBKsLAwOzfHD7sUdI54HwkRR2x0dBzdgEvqAh0XbxxDO3coO71TEQUDAWi3rLGIMHemT+/Rd0cROgAfQH6+UxiKiwvQNKRTbP+qbwi8nAOnDUrC/1RCRXTHy2V7MVoHY/zaVz4/MHARqEMt2KMhYAgYAtcTgfC/bdezb+vLEDAEDIFUCMD+v/LlL1IKK4Q0koBjETNTvTtYBJifW1DqjwDEzud8OJ+EvEpQEtgZjAyS5y+cb6iv8XtnWUBKU3FHEYYd+rVIw/naO7qHhkZD1F/ExAAvaTQQEjBmeYzeAws6tNbxWmL4TE1PJ10xCGkg8ii1qMgERQdAnxFCj4s/+ZDdgeA4gmi/oRzoteRg/veLHOv3eD9FcHRwE6bOAHQMUouBoZ6JfuK3I+mZmTlIPwI8iq3d5/GMWUl/YKR3pF8bUfZPDtsbKKIuKpEK0LVTIFYHMf41N0jA9dmKnZ11gc3hUoJ6JosDvFz9ihgbSPpQ82Esbyn8pDrA4NAYOkC42J4NAUPAELhhEAj/S3bDDMwGYggYApmLABtVhf0PDg3Dr6FxAaPNXubBkp0N81OM4GrKz6DPcP3VEqbTcenEBQWHsPKsigRpttLywzaA9NTfSQZXorkgdejISbYT9A+OQvt89xsRI7KQLAKEakUfYc86KvHYQUbUALQgtfcrJXVkPL4IIK0FikOsYRATQGSppL9/EHN7tNNQDosPAY13THrLpg1i/ncdLef9Uisg2AkffTX/h9pkGNGlAGH/SMa9d1wl1U9YphkYHBFLf6g1Hn32L6UEVmKELHSEdACwkkEqaMjD9dEBAicfp3twyeZj2D+X5HBHAeAevHC3wMKFh5V+Y5ITvYsOwPIDH8O3Hn0kKmA5hoAhYAjcCAgk/mN3I4zGxmAIGAKGAOz/T/74v4IDfIsjnCCIuXm5RPXXiD0UQVLFrozPtSCG4VYSEH44n08r3TqApwaw3ZalAyH9cofVFRUX0Yu0kOYeNf+f6+wdHYuNYXZuXtQAnECSNiKrAf5EYmNOFmsSUquNCLsVNcAfA/kik9TKDoD1dTVTU1OHDh+fDuisePVos5pA9dA0YAlpRnVJyvuRREAN/1oxZP7XfBLQaF0KYAGEY5iFXouMHNhMWjdJSwSnru4kXjRR9k9FVQXRAfw1EyH0ogb45F7s/bwOTPwoAwT9VMO/DEnuqgNoXY4N9gWSpkUHALqXX95jOkBSiCzTEDAE3nQETAF401+BDcAQMAQSCAj7hyyW4b8CKQ/YP/Rrfi4W5x4m7zy/A8Ms1cbGJgiBjwCX8nxOtE20qKl48fR0IjaOM05zBmzOaqgnLahsqgTd+kWw/xOn2uHZfiZqwNj4VGf3gC4IsBUYAXihL6Zp3/CvmUkTQsdDPFsWAQhPSRWK/EUAbQSOq+lUCZlaRUUZu1/dkcCFhSgqYBuVF/UglK8dayIkwCNo9w8MYdqPFuF/zyZgyXe7NAJnG1SgkZFxXzgp+xcB1ZdYhPF1AH1lvF9Gro+CCXu+Of451av3tRRkqMu6gT+eVGl2M3PmdF1N5Rtv7H/ka19JJWb5hoAhYAi8WQhc/B+8N2tk1q8hYAhkIALff+pJ2D8MEJs0TFSs8tiMxTfGcfiA4cpBWoIPjiLQR4rkSoT/j+f4v+dm53VHLCwT6g+xo6MYBVxG7/16Lq3cUQpYfBD2D60MiwbPuiAAJU3qBcRcmJdMLdqCegFpEQNgyLBjftTkr4sAKuYnEOUx5MrvC/hpQFi9KraQAji07BzrPS+jpIZ/aSGV/4+2z5EI3//By6fPdPb1D+Mx5asWcjKXnpjmv8GBoRHVAdKwf3phEcDXAXQ7AaBxyTBIiPZCQhyBmDLfjw4ymvB1ANdQdnaarcB+dfQ9YGezQW/Puf379/pFljYEDAFD4E1HIPbf+jd9HDYAQ8AQMAS+9I//cOLYYdg/7iXcYedgAj8W139l/xJBUuCCkLFWoOzf0bu0hnyi8lNRqL+0EJDaWNgcyUl1931vYP+vvn4IST9SZNKKqAH8wEAbG+tFQDYBC/tPWkUzYbTFRS4WDdPk7gh6cJF2BD0It0/a5+iBgiTilGSNjIyBZXFxOKCNK/Mudj8zKnytqqvKyabxmEYUHNMrKpl27dWLJek06DdakiVHoaEp+WWwcyHoGNTLy4pRwEpLSxEYHRsvKi6md18YHYBHliYk5o9flCYt2guqJG9N4NAR8shc+K7QAeiRuLC0o4dAh9pEAfCLqMsjcYdWuBSAwlaQlbf31RfYkbFt+85Q4/ZoCBgChsCbhcCy/86+WYOwfg0BQ8AQgP0fOXQAHJyR22P/OP+QqQQTBqbclHR1dUW+55WR3PknDi62Xsz/PvunRI6CEhcaJwjTVn0iXtFlB5dmnG3v0nT6RNCpCzP/xoFjtUFgzaamOtq7ELjde4dYpWyGnqUM2uoLucWLINw+ZJc1gUSIHF8o2GWLP4/kEYOzo6MjehIwpatXx/45oFWh4BKziCJ8apyj1PLe/U6Smv+h/hBlCUDkC/tp0QQg0/j/oCZRJOZ/UQ807n5nd9/mjW1BxCc3SFi9NBJSFWQngKhMCAALFw1GdQBKA/Cy2WTC+QzoANRlS4DWlfblHtUBMO13d/fLukpSTWBoaITzH6i+bcumSU4qKMh/+cUfuEfTAXxkLW0IGAJvHgKmALx52FvPhoAhEEegt7dH2T82dbH9Q3ux/cPG1XaLuBj4hY0Tqb2i3Fms5fJdR8iJ02ZXCMnj3tPTj8LgnuMXtmfhtapUxEvCv33z/xsHjw0OjSKBrpKGFotvSUF+bklxYce5buSHRye4j4xNugWO5XZu8sX6TkKu8vKSTRvWKvunL/h+vDD2m1LaYQXAt44Dl9YSORYB1rQ0nuvsKa9IvhmA6eNggzYCVY0OjLnTJgcUMFl1PfJH4r8g8ok3+tq+w75A+vS5c91n2juQ6e7pHxl39vjQRfuv7z2885bNqpOEBIBTcojEumVTmx8LCM3CrSfl5oJJaJzkFBUVjY5NsJTC13L0+JnyspLGhtqkaoDfI6pIS3PD2Y5OdnsjXF1VIWoAvB8xof4iz4DZkIB2IToAis3td+z2m7K0IWAIGAJvCgKmALwpsFunhoAhsAyB537wDM/OX8LbjAvjhNr6pA3GFr/w2ShsbMCUHrvgeFHnH+H9QtaRE70iXsP9hhpyvyj7l06lIht/tUF0FTgz+XInUVjoNomG3MRhgZvWt+zYvuHI0VOUnm7vZmokQlR7aNhpKXLdfutWNqcq32WEomn4mx/isk4pAiV/BQA27+s/Kpkqge4kzu4MKRUaaBlcMOmQDuCb/1FR+CkrK2b8Hed6/Bml6npgYGhNc91D77hbXrTEI9KXjouOqxhfk8FTCM7tvKpmlznua2Al/L/Gxidqqqug3aoGSGzWpDoACxQyX3SAyvLSkbGJsfHJlqb6+rpqHbAg4zsCoQfx5bS1tnT39mHg7+jsQXjRnfEcH2hQWQ42rqgoZwlFlhFeeO77pgAosJYwBAyBNxEBUwDeRPCta0PAEHAIdHV17n39FRwwlP1j6MYlHVanRFCQgv6qFRx+LJm4udfWVkPv5JE7riMsHYxDzaZn2D8s+TMzM+wmqCgvVTENOqk5sQTdLyNyaAhkuUvC/ki6taUhfpTYcmkpjt9FxygsKmyoq2EpAJ3hHW+/mzE/8q3vQz2FfcZlY79hz+vaWvzMNOsMIkY7nJOmkwU3lBZtAXDSbwPAgk7Q0draqpBOIi342EKsg2WPhDOSviNh/1RhMMRwumXbRk4VCKkB+OToqEgI+9+0sY20DBj/fNLSJsoALjraPtFCGR5IMgZCOcHUQ2oA7F8mzQDAGXVF1QB0APQBsdNrg3Qkl7wFOR6YHDyOGHn6pQDeCOdJNDXUc1QFBn7UEj4CPKz4QuOtJn5XVlT09fWjA6DRHTl8wByBEtBYyhAwBN4kBEwBeJOAt24NAUMgjsBTT34Pcz6XywjYGYZ/Tq2CUU3Ew/zjp7Fxfav46yNVhdNFPNZnVWWFMFTh/WJcl7bhlCwMYKKG/PUPDOB209hQL0UQOC5JC/+TdNK7CCj7h/qXlrBbtSguLFQ7iRpAF8qeUW+IycMuZKZYVlbysQ+/6+CRk13dzlNcryj1pyip849WIeGoc4ztyxjcQ2gRQCOBsqzi15U0wEKXU21ICOGzCJpLS4AZ9MJslpT6a8vwYKRSqQEihk8Thn+t4idCygCtAaMoJwwVLZAf+Hr/wIjqAMr+u7r76mpraI1howaQQJMM9ku7oEa0w2iDr8x1yFnLuIGJcOwLdNksI0zyox5BcPeg/8S/mDSCLoN2x2oD8iSIVjQ5OUW+DJ7MspJY4Ffqor0MDQ+T+dILP+BuOgAg2GUIGAJvIgJJbBVv4misa0PAEMg0BDD/Hz18QAJ9wkFhjZhR2ejb3tFz+Mipk6fP8cMhVvfdfRvRfgQc2L/v+k+t6akZFAZYms/+9dhgOBmOLdQdHhlVeFWXICexA1iLE9bzmGVagn5SLoZ/j/37dbxqQbayfxGCwmIMJrgpIT5Z8Xj72+7E+0XrJ2X/sFhVVFTST7jBB916Yk4NUI4rwjTDNoDJyZnQkLQpoJczgzVHEklN2s64znKDC2OahP1TMRh27N8XUQOYnb/JobG+etuWdaG+pCJ0WX6g+OBcXl5aUVFBwP74eJzaxixwW2psqKkod1+F04A87PsHBkVY7rSGJhCY/5fYEsCYhaPzwfhijNkfIUXoAGwM6OsfIq1eRlJFWb7oAHig4TXEEgqeR9qmjpkcJkJg0PngkALRAVTMEoaAIWAIXH8EEvaM69+39WgIGAKGwOPf+TYu3SVxcg8gMGMuSFtlRRmsq7m5bu2aJgWKIp/9k48DBufdBn7hLthO0gv/H11MQED3/oowzC9pLcmEAUvQT8/nJ404PDS2FAAjj7JnbNfwQpYC2Ck7Nze3+44dWVkHOaA35POjHXi03uUte3Ss16O9wVpB3MAvOkCilJHgugPBlSCk2j6Jzs5O7ixQ+JkXTaMDoGOEFg18JCkN6C6e8U4b0dUAzgFAZ6kJdmOrnoCS5teliigqnHmgI+GTEBbOkgjTdOsA+fm0wykQA4POuK6XLgJoDgnaj/sFzbs3s3o1iiWN+DLsH/AfJa0eQWhQfiktiEeT6AD4ArHMwlaB0dExiWLkCzN4TrYjR77Dw4fe2H7LLl/A0oaAIWAIXE8Elv2373p2bH0ZAoaAIYD5f/++17Bhiz8JgED7fE+MDetblP3DOBHwN/4KgCwIkCjIz8O/Hysv7FDyk95x0oC3wdi0NMQ7NV8SMGwugn6ujP3HKmGSJpXK1o4OgP9SdVVlwGgX7rxjRyr2n875J8L+QyPncXx83Kf79fXiGJPQCvwqGPPRc/wcSaeaBbCgVHAHQL20Og5I/FA3iMLpzt+Vi2WcTRta169bw25pfrDxM8dgmol/jIJvoCg47izxmmiZFnh3JOSuw2OJoLmpDjVAeycRWgTQIoZKr9zRSeQEAC06fbaDPQn66Ccg9CgVITXD1+5EB+ATRbfkE60KNqiElomYl+gArAOwCLBv7+t+F5Y2BAwBQ+B6ImArANcTbevLEDAEliHAub+BsT/B8zibSSTgxGIklkdh/01NDcvqxx8gc7BDnlADMO9jHp6dm/PdgXp7+0V2YnKyrrY6Xi/tb9pbgmuuIugnbbMlNK30skIGg7ePhCWV036lWGZBGh2Ae2lJCfFhCHW0rLL34DNdLzsw/Cej8cjHVwCcOCFuaJ4fNA0uCCirK347kj59+jQDFqUIBcl3XEEArhytImivXuWO00JAHn0x3og8CuFGLNiPG3OPSdom8ozQN/n7DUpaODd2d3QGnSlWfIg1zHuIcwfGYzpM0kUAbZAIrf7nQT7Un7oAyCV2fZzEBBNZ5UC3lGhC2ggJFSYtOgDrAKxMEP8HebpQzRYB0fdwBGIRYHp6mlfvN2VpQ8AQMASuJwKmAFxPtK0vQ8AQSCDQ09N98MA+nufncd1xvF/CJpKALPrsnxwYpL/xl5w0F+ywJKfowKFjg4MjiMEaZ2amRR5eCmnz66Yio8jAazu7+oaHRxob6wgLgxOLXzFpWrYTUJFEvGWc+BOyqgMs5Tjef54dD4EnfUIinoINx5OJ37jxOLadjP2LkDJjNkVoNVUDILVf+Ie/v/fe+7SIxOHDh7hLcE8WAXwFwDdyaxU3gOASNYYZhSDFOUiFY5IJ9xui8ZxXhU1KZabpqb82qENSBUAbqa2pRhlAC5AcFgFkN7DWFad/PH80RxKw/66ePtK9fQM4mLHD23dtYrToOBIGNP1nIDoAW02QZ52BFRimVhYcciwd8aiOQM889XhLS0tTU3NoMPZoCBgChsB1QCCJaec69GpdGAKGgCHw6T/5/wCBkDIEdyeBcRorNQnY/8LCsijvZGLfDbn+kykXPBsOHX+K/cZYy8/A4Cg/kHj8zs+0c9pU93Mvvj48POoLC2X3czTNWbYnT5+V6JBJvcNVkoRj/IFLjPBj+J9fqmlGi0Agkz0wNNI/MMypx+SpgCQQi2a6orTsXxvBuoyfScjFBTUApQSZ7u4ulSQR4ussAmgpxmxNSyIYeSxPHejV3k+Bnw7VZUrO6cdTbEgXFibx9glVDJpN5KEDoHKg6iSyghTjQQcgNqu4A7EIIAJY4qH+Q8OjUH+f/XOeFwLK/kX4jUPHh4aGJc0d9QY3KnXm0RUGEVBtROXRAQhLpZDyKRP8R1cbWARAUnQAJAcHYiPU6pYwBAwBQ+D6IGArANcHZ+vFEDAEliHwhX/4nDyzERaH+IAIuvjuPvVXVg+nhNUJswwxfSpCvC8sOZuzT6KxZNdWV05OTvb1j2BaHp+YiHe/6pFvPfWxDz8kOwfIhJXGixK/e/sGO871MjYiRhLAUQpSWX+h/j4tRtg53Phm/6C+jF9XAKRNzr6FcLe1tRD8SHLkLkxRc7R9giTlZIX+u70MEpgxpvGQkiPt5OXlESl1dHQ8ZHXetm3b95747sysi1KP5Nz8fElWbK0jRHB1GIj5RboIwCvTt6aD9xNEeUKpEBWA8fhFl5Smd38wfl0s7oUFBcdPnkW/Wr36WG1NVRpnG9ZJugPbv7YwPze7740jPK5t5aUQG+k8sPhKS+gzAHBxGdIWYPasouDkwxuXQfpLATTFVy6OQI9/59Gm5jU1NbVa9+ZN/OBw9xP7O0/0jE3NLjRWFrfVld6+ruYDt69J9Zpu5Jl+45Wzf/7tgzLC+7bU/8GP33Wpo/3Csyf+5vvHpNY7b2n61A/fcaktXFT+z7514FuvtZcX5X3p/37fRYVVYHhy7mf/9HsE8CLnL375wfX1ZVp01RNgCJJpmuUj+cyvvCONwEqK9GV98XfeW1mc3Ozit3Op8j/9p98bHJ99361rfueHbvXbeQukQ/+QvAVmZFMwBAyBGx2BPXteYu+vjFJO48L8T1Qc3FvIDDFIWBQG3WUkNz4/uHuCZ1Mt7poi5TAtogOhAPBIYKG4OXwJ2/E/ffN7n3j4PegAIfYP70cY6s8dx5xV2cu881kECHkBRam/dO2b/5PyfhGT+/jE1NmznexMwOVccny6uQL+5Cs+roHY6blZWURHlQblDivFxeWuu+/1MyWN24yCh388iyewWIoUn4sOI5hmIr6+C+caV2lI01SIJdNgoAwQ4D/l2cPRcfo5ONnTacgRSAQAcOuWDXlnOgjiea4LKzsQJfmC2Nrbca6rqrKMeP9+y6TRAda0NAn7V/N/SEYeWajRw83YWEAm6KEAot4QVpURCnTAMTg/z3dYVFSEAqCOQGzAuNkVgL7Racjoq6cGFJ/2gQl+njnU/djr7b/1kVs3NFxDlqmdXqPES8f7e0amGyudbrzCC6++R19rX6HwdRZ79NV2Yf/0+8jLZ377o9eQ1J7uG7/Os7PuLgkBUwAuCS4TNgQMgStFAPb/T1/5R2kF/x8iJ8L+h4ZGuPCI9lsX6uzn+Gm4KcHXuUOwVmWtwvSsRBgGBosV4fq6Kvx/HrjvjprqSnL2Hzx26kwXBFF0AOJvipiY/P32z59f4BHdQ6iwFIn1V7yG0nNiGTy0z28zVRodgB9i46A5MCNx/knffqqm4PHYpKOlbhqB4f2WW24JlW7cuBFKmpeX+OcADQBxtfEnHYm0pk0xX/h0iOVraSiByxZbGcgEH94UE748NQAtA5celEAdqs4dd6BNG9ow/+87cDwp+6d32D/34RFHU0QHYDVGNArGg0bKadNR9i9eQKoKAg5VmBFfHe3oxatkakyQi0w2PnBnYQqg8vLyRQdgN/BzzzzB+dA3b0jQ2YXzv/e5l7uHp5jdtpbKuzbWwZV7RqZeONZ3smfsePfYpz730md/9R0VKzDNKnQ3ToL/uPBmv/nK2V963/aVj+r5oz3YjJGX6iuveK0lF85feCzQTFg/45P9/sGun3/PNtYQrkW/fO6net1f1gfvaH1gW2PSLgrzkvyXKqmkZV4LBBL/xb8WrVubhoAhYAj4CLDxV9k/+fjYwBoPHY6tlatkiPrjL6FFkoAywmfhXlwuJzvLOQGpETsujSG2ob76jlu34ZYteQ89eM9tO8cI7MPjlx95/MMfeCcMT0z+8Uru94Xzi4TFJIH/z+TktBTB3np6B3bfviMrYPXnl5KTe/jowvzCkvPsXyUVV3g/feZcXV01QSRjk0pW7fziIuFmkpW4PAAQuikCk1OOlsklW3tHRsY2bNgQz4v9XrNmTUFh4ershI1ctgILxU8zGL8dvN79rv2iUDqmGrGzNl5AxctQAwifhDcRKkdU61A1AIv7jm0bDh45Fe8q8bur263zvOvBu2ZnZisqygjXMzU9A36yUZgNA3wYUfafqB9PubWOCPvnw5NtHXwDzFemLDUCHZI35WZfXVV18tSZnu7Om1cB+Ox3Dwv7/8X3bvvh+zaoEv5Tb9/0D8+e/Lunj41Nz//po29chhdNHOA38zf+P88f7f3O3o5/9q4tBbkrZatf33OWQa+rK0U7YvXgzZzA8r5ZkxmZmiPv1z+089PfOjC/eOGx1zt+8oGNy6WuzlPvyPTMvFsQe9uWht0baq9Oo9bKVUXAFICrCqc1ZggYAqkRgP3Lxl8Vwbw+PTXNnRwcTyTfZ0sqGUrA/v0cwuKwE4CKwlbhr5TCXyFh9Q11hIKBnZJDxB3uxGh/59vvJrFrx5bX9x/Ky8Mro5BHvWD/mP8lmMyJU+eUAZPg6FncPBJ+R1onnkCGC0Y7P+/iY7IV4JLUgO7ugYL8gurgkKx4k5f2m52+gJMg/kFtNf/jltPa2hpt8f/51O/9l//8R36+bAVmLn6mprG4MzF9hM7KW0M+/etDyRA9IyomagBtgthFFwSI8grx1gGEEqoSnDrdjhdQbW1NSGBkdKy+tvLBj72X2D7BvoWY8rNxQ5tKYqTHWwy+rjmaYBFAVgBg//TlQyEyfCG6RxlthKkhpmDSpvtcA9Gi4sL9+15vbGq5GXUA2CQMknm8fXvjj9y3TLFksj/94KajXSN7TvS/eKwPi3hNWYECeLMkHr6rDQVgam7xe/s7P7J77UqGfbJ37GDHMJI/dPe6L72QRPNcSSPXSAafH1rG8x6r/MvuvfQ++srZH3vbBhYErnqPp3rHpM31N7MD2FWH5YZqMPFf8BtqWDYYQ8AQeOshwE5Tf1KQyPKyUrws5IcYoFNTbt+kL0M6cMJZZvNW9u9za2VXVMGczNG/kPiamur8ggK4KhZZ9AEOuy0sKsxn03GB23ZcU1P5vnc/sGPb+m2b15aXFfNDXVz/B4eGjp04S3yegcERv1mldKER+o9MSqcQqAEuGBEJXyZpmlrzcNqlJbYFd5zrSSpDJqpJqqIQVxdLtggH5n8HLDIdHY6xhS56ByI/E3O42tH9/GgaiHyUogJ+joLjZ4bSogmI/0yoiMegNMH+5bCFqNjZ9s5XXz8gZziESmH/m9e3PHj/bsnntSYdf6A15ZSVFrvdIM7RTC6HIT+QeGH/NMJLD3Uhj3qoBR9qCEw0UlQC4gsBO+eLvfziD5K2cINnHmgflhf63l0tSYf6gdtj2iaaQFKBGzwTrnxrWzWDfGTPmfB/mFIMXcz/JQW5D+1sTiHy5mQfOjfMFm36/sS967l//J513AcnZp89kvK/NlcyUPH/KSvMqym9+RS/K5n4TVR32X/xb6Jx21ANAUPgpkPgpRef99m8eJjILMYnpyDKlEKV2NyZZmqwf+H9MTq2TNTZsWgHXoULO9QKZoZ1FipJyzAVIStSMccd0eT+A9jc3MBdggJNTEwdPHIC6r+s1eBB2H9bawvLA6lWAOiOxkN1AzXArQZwpVIhGNjCYkxJgFbidHT4yKl1bc0Sez7UYNJH6Za+qO4Di7Ca/6emnTfC2bNno4sA+/fv95sFvdLS4vm5hbz8ZSstKuN3Id4suuUXBARnFdZEqnwV8BOiBgCavxpA5uzcMld7v4qmYf/i5YXmw6X5JHA5g/1v2tgmmcAFNee94McfGh5dI8NXhLEfuh9n8LH3u4gHUl5CGQMxfw9A9EW7179qFaRfe+GVibYLmCMjo4cPvXHTLQJMzMRW7ZqqloEs2HLf0Vr14TvXksiLxGwVGdBgl+1Lx/sOnxsmQM384vnKkoI1NcV3b6x/546mVO7pn/wf38fvSKLrdA5N/tNLZ14/PTA8MZeXu6q2rPC+LQ0fvrO12uOdk7MLT77RhQNM7+g0LkkVxXnr6spYtXj3rpaYq5aOOJLAkL//7NC5wcm9pwfuWF8bKV+WQeNPH+wiC80nfwUuQ5c6fYn843dJj+//D49qzuf/5XtSEe5HXj6LGJsxRDNBsUG9Ods/wbIASGoLVytxKtgBbOb/q4XntWjHFIBrgaq1aQgYAmEEurvcv4twce5QUni8OE4QmFJCs4sjEMEoQwqAvwFA2X+49eAZ6jkwMID/D6cLJxWQTP7R5SItmoBQdsgZOZwB1dRQ88aBWG2htjzA50QsVpDsFwLSSLJCZ7fmQjNBhtZ8Scz+0NBorTNnu+rrqlfiDqRKR9J2xPs/2n6qHN4NP2x+CAbsztxNJUm+TsTvGigEYb8iiPs2VOJvLswv4nwfNZ/HqbarDVI4NbmOVjtNIBrzJzQ8pf5U4SvDuWtwcLChwel4XLD/NU01yv4lU+604+sAOi9KaYdNKGNjE7lBZCSRR2kIlAf32YQuHRKaAzuJ/VKmhg4AsEAUXAlIWAS46RSAlurY5hz48ZqaWNqfLwz+Nz6808/x06+dGvjMdw8TL8jPJKYQP6+eHPjrp47+yH3rf/Ltm9I4qMDp//jr++cWY5oYiYmZBYLPfH3PmX/zI3cIXz/SOfIfv/Ka7MqVjkjz88rJ/q+8cOr/+eE71qUNhck2gLrywv6xmUf2nL2oAoBDFI71vNmH71rrTypp+sqnn7TZpJnMl63JFOHIxH95ReZjd69jewb4HO8e3dxUkbTiZWeKC5CEGWVhkwEMjM+wMFJfUbTy3RSX3btVXAkCpgCsBCWTMQQMgStF4IknHpcm0AEwbEPmeFT2DytalR/z84GlhXQAqYgt1qdlfloEcFvHLOuzfzFUywqAyPj3QBFwDEy4mCQqKyvKSovGJ6Y1Ez5HmtLamkrs4ovnF/OzlrkkSUWlfTymuSB/uj0AF5Eo+8fJJy8rZnfv6x+iqZAOAFY+RVb2jySNS9cw+KHhEdKBqhVrjUfAOXz44IMPPihiev/c5z7X2FAv1J9Mt1AT7LLAzs1jdGqivAUKUnjFQ9sMJVQlgPrjW0UpzB5mwJaMkCQMOZTDI69AFnUk7bxwgouvQhI+9Zec4uKwHnj3ndv9I35FTO9MU3QAffVaBIwoh6oD0CmrQMyI/b8Ssomx+SsAWhEkRenVHN4d7eP+EyiMfPV5NIYXEB/eTbcIQHxPXgN/Qt949ex9WxtW+ikEWHzhuZN/+/1j8lVAE+/ZXN9UVQQ3HZqY3Xtm8PVTg2wh/ftnjh/oGP79H9tdnJ+EqxzrHn3uSA/fEOSVMwfW1pb0jc0c7Rrdc7wPk/+/+8Irn/75++nqX//di5ByWsbkz4oEhnnCE+07O3Smb7xjcPJ3//6lP/m5+5tTrGBQnUU9SPP/efIozbLskGqtA0n+lh999SyJezfXNVQUkUhzXd70P3Z329u2xrRZlBz2VxTl5/ybH7lTO0q1ZvLNV88yPEDwdzI8tKv5fz95BJXpay+f+d2P366NXHlifGYexk87/LeT0wA4IEI2BAc5q3hZP/q2DeJbdeV9WQuXjUCSP6rLbssqGgKGgCGQCoE9L7+oRdBHbOHTOHME/JJ8CbkjAiwCkFAdAO7Fo1AuEeAeomgDg4OYWn3qr5KSSKUDSKmvCZBTW1s7PtEuRRA9+pK03KNGaPKjZmy/SjQtakB3dx/ePiE/H/i9L48OgDt+65pGzURDUAXAHxptKnVWFx3f/D8V7Gd98ntP/Mqv/F/amiaYKaxfHuXsM05OIIpOVAeQyYZeQWjYlCrjp02IPneo//T0LNPRTtEEyGlprtecVAl4djBxZ7yUlt17Cd4N5zMQ3Uh8frS6aj6iKFZVlG7d3KalqRKiAwSthkVEB+CENXaS6DkPYA6PF3lgUfy1sgQD1UdJBEPKEW0NDaGstIQ/B7yAbrpFAAy6H9ndBrnce3rwvz2yj0BAKwz3iaP83zx1FDRg9kTY1K0Cgg/7ieHx/+3r+1hY2Hdm8D999bU//Mm7QTkEIwF2QP5fPLT1J+7f4L8y3IH+y9f2jU7N/dFX97JZBPYPLf73P3EXUUqlhffsauGD/Junjn3p+ZO40LDU8G89Dh3qhUeG9/dPH6cpzpD6lfffEhWQHLYLC+v96F1tqWQk/7Kn31pbyo808sLRXhJw+ovG2HHRfl7rQPhdO5r9o7Lyc1azG/hLz5/6waHuX3zv9qqSfGn5yu+ngwCgtEPjodYImcvaCz+8hd96eBfjDwnY43VDwKC/blBbR4ZA5iIg/j8yf/wi+DdgbGJK2T/cURmVyKADQIlIQ4+4h9i/yOjdGf4XFqPsH0ImhmokQ1ZYrSsJ2AOcjAvnDJy0G+trsKSTF2L/bAAIVZRHOvL5R1KZUCZR/zmg6tSZzlNnznWc6/Y37IYkeZQtAVGZCCOKVw2YEqeAKQmWAgmOFBdK/JZtwcFRDGOSK+Z/lUAH8NUecKXoolNWAeHrYvj32T+A0w45ne6srnSXSCLhM2yntgVeVXw/nV2ODPmXmP85igtlZl1rYyr2H9Jb0Kz4kLi7ryG+81ebBU/2ihA21N8EwiKACKhWxueqVfLjOpXmSILGAzE3iZKSIsLUoghRxCJASPIGf4T0CyX93hudP/vpJ//wy689+UYnrDrNsPE7/8vHDyGAa81n/693hti/VNzaXPE/f+lBlgV4xB1IdtZG28SdnSiW+qWJAI46/+5HnVGc7QF4E+XlrPrTn7tf2b/I8Bf7c+/e+r7b1vD43OGeM/3L3JBERu/oD2xI4PHxfefUkq2lmsAkTxpXqNvTbhW4itPXrtMnnjrQiUkemY/fuy4k+fDuNqBgFYUDwkJFV/IoGwCkBdZnWF74/G+955Hf+wAvAg1KlBA+mD/44itiGriSvqzuZSOQ+O/UZTdhFQ0BQ8AQSI+A+v/g8EA8FHH61yqcBhB17mfbZWVFOYpBUvYPf6L66OjY0PBwlPpry34iugggjSh7mJmJ7UZoamq4e/eOA4dOaJHfDmlM0UoBkZF2QjKpHqH+Y+OTlGK05g4BlVPASDc21HIuMgsCOJOoMV7bCW0JiLJ/VaioIgzeN/9LO9iuH3zHO7XNUKKvb4CITKJ0UQR7ZgVAZPx1APQqJo0KoNV9Xq6ZkoAdD8V9fkJF+ig6QKp1gICHx2R1EUDrMmvCvAIjIaRQJFAzKGLisgbCDuBN69cQvFXlkyaEuxOqR0p5FPO8/wHA1Ckl6FB1dWV3dw8BptAHyAnUEOcIpNqmfhuUiow0G70TmwpfIFQIdID5hfnZ2dmbbhEAj5o/+/n7/+qJI+L+jk8OP3wf29dUws6x8kb3wuJ2Au3j6+EY2lQ7Vh10Oav+5Ud2/cL/fBp/ni88ewJbdch3nLfzz9+5OYoqObj63L6+hnUJ0pi9U/ntfOyedXB63ivWdML2J21KMtkKjB/L9Nwi96QGfoLeSPRPShN/GMlavFrTT9Z28jx2L1Bw27oa8cj3hdDB7t/W8Ozhnm+91v6Tb994tezxEgKIjn72HZt/6sFNfA/SKWoYP3wY//0b+9n5zenRn//BCWT8IV239E/88RPXra8bsyP3j6hdhoAhYAhcUwTE/wcqv2ZNU4j90y/MSbYEhMbAZgA2cfp0SgT4h58Lwz8+KmnYv7rBSC1ZBICsc8HwuKQdKVX2L4/r162tq62StN7ZAKBpTbBKoOn0CbH6C/tHcnBohLuEk5eKnDIWWxAInKCireEONDQ0SvDI+L+ny0QSLHzJnYHAIVYhBJZJew8nTpzgScLqo5aI/49XHkvqOgBvBOgkVzDMde5DBFrNkV0E3J3alpODc87TP9hz4ODx3t6B6I8cNSDtpFoH8N+RSCamGex5kGGzU5z5btm8bteOzeycnp2bRxPo6uorKcpHrQp0FQac5IePITeX2FN8g4n3GHwj4X8cZSTc0QF6+gbPnD3HeckyJLQF1ACWDeQxdNdgoKF8eSQEEcoDaxksAshcbrpFgMK8HHb6fu433/1L792+a201bA84YMOErCFcD4zZnzieOa+cHCDnvbetwRfcL4qmK0vyOaqWfJYU2DIbEqgtK2BHaShTH7c1V0oaTUAzQwkIMW4wZOJrFCoKPW5qLJc1BNYinCIYucT8DxTvvTX5OqHUuIrTjwwhecYbwW4Hyj4RxP2MCrEVmEwG9vTB7mjp5eWgmP3MOzb/6gdu4a7sX5tiReXf/uidLdXuP6dffuHUyOScFlnieiKQcz07s74MAUMgAxFQ/5+2tS0N9bCxrPZziX9psN0WFSX/V7xvYBh7+Po2t0wfug4cPFJQmF+comJIWB6J+wmxg8BFS0PsXwS2bdl46vT3i4oKILLksANYK2ok0BWyf7X6awti/ucRf/KQRoRwVOfRiugAZWXYtcOIicXaiTE/YSiRmbJgohZ9bTCUYBGgra1VjdmhUsztQChcOYQjpm78hBgGiwOAHKzQZPG677kr5wtffizUjjxy8gMrFbxHjoNgaUh0AHY8g4kIBO2E+lnWEkRfnqH/E8HpbyBTU33h8NHTKHjNjTC/pTPt59atTfIJwddRkPgkGDP3Ze0G0Y0SkC4vw5OKGXI/evxUS1OjBJBFBUAtQvNh9eaiX4XoMBo49dTpjq1b1jt1InhxcibATRcRiHO+fvi+9fxA1jGosyBAbBl29OLK3zMy9c/euUVQhMfLWkp6oqyQv2tH058/dgAflVdP9t8f3/8qpQ2V4b8CrUVCzx2rKinw80PpqtJ89hJMrSC27A/d3UbAHNyKmELI7Z4pfz+I/vm+21rQAUJd+I9Xcfp+s2nSnGBAKbuc7w78qaKSrJawmRubPfFAV/hSoo2EclDM0tv1WWr4zQ/v+ld/9yIH+j11oIvPJtTCdXj8vU/cXlqYd9GO/uvX9qZ3abtoCzesQLov9YYdtA3MEDAEbiIExP+ntrZaiBGkEA+NQ0ec1ZlL/H8k7d+JwzM6Njl64BgBUrZsWldRXqalbJc8fvI0RnrIFkFdktq5oXc+i4Xh5ebkwtJgeiEdICn7py8iVN5z165nX3i9orwEHQB/JB2AJOgi1FRIgEfYPHe1+quAmP/lERUItqpFRMWJ8ntKG+qhs1mYt5MefZXw/wlIJJMHZN/Eru2LPqOPoQSxaBjP9Mx58jkK11m2JVh9XA64ImF7nNbB/2gZ0syFJiALLFSqrqr8tV/+6Seeep6z1eJtxH6LyZx1ntkZF/eJH06DRg1gx7PoAEnhVS+g0L4OFgFEBxgdG6d3QjnVBms4hO554+DRjevX+uc9883oolNogjpI0Q30URNjY+NOvzl/ngGcOtN++NipW7Zt5PPg60Imyv45NngeJIPQRmCr7UiC4EWtLY2gxIIWLYNeVBsJVbmKj+d6R091DR8441xluHauq9nQXLWmoSJ4uswb9l3cdfjBxwPyxDG6uHnsXFst9v7e0RlpF5v6SjqAT+NVj48+EX5C8v5+1lARjxxBJZnsVI6Wak5ZUR4KABt8NSdV4u3bGj9TfJjDjzH2hxSAb0v0z6yspN5BfoNXcfp+s6nSbIHgGGZKu4anPuAdF5BUXs4wRh9IWnrVM3e1VfOpwK1xBHpTFAB8otJ/QjJlDEdXfe43SIOmANwgL8KGYQi8lRHAsxxSS7QTmSSs/ZZtm7q6+whVmdT/p39wdHY2Ztzt7hng59adW2QpAFK4d/9B2mGTAH4fw/NjmF1TqQHSHR4/1IIT8yiWWsnnDkFPUGfNjSc2bVxHEh2guKgAK3U8mz0AiwXZ+RclalHDv7Sg5n8eq6oq+weHtWUSLU31/mNpSRHQsf4AF4cdirYDJ4/Y9xOVGFhwWK1TdULsFia6fdv2hKiXYtnB0VPP4A7CjY3Z7IcONTI5NYXF3asaSwpfp3c2etAU+4ZVDXjvQ/czryefeVlrOf4NYY5359SAWecJwIIAasCmDWvBPNUcsaBTJA4z2qAuAoyMTsD+17TUiwYolPrk6XY8uFgKUMO/VhR1RR81Ie+X6pojCV4fmp9mtp/r4efuO3cyZlyh5uYT8nzh+HQhySdaWVGaqBNUhvq/tvfQxx9+T1uwxsU3zDYGlC70KBYBenu6br19d3W1WzG7FpdQ/z/61mG/8UcP9/P4ke11H3tg8xWqAbRz7+b6P/jxuz71+ZfZ9I+nhygAU7MLFPGppLeU+6OCo/MYtcKG8PSrBF3EMrx3FRJxj/6rTFLsZXF6x4fubEWZeeVEP3xaI4fyhyk7aO/cUKsHI3j1liWv4vSXtZvi4RuvtDO8FIVJslkuuG4KAN1zTBj7NNBSkgzFsq49AqYAXHuMrQdDICMRGBjo6+vt+e7jj/b1DWJNBwN/QyR0B7t+Z1dBb1/M+ij2YDH8RwHbf+AYmUndgVgHQA1gG6XvESRE2VHhwLuDxnVBIFgHcOQhKfsX95vVcc9+dABc80+ePhfaACCjjY5TcuCyA0OjqUp98z8yMGVdAfDN/5j8xe+If8Ihu7BwJhiX9LizusIzJ6cYuCvatRwD7Nx3vNUGFQtRfPI1BwihEGLeFnlwS6oAUArgwpiF+qMGUFfS27ZuREB1ALeOEQxYdQB5ZDWAH95ma3OjdOeaXe5e7xScBM1WqSxdBKiqLJMPQMpEB+CYZ5YC7r379kSFeEoE4k+J3zqdRFY8xXfCWoSqqXteO9DXP7hj+yZs+Ygo9RdxPlHUEnQAHpk01H9gYKijs/ehd9wj7F/EZNEGhYTH9rOnero77rzr/q3bdkjpVbw//drpEPX3G0cN4OdTH97+zjuv1DEDKy/GcpYC4HlY2XH8EDbP18XKQNLo/v5IJI0kidK0hvxorWuRw6nGX3zuJAH1v7HnLA7u0sXzR3o54oo0G4Uv2un1nD7eNd/Z28GQHtze+P7bW9OPjX3ACDMXjjxjZ3B64TSlOGtxwAICnIRQWphu7QWZ6sA7i63VaRq0omuHgCkA1w5ba9kQyFwEYP9f/dLfM//xsQloDUbNgvg5XwoKPLV1TfPU1MzQyGhxkfsnJxX7lyroALgD1dfVHD12ct26tQT+93fQEisz5BGk7J/qPh2EfMzPL847d/ZVRLyJMf5ktJiKPT19NdUV2GVlDNypjrPKUtYSLFQeoyY2lhzKy4ompxwtgAM7ufjlm/8lD9qKwiCKCmZyeD8hLAkHJKUQf6HUHvtnDMtWAGL7YgP2z6SkIusGeJUAslJ5xos/zOt7995z733x4cR+sw2DSWGB1lUa10f8ohFa9XWANIsASppJcAVLAQtuAWb1anSAurpq2RIQdZWR3jiJeU1LI/5AvoGfdFHg0UEtrOxIqhbH0W+CD5myCIDLFu71qu8Fwk5dYDCSZjpcpPVSiDRHE9TS9iWTj5APT1rg+1HfML7eF17eX1dTcaajG8mSyDFkwyOjq7OzXt3rjO533rrlnrtubWlp0o5IyF8BjlvoALTPa33tleevugKA7T8N+9fxiEwaHQDedqY/RvWqS1P62bN3FgWAz5j9AJBCddznNK6VHAXF6+0acn50tWWXz0p1UleYYJr3b238weFuYgf9i4e2yCLG1185Q7ONlUV3bbz4cs31nD5xNgmgxNh++sHNbWljHCHDMWrf3XeO18SpDj//7m2XDRR/Sr/xv56jnZ94YOMnH9qavp2OwQkEKordCo9d1x8BUwCuP+bWoyHw1kfgc3/7V4SzZKMkLBJmyYRDkf6FjZHf1tYyPTuLQwinAvcPjKpndlKMurr7X33tDWHeCIgXkErKUgDuFrjrEIZGKLWU+nSQHEKv5LtAlhe5oHp0wfg5HRhR/m2DjONKziBJ4jbsNgG4K9YOmYGYe8SLnR92djKv+QVnChehkPmfTFpjH/BD999Jesvm9SLGXak/adALWe59HcAx1KB59t9q9aQJdiOAUqho37595NCFHhQgE8F5XSWZJHZ3pcJpFgEScASVdSlgcdGpAcS6+ckf/dD+A0d7+oakF+2CKSj7JxOin5vruH5hQRJ+gAKGLZ2+0OCQQR8QTQBtCvYvUVATLXsLGihFrD5R5I+TeYXg1bohBUAhQp4VAMTKy0pEuLSkkBm9tu+IPLLgoI2IUX9qaopxQv1v2b6FooqKimA9IPZhiDA6AGoYCnPgC8T0Vx09cvDq6gC/8NnndGDpE+gAaRSAwYnZ3/7rF2gBx/f/3wdTLlPwGUsvqNok7lxfy18Nmd/b37kSBYDDbiX0/h0batKP9vqUshUYBYAhfXdfJ+nTfeMH2ofp+mGif+p/CFIP5XpOX6J/sghzUfbPeNGvOHXhxWO97Gf4mQc3R4O3pp7TshIWeegOWDjqK70CwEIKRyJQeV29+6+rXdcfAfefTrsMAUPAELiKCHz1K/9IdE6oEvZmzP/Ssn8ikrJ/iuBqOE6IDNs3T57qGBmd9A32kYE5Ch7JTGRAnvDPWcb+lzuQBKzL8b8wAU204VJEwe/tcy7RUL21rS0Iw/4h64VFMWMnGTi4oFrov/vCAORRGsfriQs1gIt/8DASQ+xYfKDZIG+htaXhXQ/eE4SqdJ3qFWL/BMnRolAC8irGclB1e3Ejl8yUY4Dxra8sL0ki4Q4/rsvLXb20NECAIWf7X2K3dFhBYl4+G061CED/vpg8So6sBqCevevBe3HK3/PaQR0s1L+2poItyKhbaubX0mgC2NllAMi0zIy4iSYgn1n0+wnenttfi30dBYBHLh6lZVVsoh2RI4OXIvbpqgz5sbUXF861kHWbZ557TUslAfVnkwntv++he7ds3oD6IfnoQuzH4HWJrsJgUFKkiKWbuA7gvhMWAbhfLR0A5x/pZYV35FPpAE2VrMrkQIXfaB9K09rx7jFK2YlbGRh6cQu5d0s9YYK+u//cQ7ua00cCnV04/xfBkWFF+Tl3baxL08t1K8JFnuChEFy2An/07jYi59A1dPn9wZliFx3GdZs+xyF3DDh6/dHdbRcdlQh89K61KAATMwtPHuj60B2tK6wVFXv79kbwkYMR0uwoADqOKKY6e0WijVjOdUAg/J/469CldWEIGAJvYQT2vPzS4UMHAvY/jp83dFwmCw+WhLIuGPDCInFmHC2TC/Pw3bt33bN7x9ZNa2/Zur6hrlp/kiKGF5Cfj80Yd52a6kpaW5afm+s9JiXAXnmQhP0T4MXLdeyfx7Jy58btX84BJW7j9POh3VwQU8dN8/OwTBMcn73Qd9+5fdct64uL8olY/xM/8sG33Xt7iP3TGqZlpaQY5pOy/4AyJjpkynSXeM7KCkX8FNN1WVlJKlO36EWyzuG346fpwSlXQUcsAvhFfjqY+LJXQCkjhJfzPQAlrLittent992Go9StOzbdd/fOW3duXr9uDV7y2PvFycdvMGlatmE4+L1iYNi6eYOXkUgqpJoVvLpYbZQTzQ8l5OOUTN+DSzQ/qH9DfRXs/9CRU1oR3s/F4c2w//c+dN+//LV/jtUfxcb5mwX6VZb77LN1NQbE+FjkFbAIgA7AM61RXRyBtOUrTGjAnxW2k8ZZiE2xEpcTOy6UMWmDR7tGXz7eR9HbtjTIjEhjGOYjIsFpUPgFJa1IJi/mM48fwiWd9I/ctyF9MJ9UjVyLfHg/zbIP+Kk3OiX6J+edrXx412f6Yv7nnLW3LY+dmgYQDjCW2Pyi1aSRTF/ETomK4nxk/ksQAyqpMBt//+7pYxThOvXAtsakMpZ5rRGwFYBrjbC1bwhkEAKE/P/Ot78Jl5qdnYHqifMP89cNAErNca0haCO0Ca4TAqi2pkpI6trWhIc0bZ5t7zpw+KRrjf2j8QsKhc8PlLG8vFTPE4ATIi+NQBM9/59lFDneRpLf/QODmgtZgbfyGGX/IuM0AJhxavcboT4yU/gc429d06LtawJOT0s+s4cvJmX/UgUmCUuEIwa+MOmmxgC0+NVXXsrK+jXtVBIlxfm0trDAkkaMEEsNTNHRFwRzRYpZp1kE8Dpc1hUvhSLeDuS7saGuualBP4n4pHw+n6irA9MsPjBxrqIpp5TEp8jBW+XlbvVJJTUR1QGkWepSlFo1WrYIoK2h2+XlZfMNk8MWlMFg2/e6tU0N9dUiU1dbzSnF8YG5eaEDoBhoC04HWFhQh6VA0i1MiSMQj6SD/Se5V8sRSOL86ABWkmDPQKqIQL/wnm14ehCf50++sZ/4NqEgmJwD8EdffZ1PmmiPP/eerdpXa00JO2j/x2MHIfe/9BfP/NL7tkfN54Tm/ONv7BPvGg4V/vH7kyt12ub1THCQ7f964gju9X/66Btiw8b/Z+UDuA7TBz1cpxjSh3evTfPfpdCY+U/ER3a3/eXjh9oHJvaeGUy/OBOq6z/yun/tgzv+41de4/3+67978f/+odtCpywT95PTIVje4Qv/tQ/uXPkI/V4sfeUImAJw5RhaC4aAIRBD4IUXnhX7Ls/q/EMaKzb/reciDafpHxwKGOAF/KRD/BLKG+VhcE1iSrY0N+CUPziYoObYzuG+2IxpRNm/UDpVADxvEOXAbrQMRiTdw/JLXP8lD5nCQqeiiOv/csHEE2LxLQGJTFLMRdZAgmmtJse5AEW88MmHJ4XoKVDopJY1uvwBJEMcWsrZg7Fc0D3h/cKuylA+U8OaG7ikL+m6QdI2tSLoscoS2wmwDFcVSU6aKaZlLiYLFDJlHrWafCT6qIngsF7XEz2rTE5OLudI4NoEes5+Hnxg7NBFh0ylAJAvp9Fpy7w7Ln1MlZAx820gwO4OTPOMg37lkbPhPvaRdxHEKVRdhyr5qMQS7VTF0AeYlfeVyiyyyWFmiNECH/Oel56trau/wqigUHnt96okOKn3dz566+9/8RUi/Pz5tw+y6/TWtdXEduRs12Ndo88c7hFgf+sju0IB1x/e3cYe4r9+6hg0mnUATM74gWB+LsjNIdA+pwi/cKyXIDYMkuMCfv/HdvN9XpUBX5VGODz4A7e3fuXFU8L+cbIPEdyL9nKtp497EsgDGqcxXHQwvgAHgf31U0dBnjdy2QoADeIFxELH3zx1lK3ev/ZXz3KEwpbmCoILsVjEYWqc6cafDZ/9L79v++4V7Jz2R5gmjbqYJu4QSw3sQU9TPQOLTAHIwJduUzYErgkCr736Cs4/OElDPX32T2d4scBj+DcJrjY2PgFb0hH4Nuak7B/JwAjqahBqnXA1cCYYf2V5Gf+KYP4PsWS0BW2cRNz8n4SlypB8YToaGR3v6x/QTDH/Q5HV9V+LQglmh/2ctQ7h+lE1RuTh66GKUeovAmhNIcnQIz1yQUxDLNMTk39n3WlrrJJIflNj2OOW9Q1ZVHEbAFZ80Sm83S0CxLd5hKoGAuEQOirDsJmgvlnNl4RrO1hR8el+SIZHusC1DKj5rmDJqgPQMitCSXWAkdExKupboJY2S2tKxElrviQYEG5URCiSE9mIXsWnQr/nOntRRPXwMr+W10jim4zqAAtBHFja9+uiN05MTuIHI/nMqL+v9woVAL/9q5Vm5+h//pl7/8e3D3QOTUH6+fFbbqoq/s0P7+TEJT9T0j9+/0bI/We+exhSiMs4PyEZ+OvDu9d+8t1bIdyhojf98eG71n71pdP89TGSj9217jLGc+2mz64MghQxJKJ/hvSui44TR6aHdjR/e2/Hyyf6WUaANF+0SioBogA1VRWxzsMCEY5S4iulwqiOv/6hnaGjnbX08hL/71deS1ORk4l/5h2b0whkYJEpABn40m3KhsDVR6C3t+fRb34Nt35sur7rP4/sUZ2enh0dncDdH8IHocGtRR0hJFgKhD41+/ddJlY11NXkBFwW15co+2diWNK5YxYOqKGQqjCZ8+fP0bM8MjAM8/C5/v5h5zVEvEYXW+ZCSWmJv/HXrxhKi4na0ftsXHNgBriULKN0IXl5TMX+/aCfSSuSCf9gYcRjmVFBNws4rtiSwaSiohwvlBdffOG++96m0i+9+FxJSQmPZREqz5bZ0BKN1iJB14Q6ZcN3qpmmHZtrCcINyPi5ixtMerrvd+2nUQBQ0Nw05+dZRqFTFgEknmlIBwAxLPfnuvoqIns5ggapmi2am3A7vxfStJm3toVPhb7w/IHKo76y7Tg3L7fjXE9SHSDUAo/BitBcCJnZubmC/MTRcvx1cAEOG8bBh1p0+uLzz1DrSnYDp/LkiQ7yknJuX1/zmV95xzdfbWcLafvA5OTMPJZ8jsS6b0s9ofHzUh+kesf62r/8lXdwrhZxQrH6s24wPbdApHzUht0b6969s/lKAtJf0hQuVRhb8j2b6hg2wXPu2xrWqFfY2jWa/hP7OyWyfsgja4Wj+shda1EA+P5ZRviV99+ywlpJxR7c3nTv5gbWhZ4/2tM9PD0wNoOFvrW2lA0h77utZeUnwSVt3DKvHIGUi+BX3rS1YAgYApmDwFe+/EW393d8Ii8vh1gusBZ4PxzdIZCNn7Tj927L74ULsH94DITGBwevDFYJ/BxJw7TguKTZlUsVof484lmjGwxCtdTBhn23yEDmQwJYf/kfd9gtv/zSgcER8dDArMw/gZj/y8vKcP1X87kvLGnEUGlgrlGTP7QYchgix7Qvnaai/jQLpQYuEshoj7IL2c+hSDYNgKdcKiyJjnNdhJ2Zniau/HkOXT5zpuPWXdtxkX//Bx6+/Y7dItPV2flH/+k/iJ/SiZOn169bK/myaRuDd319bahZ/5FZ65YMmSk5suoij+AjFJZakiAakksHKyEavwgEyRRrN3cx/2sOiVRX6A262EoomdnZbDLhazzX2aMV6SsIxurUA44jCOkAdCk7PUInvml1SdCdrB7QGB8knckA+NQnp2dYHMA7SKsEOiFKYOIlShEbBoDCLaAsv1QHYHsMywJAh0qDDiBS6AN8h5/8hV9bXunSnt7/Hx69tApZWY///kcutYrJGwKGwI2PgK0A3PjvyEZoCNzoCOD8c+jgG1CokZGR5qbGmenZxIjjrhSY/7ngWIhh3UwIBDZRHNNXBU7VOHgLF0RAXP+hWbB/qP9K2D+cKdGyY/CORgvjJ6G6AYNiUSIwnyfE8WhX/+zFRQzJF0pLUrJ/7QhVJEr9pVH6nTk/Bw8WTiyEGL5IXUYpbBhJuKMMjKBIJKDytTXoAEk8+BNj9VKutWDWVARbSkhoOd2JBkWDiEEhKfqHf/g7VQCAW9g/+XF3qRgR10ZSJUKbj4UZy12r8DYx8PtD0qJoQjBRZERAJkWahCgGmhNtQTyC0AFg+SgA4ggUUH+3NBP8ZAHI8PDYzMxcY0ONtqAvkVfAypLmhxLSNXOE3HM2Q35+wcwsO97dQRaV5aXDw6NVVRWqA6SaNYswLJWFWuZxemZGjliG/Utpbk6uU5WDj9rpGwsLb7yxb9eu26J1V5jD+b5pAvtEG/nI9hsi+GZ0YJZjCBgCV4iAKQBXCKBVNwQMgSycf+A6+JngFaFs0uESZ6I4/S+tdvR0WWkcucAXfJEid5zVeXgebhiOyGKhh/GgOXDglsTOx2wMwysOYszFay/7LeZYyYI1cQiXnyP5DBUNZHpmjniTWhn277uLBH5ES+5AMU9GeLZWSUP9VYYEZFE4MZNiQQA/HE4GI1/ovi8JP3UEdymLE7jQd1Th8WVCaZ9iMjyZLJmOKQcLL909vVIFJxn8fyTtv4Uzp88wJFl+qa9PEOJQR0kf6UI0iqSlZDKkWea5yKHLTjIVcXfAxj+VaFOqD2hCZGSOjMEdChZcoveQjykdKGS+NB7E54mxf22fGJ09vYOqA6jaCRrIpNcBfCXHqalOH3CKK9F7fB2AsUXN/zTOwpR8z4yNixydGiZ/VcOkOripDoDkD55+4koUAIL6X5IC8Os/cjed2pWZCDz8nx67pInzJ/D1T33wkqqo8PXsSzvN8ER4CTLD4bDpGwKGwKUi8PJLL1IFsjI6OlpeHqOYrhGP0on5XyJawniU7iClGwY0E0aFl/XQ8Ojk9DQKAPZafiiF/QdkyYXWce2nvQIZFz4lJMU4GRee6+JjIw3Cunz2jwCsErcl2fjrug4uRi5snnju+XlsTXQbBVb+MzU129ndPzg8Ru/86HKEjNCNSwKJBqTRP4U3NIXQo5vP8isYJ6AtTrKL1Lvqa6vFKQuyqtlrWltREsbGxyHEx0+cmZmZoUjblNMDVNhPuBMO4KoRPxaVASvpTnBjdYULIFVAEwhoeiUJh1UwayrG3k3wy1n64z/MgfEhhhYXtJlASRegRAegNDQL0QHSjEQUVBVgGMyAz5MfFK3JiSk0TxmhykgCMT5vftDBGAbfp4xfxYCIUekjjbAI4B6D4cscWARQgctIsAiwwlorl1xhgyZ2cyFAmKNL+iEY1GVP8JI6QvhK+rrsQb7FKiYMYG+xidl0DAFD4PogcO5cOx1BXLDDJvz4I6xU49n7pBwahPlfxgkTUh4GN3JWT73c0bSxB/ZcQjv9RhJSjg7G5MSFXYskAZ1iXMRvgXzr0QQUjY9P+ZKwfwaG938qIrgSDcRvcGZ2HkZIzrJJeRIyMM2YX1xg5QEiuBJHIOo6+pnsYsOrn12dIjgmaGC39tm5vgi/up92OKa9Ak1pWe+IB5nEI+K6nH96pNNo1+hrugjgDwr/Hx5xS6uuqhgaHveLNC06AL77oRGt0BFI2+EVBC8iCwcvXL7Q34LtH+wkccsgiPFh+q8JCEQB0BY0gU6gaWCmNsLuywFyVkquxiIA7V90HQD2n+oMYB2eJd7aCFzP7R/Xs6+39ltb+ewu57/CK2/dJA0BQ+CtjUBXV+frr72KS8My8/9ydgibhLUrp4ToKyap4k7iDK0ykJ4ov4WCJ9UBpBalXIkWgpTzrgkc7rG+62DIOdfVi3EapxGRD9j/auK9JJQZKYjfoy3HS5L8VuqfpCyeBXF0gMES3QCDy5mTL8hWinQ6QHLaH2uDZQ1SQKdvA82HScE7icQaEwp+sW8Wjxex1vv5pP2FES1yCyTBWCGmmuknkrJ/FYDLcvHN+G9BCLTK+IkAncSihF+0kjQrAZUVZUiqDqAe9lKdfdKdXX2tLQ2+28+lOgIJuZehgjnuYVPshHGuWInFltBoBb3oZ0x0UYZUXVkORME3sSSLAIAmOgDtXOFOAJj9huaqR547nvRcMKg/pdcoZFAIBHs0BAyBNwsBUwDeLOStX0PgrYDAk09+D04ZNv97Mxsdm+RgVHU6942gIfYPARWxhPk/GfVPatqXDpVLhWQcXY2zYNg/wuL/Q4J9ohwwTL9wREdJs3H+zmEjprD8mOXVmw5JXcpYnh1+ilL/kLMHFfyBJdi/K3BO4Sx0XFwHcI2o3rBsDOy7iCoPqDohBebkqVOQXQ46WFY59UOApesxlf9PevavDQcjWQXCqSjyJfF+RsXHoo1rgkUAOmKbbmVFObt+2fghRXxj8rE5l6HzFwgFi2sWamp1VbnWBRZcfUJwaSkJSqmrOb4OQCZrCLm58/QiHamYJsiXYfDd+n8XjKF/YJhN6hx5gRogekJsN3BQGfSvcCcAzcDv8e//WO/oqa7hA2cGZVQ719UY9dcXZAlD4K2NgCkAb+33a7MzBK4hApj/X37xBcJEjo6OVaj3v8dHYf9EMYRX6SCUo6vrvxaRED6EPzppZ/VPwuhi4km9gMT/B/bvkzZ4pI5InH9oQlYDSJw83SEtYnZFBygvK4L9U8olVmrfEQlJWvYbl7qhe5T6hwTk0fXhU3cm6z0CFPuAkUQHiPL4UIM05DNISqmOg7mI6SIA6ypoWextGBkZ1Rbe2L9/bmGBw7xwyxkYGJL85SNTWZdIU0RplP2HBua3FQi7KEm4genspf30vfiNXDSNXocCQINVVeXTXf2+vNtb4r4zdxFpivvQ8FhpSZEuBczNLRQVhZeSAnF3i6ouTNYfuSyqoMvB9aPCtCA6AF9USAeoq60SHaC2uor3xWkDCMfUUT6SYMhXuAjgJhCoAWgC5uojaNjdEMgoBFKuTmYUCjZZQ8AQuAwEvvOdb5eX4yjPtkXnW+JaiFNaqP+ps11DI2Mb2lp86iP+P/Aedf0P9es2oWLLxa4aI2ah8sRjiIgr0fTN/7Cx+IhctE0x/+t4CJPf2zfAYKRR4jkWBcE3pWUsuEiGtnumN/9D/YdHJ8TdPzHQeMq5cMSvxMB0mh77RypuWnbFE+OT8XrJfycmGS9PunuBXc0QTXB46KH3xAWzdt16K2Zu9DFhwOQrPiqjCb8jsUxrEQn0N9r3c1aSZqZ0PTQ0QuN0HSCzHIuVtOK0p+S1ZCcAbRCiqqa6QhoLQhMl2D+Zch7c3PxCsEvbEW4upsNnIOmkdwbMiP0i/Q7JlLp88zhZyZfvS5JWqPnkNE2+fIdr1zRxxjBvTf4YYruBKQ6m+u1vfT3Umj0aAoaAIbByBEwBWDlWJmkIGAIJBJz3/6uvYF7F/F9VWeEK4kwI9g/1J6O5oUbpNY/KjVKx/+GR0aGh0bhN1jWZ5oIx+aVCPTlCSzMDKqlPLvKPPKj/z8HDJzjDVSXWr21itEJBNRMVQNMkQlqHFqWn/iKmFHDZwJaxx3h70P7sLM5Nc7+CfQt+ZJi4UMrfQCHmfyivCAmkQtn742Z+KZL+sZGnak7Mz5S6YcdJdsj/hzcL+9cd2KmaSpV/5mzn2fbu51/at//AUVZpUolddr7GP8W6T1yjnr6Bg4eOTXvBdqRlVYHGJ6ZZChD6jiqVXgfAiQi1QccGFFz6GFfkUAbmgUjzJQHp1z8Q0lySX1iYf+vOLbB/eeRY6JgOoJsusrNYGbjCcEChwdijIWAIZBQCy/4FzaiZ22QNAUPgShDA/I/TyLq2lsD8XyDsXw3/0nJ9XbXfhXD0VM4/cFzCa/b09Y2Mjvq1Qml1zyA/RMd51JyAxyeqes4/sCxHel/ffyhRnJVVVlokVExboBRjuR+vxi/Suiuh/ggL+4dBJwaWYInaWDwR0wpiv8jFESisA3jVHTP3rqTmfyWlY26L6TKSvby2I/peY7Ek1F/ZP1m++R++C1BXwv7bO7qLioqI19k/OPLkMy+98tqBpJuPo6MK5fgj9It0EYAliuKigokJZ+A/dbp9JFBTVdKHxV8KSIontSanprp7+1k4mpnmfwkNKtAAYq9HtT7kUQBSLQXIGAIVIPaPMn9WQ8PDspObUlEqWARQ5HkftggguNndEDAELgMBUwAuAzSrYggYAlkH9u9d17YGIDC657MOEPf5Iae0pLCxvnLLxla1aApekCHYf8j8DyuC2sIgRQYWPjA4fPzkafZuSk6auy4CQI8goOL8AzESiq8VaVzN/5LJ3t/e3gHM2eJnT+bU1BT3gJ2H6a9SrpD/zwqpv/TI3J0FXbm18EO9K5vXhDspDLsyz7EsdIDFOErSZtK7mv+TloamIDKrVrMHulwt/aG3JjKJkS9vFwu3vrvlJbEnYa5Ji2D5r7z2Blb/xoY6EWioq2XDQ0/f4DPPv4oa0NnVe7UWBGQRgPg/jEdeMB5ZLIaEdABdBJDx6FJAdBEA9s/hcSKWX5DHVmK2keg0l+LhaEMV+QxCSwF88FxaEfBFz5T70NDwxMQkxn62pvCNI5ZwBMpyiwCvvPKy1rWEIWAIGAIrR8AUgJVjZZKGgCEQQ6C/vw/2X1VVcez4KagV7J/NvtWVJQ21FevX1peXFuG0EAosA/GC6PjsP0T9pWn1Wuno7OrqdgE604OuVnkSXAHHDjN4n/3j/wOhPnmmQ5oV7sU2hnnOMYgsKYjXvmwDkPalFtQ/+LnI2PyRj46NK/l3+YxRhykJ4fmaGVTGS91vJLwI4JUpaw+Zq+GIKiWLADk5y5ya3HtZvZrhqVgowXnM/sFhlKr/D+xfVnVCVVbyiNvP93/wcld3fwU7r52LS+yqLHchO7lQA17ff+S5l14/fPTUytWA9IsAfHKE/FediseQDuAvAsgwZClgYmJKqbwY/pX9IyZOZbk5qxmzugOp7T+qINEvaoC0H73zDcuXjC7Aa52YnBwcGnaBtnQdIHAE4i8FZfqp730n2oLlGAKGgCFwUQQShoeLipqAIWAIGAIgAPv/wuf+jwtNs7TU1zdQXFIC9SnMz6UI0jM5OVNWVkJUGZgl7tFqpIcpqoM+BCjKihRbWhamOzU9zQ+6RHVVJWQHgVSx+Wk8P78gYP/aTCyhzj88Q6c4bfcce38x/weXKACjoyNbNq9Pav6XWi5STZ7b5QzvD+5JqL9QYfX5Fi985cdHjp4aGBxpbIB9Zm1c38odlGI6ACR/Oe+nVC7wXL1K/ivthAANZNIHBdLgP/E2Er+BXTy1ElkMZuNG/zGaZmduKFOWRK6Q/WP4l2bV/C+PE5NTvJRNG9YMDo2CGPoMkZp4Y2uaG9gUW1xcGBrMyh9LS0tGRseQX9fWfOZsFwkUPPqSTRGVleXSFIsAId2VfHYGT0xOtzTXz8zO+NRfqqxGpwq+iNLiwuGRMbbtlpUWU+RWG5apfSLu7rIUQO98k9x55NJi0QF4xOENxQNtgaaQ5EKLk5CguB61tbYgySLAXXfdo3UtYQgYAobAShAwBWAlKJmMIWAIxBB4/bVXnn3mezzgNMLOUQzMsH9FB6tkUXGhmvlFB5DALvjnQHTSU39tx0+oGtDc1ODnSxoFA5Kdk4MvT06Ua8GYQ+b/ifGJg0dO+O1gW8WLmxzMrn6+n8YWO79wPmvhPO7z5Kdi+X4VPw2LJcYogR17el3AdbmTEH2A0DRYwXnk9LGQJsDU4k5KqAhOB0h/MoC6jPu9Sxrk2f+KE/z8XNj2DGElHqZW8Tkr6fLSElQjeCdvU2WuFvunQd/8j6kbAs3BvR3nenfesomNsIx5bGySTFEDSktKamsqm4iNk1oTYBEg6ZkAgMOCkmiSOhFg4ctBB4D3Nze7D4xFgKgCQD6m/X/6xhNNjbXse9HqkvC/HHSAiakZ3jgKngTAhcH7O0m0LowfZk/vXDB7XwHQZsGfVybIu7+m8+elL3QwtBd0ABY0Xnr+aVMAFFVLGAKGwAoRMAVghUCZmCFgCDgEero7uWOEhkgdPHRU/eNd5nL276QDIyj8JRDLVi9zKfLvrBXoI+1EfV1QA9gYgBH/1p1bVVISFeWlqz0var90eCTs2eKcf+I8VtypUWMgVaKl+HVJBy5AzuQMgUMHCMa/pIdJhYTTPIr/hgR3R0wZdkgfoCi0RBDA4nh/0HhsmQAdgJWQkFuOtEn0n9Aw4LICO2SRIqGSOgByWltbWdYI9hu4qr69HzGVRLkijQrAEgp3XdlwddJePq/F6R+3H198TUuTPEL9u3v6SdfXxzaOHzh0om2ti4OJXrSmxVFzlAEs90h2dfc1N9WnVwP8XkjzKglXJd8VpFlWACQf/k0C1a6rq1d0gOgiAI74L7y8F7FeHJP2HVnTXL9l8zrdW0x+cBxeTLMSHQB9r7ysRJYCUEST6gBURAMBItRjEjz6V/CysqWilpLgcxW10C0HFRSsX9d66OD+W3bc6te1tCFgCBgC6REwBSA9PlZqCBgCCQR6erpPnjjKM+Z/7uzWFRdz+DMKQV5urtr+tY448c/OzmPj1MxoAjPn4NDIuc7ewoLctrXN6gWkkhOTM2Njbs9lZ7fz3lnb2lBd6azmXDgKQZUgWxzqlJuTR4h3NieQPzI64YrjFwOYnJwk8H88w9F60mL+Tz88xGB4Bfl5BNh0VebmpfEVKgMCgiwCUJ3RKrHm0b9EJegNFgpg3A/cdxuaCd4psg9BJC+cv0CceFi4BN5x+5+DrQKwzFT+P/iRUyrVoY/f/OY3fv3Xf137ra2t6uvt00dJOO4fLKn4uwicGpCVXZCfu7i4ir50JSRUN+kjTv/q9qMCdbU1pJX9V1SUQoWZoAgQG5SERsNEE2BNgBw0Ae5HT5yG/rJcUFJcFFoQiC4CwOmnJt3qjegA6gVEDpTa1wGqqyvJ9BcBznX2HD56kky9WM3q7Oph4wRLN74aoAKiAxBwiRx0AJBKpQAgwPtDC5VFgPg75RtB8XMXmicaCjJcPPJSJCE6AGkqnj11uLm5paIypjsF9exmCBgChkA6BNy/f3YZAoaAIbASBJ5/9hnEoNeY/7GnSkROSFjMQT9w09d2YL0QUjFYRhUDFUOGE2o7u/pgS4RoJJzi8ZNn1xNdNC6h1L+hrqq1tam8rLi2NkZ0Ajrq5Fwi8OFh22RHR9ej33q9uKSoubmRyJLxZtxOTXfur9CqwJgutM9Vz16F67lKakL3fTqb9yLbDNw2AHQANIHGwFCNJkAOykB6TUAXNHQRwNcB3FgCqh0MSjvP2rF9A+4uHLWmWTBjqKTm4JkTFIlXiOOIvAtyxJyPpFTE9i/sf3Zubnp6jigzeExpmySUa5KWhYWA/IeG42q4Lgrz6Dc/Pzc/yzXC6+OOJpBeH0jK/mHPSv1phK8IN30S/oUOgAsQzvclJUWa73ylINZb3H1mZo4dAkCQZkEA9q+vMqgy6+8qlp0A0jjrAPysbW3WRQCf/aOPIbZ5Yxt30YuGhkeAk09dtwFQJBc6AJ8HXzXuQCgJLIL5WhwywV9H8I6ysxYX+EthvWcRxUM/y3hLzjkNvQh/IaH+5JPgrUmDpNEBnnnq2z/0wz+jVSxhCBgChkB6BEwBSI+PlRoChkAMAcz/b7yxl/244rB+8tRZOI3P/tWIDh8Sm7fU9N2EfDSFO+L40RX4flAkTBaHb9J4xgv1v2XrupbGrM2b17EsEGL8fmu4psD+0Um2b9vU0FDL8I4fO8X+yo0b1ooa0ElQITH/L2e2YuceHh5F95ATWP1mNQ17RgGQEco6AEVoAtxVGWChg2OAQ8oA/E8bYRGANM4h3J0OEOxL1lJNQP1b1zTy6PvHC/uHIKaxJQsjLFydL02JhV7VDzKJV496IIse2h0JyGdg3Y8FQhVMyJd3rZIoEmVluZBPlnNERmIKcc9bcv+aSI8SCUfXB5Kyf74K2jl5qp1aDAlFEY4Ly3dvGcUmpry4ngmvyQ9bAnwdIM6Sl0pLi/hBhWKacHfM7WJE10UA+L04Qfk6XoSLxxYBXH9ZWe0dXawqAPX+A0c2rm+B9wvpl1Lu8hmQ4M+B+0JRIWH72QwzPZ0IaEu+fB54WM32DzFFlikw2yd4PxLLL/RMvKR4v1E1IKoD8P3wV4bWJH9r6NpHjxzcum3H8ibtyRAwBAyB5AiYApAcF8s1BAyBEAJPf/9JtmCKdw1F7HFk5+3q4KBczgEQ9h+i/ohBXFQx0AbhQPAhPIiU+lMksRRhgaQh4iVFRS1NDTBmYgfBh7RuqoRyMgRQUjZuaMMpiL2kz73wekN9dV1t9YlTZ2J1WQSAei9lCYmcn59jBQBTNEZfBEI6AOMMCHfMHwMB6Uh1gFibAduD8FWUO7P0Cn2EsJrnBsZ2bSQvd3VZaaGwf5QZ4fpC/ZHhWaGAr8edRGK14wsC2hhDXYVviT7zdthKQSMf+9jHNZPEA29/8Mtf+jJuRKDieH2wHOELSBqS7uzcweXrAJIjtdAEIKZFhQkN5Mnvv8amWGcCX75PA4Wq/VyX1AVSeReoCmyxlQUlKeLOvlu2ebQEO3Q1M5oADxBjuwULUoGBPCYir9WXR98grhAOa5qJksBXqh9qa0t9YUEOPx963wMqkybBa8rNLS0rK+Vr6enpI0wQh0xvkFhPwWIFEYSOnzxTkF+AtxXt8G3Lm03aJo3IOWjI+JoAKPHX4b9QqnOOAR5ibgVm8fyzz3zPFICkkFqmIWAIRBEwBSCKieUYAoZAGAHM//v2vta6pklMwhAUuHtNYP6EUIp/hVgiQzUp9XOE+pMTYv/k4FXS0lRH4t67dkHgSED94UA+sycz6YUqIgTUWZ2DDtEBsCVzfFLrmob9B44fPX4K/yLqwq5kw3FoYBBQ8SxHJqQDaI/Y8sULiCHBtmGNWhRK+D5CQ4SzHFitDjm6CABRphb5cWN2VnFRXmGB039YqWiorxVXH2X/5Cv7D3Unj8pf/VLGzB4B3dqLoR1+7AuQhvfj+M4bCbSchKpDkYtVGly8EaATp694TmIdQHLkrvoDE+wfGKQFVAvfA0fEZJ2HNGByUUsqogOwCQRtAd5fUlwIXHn5ebxHv4sgLeNkZ/kUj9yLi4tzc9GZ3G5aaQodLwih6V4TbmbawtDQCN/h8g/TOdUIgBvWNd+2a6u0QKYkYg3Gmwh9PPFst6uktbUZoFBjeIl79x/p6OzDN4moRCycDQ2PIokuNDw/RgIw0QRIOGWAd7AEFC5MFjlyiSbgqwEAhTed7ClHhq+dnTN8JwyPinwe+/e/fuutd8QbsN+GgCFgCKREwBSAlNBYgSFgCCgCmP/hvmzZhGpwnT7bDkWDXEJes1edT0r9qQtfUVaahvpLL2vXNOLyTjpgXcQUKsTeidO7+N7oSKIJoY/RfNyT2AYwPDJ6267sw0dODY9OYJ8WBk8Xc3MLHHGFfzzmf6nLrgacy53zN0ccxC9YPgxMbO14WeRnOYLORS1YYBodQMQ4PYA49/QzPDyG4VnUAEiteAEhw0jIZArK/qUiLuY+9ScTeueYYopL1AnQpkEVwR+JNOOUzcH4//DuokdQUWVgYCi+DyGgosFiAHVLS2LMGzLKIwFDtXESwToATfp5iTSDqa+rPb/IeHrdUXHzy/QldEg+HibORR2/FZYZbtu1mUy2BHjUXzUT15949Qj7h/rX1TnV0b+CUWVHzf+4CUGgQ7sgqCivcn1bM3uO2SEgu4oFVWlWRsidi+86yEw+c5YD+Fm/vpjp43fGQWbsXJd986oDUB1ARBMg7ZQBF1E3STzQkBoAaHww0H3GJsPju62oKMN3igCmTz/5uCkA8r7sbggYAukRSPnPSfpqVmoIGAKZg4CY//GuhvdAH/GlHsVTGbKyehWmTXgM5nChyMJIFBkxlCr1Jz9q+BfhTetbhP3D26A4pSWlNAXhllI1vWvLmhDXf30Uhq2PJFgK4N5QPwqbVI8juGlhIZZUFzdHhUdHx1vXNPOYajOAL4yY6AD06HNubU0SAsumDWtfHTuIaz6yogawG7ivf8jJZGfTwi3b1uFNpXWFC/pzAcmo+R+spH2tyAvyB0NQfYrIFAVAxKC2u3bt0iokdu7c+fWvf12PsAV5OK4vQJuybOJnSpqiOBteVhi0kM2rxCJeWFTQ09N/Ojh7S4RQ6ihiUqGOKG1urMbhvrS0uKQ4tvgQb1d4f8zeL5lQf664QPg3Y5ucnJZVC9UECOiJQ47v/6PVWppqm4I1KM3xE2grwZBRWlAIg8svTpbmC2lpbuKH5Y5xDhM+fpZPyNcBtJIqA7xS0ZnpjlL+ylTG9wsiM6nyWVNTvWfPy3fffY/WsoQhYAgYAkkRSPzHJWmxZRoChoAhgPkfEBob6+HLEJ/BwSF4CdQNbg2hIcSkGnCDfa2xqDIwPCzE6q6Qhvo3NTrzrXBODP/io4LtX5FPswgg9mOVJAHJDlHSyoqK1jUtPUGkS9UBkMTp6MLShfm5JQ4m5pERSjtCFmUdIKBZCbN3SBWB4aEHUd2n3dIId88Wn8VBtkGwmlWiBqyuXk1EeZG8964d8F3SYMtQcSUn7bN/HqPsX+qmv2MSFgH1AgpUC3bfJlYJEBDGuZyLY25P6ABi/kdSNLpQp7IO4GcK+9ec2ppqXiom8PZz3ZzvS35//6Bs9hAZ5LnYOUBIT4LlgECc/ceGgaWfF+GvXcD7aSE6HjDUftG1eMWSITFAWQ7igzx/noMpVCqWILAspw3IRhRWCTSuKNZ8eD/uZFqB+ZJmwLEPXQuWJ9CZNKOqspwf9rSw1eT02c6kOgDCfF38EFAX9s/fGjkzcsJwvCHRBzjdoqiIjRKxxShacysARQW8bqZfEffailey34aAIWAIJEHAFIAkoFiWIWAIKAJi/ieQjsQ9hPfAoSEiuBzgjry4OK2SJITEIwPr4oAjODCZqag/RRj+Yf9qbnbcP4glCkP1mRySIeZNDpe6/suj3NEcfAWAkdBUQ0Od23Gbm8vyBXs0Vb6wIJ/4LfrINgAJMYkO4Pw4PPtrTCbBirUSSxbExQ/rAB4RdZL19TXc0QG4MzzUgA+8537Ckuaszob9M1+ov8b3RCbAMMZlyU/j/INw0kv8f9DQmLX4aEEQcUkiDOjGjRv9Ko7LBnxfuTOISSYv3a2SBAqDmNL9ipJGmMmKvGsn7lLlS+LKA49mpp3dfW8cOLZ160a2j3f39MlJbdSF/TfWV92ybXNb2xqpKIxfnHz8pkgHdv+Uhn8VFiUK47qMHH2Ar4hSX2mUYVdUlHCymB+sFpTAyuf90qz/WqWum3yyK2qhB4GG+jp+WA44eaoDi75/hgCjleHJkppoZaGGRSsgEySLCwvRZ0SAxSt0ABy0eMXPPftUaXllY2NTqK49GgKGgCHgI2AKgI+GpQ0BQyCMgJj/NRfSBi2G+hB7hEwIYrACoOUuASGKhZRJzf5rqsvXtjQGARxdFTX8u+pLS7753xW7uDrOnV08+IMMR+OEgcljqrvys8aG+oGBQU4YwATr6wDlZWVDQ0OQcsyusg1AmoKf1VRXwsa0Zc7kmpudW7qwFApTgwA6AAROQwPBCaO0EB1gfHJKHDnYGsuO6tKSoqHh4bLSUsi/9hJKpHf9D8zQroZM02eN4v9DUbAUc4HdGNKyHxVUcriz1xozf+xcgVjuEhoJmoma/1U4mggWARz1T/NGBLSWpvry0pLOnj4c6TdtXNfXP3i2vaumqmzr5nVsRG5bu0YYf1LeT78rpP5IshDEnT3BOHrJgNnyQQL/n7y8hDmfnMqK0o0b1vjsn93nnC0WjaqEsH5O0magOaHuJtcBRCZ6R52+8/ZbUAN4F2xNQYBPxz+agDGjX0crSg7nEMsBarRARTJlEUBKWbmaGBsxBSAVepZvCBgCgoApAPYlGAKGQEoExPxPMZH1RWhmml2z2bBSnzCF6gsdSm/4b/acrQPDf4KTRdm/tL9sD24Q9T/Ub/TRZ2ZQ/HVtrWfOdoR0APLZHjA9PQ1RDrUgmwFkOo7bOn/9C0KgozqA2JVFB0hFCAkIE/PkziF8zTTsrW1ta6hTeaQvBo/x/pKcf3wFQP1/aJB2ZNcsaXXK0n7pyJ1o5uaneTGm67P/0A7ghGiQQgcIdvOGspc9KmjbStezQDE4NFZfV8PrcIe71VQh2t/fv6yC97BC6q9vHHs/tbH9i+NQT98A9nXmjuLhtRpj/zQuzj8Uwf4l9lGw8oE7mYv4JFW0cb8FygCOFSs/M9jA7TSQNBdqAD+Ee2J95nR7p0oGSBLVh/BQy4YqAgS3BTTpjeqcRiwOXbIIEHgBZT3+nUc3b71FG7SEIWAIGAJRBML/4EUlLMcQMAQyFgEx/8MzxP8HEonREZYpIU0EFiK1+IsA2P5hJ/39Q+e6+rZuWtPS0tTd3X/8VIdiuGlDS3Pg9B+vXhowb+FP2VHnH60IJVJHIN+LQwUk4Uy/gYc3dG05K8NxorS2tgYzfwPGeM8RaFVwmgHV979xRPYBS1OyGQBfDpzNhR1LixfTAc5ztoC0AOeUhN5rqstE4WE1w1/QUAE/sXL2H5qq+P9oU+pBNDdPJNOC1tZlWod4BHnkP1YPjQsV6KKD1F6CtR99irbnikQHIJg9zldrmut49bSPvV/UEn9jgK/McChXmjeuXfoJMY2Tg7fMwMAwe3+lNNROY2MNY1D2z/YDnnBvE2G4OKfzogCIGhD6nPzu0A8jn5tfHk47bcsh5O548/AXMTfXmZ+Xw19WXp5b2urtH56f53iysA7AhnJtC8cqiV0rOgD5KGmoE5x6YVuBFSVLGAKGQFIETAFICotlGgKGQFbU/N/bOwA1wTE6lfkf9k9wm+LCvKaGqrvuvCWI4li4bcuGd7/rPrwUsLKLG4aA67v9iAv60pKznKaBXnYDJ3X911rC/OBqUbqGMRdHIBge+5g3b1x7/GS71IKDzs3lsctUibK2hg7AlLnI8Uk2OgDkjKZUUhIBmSTf8TYX6ybXBXp36eBALhQYBiA5F72nd/5JVR3eDB1U/x8V8wevmZpgeCgG/goARag9ff0DUHa8pHhkGUHlkyYEpXhRTKOLPyZ+0yD4yJdAOEtGG4VRpfnSVCtgCsu7UKlwQvx/NFdXHkL+P9u3rYMxc+Yvkrx6bP8yEtI+XKIGUBTCR9uXhP+RRDcAUBqvrolEA2wRZvezHqBGAZb+oZGxiQm3x4azhEV02+b1JPwPmy0rogPw9yXTZC2CY5pffuFpiwUkoNndEDAEkiIQ8wpNWmaZhoAhkMkInOuIme3F/A83h2pAXnzzP/hIKQl4Cd4SG9qatm/btHXLJtg/mWpwra6q4AAmxTPO/qGJwhQpyU4Va1JrkcC1IyD3MLTE5QtImrJoJjlYcwleBEvGVRodQGXY9EkajssZsZopCfWeD+UT19E/tolSx/FwhGdBYbVTDNCT9Ad/en4IbxpqJNUjuEVP7EoqDK30J4uSg5jv/8Mj8xJDPu+OcwdC7Zw8eTKUwyMDYMM0NmYsyqgB/BBSk0WYqGTaHHm/4XcBmabltBVdoc/+RdifadLqIiD+PyLANgCV9P1/Yuw/iCIK42d1SNk/8rxHrSUJgNXJ+AlfjDpUVP+f4GOQ74GPgie5/BqJNLuil7JWOWek4AL/upqqxoaautrKhroqTojD9V9jE2k1gVFa500RC0iKZBFAxSxhCBgChkAIAVMAQoDYoyFgCMQQ+OpXvkgK/x/uENnOrl74SyrzP3x7dma2vraqqqpSqD+1fAeG8fGJ/oEhVAjoDTx4Obt1BDGN8w+lXHC7IECKs3Bj4vV/IKb6Q34ansoUHLWqq4ETowOoMxLxMaFf0pHcAx4PC0/sxYyyT3QAvwqNy2PQi9sq7ZeSVr+UUL4+Ombp9kC7s3thsbjmzy8s8hMYoR1KK7lC/j9UAXOp2NRY/4lPfCLayM4dWyVTnY5kkUes41KEtoPZ/rLUABpQzhzrnCGx9Zk7b5PZxXLjv+gdRq62/3i2+w0+XH5OKB18GAlFRUIAYWInhI4uYnA+NLZ/vmqcfzD805c2ov4/mkOCj8HdIy+UTJ2YJMjBb4i72zsQI/08XfwC+fm5ec6Mk90O5eXlJDDw8wOtRw1gCGNj4/6uDGlU4lbxVbMIQA7TknwWASRhd0PAEDAEoggs+wcvWmw5hoAhkJkI7Hn5JZk423/hSfBQiTkYMv+LDEwqL3d1c3N9GepCYPiXfEiJonf6TAdpGBjsX/koBlP5gdKlcf5xpZBiiFVa5id9SeOOJKYQhpnBLxHjXl9XrTpAcWA9lWUK4W60IPqPtBzlqeSrDhCi+6l0AGkqeqcvZheQYcduxZBPwuVccMeHqT5APNOkI5E2Gbnv/+OvUfCSYJm0FO2dIKS+czkvjot+ebMqjIGZ9JWpATSgPNk1jAHb+xhcDhfvJSn1l1K5p3q5voymaQ3n/tmZ2MRh//V1VfIBwP79WJ8sBfAjFUMvVFu7aAKlAsWN7RN4fIHhReVVgLczMjLGKXuSwwidDlBWVl3FaPG/yuYbGB0bm/YC1yKpaym8MrYCk6Pg7NnzsjZuCUPAEDAEfARMAfDRsLQhYAjEEFDzf3VVJYSsvaOTApxnSIcwwrMfizveLiUlJXBE30KpKwBi/qfizAwk0hHc0JWK/Tta7DZiuiqYz1E0YL+huv4jVleilCIv5J9fcvkypAMrrztylYUIDiJobqwlMzBIr2ahQ9g/ORiPxXNGqtOUJPw7hFh0gKR8EV8g3WHs19K0DC/QblxS8yFzmvYTEErQVmUgvjjAekjsopGQ/49Uh1zK/uahga4jh9/w23z99ddHRkcJhaSZvGVhruIFJPkzwTYGSV8lNcDNF/4KQVeVhv2+F2X/MgYfLsnhTibg6KMkOA6MxPngKxL2zyNzDLF/MnWJQCrqXV5H0lesMpLwR8VrZQ3nkjQB1iV8HYA20b05pJmh4sskA+AvLqQDyCIApSOj7owwGQleQHpYWGiQ9mgIGAKGgCkA9g0YAoZAGAG2/0oW52fBk4igIt4F/klVCHCE1vDwMKQf5qFmyICbzkF9EBDaRIBzMf9j0SRnbHwy1B9c06dNUkoOV1ASo8ULiwup+Jk26AkkyDSl0pqKYV8P5uKyqUJYok3r1+AlsqaleU1Lo9AsinzzP49aPZSADbMnWGYRFUOdEB0Ahq4VaQtJ4f3RZY1U7F+rS4IecTfHzMzJtZB+/QmJ6SPhI9HE0KC+8qUvaiYJsXlrKCd69wfgewH5tUhfsRpAGw4Jzr7F1YoLVxy/61B30cco2szOx1mrQKz5/JT90xtLVb7tXyT9o9/kM5B8nHliiWReQNoLL9X9RGKtrlwTQE+juiy2kBD2T4JvCIhYB+BbYmCoAGPjztgfvYaHR9EWJP+Z7383KmA5hoAhYAiAQGyt07AwBAwBQ0ARkOifUHk84zUT87+mSQRWSHcmAGlMtuJpLQIBCZujLtQfboq5Eu9/HBhka6zfCOmAByeYsZSSqSZhyaEV30QdakQendN1/LgrqnNQWEhM+SLDxukFj+qgf6eoEB60YGIiLzcHpyCpRfx43/wfair06Gbh8XuBhcH4CRFAUth/qIVLe3Q80xHN2OUlyYHXSqDSeLH7raoRb4c498899+wDD7yd/M7Ozj0vvQD5DtBwkqS5o1y4h6wsTkNjBzCJoeGRpA5ggRpAwMqcvMDQHlRK3PwVoURukPKLUA3RIZmU+D4Fk4vNyp9oqAUeBQfBmceo+Z9MHGnYm72mpa6utopHhsrr5k7av3z/Hz9fPyoyXUepB6QvpaK8LLoTg+poAuflNGKWqnJZHUpig0NXkTUcZf8yGLoOjjXg1biQo8A+ODRUXkb4oNiOagkHxBiZGi3zBi0eqP8eLW0IGAI+AuH/AvplljYEDIEMRADz/6uv7oFelBQXCxc8etxFiVHzP4Z/roALxRi2mv8FLmzSJCAxpUGkl74+6KOTFI+gkdEx37Iecv6B2YSoPxWhzqtWQ5icI0eaKyRAU8oLQ7Uo4kwDOgosuzw5Yof5mfkKb4ObanQjsUk7odSXOjuJiAj7KgH5hHUfHZvkhNeQcLRVX5taVhri/fEyR9Y9ZQfH/agC4Phudjb5Q0sjctCV1H7xhR+UlpXgCoVzOTlMVuYrg2fFgJOq4v2k+817nJ4OK3LpKiwvQ9diFvPzF6Cz4BPolbEphWzuwXsI6wYAzhtM8444Znh0bBRnLWQCf/r+muqq0ApA0u2/DFMA0fGi1UUXbSj1e+/t62cXr1aJJtJoAiwC8LfjvOmWx1xigtD6QAdYACt2s9Pj+MQ49n4dOfn9A4NMlq0MvEG2xo+NOOXNLkPAEDAEQggkMT+EJOzREDAEMgqBJ598AvbPlGFIYgInZKea/2GQwv4VEwzzSlih/pwUxuZHXJ8XFhwdxPw/PuE2NcLqlEghI9XhK0qbSGCcjrJ/JDklKo0jijQF+w/ZU5M2BQXkp7OrD08kBDCyBtXp3HFKAsVwhzhhqMWIKy3LPWlrMQGPfPtVNC1TY4QAS+8jI0AyzU+qaEUKVKwFeD84OaiSKCFAph2lT3D6AQKirf3tX/9v0n19vWfPOO1uZGSUO5eofJLmzkGz3OvrYjqAuqaogCY4mlnTl5oIPo3YngdUr7k5R3BTNYI+ABWWC/1Nf5DnbYreEq3LNgDeKo3zkbDIgPrHthZ/tzRV0D38iiHFI1GUtIBX472dtrVrEvJpU3xq0X0CLAL0DwwvLriv0b/kC+fPTRKAwGw4w4EtAfJaZfqykd39veXkDA/2+i1Y2hAwBAwBQWDZf+8MFEPAEMhwBLq7u17Z4+L/wLJkNyHBfwiNv+OWrc7sHxj+xZyvQGEpF5M/vD+eiS3WJSG4av4PMUtKHS0Ojv0ikYZeE1DFN/+nYni+93Z8GK4LSBKP0G7uoe0H7DfFiWLx/IXgACY3YmHknOIEnQr5/yQl37GOOAAhxZ7dAIfE7DgJYCyI8SIq1sSEY3jii6IrA4mmUtj7Y52GfjH8iB4SUjAwFRMlBlef2poqSCReQB3tZ2kGZsx9cGgEee3dp+DwUekNu7QfF1Uyr/wegpqu5+YuwHE5G0uYbpouGDyfBC+ROxV53aneFG5q7BD2l4nwTOOntraane4h9k+P8uWQCJaJEkMA5ugiQLTT7p7epsaGRLWLpZzSGfcOCkDOFhcpjr3zqwII09R1AIrQAvgDBAK2Ag8Ef4MsAmzcsA4VXN7m8aOHNm+9xW/E0oaAIWAILPsvi8FhCBgCGY7At7/9mCAAAy7IL5A0/Cgw/M/6HFOIONEV1Zyv0KklFPux+CX75n/ExAsIzgZtSkP9kaQXzP9JXc+1OxI+q/Pzsa1iRg3xfl8A3wlI7fTMHCEyUUkookeYX8j8H6V3fiNR5i2lF52diIWUARgeW1SXtZ/2wWfqIsjxY0lrsKuB/NNn2jduaBMB8TXHrj8y4ti/jCRUF2O5ekOFivQxG0bMNtmUVnsVTJLwzf9+sagB4hHk50talm5YZ9Ii0ObiEYLufi2/2AaAw49yer9wYGCIn21bN/mZmr6oBoKk9KtVJLFh3VrdBhDSxORvR+V92FUSil9YUBDVARhPMNElXwegKYLDorjqx8CagCiW6ABPfu87pgAo2pYwBAwBQcAUAPsSDAFDIIFAnudnL7beAwePwPKHR0ZEyOcuUJCoMzQ2d21Oj/6Nbv/tGxgUNiYRDLVKKAH7p5dU/F6EJfRnqKI8QpXGJiaTU8JAgpahSkxqeuY87ZAHi4IzhWzSSRvXTCispiVBv0kVGyYrKwAheXlkw/T4xDQOKpxIcFHOrS2I/V4fSaTSH5gsjv7BXg73jv7qM3/x7ve8Tyqe6+ol9j5pIj7h06U80uVMTjEYvIDYCowemEoZS0qCpfH09/RQw4D5wYEH4usb+6NtJgbAhyUrL8uFmH5SF6bz553v2f43jt66awuhgfjetB4t6ZKIZpJwn66quSQ07QkNj4yx7iQLCyvRIryqy5JMn8UBH6Vgfk7HCekAzM4NLFBI+MMRBYDH+vraPXtevvvue5a1aw+GgCGQ2QiYApDZ799mbwh4CBAQ5sUXn4ey4P/DPkJRADq7eupcGPLYaoAnnoULjf9I2mf/POIyJIzE3/ZKqPKBwVHYCbxpZnpWw7Y01tdoa9VV5aQrK8tgdaxEaH7SBMQumu/40dISx9bGikQrcbnLLuoKcWSc2FC5SEQnmyCXy2onf0A4KfsXafUC8isL9ScHbxMoXE/f4No1jUnn5dcKp5ldQvkKF/IM5ugGUMPcvFyhuS+9+HxNTSXH+1KavrZ4AYXCz2sfsORLgkgrpjL/qwAJvOEx36Nq+qeS+QKk6T06AMDwX3h1VQXqTaiisH+Ze0/PwFyVC/0UUgNCVeRRvYCi/QYC2WhxHOmlXj1k8pe1ck1gYHC4taVJ+pJgr1pdGhElTXUAlhF0JYFvCN2bRQ+pzj0NdCpjCUPAEMgoBEwByKjXbZM1BC6CgBgs8f/B/QBRNgDA8pVY+JVhHhGGGqafnLxEKE71/xHqL43QJgpGblkJ+25FDYD1avuSvuuO7bCx9Nt//dCfUh0yJ5wMW75qF7GWdYAeMaR9QpWKgJj/Q/4/FKUh9LGWg1/0u0JJraXUX3LU3Zz8VLZ2rZsmgQ6DtT4qgB88eyqyl2JOU7Nzngxm7MB+TC1/BUACAalShJlZNEO/cRhndCHCF0iV9g3bIRl4PzndvQNlpcWi2FwCi41b6H0dgC+WF+QUrODyqb+I0WNVVTn+9HNzwwyMjQGsxugbCQ3PtUNzyWz/geQSKy2HjpzkdDkeMeG7e9zFX/7K0igDQYx//Vhde04HOD+fX5AntbjrOxIdIPS6GR4vjrU76jLIp578zs5dt7mG7DIEDAFDIEDg8uM2GICGgCHwFkPg8ce/zYww/8u84EBHjp7AbIwTQoheIJDM/B/Go7KynE2WbP+F+h8/2YHh35cQd2c27xKVEru4732EWHVVmWP/3kEEWtfnmiElxBH7OCeLR/jRel6CKcb5lU4E5gdtgulGWWlqnufaDOzfTklYCftXlycofnfvID4/OizlmmycYPA432tRmoQSwTQyWlRc4hZtamqqGLNQYbYFa6kmWAnRtAQC4lFiAfnnAYuM8/6/rCtq/g+OjBg+fbZz34FjUH9h/yXBmOlBXeqjvSUBIU709VVzkq68R+4Li2waTrJlYXh4TBrnY+ju6cP9KdqX5ri/lPjHppkXTaAMsDWFn0DTmE8y8qAJ9LRoU3Ozbk+L5If0B7ZzsCPC/+ED0xb443rxxRf00RKGgCFgCNgKgH0DhoAh4BDA/+fZHzwDEYcX4v8joMCBkjqUR83/IecfqV5eVna2o6uqunpwOfWXUv+OGuCvBlDUUFfFPaQV+FVIw/59GgSxQwFQNppOAZCGRHTJHWSG7Z8L6h+dr7DGWNdU8VYPJBMqCZmLCazkV3Z2d89AVFAVAIom4s5LSVUgrRumj/H5o8VEdTatRcJ3bZcQSVKVGEGpDlzTWEB+O6GmQkXpH1XRUmO/L0+peIJpJjNKugiw7AWp9PIE742PljZnZwkVmqD++rWIeF+wCKBVcRnihIRgd0QcWS0LLOt8cHFFwyuIJ5saa6dnUn4YaZYFRkbGGhrq480s+402zjOhgfxFgPmFeRYrpEil0Uc1zVfk/6VoviUMAUMgYxEwBSBjX71N3BAII8AJRBg14Qr4//CD/09wZJITc9zL2wagVnNpIin7l6LWNU0cCoCj+eDgiOToHS8gf28A+aoGFObnlgTbMUMGfq0rCQ39CTsLsUDYvFMAQvwuVD94xK8dYU4aFseMqH/Lskr0tPwig80DBA9anp38ifOdZmbmWCiIuuj47J/KLAKUlhRhxE2vACTvJnVubk5u65pmKYdEqv4QO2QgTmY1XyQlEJB8AHwJId8kWUlI3WfyErj4UGBux8wflcDtRw3/fimLAFEdIPTqE/KBl44+8i1A5aemNFitlriEfCncGZWveKDaBQpAsi+JvGANIA7bsgblQT2mfK0jKkfpfMDs4fGU9vUPplIAKNVtwaoDzM8tRNuUEE8CDl/Rl7/0D/fcc29UzHIMAUMgMxEwBSAz37vN2hAII/DYY99yWR7Pwf8HToyrhIiqDhAx/3t1wq1m1dZUHzpygpCIKXSA8yEdgAag9aUlhXSd3vtfTfXC/nUQQtET238jQ/Iz2GpJCEgIH6Sc5QQ4rpqlRSzN9lY2MSND/Eu/wVRpqP/0tHO4x6v8QpZTAEgDqcqHFADyWQRAByBkaohwaxUSIaauRRIJlPj4miMJdJXcnFjMIqKCaqAYKRXoQlV4lEBAJCQWkC+g/j8pWbgvHU8D++L5JX/68RL3OxX7p4gqjN8fNv2m63q5DsDmltHRCbam+BdP+vGQPzAw7CsALImQqY5bQcVQjZgfUFQN4MUdOHSivr7O7+6iaT7Ik6fbq2uqO871rGtb43oPnKD4u9O6/rZgvgH8hcRVTwWiCfZAc8pHU1NM/YsKWI4hYAhkFAIr+qcroxCxyRoCmYnAM08/BeeW+D8gAMnK5xwAz8VZ6Vp5ebkHUezMLy9nWVLMw6fOtEOG1rQ0LitLwV8L8nMCtwus/wnGE6ooe38hYsHxuPy+nAsaeq6zp7ysxAXGCY5bim7/pd2oZ38Q99F1uhL2D/UfHBoV9g8aXKsDp3l0AFEDaCfK/nU+6TcDJLErB2CodqTtkGDJRR36eYQylgSBYir1hQavO5VSQZWoF5DvSuT3lSp95uy5Z557ZSmL43hX43kVFauprkhq+1dJomJqmkQ69u/LBemqqkqgls9FPxqf/UsN3QnAI7RedACvsWgNV+j9rcRk2QdcX1vFeXcr3M5BNdj/mfZzhYVFx46fPXGqne+TJYiBoVF+unr4YMf44ZPgx+kAs86/yK10BZd8w5KWOzqe4DM8PFpTXd3e3u6XWtoQMAQyGQFTADL57dvcDYEYAmwAgG2r/w/OAwcPH+/t6w8BhA4Q8kiJkh6/SmdXLycAiB9Rb28/tB4dwCeRcM0o3SwsyMPFKI35nyNTGS0ELkT+XE7Qfcz/xx9KJC3sH6sqSxBQfPGQDpn/pZLfi1L/oCg5EdSucNVQw79kEjuShHpjiw6ASpBUAZAz1JDHEWjlDFJ7jyZwR5mcmPSnE5JRThzKJ56M5IjGQjshgTRtqiTU/5++/kRHZ68euQX4vg6A4R+ned/OrXX9BB+h7gam34t3vdwy39BQK6+Ne6r5shPA1wHoXd+FPxK3CZhLmgsK+HMI/UWw37q6svzg4RMreYOc0XauqwdC73Tv4Dp1poNt9JLmLvuGfX2gq5vDGWKvw18YkSpgfuz46XPnullJQD04e+aUNmUJQ8AQyHAEzAUowz8Am74h4BA4c+YMd5god9j/xOSMWHaj7Mr3/k/j+g/1P3rctcklp4CxCNDQUIcO0NRU393dJw7KlAbkO5ALbsWFLtAhcd/TmP+d3d2d9ZSKv2Vd1P8H9t/V3Xd+8XxlbZWa/9UenxhNXMcQbx8/n7TAFcrUxxD1F3mt0tPTy/FOIswmU6zhWtFPiBcQOak2A0TVJ7+6n4a1E3HVz9HBaCaQDg2P8Jo0J5rAC4hAQLJTwh0AvJxeR+XJgYbu3X+URHV1hbJ/kRS6j6E6jdtP0jYlM803EK2lKzkEQCIGKAJK3XkgLXc/XxtJ5gikheEEH6aiQiAsQvLv2LYeHWDH9k0h/VlrEv7o6PEYO/dPzUMZ6OjsQayutlqFNSFbz7nn5QXnRwRHDfhbgdFub921XeTRtfbtfe0nf+pntbolDAFDIJMRMAUgk9++zd0QSCAA5+ZhbWsL/HtNc+Pg0NDY2GiiOEgtLl4goGdJcRHWxFTs36f+Wl04DYsAQi59HcDfCoxvTF5eDqQwlfk/4PxLsE8iSLqttx5vE21AaJw6RegA/MSZs51j4xOsEkD6MP+TwPsfgaj/D/wSOhU1rLp+U7v+R6m/9C7mf9JnOzpxDVfyyr7PqspyLNMAK5JJ77ITN2lRODNgsugz6DZSBMgSvhMXIK9fDmngtDX2P5w/duI07kCTU1OoOn4MUKnuOw6xgAN64R5TPCv1l/I18ZOt5FEWFmi8pqqivLxE20ji16RlQUK80VCcdC7LyyNP8PG4ulhTU93bO6BcH1FN+zqABCbiWABtCx1g+U4ALYl/hV6G9Ea37IAnm4Wvg0dOp9IBcPvB8C+1qRj63vg+0+gAUgt9Jgf3PW9xSfJ9XQ7QUKptG4AgY3dDwBAwBcC+AUPAECCGzXn8GaCJkKqqqgoQGRxysCwnWNlsLYVbD8+PQVPKy0rFDOzkgisp9Y8XunWA9nPdhJgUIyg6ANtbJTQQBwLIVuDcXOfbz9lJIfO/0CkdDIyZH8zPDJvwNdoFCR4cs5fLMaJlF3bWvv4h3DmE41ZVlsGqxe0Huhzy/6E7sRljZVennXhzkaaDglTUn0JnKg/MwrD//QeOeozUUVPUKn7WtBD6pTbehfstsYAkR8K6+ybk9OZ/JjQYd5ePOu1Im/0Dg2taW/oHh2uqK/PyC9yyzDI4RcrdVf0AqN6+AdmXnGYDQIj6b9+6obO7l7hSJ06eobXunoR3GfpeZ3ERb3N9sOE10WX8/Cxy8HeX/PMXnNbHBZ3N9zbFSma6e3b2haVYXXQtwrDqgoDP+/33KueC+W3yOlLqAL5cPO3+TCrK5cW5RYBkOoDP/tE2o5DyF8efAzoAr953n4t34n4zF/4UWNngQ+XSD4MwpvV1NSLJ540K2tXZafuAfegsbQhkLAKmAGTsq7eJGwIJBLC5Qk/ZUCvnE8WosPDuuBQCxF+BIOK7Mjk1Mzo2SYmsG0DbOfQ0Lpj89607NtbWVLIDdiSoiJCQSA0PCqUXSucbwhmC8n5pF4bkThDLz4LNrMrJYcyweSVzyKTy/4H9s6sSAfQcx5ACpiuEiUzf/K/UX3qMKgBC5aVU7mmovwiI+V/Yv1+RdKAXuLxznb3jE1NNjXU+AuoFhABUEroc0o5czbQX8xXnHxCg5dNnOh542z0oYp2d3ZwbJVV54+Ah81L66LeqgYDI1IMCFAf/HSn1r6+rJvJMeUWpkOb9Bw4zQb9N0ihy8rHt3X+E8Dv33HWrL8B3JY+ayM3Sf7OWCAfEFRqtfgkSZV+qi4wWkamYa3du+t5qgDyyE4BFANXWQo5AOn3XiFTW5uIJ3jsWfV6B7IAXHaBtbbPwcmH/8H7+OthbX1tT9dreQx2dffHasd/BIlXukWOntm3ZkEoHCJZNUIyzgVQxCa3V8Mdy6tTJu+6+J9S+PRoChkAGIqD/Mc3AuduUDQFDIIYALj2Qg6JC5wWU9ILrqGfCnBd0fGpqBnm8kJub6vGqT1r3lq1t2LY5WABqgkB5WczRhXYa6yr7KsswfrORsSCf/cJEhsktLCwU1cOnlUlbJlPUANiPeASRk9T/B6d/sToH2oIzJzNlOBt3aVloaIj6SxGN53j/pQw5/0D9EZMgPyIfvYMeV4j9kxOd4NjYxMjI+NrWRl0K8BcBaHl4ZExtusrzoj2i3kgkUIp88z8vUVdIFjVIaAA3SzpsAOjq6dt5y1ZpEDpJQsg3CpIOGA5Km4VFBaF+hfpj7OdnzZrGUGnSR1+Z6eT7eWX/ls3rfGUsaS0ygY43jgKACufL6FNOlhu8Xog5PTE4GwsvIJY+JqfcsWJC9FUslIguAqRzBApVDh55ffKHgw7AKXsicra9i0RFeXFpSf49d25rW9taVlYmSsn73vPA/v2HX9l7JFljWT29/RvXr01aRCYTBJDgFS/b7KHyLNkdPrg/K+unNccShoAhkLEIeP+sZSwGNnFDIOMROHM6Zr+HyrMIAB5Dw6Nwo/gFVc7Oz8/HzIn5X6l2vDQLZlVakB/VATaub167phGSDa0X9q9VSAjnbm1p4OdMeyfcl0w2GfuWWl9e0jQFlwrlBzwwm4HJtshQqc/+xfkHgaLCfDX/49YScOCYz0+o+nKeDRSJ66KGfxGFpWKLxfMnUTMwQoue42eSJiIQlnLQaG5ukKUAVBpmrWLqjQPh08wkieD9qfkfAV8TUHm3nOK251YuLFyA2XPolU/KVWxhcaE0p8TR7sVF4GI6JaXFWsrSRHt7N8b+97/3Ac0MJQoLckPH4ka/CnQAfm6/dVvUHchvLao4+aV+GkLMIy+aD4NXrzoMW5nPdhwYDADE/Uk0AST17WpCFgH8NlM6AlHH+5uRKvJBig7ASsj2LW1BDNistrVNCFRUVDjqzxVfkkDyzjt3bd687vjxM6oGiE7Lexkdm+CIgKgOwIckDYgjEH9xuhVYvxYZDwj09PQ0Nq5IPZMqdjcEDIG3JALLbCdvyRnapAwBQ+CiCOx5+UVk2A9KPJaEcJyfQhrIdCRmCWN/3MM+Lif8GGqCfXHzprZ4dtbWTa3r25rhIsQ0zM/Lx3Ae2M5pSn9U1oVax/wPsSNkSiI3WSqqSIgUgyTmSVQBUPbPboEY+19yhn+64y51iddOIo3ioSqHQIEw1F+j+0sjqe6wT+jy08++nFRAGowy2lu2b6woK5bXoY460gJsG1aXtDU/U3Zo+KSffRe+AOQYH3E9LIwdwxwBzasWn3VfUtKA4EAmXGx2Ns4qMnK0OHhtS1MDlvuL+scXFSaCHfEewR9qy+IPLkpuS0ecfuMO9PIr+6MDkJwAK0e0CeKUSoZ8ZidXYPuPSTJmGTaNcMga7lX8nGnvOnzsNDtYiC7Kj3B4ZfKyG9jviG+Vg7f8nFRp/6+JD45rbWsz1J8fqH9ra2D4T1a5tLT0lu2bf/wT72ttWfbKkOUPzQ8MGqqNTogOwJRD+Tyya4JPgol3dZ2LllqOIWAIZBoCtgKQaW/c5msIhBHo7nIOCf7FIoBaEMUqCndBgGwxGPvC6mwNNVnT3IAOcOH8ghj+of7wbD+sodMk5BLtInienJxyJtDsmO/y4BB7Uqvicst+05Y8MwxaXlYWPEBSBwYHc3PzxI0kwf6J57MYV12CTiFJXGgvNDUzPQN5FU1GJr7c6h/rR5x/Vmj117FBstOzf5XURGN9tZDpsrJSN7yZWdiqlpKQzQBJB5kQW8qaRV3zVkva2zvTVBETMmflOtqaLB4RvkPyGXBHDYDB6+ugU+zo7PGdnplL00VuToKYQkZh//yw5oDaJmQdHQCGyr6P1O5AMPMYOY+uRMncpSlJ05hofXp0AN8ZmXgBVQ8MnuvqV7hEGeBRoGY6jFA+1yF2AlSWqyQJBsywSUhriSIqqOoQOT1A0OPkifrlW73V/J9oJyuroLAgJzfnvrtv3bZl4six07IxQBZn0gcFQgfIy3OeUfIi+FT8jeN08a1vfG337rv9vixtCBgCGYiAKQAZ+NJtyobAMgSeeOJxeZbjY+Fk4nDimFhAcbhjxMf5h1Dyy2oGDxqhxQlnXaitKisoyCspKXEuQ5FLWKbLTqTgqY7/pSGOkWaSZ4gqgi87xadOt8NP8dYQUfX84ZHMqooyzM9wazHt9/UPcmCT0FlxTEKM8agyQALSe6nUn0bgYRL3Roaxwnu1F30SPae01IV/CR0WRsCXgoLYf8Bl5H7joh1RC+WBfJnmzMyM2L81R1YJpCKSRUWFOB1FV1EQYAuH1BIWy7fBR8KaiXwk0kJVZcWqVeOsJCy4XdZJ3JMYFYrDwsJ5+sXwz0sBH6nLBmV6ZyKMUJYCurr7o+5AfndS0b9TnUtzENb3LghIkbB2QmSuGR73dQApRRMgIXeUATQBFgF4I/H1MCcV2g0sFVdyBz2UaKrLolP6KgizgdqpAeVODfj+s6+qfHodgF3uqGfyChyaiSCozlsPzF97dc+dpgMompYwBDISAVMAMvK126QNgYshIExL+aJz/olHjAlV1RWAhtqKqspSn/p7JD9UKfEI75yanBJOJrkcF5BqBUA0E8Sg7klXAPRkWbYdD43EgqDgYXJh6YIoA2yxpXpTfQ3k1SeFEFAMpcpHkSHtKwMAQpAiDT3pu9bIsGdmk7iFvL73QJcX8lIk9Z4UH3ZKY/hXGVZQCLVU6jncS5EYg1UsmmARh2UEGSeqDqsByADgzMwyzxmKpG5tbbV6FmE29iMRaeO6CEAOAKKTuHBKHjVm4WVqmmuGZhfiLWt1EoTuYSEFJVOoOW5hWkotjS9EJp8E3HVfcIKYbAkgLqsKS4JGhPEHzD9B/SllVB77XzZl+aoLgtN22YlbXlZCTKS4/1Goh9jjqTPn6mqqeSiJL8VA4pO7PHmLAElVKWg9a2UJBcBDINq30wFKSzn6mKIH7r31uZf263tPowPwagJY3FYZPvtgQ3liYcJ/X9EeLccQMAQyBAFTADLkRds0DYHkCOD/IxsANAQQJC/Os+Eyjp/BQrKyVy2eT0JwxcpYWVFcW1UOgSbuY/JuUueiAMDaQ6QklRdQqg0A0rzGt5HH6sBto72jG0oqvF9HgQXaZ//kwz7Z20rC1wFUnkxKWSGBU3JsFrBwcm1a5ub4KyrTQH9dY0OttKPLETwS+EgyCVoqu67lkTbr66riPHgJ9o8SgiFfSvXOG2FISa3sKuOHQ0VZyp537J9ZAHiCDMYXB6jFkVXDwyPsjtUWkibAzX0PwQoJzl1Y8MXWr29QDnFDl2CE6AChQaLe5OYVjManzzqG3wtvgXUAPwcY979xrLiwoKWlUQm9CqB6RKk/pT7751H9f7QizbrPtaqs/VzPcKATUsS5EC3BNgkJbivChLsdCgS6egbIkcWZ1uZGNAFeqC+pjUvC3wAQKuKDp67TH9J/Q/Fq4g7E09vfdvtLrxyMZ2f5OgBQ+I3xnYJMV1fP4ODQ5o3rRM2TJT7AefQbX7MVAIXREoZAZiJgCkBmvnebtSGwHAGfO8RKlsRQKk+pzP+Uwv7LS4twBnH+34PDbA9d3nS6J/zjIXyEoMnNy+3q6lXRpIsAgVFTRZIkAu/nXL+AoDZs7vRzJM1hwOvaWvx8vIAYhrDVpDoAwgAC911aigWUDAzfcGkx+fpoOS0CO3dhwepNm9p6egaUHMeWJGCoFy70DQxDx+tqq9kCMTY+iQxNrM5ealu7xjmSuxNhYf/5anLW0TIGgQJ5bVlLJYH5P0RA8dQiwlIqOzeu/2cHz60K4rTSAu/FXwHwncj9RQAkGQPfjgyeRxmP6gD5eTlYo0UNqKutIYJNeVnZbbftnJqcRgXq6eufmXa2bb2g+KIDbNm0lkxnmy8thrYWFRXgOs/ygUqSAGRd8PHzGUNIVQgpeyLMuPECWjs81n4u9oWgCYSUAez0WNwb6pzt3796+gaqFyrYX7FqVbXvRhWTCb4IX9/z60pa4uf6Sz1RGT+Hly7uQA/cd+uZ9l4NuevrAL486ZHRidNnz/3Uj33UKa1LS6Lfqox5ASkUljAEMhOBZf89zUwIbNaGQCYjoBsAlB/gt+AIn2clxv19dt65E+gFeRKqV1KcX1LMTl+2hDoHDBxOznX21NVVyxZJlU+aEFom/cKDkfF1gFSLAEmbIlM9kXyBc53dF84vruL8suXX6PgEAfVDOzsJQJRGB8BwLn7wMHvs78Iyg9WAGFKeIww8OGaOra6qpOeTp9pfemW/CAhuMhwJDA/5hsiyXxkmDXRQXrQHNCJkhFyq1wc5sN6LKkKIifmfExWkI+7gw7YH2RM8MjKq+ZJgdiRycxLqUyovIMRkEQA3HgmjpB8DRZpWHQBVCDUAC/T0zAyk/+7ddxBnNC9YnEH3A3Ni28sY5N7SVHv7bds1B/avjliaSeJS2P8y/x+/keqqlMoqmgBa0E//xA/58qG0U/OCb54EShn3kEDSR/nTYC0Lbzn/ryyVbqaNOB2gtJR3xI4U1Gw0JbRWVEd0AP5gQ8tEM7NEqRridVcFXyAbMxihNMWXwCd05vRpWwRQbC1hCGQgAuF/FzMQApuyIZDJCIj/DwiEDJl4pnAqbYx7rUrwQh8r2D+B49UgrUX9/UO0VlZWkl4NgBT6FtCQDoCROLQTIO6Y5PpxLg1J9hjrEFwCSq0W92UFwYOEdwzpACKWfh1AZGC6THxpaXXgFCS+6aIJOPPv7OwsrF2Iu+gA/f2c+jrKCcqQZNEEoPuLC+cXF8hxF97zt2xdX11dQe9C8cFQSZvIcF8J+0dMzP+q1JET6CquGUbO3Y8OBKEUk7mvnDjRFFdkEQA6zmaAmCIk7dOU6gA0w0R27dw2NTWrvu/EnB0ZGfN7YH8wZwVs2rhWM+G1LHbwKEhqPshz6aMmRCvTR0lE/X9UgLUXTlXTFQDNl8T5xfmOjs7W1mUrRSrDNGUDA2jyyubn3TegmgD46wYAZfzRd+fjtkwZ0G4iCdyBamuIYDTMxux1bWtEDZBDgkuKY/rexOQk7xQvrM0b27QBHzQGfOjg/gcefEdDQ6MKWMIQMAQyCoEVWSwyChGbrCGQOQhEA4Ayd+GO8LPh0YmeviF+MIVGMYH9FxclYf8iyVIAakAaLwhMzmI/9ltGB1CVABLDIoBfusINAGow7u7pozoxSf1GJD0fHHaGDsA6gJZiT9U0DCnKhrGqqoAkRA2AngbWX0es5YLYwZIxu9IOOegAGze0NTfWrm35/7P350+WJdl9JxaRERkZ+75lROS+1F7V1V3dXV29oLsJgCCIBjEzIjk7SdHGRn+BbEiBv8hEUpRJsjEb2diYNCaNNLIhjSLZjbXRaAAEgd7RW+2Va+UWGfu+Z0Rm6OP+vfc8f37vexlVkGwiMv3WqxvH3Y9vx/3l+57jx91HCYLA+Xzi5eeRABiUz2B/D1dEcdoP/IKJwDVTycy0TKTRvpxKjapXb/x/wiC0moHNHpo2R6sl8FMQ/bWramErHXQrVqs3oEzFODSsC65yDmJ40AHkPkThnBH0y7/4RfZO0EH1kTl29sy4cnBFQFdn67OXz7MeQgyGf05zEvonGPY6BLJ5bdlfdTOKrBWkgx5GN5455QYletCXkD/X4UXxFsTgTwcVtGGgAQiZyU9/uVSBvcV8UFz5qMuWHY2IDyVEcjOGWgRfHGpxN2u0uJ9vVlHOnT0N0NdsJ0boX9l1QhfqnfYAMN+kExbndq3qUnySQJLAkyqBpAA8qSOb+pUk8HgJmP8PrNogaHnC20Y5tCRyKO9oY2fqCfaARrDGsovgOlswVvHWJOAj0AckF/ETvHCe25G6ivFRRQKgRTaL+fDWXWgs8RYTEhaPDqBzcpQaXkMW+ZGH2SNaffEtFBR0uA4eSqAibU1+7tlLfb09HJD6zMXTstR2drB3ohO2z7728mdee5k7YVEkrJuG/gGaqg4QbKlRA6JguP1X+BsGTMW8B6udXqgFLcWyy2ZvwaIiYUnqlAUhSrEskaEO4AEoVzR0trW5vQ2AUU5ffeXlZ7q7Wltbj+N/NTbmsHjk9hMqfnXQP9Iu4lqAb+lUAf2DpKURoV+EHRG9t/sA36OZ2bliEjE2KJZqOoBiWA2pP1gULk5EZIU8lkAFpdmamWTL71XYZ3cHqwEs2XEVg2ll0K9/9pNhmTapFHnrww/D1EQnCSQJPFUSKPmH76nqf+psksDTLAHz/7EjgCQNAaPQMoqrsQkK9N/e3uLhaOZVbElFosZSQGPonRLlMh2ArcCWFKJAizQCkzY7HRXEnx6wGy4+sA3AOIsEF/oWIxUT6QAcJ1qLk3gAH1UL9oWttaWAl158TkfcsBTw2U+9OD42/PxzF/+Tv/21k6OD+JvnywiuBqzg5vwD6lelkRuMIotvPE9CbU2u4aHDD77mgOIwI1ASBBla2ZWa4+MGjNkhv2iAdSSfWjoAqg4fcgHQyYJG09HuCkRKfHBnV2dPT4xBYPi3NRxVxEwT8VHRv3IV36B/Gm/qzUhhjy9ZdnLVES+gqAQERU95ovgojHYcMdQKHmQRgAZLaaEQVqfc7mfng8Q5UVm1XA/83gfX7cxZ9ASWBXAWgj/U8XT4abQEVKthKT5JIEngCZZAUgCe4MFNXUsSqCeBUv8fZZB9N3TBB8eDP0jFSN3efgJMVmq/r1VftBRQdP6JMpoOYF5ARXuqvBqijAqaMw8wqJSBSEPJ7HY1RyDLqFwA1tCrpApG1yg3VwOqfHVAvSwFgG4vXzwvtMf5M709XX293Rv4xe/shL3DTGvon0pkbK6F/iMYCiTXef+lrVOXPXbl4J6YhUaGm4ZJNhHFrD7MJDGlyxiywi2cEyxE9PX1ap+Al+rD3u4O7gQg/bZH2GzGAK1GSxDKLW3q46H/4gYAoX9KNvXm+o1bqsjeOPBDSw9574NrFg8B+pfrfxhpdKgDhGNqDCIY33CIEVp9HQDDPwqtpp+tcrC1gIyc28T241luNb43ReEcLqQTZhnNz7z2ibBeJvmVa7e4G8MiH/s1NM5EJAkkCTx5EkgKwJM3pqlHSQIHkkDo/1O0x4Ptzp0986lPvGBl4Qi0s7Pd2+1MxR8J/asELQWwMdEQjJVcSkgHsEWA0KZe5A89UjhBs72jbXR0aHR08NLFczBjdy5mCdFtuBkg9AIiFwpAqAOU+pMUCwf8cQI+F7Lq4zcU7FMj3k3oABz02dfbi6ke9I+9PkSKCDby06BwIpF5sZZiTGjrDVPpAjsNLAb4iWuMBUW4Q0KrH9vGWh1dCflFgGzhxWJBpUZHBJj7wQNuCWYdgFuld1gHaGt1njCoWa+8/EJk+Le8mm+1phxIt86MisbL0D9+MlIAUMymZuatLhGIMTzgf3V1TfG0pA76F0/Y+VqLAOb/Y/XWEZrcfoyT/orWIoDXAVgHsHT2vnPI02pfb5fM/ySgKoP+iReTfITSIkBFZIlKEngqJVDig/tUyiF1OkngqZaAbQDggHMnCOeg38JfQxvQ3JnKEY1CY47nAA/Wa3mwOMJfXIV7OmeGkpWgf2P7zIhieegAN27eYRGg9HaqWpcBDw30g1zl5c9RQhQLviwWHsXYoUDcGoYzepgqBUDtxApbC4mGWWADZoEFBezAqHnqo97eXsz5AFMQMGwqNk+Nz2IinupCDcE4iwS91qoIZZrSglHfaMtCq8JeIOGzZ08VFQ/4dRhom/fYsewhQeGRbgb+BybL2G+cIH4AN8f5b27iee+GwzdyHyM0xx/hIETjYThOszjn0hnIs98mCoe2oBUo4nHov6L4IXAtYSkj/RJx+85kUbw42uPnZnUtL6+guSE0Q/8aVmOoRVDyw7LrkEv5i0KDLUL/UUYWAdwGm/39kyOD+4/2r928qzWZ23fvf/KV5xH1xiYF7Ny6MxkqV9J8+Epe+eCDdBJoJNIUTBJ4eiSQFICnZ6xTT5MEKhLA/+fP/+zfEd7e2XXvB/cw8FvyzQ8nX3z+8tkzExcvnAOhv/XOVZJ0HVIRLVmuCO5bPAQw0WyxIBKwplCpR+YZShMUlmuEeUSgA0xNz0UQMyxZtHAPNECHE1f23WW97ukf6PV/OQuo6jaA5uMlB5uiA5Q6u1OCWksL3TaAEn94VVJ5y/VIqD80CYuDPq7j+ZN7mVu2yPmHeERaR+CWEaKW809xbQdmE69KOH1qHGJxcZl1CcXY262TcClEjYeFl91dZBn/jjis7G4INrXHAdmoDESKJoBv2NraBqfU7O8Pk8spTnt7brey2+HqikUZq2Xgr4/+yWv+PxH6N/M/22TZpM4ZPbh6oayRpRTZ4wXEYaCMBQwHeSjIes4iQKQDMPqa5FFRkdBoc7iPxZhDqTLXUQCQNSru2MkhRPrulQ/h/NynP7G8usGHmPv3p1EDmAb4m5EkXzJEl1YATKSJSBJ4OiVw0H/Rnk7ppF4nCTypEuDn//70Ah8uPOLG0JnZRcPQrsuNDW+984H6joFWBHd/gR4MIYGHCPKwesAeYj44NgDa+AjKKxdvUAiPBWsRYsM8yWcbM/EDnDRAQQ85LqY+CDYog6n8hL8/a2zsZG9PDxVx15KMx0ODfdp4arWjhxhtxK0796EjLyClqnnAU2OuQ8jLAgbAq2FB4wfo35uckiE2jAxt8AB6jOLkNYEbZ0hYai3nH5ijNrOcUpQnp/B0+SOJwsKhaUMUEwWtp1G8h7OZ7mNA3C/+FOXhaqmafr4sms1RrIBX3FfYm7G0vIL/mPl6PRb9W3si9E+8tv+igDEKQftp2H5jwyM+m5sbOCfBiT7JB8lQtRVoMreYImFa3zF/HlTIUPT/sVQrGX2pFP0XZ5MuGVDGifGRkaG+Zy6e5duo6eqE5k9/QiO9PzXLh60CfLmQNh3/wQ++a1UnIkkgSeBpk0BsuXna+p/6myTwdEogRBKYaxGCvEdCW/ut2/c4pp2z4b/2q1/hLBSOsORxZv4Dm0KFQiIJA8hAVlFkMUheItloylnmYDU7ztI4XYN9MQYKUUCUCsDFZ+P+/SnuRx0bG7lzZxJfcyyg2zsP0HY2NrdbW9uWFhesqJC4NzmDyhF5AYmBJoG0aH8tjxSxRYDbidqQnedYW98A8s7tLAIuu7s6WbKgQNC/O1XHe4zQThWFF0d3V5cNVnUxYnFv3JY0fJWogOJMIXmx11EScI8p3YBLMeYtExSZkVij6YiUBGaFJo9ND1rLTHFbhXO39eJaAZZp58TiH8RreRWDfLKa/J5dpzJtOFkymmierGNE/MYMgUAYKZ7Q80cMUr3mF5ZWV9dDN31uMmBztFv0aGg4PTFuGtHoyHB0TFZYUS1a6wC4DRUXAWplIZ5OAdlrbV43SVoJWgTQBGOenDsz0d7RqVRU3Hl3X1j2sAmE9RY4CXMQ7UBfT366Us6R/iYJJAk8TRJICsDTNNqpr0kCgQQAmxzk7yLyXZuhDgDMYhEASHHq1ElYcBPHPYZrXHnXQV1WfCn0VyqYzNjqEA4Mh5weRtfhd57y+YmZYuPYGcAlZxmhAMi4zvVJJ0cGpAZsb7cD9cBPUZng3Tt3p9hAWeo8Q6vA9/UVgCJ6i3QAO05UagAN4EqsbB3D2fyrWoQRlwsEFGWaAEFTBiikDvqHc9ff/4UOgBBWVlclpWMcHxM89OjYsZrG/rbWzO2JBmhFQ+oZBTAZZLz3RuVKiaZJom4ZnSdXdRK1hLHLkyp//XjG8eBjHhQPmxuajTjVFKdlKfrH8o0CgPMPH0aKA0qpUtDf6v7Uqy8b+kdDC/UQ4zkIIR0g5Kzl/yMejq/FE48jbb3nFx2qGqOwnJDOdgLwLeYqt+6O3XzjA7fciS2D/gTybzo3UvNpOX6g8sO6Ep0kkCTwxEggKQBPzFCmjiQJfAQJnD59GtSIAmA4UpkrOoAHL2+9c+Xe/Rls5/cm74+fHOUY+5XdXYyvqAG1QHAd6G/tA5nVyg5PDP3d4Yab7jz7ah3AIKAAqJn/KUHu2iMjwwuLiyBdXS5rtUsN4G5WMJBFhgSbAThV/dTEydDfGgahXlDa3i4nZrpbkMNcolEPAq+SSroDzpGsfSICJ0vHg11/UH6M/h/tPwKkmgJQKc47F9E8nNftPHtLBXAbQJd53pIgLEmR2IkBu5P3p1lqCNmMBj76inLsbwmeqAVSNSj0jvJZ4jDbP1PIX0lW0QF2tnea/TYDsoSlRbBb0J86JUVaI0LdsY3FMEgZQHEq2v5JRcFjQYnxxfxPkA3H0ZGobM4+5TdFkAr6R42EsKdsDC2xhOBrhCZj2wBq+f8gEwz/9EXLWdKmGEe/0JHBdDfYwbYKqyxbBPCSgQfNjisxEDsFVqA/3Dn69xndaB54f7JVlYgkgSSBJ0cCJT9gT07nUk+SBJIE6kkAEAYqiK2A0gHAW0BWECaeEpwyzhkjOK4MDQ2QBYyCGgBR1ARAMDz16vRpVFGKnovQ34oCzehOK4sRIcM5YDE0/5vJeaCf8+XnIygpzuGhgcWlm9EKgLYQtLQ008fIR9/qRSzetOzWMdSLUBkw677xGwHkinQAoX8YEDKLAMYZEh4uhxGORlBgQYn6sQLHv7+4B1clqvuMIwUqxqNEtwZhcJHsIOZIUGLm7edJhsUt0ghdSiBJmg5gqSJom/l30RfpAKH5H8xNYwx5c3sYGel+U34HlhUoUUgZAAFbvBEy/yNtFn/QrHC9itA/nJ/65MviL6J/K+cjEU4HKGwFVgkaXOa2gubMpiCDzE4QJrMWBEwCxdptEYC63Pe2ofF9f32B8/nRY8Ppgg7984dNFvfu3Z2YOCWW9E4SSBJ4qiSQFICnarhTZ5MEKhL49V//2re+9e0K0KukAPEduq1Aan+O/nJwhZB4pQlIDQCkPBaJBjXEpACoGfXjZAt7DG0hCNpge3/DeGAT+IkYLLhjJ0dAsQI9IQ/HHHENMJzefShzYYeBjtQyh5PqxOLxE7QavLaWKQNg3FLzv1UqHUC+GYb+lbq0tFJLBzAvoFxKuZOHlVub0KiBdGERJj45MhyxM3bgQ15RvAV3HuzWVgBiBdJy0UE+CpoO4PcBC+86nErqyPCgRsoyQpjO5poWgFcXyIMI0+gwr2jGwqtJVeooqyUoMywCZOb/424FLJwY3EMsd/9S9F+numIDwhjmDIsAof9PBP1hZuYU5UC8VwMebWzs4rqGNHRib7hfHB5GJ9tKQROPNdy4drMC/UnOJWbQn7h8CkOmJ0kgSeBplEBSAJ7GUU99ThJAAi+99NIf/uEfSRSGgQzEQ4CfvAcCWCFDUXNzC1oEMAFube3w0VVKdoamDhyEB2cb4wwJj5v9Bt78qoHHQv/MC4hSAh1A+DJ0/rFaHOTyCgCOQER+cOU6OoD1Tmy0s3RfrEnDSjOiohRZVE7QBRAcDkBVMDHHXhm49nATUG4H4+S5GzixvZYCwKlE4FED05bl4ESY94S/e0t2dCvh6rVbn3il3a6DsHgINn4gpS7vKx/GQ8taH0VaUOZ/C6IDMKMi5GqpIhgymbuRcwT9xRA1O8oeBRkInnA0aQOH4sv8T1J7R2VvA3lZ5hoeGYSg6sjzJyr5owYZfRYB5P8jb5+oBGZmZP43BulO7PNeWd1wu5Tzh0sVIFl90qhliwAO7TeyxzfnKkf/lnrjxs20AmDSSESSwFMlgaQAPFXDnTqbJFAlAQyiHOwZIiQlWwygBDAEOpFXvWUG9ENvbG1bDAQQVkEjCEor4NgW24ZLpOB+bs925vOP9gQ6AJCoDihXsegAnGKE/43XCqrM5xFAFD/Nsz2gH6lhlIbTFCZxiCxjbmh1Lhc8nGu5sbnglh2aAiznUkpdfVyCs+8ex5X/sd0Uc/SOdiSDQaemZ8fGRiO2iYmTrA+UKgBw2qlEUa76CkDETBB8Ty0gWnrkU90iAMpJRVx++QWPoFL0T5Zqzn12yYYxYY2s6jBHaSGzV/MZE/vND+/AI/N/R47+VSzixSsM8z9Vn5pwFyP8//ZhEYYhtiOPosJL0b+gv7L475RfM2Fm+cnkYvb9l26/AU7ULc5GGhjs47vG9pX3r9wKqkAA2QRUpIXOnz8fsCUySSBJ4CmSQFIAnqLBTl1NEggl8NWvfvUf/5N/FiEDMSiSN+gK8z8HhxOPTfbmrbuci46rQlhOfVrKQKgSaFkAKMRBhKW11yqwahuA1wHARtHp/pY30lhOnz519y46gHPgMUQIMx0EDnZ1uaNg9JCakyV/a23iNFYhziZTACwhJ+5Pz87MzY8OD0Xn8JBe9ALCJq18rC1AfFQdwHYAA7gB34wgduLipuHOjvb+vl7uxLU7H/LGur/yxik9MQmsHHKGNLA+XHawJNaUcLsiSLFdne00bGt768696f7+fvGwraK/v1d09K6F9SM2BU1Wfg47MeL6j/OPzP/4e0kjhQ2xsEuZQ58G+vvqoP+D1y5OaUfQCsrwjxdQsbVF558Q+sOPRgqPz7jv7irQo6kB+t/dlZJA7/iQyICOjgxMzywwv53SaXg/y5n9+e//b//dqVOnquNSKEkgSeBpkUBSAJ6WkU79TBIoSuCP/+hb/81/83/5/W9+a2S4j9R+f1coNntcI65dv3t/et5l2W+UazsIks+j/cZ796YFnrq7O0nPrbmOt/g49OHxhxHr/nBPkApQG5urc+kRSKkBU4plZjEZf46HqvlAdd5SmqVyQxJXzsohHsRH1TzkoAG37kxBmA7AukTk5lRdcO1QAPrdOkAQtDzTs/McToOFm33VXMjFIfGWBFFrK7D2yKID0PKQvxZdNMzjI+6zH+MG4qI3P2fFcNsD7kvIJ9IB8JtSLaXbAIoVWZMi/x/FM23MKwzlhA9qwO6uG4jpmTmubhDb5P3Z8bF4owJJRf+f0q3AKsTe4G/aSV33p2aIRN8j+KlPPD85NQ3uNzZujtvY2Dh75rTFHJBQ+TAL6Osd5eWgJyY8XwGUokgHYB6G5v8I+qucFX9gEbSD/8yrTCt0hn9bUgjrpS5kyGyR897E2JC1hxvx2lrbOOj2P/3P/25C/yaWRCQJPIUSSArAUzjoqctJApkE3vz5T/a2l37pK59WGA8Q23w5MjQwN7905drtqZkFbSGVDVK4WdtJ9Q6VAVSFCO7XkfW9yWlSnQ7gwZPDwkHmYsbKNgCfBv4HAIF7BIs5wMeD/ko+4tFYLMyBQBzRs7q+QRYgIG/5IL3w7IV3P7ghBcCpBbVXACiQxwqMiBCBOW0nR4TGRvu5h5UgfiYzM3PDQ4MNjxoiHaC4CAA/VnMVQoPrNMAqMkIKD51t8poG0uBmW0CkGLC1r61tiObKZMtVShS3AVBsKacii+Z/gK+hf8sILp+bn0cnWVxeMQVgYXEZhkgHQLyhhK0EJF0aDwOTmfIhYOAiC2Ax5n9iPvHKc+fPnZ6bX7BCMJljZAf9c0qpRYaEaXMUpY5D8IQ8dWiu9rKpzQQLRWfovxT6U2bkxGW1hOjfIkWgFbz0wkUOs+IivzCJ+d/V3dXb23v50vlHuxtzc7NDQyWKVpgl0UkCSQJPqgSSAvCkjmzqV5JAPQkA/f/k278vDiANkFQ7UAFIigQnYSwc6O8B9//kZ++yzVcKAJtB4QSnWummDFAOZxCCpXTayUGgaqgDuAIFqfQ2xBSsDMgLCACL6dfx+yTh+M2tDBybJkADpACAsUB+wMHx8ZOc7U+DFxaXcFHZ2XHbUnXp79z88tBgr4rCH8YVXudxVtgMRtfiijcDNDTg/GPMy8ur+IQ4uBkfDWosGREusHw8RyC84dmbTHFk33OOQOWw9dKFc3fu3S+sAGR7tYvbAEIUGzW6iP5hKN1gwAFHlperyqQDAHm5AjlaByia/5XxIIsAcGbe/2vr4PfPfOqVUFdEa2Wq1EH/ZGdumxpmDT4gwX0EAvfi15yU9PhOESxCf759EjjzdmFxBcVJmrmfDNxVvGeG/7ANNFIm/2cununoaDNlXkfT8i0YGx/Tkg5dXlqc/YPf/dfDo+OffO31pAaEYkx0ksBTIoGkADwlA526mSTgJADuB8z8yR956J/bL0H/AK/8tqyKNzz84A/eW9sPUADkCLTiUVqoALhyeSjNn7iCu4K79+m4+7dF3g6trVWH9HvuyivWASylTBkgEeANtjYu3KPtSgHTBEgF0tEiQX9jlvGWJYvxsVGYgV9r6+v0/aUXLr397jXM4RhNYe7p7rYsIVFvA0AuzJCfdtpmADn/hKl446AAOC//YCdr6AUkDSjMAg1g1PpFFF8aBEkDNOWpj2cXOzHwF29rajFmzpaBZuixjutGhcgLKOwykyF0H6qzAaDo/yO1kLrszHu1YWvTbRwXtg4XARhWdIClpdW+vmws6pjb6ywCqBZ8nCAoE6j9/LMXe3q7tajFOgATn8WNxmNNRdu/DSnTDcDNtKnTBlVUfCNzppnt5RCDdABoFoV4r66tC+6jmmp7vdgQo2nXiuHt1q4ajsn7ziJDgnsVGKneXudPJejf3d3NDoeOjg48kcTJuhNNostLC7O/8/V/MX7qbFIDQhkmOkngaZBAUgCehlFOfUwScBL44Q+//70//+NIFqB/nijSgiHgAzM90sGaw0O3b98zHhE5XHeWTVAm+wUcqvN4Y319Cx5TBqCjxYGaOoDVwek6vmpOzzSvdEssJcD3wF87wLTCg5kU32jONfIPqA7O8ZPDfN57/1qpYbWStzZVCxoKm5rzjxWAoZ1Nt84LCJWmWgeIvIDskizLi1bDXl4L1iLk/YJx2xhwBRodGVwJ7nNgtOyOMFZOsNzPzS+GiwBmRaaQaBuAG+myh0KiFQCErNGP2EG30kAs3hYBgKroddoujA5QS7zKWFwEkB+XOxnTuwDduev2N1+4cObrv/3tT776IssvbGf5whvO841JwoQYGnR+aPYY9CfGlE1wfLgaY8x1CHqB848vpKKyih8dYHpm/v5UZVEoKsfQv8U7/e2B+0ahApDKto1oGqAbsFf8ePOx4eEBNLfjzcfb+vm6ZLs4yMgoaGiONR572PCQGBR1jnmdnZ78N//yf/zM537h1U++ZtUlIkkgSeDJlkD5v+BPdp9T75IEnkIJTE7e+1f/8p+HrggIwdB/0fwZisg2xcquT9KZMxMhgzP/V59qCb4B3oGZjE24EGWAz8oK5u8tkDePGNABZucWjFkE6JlyZLgVM1DPsognrCLKTjAyohuww4humBJFYHRkmM+rr7ygEnQGqCE/KzbSWyw+JCJYzCIAT+j8I+ZOf+4QW4EVRAfgEe1OTArg4traeli+6EgIRQZiZIY3Oz1AcHzsJJZ4pIJILQunRt6fmqZrAG5chCwjRIgdCYZ3JkTdtNLC7IoEdBZd/5W06H39w/NPWQRQErhcBDoA6wC1/H/Ew9ukZzFGYP5n7oH+ifnsay+hnbDZ19QeVMoQ/TMrbJL4Yq0YR5jlviq2dqAW+ifH9Zt36qB/FmRk+1fZdGF2blHoXzEsFExPz/OVKaqsr7z43PjY2PDQEFcZRCOINliqifH17+np+cH3/lSFp3eSQJLA0yCBpAA8DaOc+pgk0PCH3/oD7IWhaRZHlzq2/1BkHI+IpzoxwL611TUITrAJGULQhIXd0CFLAcBQ+ZaE/NC0JFQGsNRiEQcLguQM9APuQbqZu7/Pj7e2NIGwtBDOWrzYANU5rraUjAh1AEUJ35u2E2Woh/5DzFidjZPfOeNy3iPdMCW80UnxpgMgBGF34jE5s3c5zCjaySXXnYqpkj8I0gZCPGfPTjBS5uC0nYNsUpubjrGwIJwdQs+w8HAbQCmOFHM4x2DzKkdYTEZTS2T+VwKLACIMo6MDIBHTZErKqh0F5F1cWhb6h+v06apNsfRI6N/BfufCBovpXhyAWylXeqaXemVbeSW5jJLzjysxP8vVuED/VTf1WoJX2/DCsikN9J+antt5wOJDyZpPUQ3gkmkueUDPR7y8wx3tEiACcd9Pd0ZW1YNu39nZ+dOf/EVVbAokCSQJPLkSiP8VeHJ7mnqWJPD0SuB73/3Oz376Y9CkUCPOOQP9/eY6D5oEEgDc9SkV03/0N/86B4DyWVxenZmdg6eyCOBwk4NO9lCO0QB4sIghWosPCSAjfsvoAx/eulcE/SGnaHpRx+IrHlvrgDNEciFWj3QAXLGLdVmMicti6hNA//mFFRzZOdOGDj7Y3Qs1GeVF5wkLcUjRg06zf4epEc2ohXsholQFQ/+f5569OJHf/7W2ylmse8K3tI1FBlzzcRrZ9wOHF5Cy47oTFas9IVFkGAzRP/HFjb+zs9mih8z/YV7RtggQJsFMd+voYEXZKju4Xpu8rTRbMmJadrS3e9zP7A3AvmetmjSW2V9cXSsp4Gow5x8iI36hf6dwFB6+JrRK0UB/Pmg+aOl1Og6zqQEsEYydHLZSQf+lmkA4K8QMG1OAwf3mN3876QAmwEQkCTzZEqj8Tj/Z/Uy9SxJ4aiWA88//8P/47w1vANHa29uBj0BSrIR8AE+tbW0AXD3Hj7OJ132am3H7P461ENGxCPCLX35dMrx1e1KbFxWMoAxWf/x7wDEgLYM+oDcgZulSgArBANnedmL/0cOaFnvPRwvFH9q/DdIpqfi2ZvikKuDldIBqX/ZaRwDVAWGhBGiMQX+q297elp3boTHScrN9e0ebcpkXkJotky1bgQmiDxQ3AIhN71AIYbxoFlVCq/nExBjxWhPAE8RszHYOD3W9/MJl5dX5oeEO4KzMB7siVI7o8B1qeqWu/+ZsFpr/tQnYytEiQKQFsbkc47U5oRmzEdWjnEU/2q8y2CMT+utN7A/Z+px/KQz9u7lRZ9VIhdYXu3jk/ONLs8JdSn3bf4j+2W0P+udrqALDd1WJeQJOQ3cnp55/7lIekf/1t1PzZec76DVzN+VZmdH5s4L+5kfEF/53fvvfzMxM55nT3ySBJIEnVgJJAXhihzZ1LElAEvjWH/wBWFMHvbOPE1SHDsDH3ANquXOQi8fxsZd2f//ZZy78lVwHeOe9q50dHZQvSAEBusVnA+gvIzFoDJcSAA0Ig7oI8hAEIBbVAFAdvj3AGnEeZOBoVIjDrC/KS1KYSmS4CBCV7zrpdYBl74BuHjIRW00FIEeR8IPwl5bXsPpbXh1pb0E6GC0FFJcd5DGic5ZKNwBYaZEQLB4CpBsZeqeDQ0hta6/heDniGzoPiwppbQOwXGESNL3jo0jQfy3XfxgM6bLqFBVC0BYBzAsI+EoW7vBirFjIChUby166CNDX28PEMx4NIsKxVQ6fpDbwDnktkyOYzBamIsC0BYsE536aUqrRFE8d9G9O/1j9J+9PLy2vnmhtY3dysfBijL6eTPhLF06jqDsGpGofn8Ek5mY7R5o2H8fdi++mQf+w2D//sz8Ng4lOEkgSeCIlkBSAJ3JYU6eSBDIJYP7/wQ++CxoABK2ugc7BMYI7GQNgjiMCXaAMimVM/g8loAN89Rc+q0h0AHYZPuBoRW/yB/dXYW5fGngKSzPgCTwkdAiBZdfgEf7IrZxW4tE/xWZ3MwWILWxARDuMnxvUIwXAd7OKnZao1NJeelBU7x/Dmui/nRkEqQABAABJREFUqpIGYFwYYeb/MJKmIjGWVhQJ0A93wRLpWuq9xlmGKd0AEJaGNoVgwaNZ9/I0hsMwXx7XgFFZdJQUKiHPXD4Pj/Cx6QlWAgoddC2N0dY3YKiD/ikh9P+RJmlViLCdAGH88uoaOgAxLASVjkgkBCkqulvAyqFTUhX4OuSR0hCi3Hli2V8/9cp1AHP9Jx8lWqEh+me+WamoxHL6B/qzFR4XO2+sf7SuZ2MDpdoEa7lECPpLD2TScMRThvur+VRbpCAhhyL616bhd99588d/8aPqMlIoSSBJ4EmTQL3fvCetr6k/SQJPnwRk/gciYPVU7yPH7lpgrpao0AEunB/nlE+Ay+27k5iE19fWKZ8nymIoBwwE/OeBB6gKYAUk4d5MfMuJ484jIVdKZGd1mKmGDhC11hSA+hZZNcygWIC+Kk32OoCDZToCqJLgKXM9iuIJWjc5WiZSPCLzv+VFAnD29vYoBoRnSSJoarWJOkrPgoBgbvYiAL8Ea5pALcio1goZm0AoQQ452MtPjZ9EK+ODllJaq1Z4SpMYYsXX2vhL6vTMHLZ88/9xx8W2ZLpQWCaLAMzYyAsIR/3llUyHkTtQpMlEGJe61N+wpzazOA411HwsPmxGHdrmXsgTuv6H8SH6D+P5EiENg/6MWvQ98t+bPXSBZX9yVqYM+BU5h/79Q+8gv/SF15595mJYuNESQlQysqqz4HPjxjXLnogkgSSBJ1ICmUPtE9m31KkkgSQBfvtBUWx2lCiMUBAgKCyYCQpoXMBBEW6A8xe/8nlg4r/77k+ypQPn++GQH3Z9UBEF6p2Vmf8BpMBGe2S7hYeYPNH9NfgYRj6WphwKDBtJDE9pRir06B+gX1V1KXMYWWJvlqxyZQL0L/O/darU/E+ZfiVkj1UPnLKWlpaJsQsBwho5nbPFX6YWRhptYrQYEdSOXEmtWJhzjtt37j3/3DN5qOpv6IIPaJbhv9bJm3iRdVfvmlBZvl9O7HXQP6nsNLh7dwoCrIuOwcmkbn3oYclwoFvSEryA2lpb3YVW+Y5kFgF0DRa9RDGjnHC4kYD1vq+3m4p6urtw7rIRjHRIr3vaoMFe82F6RzsQqDq8UZic5vqvUrSSUwf9z/v91ovcq93oBNLfl+mEZI8WLsJ1ElQjOzOXpgv9P3PJLd0UH9ORHN+jR+H3nVOAo9UnsvOl5l+Mt9782d/+D/+TYmkpJkkgSeCJkUBSAJ6YoUwdSRKIJYD/z7/9t38MPNIFRg4YVQPDAhiKSwiBdZiGowi2yu98/2eKlIE8MpMDaHq7u1hwMEAGs3QGABkW7rX1TZrDdlihv7BpgBUXLMGxYSscLfAHvEN/UAOoN2bKwxSbLzbkUcFfmvRxzgD1mk/k/EOppeZ/DPaZnlPdNbYC61IwMra3O48sYDTgLDrHXY1FnoKzjA4PgpIAlcqbbgLHLRgS4VhY/MzM3PnzZwiOj49Oz8wqPtQKjBOi1soAxmxSSzf+htmhMf9TiFZL4G9pOcH2kYiHoHYCaMJgWTcGLQLYVbj+WEsuwGI+VomBERkc6PMj3sBiC9Z+9T2cpdwItrf7sC+A3VbLQYh87mUL6aHzD9mpmjZ8cOVmVJSaQRLfApyyJsZPnjvnhF94igPbQIOZpQy6mKkCVP8f/MYv19q5Xj3LGhCR6W4qhEWAog5A4fzL8P3vf+9zn3uj0KoUkSSQJPCESCC5AD0hA5m6kSRQlABwF4wC4BCYgzCbPczO+O/hQNUR4xFkKBbqYyj2wrnTb3zmlRrpLtq5aTc1UTi18+Yx7yMA2aWL54YG+zkqCM4Q+luBQBujRYTQLUwSDrOYKGjxIii2tIulMEhZhLajchQ0MFdMNS8XJYHIcfYQkCUXwhkcHFB2ywv059PWdqKzs31tfb10AwBDVqc9KgpbtUbWSg6JqFJZmst2Gzt0GWYUjXjNnSxMpYOMb33Xf/gB4ob+dcZRy4mSg26s5NgLyCeYI5DYnDybm2XqBuPygG6jATXQTBaEQ3BtbXNufuXD2/fxRmNnttVYi9jdK/GJQhpSOIvOP+vrJeifwtEA701OsSCDs9knXnmRaVCjxirhA/2v37gdof+L5yf+i7/3t2qhf4qNxtoqipQli4fQt4yMN64nL6BQMIlOEnjSJJBWAJ60EU39SRIwCfzu7/w2tDw6FIk3haXWwYjGA5oy2gggjwzMly6eJfJ7P3rTkk6NDeMGxL7fuYVVMIR8rMF5gpJ4p8ApUAJc6+npxsL94MGONIDNzaodtK5Mai9F61ZfTtAkSLCLw2M1/H9y3iovJzlhk8QNSrjlRFjqIPVzYEvk+k9pS8vLVh0E4pLh34y63MhKfG9Pt07hxAvo7JkJoD+RjAsrNSMjQ2EJoknisXjnGFP24FMTshkLYBoN0EAhPjZGiyf0M0Frq9V9RpGJYQf4AKbhxGb8WPRPLaw2mLi4jIIY9ENKKG2wLQKE81ZNNUcgBXn70a+4A+H5Q6Q6KC8gJqGCx4834VG/tZ3tipm8PzM+NkKr0FXd/ofCJVlWRSnBfCNL5PwDJ1rI+bPjURa+EX/23R/XtvpH7AQb29uO35+a52RYKTbigH71lWeef/ZSMYPFRINLvNeCqk4WwguI+FBZkgJA5Js//8l/+p/9HSstEUkCSQJPmASSAvCEDWjqTpJARQJ/8id/7L2WnYVdaMBs8MQ81v8HHo8YKgVCAXeE/hV75vRYR0frwsJyf193T0+XkC7+HULhOPmAVIAUm5s7hrc2Nh3wkjIA+OPZ3Fy3OjBF2zZc8hZBjHGGhKortjbkgQbkyYMF/xygP4hfDHRpw+/ELT0DtHgcflZsY2Nl469Be5+GpVY8NAmZWMMidYq7V6UADA/1G/rnYgLy9vb0ZLXkfxz2D9A/0Vmx6EgA8ODRXmrEnrkbBUmQsruHcQBfnFHYAWyRUhqRPxPHIo1gHzBZQh0AYRbv/DL+kHj22Yujo8M//fm7RDIbmZ9jJ0eA3bfuTEJHHVRG9YK3YVPiWQSgkaFyS6S5A+FgY77vKgRVk10ZWjzZ3tmz2Ugqg8hZTDgCSTOhEBatDq4GcFo/GXcfxMpYa9uJYiGoxydHR3p7e0256mxvQStjywc75BE4IlGD7c0YjA73rq1tIPCbH04SPzWzCPpHY0Tr4ABdm8aWBYJJUdSdK/Ow+nqEMCM0JUq3TF5AkWRSMEngSZJAUgCepNFMfUkSqEjg7t07BADQYDURlTRvLrUgzjlGO6IAKC0VnL3JSZdcDoAze25o7+7q4AOP2bm9y49DxOas0tHe6tFkhlmht7edQwUIaefB3upqc6nHvKvXgBKm4uYq46VLDR7aQwOsVaQY3N/Z4bxzV50e8Kv2UII4cbkx/FQFonPmOn/xtAFoZgxBZoCmIk0gYSFVKo1H1yhOuq3WI/yKgT/MVUwyMBeyiRaQLcYrphRkG/PND920MYWCkapqcM5HFaYD0E3Q/0H0SXKzxqJllivXPkT+fCgfleDmh3d3Hj7g+KFIDdAigG6xyCt3f0sBro+XO9Cxrk43J+1B2WBc1B2U1bm5JUuCmJtfAoPDw4Dg0rP1cKeoBjDcDc5cXnmA/gRw/eddnJxotqibFW5P4fmDZ1d7a7NXfpr4XjD9TLGhef4B6rv5FMwpDqdy3QH38/48jvvUvbPFRu3l5eWhwUFfdtWrdNSMI3QBKi4C0CQUAG6Lu3b1StoGYEJLRJLAEyaBpAA8YQOaupMkUJGA0BXmTEWFp/5F9tFKnhrUwoIzaa+vbVCIx17xfmIDu23YM72jEZBIpmh8e0SobCHX9jZ3ciVA58SJh329nSgAIY+1Aob6UMY4IfCvwE4cwf2QQbTOkocG0uEKAnG8yVWCT4stPlgudBhTYyzSZWlutnLCeGgpMyaQKJXgQF9Ps7/hFei2urra1dlOZAXi7zesrq+dO3vaMlaSLAp1q6b/T2aKBlZGKwAYjMNNIFYYTQW+Y003pcLM+YH+ZeyO0CIABEPI2ykD+c5Ul/y45/y504x+eAfz+XOn0AEePXyEGsC8xQhtZaAD4BBFyw0o10L/ysJYunWkagVAXkA0snQ0ycjZRJcunbVKa6kBYgihv2KA1MXvFHWFGqk4J072ak0phP4k8a1BK/AE78biQo2y82bF4eEezk57UjV3trf8if6NFMsgMjQnTlQ8/SyXCI11FFkaZBT+4kc/+M//zt8rTU2RSQJJAkddApV/ZI96T1L7kwSSBEIJ/PZv/7aCWCKFoQ38lQLKMK8tAgCYgP74bXN+KNBfKgSQz+Fy8LI3YJMRezDQg4oE/VUUkIgY6B7vzRIpAwAskigCGAQxPNS7sLCgjPE7B6GG/2IG5wyzjzYB9N/Y3CqmhjHAI2ynYYzzuM87EsYXaeSGswo4j/9JHRzo5U3fuVJKN2QR3NraYv8uMKsUENPf82dPjZ0c1p1c3Icl9E+ku1M5N/mODA1RlB5AZEXQeSR/S8sP0h1JO0vZuMFt8v6UMTOa6ELUQqOJ9FpZtigEzSgZJ4TGFEKLABBuXBrlfuPwbmmNKmF+YdGys4HEF86hQFv4oF+8cGZ7a+v+9DycNIZPqAYwA217hqF/9iLHi1d+RtGYEP3TL1XE5LRFgKGhvmgRgHqXl1Z6+3rorfWZ3mw+3Gn2TkG0Cx6gv0z+6pG96Tazw4IimC6hArC2voFvGPf1Mufx/hLchxOCJ8xLUUxp39Mq4RsPG8r5MmKkRw1A4CYHNh5Q+KOHbhd4qF9ZRhHRGEXngSIo7b1mZO/duzcxMRFlT8EkgSSBJ0ACSQF4AgYxdSFJoFwCQB8hAyFI20kZeWvIR6hYxOzsHDAR2D9UdlCJO+PcQefGpuamnh5nw67/mDJA7QA+9s42NR8zE/XpU+Pvf3CjtATQmwNBNUC6oD/psGGNNrRXWhSRxRNsmtxFZO4pPXXHKTZeRYmEpiy8kV6oCeBCg+NHjuSNKyOE/hXY2Ni8+eGtV1567tzZU8SsrKwhEyVxSpKIj4H+w73UpQqAJoPKlyaDA9LCwtL9qRlBUsFlMfB28i8TfmURADiZm/9B7WRhUHgXlQH6Ra+tZHrHoA1xWOdAL3ddvfqJZy/4i35v3LwHD8oAqJoCaSSLAG6qNDoXnbK2ZEW6djZy0NC6VRES9A4FgKZSbxhvNI5AtJvD+CPQjTbH0UdMgAUO7K/90OtoEQAXnV2vNoSZxsfGuNwAr7lQWw4ZTNqZpu2/ZSEDNFoTCgCSOXbMqWrO/S04KZUYNyR7D/luwhHmdfGPqmKUSmnRSVD0hS7fuX07KQChABOdJPDESCApAE/MUKaOJAlUJMAGgD/69h92ei8IwxNK9qChBAFYZiAaO2InJ+/joe2M/u3Vjs/GB8jYbwAZbWztHD/u9vUC8YX/hJi9OZnaHJrylWan1xMEZqlV0gocU2MjUPjNt98Piq9HZhAzOPo9NLXWySnTe8hggBKky0MSKxzu7WlwVXPH49Ub+NEETo4Ojgz3g2V13CdAk66pLgiAKf5R4C/syj3dHbhI/cbXflmpvNkJAHh1OoCr3GtWNXAqqRTimPyDfH2OPBz8tdoVx8gO9PeJZh9qwJiRdr2UWZRJQAwmoihLthMgb4wz/u/ucsKp6j12rJ4yQFGwM9Ow9q+urapkne6PJkDQlAHWmuYX3cURgOZaLYHfzSg319xTdOUiMvBr2m/3By553qrX/PxSeBsXaRIvEmaJiZvuuJ1NE6Mqmw8UFwFYAQjZ2ADA4bmcu9rW3ra1tbM6t4h062gCyltLDUCLtu8mSwF8/NRyCwJWqduE4M5IZSZmOk+YamwQLAKECgCrhbmqVmtyhbkTnSSQJHD0JJAUgKM3ZqnFSQIHkYCwdXgtq+y7tSzZlInJnzfQn3cp9I+wANAESAQzDhv2huCRJtDT1ck1TwY+lMQ7NMOD2xx0yx8AehG9AbngUMuB/sD+CIQRlEqQF1P+F6N1lJBb/1306OiQg0dCfL5FIEo8l3Cd10bJKG8UBPX6FjaxkrC+sQGcisAWR8tglQVbg8fIG7qpqCidXLm0tAr8KgotrA5f+TAY0oByC0YKgOIlbUzGxsbZR6wAEOTuAiQZWaa9qCsDZLkgvNLlvLzoqeqCmRNxHBrNT1jKNUCM/UBUZ5LW/cdsflBRrMBwCg5nwoYlQ4+OjPC+fOmC4tlZgejCmVPFTwPzNlJ+20mXN3rsyCBaa3TEQ5B7eSMdQDz4aLn++l3LxHixxLmLiwDHW6q2Ar/80nPkQUM+3tXMuU+rq5jymWKPtra38HHKv5t5T4Lia6kBAYvUbLeRQ35BSN7pAmy439pm0NHlW7w6ynclzCWa4WPQonhirl698sbnvxDFp2CSQJLAEyCB+Av/BHQpdSFJIEng61//hoFqAT4ZC/mZ5wnlIyRUBf2d0T+z+keI3zICR3ioQhg3RPDikUoAlmrdOsEZl5axSFjeM2ecq7E500ec4C3QFVbYKF7BwPxfzwuo6Bxi/j8AbtcSQS+9qcoTOiXdZFLaACLB95bEgfotx1tYCvC7M7No8KttyDZOIyQHzuLkxJv66J8sErvlNUJityAEQNycQzprLOYYGtYJpGF20QjfhilMRez5IkDlilk4w6UAxs2wMgJGMxweHqQQ3trDiru52zjBvVz5zcdSBiK3eE4LJRfH4ZfoANVOMtxn7HTEsgcfJO7fVUrpNgBXxfwS71AHYBao+yzd8GGFAwbFWNdUZnERQPF6d3d12k4GYlADBvp7WApgU0Fzc8vq2qaOEuJkKmFxVN0wu9HLy2vQ8gKySCP8VzxTA44d41vzSMoY63rr7LlvOcEyi+dxkxutRhoawnfrcOgLviCy0MFcIbGyE5EkkCTw5EggKQBPzlimniQJhBIAbRLU2+KLv+iYS69evW4MJ1q5ibatHD3lTBH6J7oWQCSJ3Yqzc4s93Z2GMvNi3F+HPhzqqPk4yOWcmXkeNRxrKlrNyUntBzT/19r+SxtoiWsEPc+bEzasqANEyI+dAlkJeVcA+ywFcL+YK5LNGPlWbKWr8LAK4p0Lld82zR5iORHlhVX9rYX+YSo9SckyT8/OnT17WjcPWKQRwFO6GfXLUj8qQTksBQD3pfMQ9NOm8ocC3UzzCw5sSlb5UgkQGkGuJuCNMhBqAoMDfWylrVLkqtE/WVZXqhaRmGEcsK/y7Y0MWQ5iRy/NE6C3JAh0gHZ/KqhFui3a/mE2hvyMoDpmnNEiAAOqw0Bptsz/ximCdYDm402oAShvWk9bWd3gKuiIzYLoP74Kt72b8TIvIGMQwWxke0BTk+PRN0xqwPr6Gg5XeIJ1d1eWXOBBnRCDshv9wx9+/+/+vb8fFZ6CSQJJAk+ABJIC8AQMYupCkkCVBNgA8K0/+GZ/fy/o3yAmpkePCTIcQwY8BXgDsM3oju8H0LOqrOpAhKPqw26rGh2Az8jwgOkABCmY9hiP6mERQFdoPfA+ReHh/VQN7DtBl/y1BmG7zPzvHWNy/B5yeLoKNfqY0PxPRAg0C7mz21JL1wGAufSlmAVhsppCfIQRi5zC/XqTip7mjOiBM3eYpdYBoPAUFQCQnK0AwAB8LA4xIh0ZHrSxkCdSWCMDzQJJGGO0tgK7nRKFWxookLroBaZuv8BCpqpCpBIQaxNJ4kIxUPmsDECwTwABAlKlDEgJzEaziP5XKxfJqZDwrcNAFYN33MOHc1v+OguahxDYu2DMeBxxPbCCTjK5mupWPIIjSmGQ3GyI6XB0HJC8gNgAwC4XKz8k5BGEyodHkOK1rhLyiGb47LtDjbUWAcScNckvyOTNb8ARCM1qdnZhfX2TfyL4ygv9KwvqBEFpS9AImY0T6SCg4kCkmCSBJ0ACSQF4AgYxdSFJIJbA6toav+5RrEG0DPp76MPRh2IDWcvzBEdwDv2M8hIM0b/wBFjH2EAbhiAVWYX1GhpmZhdCHaCI/kE2WGQBrGsbDvaVPpz0jw04TGJlwOCjxdMSA2SKBKdG5n/i1QuYeeyMVPGD+Kw0I8BG0JEOQEdMsOJ0yP3Rfgi7KT9qj5UZQf9KfHMTpl4LhgSlh8GQDjcAWLxZcxWTb+7M0mkbIhwbG8UV58q1G5YrIorjawy10KoYEAUapi0FWC4IL38nZ9MuTCXQZOvo6CS1vd3dgeWffVQCCmQ3Cx/QMI3Pk3KOGm4zxmZeQLp6WfHokFvbD50agDXee/jY9cAwmPlfzGinkQ7geVxLNMq0UH414tf71PjJMFik5RHEkbIsBWgcI10XbUroX3lpLXOMOVm6CEBL1BiYRZis8C+ivygPfNiRXNRd6Um8YlJsbopJEkgSOOISSArAER/A1PwkgYIE/vW//jdgBVwOzpzus0QAk37pgcIhatKh5s6unt8XhmmQXKEOEEJ/KxCiDhKNcZnPhg6AizsuyGARwRGBfhLnF5Y9i3uVbQLOEsF89Ct0BDLzv2UvJcgYxdv2X6k9YWqI/tVOSwVvuetrAxtw6Pov43oI/S0j5RggU2Qt6K9UBgtEWHQEKpW5EFtxA4DVbsTtu/fYnGBBCIae9/SM2/+9tLQCmlRMyFOfzhcB3G1ipZz0PVwKKOVRpKkENkWZe6L9JGwMlAEmituFjHtYWCD3Z9XaABCyQdOqifHhe/dnM7S730BZ2YLAsSa+D5wKChs3A2QtyPO7KRdMgDza/dVsiRYBGGi8gLTFJWQupTkUiEHHIyjSARBgpLmRvYjdiXTAv/CNJYJImocwGSamqJq6urrGIoCOByCvn5NOy2VGSW+kilu3PkwngSKT9CQJPGESqKx4PmEdS91JEnhqJQBGDPcpIgdQnX7O2QHJx+yIMoqH6F9CQwcwZ5IClsjgUBGJhrBD8KI4BMsra3fuTq2srnPe5bUbd+5OzgD9Q/RPlvqYHrcEs3O7jQEHe4qnf8r/xyEiDzAdBjqY2XNlddWgtrn+g8+QKriKp1aLVJFSQVp6ajETD1BDB4gY6vj/RJwWDFcAerq62JpsSSJsKDEJW9JO9XVpWLUtqUjYiBSTLEZLAVaXxdcnGBw/RGzSyD4+mE1ClDe8wnSqksphA0D9AkMHp6HBioYc5mIGbnG/7vbO9OyC3xkbJjI/HzPraCF5Q50TQ3u4/bequEKAQUcNYBMCUrW6ouFQJtA5FVkBDvj7x2IiIkyFVqr2XYgOpwo0HeFWuwN+L6K6UjBJIEngkEsg/nU55M1NzUsSSBI4iATwQsbTN/RpZqPs7Oyi8uqaT5n9gFAg0bBMhxIe7XOAz/DQYBgf0Usr63fv3idyfHzEDhslq8NnEau7H3d7c3N7Y3N7bX0T8zn6iWMr8vmMwK/QKp8DlUqhcgSirjqqAqXDoDyYqCuZPYX5X7Ub4nHS8O0Jzf9RLgtyMChbZukIoBZ/qjqgnyzV0Bn5HJPApUWEiwlWvhHoAMVFAEuNiPAKsCjJkD07AEgqit4dRekhPtbgKK8FNbiYxi3GCCTsp1P5CoCxUa/cgYqKjfE8lvAD54bK5o+7jM5Ztd3O6eLyUbGz5gVEIR0ceL+17So1BQfCzwSnBmw9/ODqzYmJkxzN5Hjyp9QLKE9swI1nmR3MeYFt7SfwK5qanu/r7TKeUA+xyK4uc3Zih/QJd07o2gZ+Sdj+6Z2xhYTTAba2cWBjdHjCJNHRdwQWiuKDxOCXcNBd9a8BWTAWyNXNy4DbtR+8+967X/jiF4slp5gkgSSBIy2BpAAc6eFLjU8SqCkBTK1488s4is/M9PQsrLYNVzoASFqAT+fKuxP2c0PvibbWhcUluzfKqhHqYispOzUXl1aJ15tjRTjqp7Org7qEKha8V49Av2UHdmDK9VhFDglFeOYAindLsUwxIUegNiD7wZ5o+y+OLsODvWQN1YyDlZRxAZfBZK1tJxByNb6v5xZFZnq7/wj3a484y6o053L8jDraHRYPHYF8dWXmZ0alDPxZDabjYe7F68PiITh4VKfuKLK+MhNmjGhAZOSzHjFYEM2H+YbmU+rBYmz1CZnG2cIuNgXdspVzGfLYtX7+PLWtrWVuYanUjR4WtNadnd2p6blnLp3ndNE8UwO2eRspi4TAccfUbItnO4FWSOYXly3yIAR3JNMV3IFKkX1HR7ZVGp86+14fpFh4NMp8GcXPrIA2ZdgK4cZi6H/7J3/0X/6X/yuLTESSQJLAkyGBpAA8GeOYepEkUCUBTOzALEPwUzOzoSeDbXjlBqjIQKhSmh04a97bcT//4WPoX+fxnz0zcev2PTGgBkgTAKRynI6tCYTZgf7yTVIksIYj4rUWEGK2sEmlsJauTU/PdbR3dHd3hKAzh4O5CddXg3E63P4L+ue+25GhXmBiCEB1BNBBzP9qPGXi6l3ffh/2XbSrs4kblGO1wTh1/BG9RsUCzuIIoioOsg5Qyw8HcaEyUaaEjJc8hLnOgx0ZBYIrXELsj920xkQEqo7t1o2SCDJq9CoUaZHHYmB96HcG11oKKMX3qsUKiQiaJzO5u4g4OM8nYiMYngV0auLk+1c+JDLTAcyGzpYADv33i1F4GV25dnNpeRk/flsKKC4CYK1fKXNAUquKzagVo4U7uoC/HDyA9WolM2sim2H4ImO5R7uTRb9WgWG8aUemAyjGl+DwgNcVK55gTMLS72BYZqKTBJIEjqIEkgJwFEcttTlJ4DESAIrV4ZD5H2QZQm3jB1+AhgGFGw8edXrvAkuC8NZbQ0lhiqOpl9Pf+ZQqALK4kzm00JauBvh9pS0R8gDIetN7hk44zGR7bqf1hNvDihE01ATCZpn5X9DfMXe5M45C879pRGHG/3/QDmxxIy7Hsz+quVXA6n3wgNNg1jD0shQgBaDOBgCEYxmNUCTDQYyhcyFd07iw3I+fHJ3xl0DD5k6VyU/htHKMKDVFK5W5RFG1TOnF5rkz77d28AWTJTtD/NU7eq3egxA2mdEu4K+vA4CcTS18/tnz71+5SZZK4/0E39xwCjDFMj2caX9ukQ+32r34wrPF9tRE/14vKvIXYwz3h0lOSXbdCb8xLl3Q3zilzplF3+JLCVMUQx1AOwFQJ8J1APkC4R2VTgItlWSKTBI40hJICsCRHr7U+CSBEgmAMgWnNtY3iz48liE858ciBe2PNTXv+suTcHY3cAxkBP3rriLxj44O2QqAYsyuvL6xGekATd75B7YYy/ic6Bs4BtFy/6iwyhsggh9FJRxQusRge27RaQKN7Ap41NmZOVJTFFsnhfMM/ZN1eLC/tJqDm/9VP9rIR1oBoFJlZNED1yyTVdAbR0ZqDx2nIvydEFEdvQ6esJwQ+rt4XzXZkeTiwiLID8cSooWSBRz9PoFG3F3YbVs8QzYsvEjLqWljc6ejg2JLR7iYKYthyFpbqw4mqslaOwEbeSgctxixvy//NxN7mBs7tykAxMODZBBSdgXBvnP+CflZBNClzugAf/Kn3/v0ay+zFCAvIOI5vx/lJ+R3tL8nWyA7TsrDpaA/T3R/vVZTJc8I+hNkDYevraH5MHtEF0VBLkSF8kwSOoB2AqAI5dDfFRAKNiowBZMEkgSOrgSSAnB0xy61PEmgXAL2M4+LfzmHPyuwmCT0j/8P4An8v765s7W+ZipEhP6Vva+vB2wtGkuzYQV3eEhDg+kAQEycfyi/CssELSDe1Z47BW1vc3J8CygEIGsGy4DdkWCj0Ir/wdUbOupnaLD/zOlxGNAEcH0JoT+RmP/ZWxlmJBLc81HRP7l4aN7BdYDwOHmkUaoAROhftfilAAfUQKilrudIzxSAGPrn0FBF4dXCVWuI9IE/F9Xk4PGrGxwmz9TMXC0FwHxR3Lj4NYd1byZX4Qwfm7y7OtvxMspiHvcHC7dUkb+kDmDdtwopmWUT5p19HUhChugbMOPxgqilkU2Mj35w9UNozTdO7GFq8VhREJyUJQVAkX/x47dYCrh86Tz28lK3H7HVcv55LO4PqxatWwsE0MPUvt5uC4LmD7gIYFkgkAnzIdcBKruBTUFCYukk0FBiiU4SeDIkkBSAJ2McUy+SBKok4O/6cT4hOiGkKs2jf3yvbWOoUoX+oU+0sLcVWNDQ09e/vjCtjQTc6Bra/q1A3KmlAABnDf0r1XSAyPWfVNUF3nSQk0Z666kckwhi88ahAhwJdOvt7cb46rlqvlimuHb9Q0sG4Oo6YTQBjJoYtkPvoM6ONlBvCArJWOvom4jNqjACKPlRFAB1N8tdZxHAyheBNNxShlOKGLbmE5zkf7yZToXKABiuCP2VXVc9iL4/NQOBxTpy5pEBmx0KDA2tXFxcLuoANIO8HE1ZKi4rEB2AK5w7O9tLzwtSMypvD8PRAf4yCoA6XikzoJiWQtvwOPAfnODJBpTG/HrjZy+fQwcgH0Jkk3RjQ+WAbNMEbBFAxbMUMDO7iO/Z2OhwxXcorNrfgmwRzKV8u0vVNDCGIoFI+U5pCS6E/iyvwby2to7Weu7sRJYRDWZ/X1C+WBQxdSazdACUB+0Gtm0AfFMokLw2uKUlp8gkgSSBoyiBpAAcxVFLbU4SqCeBr3/9G8eamrgiCabQh8fyFH/OhchhAGLi//PgoTsNyH12H8zMzvf09JSif/h1cCEwq9TVAR2ARYBqM7PTSVTd5sYWYNFaFRIgH4A7kAXwyhsMxA1iMBSVgfmFxcn702FeaNnRgWicOBqiZJJoT9E7/KCILKrGB0GWB9EBivBL+6HDdYCi+d95lnNoj1C5X3BAAQBe82nwPlEoA7QC7yqaIV//YhsBtUSyr8MdTe/xHEHGlOrQhMTPoUa2QEFtLAIQPz5+0tW1wy7qB6gf4uw71lSqAChVb2pZXFz5SEsBlP/xdIDI+Sdshmjck5icaKHFJK99uGiJUQwgfmdHLwyGTeOgnP3l5VU+xKCpoglASBkAUusb8VGN/aHvDW1mTGWJ1zpDeGMGM+qZy+fmF5Z0N7bmiK+35o1sannxVFzivQ6AL5C7sk3KRujUVPwXQ0Wld5JAksDRlUBSAI7u2KWWJwmUS6Cp+Ti2Rgf6yh5+y3nMUR4WwXHxavuvXIDc+1gLtlCQ2WBHh+FL4J3hSACPYR0IFWKOIgS5YhbAXQvoiz96ez+grFE0lVR0Bq0PyBqKMoAmAFJZWl4x9F8AbK5UViWaA2tue9uJyFiLlZbmLSyujJ106O1jPAdcBDB4HVYROgKF7Zetvcq3RPiO04F2HoRnPjpNgDUTfPq3d1ADwsJFm2JGro2NDRujKk4sybkmYPHoAJ3dPUXUy4JP8Qx7DZPlFfHYpYAw18d2BDILfVS7ghSLiNS7og7g1Fxnlm8YGhpgbmz6fRGsnpUWhSiiRYBwyEJNgOzt7a0UTtlhUZzbEwahdc5PFFkciyIDPONjI3izzcwscFSUvhdi04hHvkCPLVN50Q3UZL4mU/7gYNZM5OsVtSEFkwSSBI66BMr/pTvqvUrtTxJ4yiXACoAkcP/+rDnxK0aoy/x/QvQPQ5X5/1HD8bbOhgd4GrjHPDoc0eGj/AsUu7Va2AGZp2OZznFeFRjK0+O/MEcglRgeEAyP1AC98fBhdSLOXx0OVRFS2LFg5n+gv1y0W1qawIjvX7155tQY169WF3Cg0EEWAWh8aVmRI1DF5F/K7S21nAXEOkCYznnt6kupDmCctNPofefWsa/FAYvMACvA1rfWuXXt7xdP6mRRoqgDWCEh8ZilgBBBOzXvIzsCOZ+eXO0M64WmNJaPGG6NOD3xMyjiajBHoNOnxuQFlHEggbx51FJUhGBDgHFxYPrlVeJtY4wYSjmjvLVmSMjmu+AmEnduMP+VxFpZpgDkbdaKhzoeZj8IjcIEm2kUfE22d3bffvudL33pFw6SPfEkCSQJHBUJlFiMjkrTUzuTBJIESiUAuAcotLSU3JMFEOExR5oIv7jtv+40lX3Qknuzp9OfhcJm4hrwteHe5BRu0P19PdRYC4rljaS2qMI8JfgL/g9CFZJmR+Xj6M8h7r09lU2QFe6A4pgTCwnfC9MIMXt86P4ZRGg3b90LXSws12OJCEYX+etgO9QndICV1Q2g/9170xWrPzCvXGVwO49LzwNVj6Laww0AxXZqVWdhYUlgkT0AZLdBon6ETm2oAVGxYZChCYNFmqUALpa2FaSIIcxujkYRT2mQKVraZZiF/iFCEMy4l7bUrQPgzNaZbVyurNUUJj1bgU0TKC2KcsLuENQj4B6+8xS39qLHYkoJeOgLb6WeO3vK2FgEwBGIYDgMkoyWRyyXZalPOKevbdSnLTorfeBrX/ta/SwpNUkgSeDISSApAEduyFKDkwQeI4F/8F/9r0MO2csVI3Qi/58QLiiV7b8P5fqfvx82OhfzOs/V67dI5UIuTiMBLoDRI5hOajX+oNpizVkNNE8tzMKFPxQeMqyvb7AJYWR4INwiWciURXDePAgQc2aIGu3Uc3y1WdmYnp2/ffd+rRLqxIfG9SJbBVMW0xoaPrw9+c57VznFiM2d2t9ZxlUVF1Vn+gAYt4ovOB2IPcPY4yfGxyIGglPTbmdwrQeZozmEnjaRebtWxjBeSwHsNLDIcBwtEuB+cB0gbJKVwOiiSkntMbBuqUX5kASU59PT0z3Y3x0qDJYr3DqMtmbxEeHmbi21oJoVTxsaz5tNt+ajVc1SCUXQn4TLl85Wkj2FDhDFMGqa59XfvsppURF/GKRJbP3nIFRJ+Nd//ddOnz4dMiQ6SSBJ4AmQQFIAnoBBTF1IEqiSwJe//OVf++u/ejxfAcCSp2QDKKUY3G//bcIYKh1A77bOTvYBV5UeBDiHxEKmAxADXiyqAcbpidImsBPxobHVwlLEmxqwsuoagF0Wd4haSwG2fRkbfwj9yQjaCwEfEkAHwFz9zvvXQ8O5NeljExEIC8u5dvMOgJXGz88vvfn2+3w+uHIDZWBqana9dId0rj3JNEtRIYKkgyHGrSTtN+hQJvhPnxrn3d3VhSS1lwMh6HIra6cqCQeJksHW1nKduEqw1jAZZ0hULQXUwMroANEwhSUYjSZYnGPk5YAjaUf0xbpjuSA4/zMMimYRgOYMDg7EqlpucbcsTLYsS3X7HysHIf6tra3NzU1o+45AEFkZKavJE2Ev2MHN59yZsZGhgWouF9IigHy3lEqZB5FkVBTuZOhPc3OLNHJpeY3p9O/9xm9EPCmYJJAk8ARIICkAT8Agpi4kCcQSeOmlF8En2s7IdWBKFkbBsds2AITZ2P7rQb/DQtnHOwIBheWXUsBCDdEtYOgAOmJfIMkgTlhLNR0iTKBkbL2uZq4K0Rd1h0UAJdRZCpAXEFeCVRXB4TnNVZ70pNp5Ph/VHYjORoVbsBSGKtWh/9Ws/WfPTHR3dRK/sLjM5+atuygD3/3BT1AGShcHHrGHwfv0g9isLohQBzA15s7dyTt33VlJd+9NDg0OGr+0iOs3bllMHcIblW1HRx3GekmoHHfu3K+/eQMcX68In1YUOLmsv7CEql1YGtOmlg4wNNhXkqsw7+VBp+lHyW4iVisDVp2B/nWm6YY7y5Wk0vlAd0gNVRrYKBa/KUD/6toanxMtzUP93a0njp85PTY6EusAxUUA6nKTgRuXD/YwkRaXllkw5N8HWQ2Wllf/0W/+w2T+P5j8EleSwBGTQPz7d8San5qbJJAkUCaB/Yc7z1w6g2MJEEBmco9ScIBx5zniwsF22Cgf238BRriQsKkye3tHoP0Wh0qLD+b/Oe95HCZxO9LtO1PE4H3BA6zhAU8I9Jw/U+J/cvM2LjcO6wj9mCmUmCJAD+sSjXO5nWikpQA8K+hyeIihOENXKMWUoD2/11ne6rgDYfM+OTJoWkGx9jAGw3MpZ2xUzvOA/mkn1+7mEQ3oAJxqen9q1mIgUAbsDTHQ38t7Yvwkb7tnDTp8wHy2G5he37h5R6mCqVx0lQczW7jaoA0AlmQ4NfM693/YcusOVmpq0llAjFFYb0QDem2hYHl5hVQOZuVNycyNT33i+dCRPcxL++ufCgqwDvkZJtB/6BbFyFr7Q07RNHtpZY0b5piZ4ZCxbWZibGhyaqGYJYxhmun+aSKLEqBtah7zEAZmNY9mNU3i66CiXnv1udBvDfiO/G/dmabhtAkZSVsQc3cXV6u1NTFOx7iqmemxPzjQy0FDc3NLLKqIh7eOBM3Gy8cyk+W/FB0KZFlEAP3t20HtaiQnFF04d+rcGbdelJ4kgSSBJ08CSQF48sY09ShJoOHunVsghmPHKv7KIBU7zX12biFSAIDa2vhbMf/n6wBb+5V/JTCGGuSLzP8m9NHRATNGclnVyZHRvr7ugb4ezu4EGIGBdBCnuVJ84Y1PgnF/+rN33n7vhi8ETAlXBmNomHCSwLrijSZIv+7cvd/WeqLHXxRAsTx4BK2tbSyvrKpVeAE1+yufVlfX2bKsyFrahRChdAAaRl1sHuhsbwuRonU2JLyqU5GVJVlfLAZC6D+MET040A8R6QAhW1EfAAhy65Z4OBBSBEc3cvD99PTs1PQcMXKY4SYqpUorEy20Kjp+u6GI4wjrdCDWhSTMWkC/JKeG1g/uT998r5YCQEYtApTeDBDt/Y0M/6pUM6S0AUTeuHnbLwqx4uS843S8FfdFgH1bT3AMVKzVgI9DKTETAOK2uZzxJVUMAv2UKcRv2qxawlzleeXFi89cPl91HO1+w/mzp1CKvvjGMQ4Reu+Dm14rdpkE/SGE/lWO3uxoZykA0D+dbwDge+fuBAi+pUL/WgSQDiCnLysnhP6ulqYmhMC04fKBxaXV/+Lv/YcL87Nnz182/kQkCSQJPDESKPm5emL6ljqSJPB0SmBhfo6zZUZGcGnunZzcBLIvzC+2nDgROgNEiwD++P8q73/bCTC3ujXcFjvnlJr/hwZ62Qo8MNAHJrt5y1mdT0+MupMlcwgMvCCSnaB4NQh/4/QCXseq/Ut/5Qt8rly9+aff+Uk4ajQMToAUkA7wlJcUsjgrLKfg6zph0wTwCDpx4rgtBYAaAW3YoR+rAFA0CE8KALTObgc2ocw8Vg0oLgKUNtjQP6Kp6okPPFYHCLNwFBLdp8FhRZwRCQ/H2gj9h/zY78MgtJBrb09PdgZonuz1MIeFHRx2gTzB/+VgKEzUcz93Fn0e2iCi/ptGqp3S73704zc/89ortbIwi0oVADVYuUrRv6ZZabGsSNy7N8V1ymGqxtq/t7a92d5SMd6DoekdGwssEoLpZEFSuQdPrVLVxDCrYdBbkedOjwLBL144XQX9VQqyZbXtkbuSggvF3nj9E3xQX69ev7265gz8RfSf166lgLabH95TDPrAEDqAf8K9y6EOoNQI+isS9M+w4v+D9//f/zv/CyLnZu9P3b9/cmxMDOmdJJAk8MRIICkAT8xQpo4kCWQSeOvNn7a0NIOtn3vmPAdGsrt0eXWjp9v5XZiMwkUABx85wMdu/82PAALkABdb27se7a5bRhGR+f/yhdMT46OAjI3NTfA9qAnoD6fzwxDWC/LTDAzVACbUgLl5524BypcmgGWUD8rJW+9evX13RvgJBukAQBNKK7XcA7lUUaQJAIVbT5wAS4H+1QS83rkSq76FGE6swqYDAOtRqNABFh+nBhQXAYr+P/enZ+l7Z0fb+oa76pi6dDYOTuJqIW/MwGwMDeGjJYUEveYhRoqHiVpOX1orEL/gKUiWIMfd4DMDBB4ZHmJmEHP+/Omurs7QBUi5im8OKUKAtv/YGKxqi4FQ2ywGHrHpTfzdyWnWalgHsBhjFlF0BKIjAGVSS6E/8a6OwpRTaaD/H//kbXlPKSZ602DbMCPoL4aoI2EQmqUyTafs8o2CLgT0Hzs5xDoSE09LNE3cNFx4WHxA0eUhBQWDfeGf+dRLLGQRvHPvfnhALR0J72HgCrMXn7+A6x3uQFp8G/J+YjaBVZXp/0B/YsznR6m8Qf90hG8f4/vVX3hdiijxO9vx19+yJCJJIEng6EogKQBHd+xSy5MEyiVw985NFAD8FHDhPX3q5P/7X/wOgA9Q2MoxnycqB5nbIoDM/w7uY8sM7wGA3t9v6+jYXJ+3mgBXONLI+x/cTzyncAI1ZucqPESWQn8X70+ahwDHUy8EQNFh66VlsB0xtBCo9Atf+DQgmNN4rt+8BySSU7JndoZSkEotkCce3qEmQAunpqbpPrqHFIBSLcLyQqAU8aZf7CVAhQBh+9b6pj7YBb7jYRXyGx0tAoTtBCrSF6Ab3lDiv3bj1ne//zPLC0HvYFMudABiaLM9ISc0nBYT6QAOlgKUGS3P42jH33BqYowk6QPKTgdXVkoQHqmudP5vbFjfLMf9VnspYX2n14w7lTJwcIb4HEcgYi6cP1NaAiifeFsHQDZCsbXQP8w2waICUVnffOt9dlkE8d7wnofprgqXrELzuSQhRoTi5eJC3ktOQ9BoV++ZzPv7ugb6utkV09/fq4mNl1FeW+UvUxGxtLbieuRGX8oVuq7mPAsC1PJSz2XAPal4u+WagBRaPzyusP0zp0+SlLkD+XEPu6D6KGRnp+Lur0i9mWMaHcz/n3j5+TOnxlnl48tI6o9/9J3NTTcVefoHh0dH3f6T9CQJJAkcdQmU/Ht01LuU2p8k8BRK4Ic//D7uwt/5d9/2OLXhwc5DCYFrXD/9qRf/4ifvEMRNYW9zix2cUgNsEaDxWDPmf2389WoAmkD2kSPQbnNHKFLcP8AKn3zlGc6pBGnghaJUHbjZ1trC0YFdHZlXei1ARhZuG7V9kDhPc1IKOAOwL4s4wOgzn3rx+WfPv/nWBx9cu20NABgByGhAVDKRhjiNGUKaAHZjrNeUCQwFVEV5Q36jzREIf2ivA7CbWf9gNmK851OqBoSLAGF7aF6Owh1oEwg+OTI0NNgzN7+iSmEAh0ELoCsS2oKksiwgHgrksdZChDqAsuBiBF4N/VVgU99Np5qamVO/wtZq98j8PDtTs6ugwooOSIP7GSaOuueN/GmtFw46gMCrK6a3p3Nufv6lF55BR6X9xZLB+qYAqFP10X/YCytN6H94eFA42+JDQnAZcUW4ORKyBXP0X+mLlYbJn36B+/H2sS3XlmpEm/8CWBCCoZFqyhvpEYMmIALnOoLcuLe+sc2XK1ei2AOjAmhGZWfw/H6D+JUm7zgdkYQCoMjorX83qI4qOtpZInPpqKBqwA++928JoiAtLK38g//N/zbKm4JJAkkCR1ECSQE4iqOW2pwkUCWBycnJb3z9//Pc5fP6FVeaIaFnLp0jRjoAXsihGsAiwNjJEaCZPlz9CxG+fXzD2l4zGz112A5u5QDQsZHBu/c4jaTqAfoDYdZ3Hu3gKnP8gcCW8EkRJYXon1LAtVhK+/sbpAnIDsrJiWR87ZMv4Dn987c+uHff7WflARKBlckCYLJuKqnWmwNUHja4w1jW9/bowojDglp/qJXDxUeOQMSAZb1V3KXWUgNsEcD8f0CNQv+RDoBIQYqbWzvLy2veEEyPnI8TSBc5GO53lfmH9vNAwsMoWN9Nn6Fq4ilEFXlrdJZXfy5dPA/GFW1Ytr+/j5i2tkxnswyYoVErsl4Uh9D4qglaKNyvCXC8pUUd0VlD4HwWZHTtLtZxsp4+NQbcRH2FRg3gDex0dK4PyBEIDWJjYys86BOe6DE5hPGG/vv7esP4kEZckgbzPIyPaJNYLfR/7vTI2Cg2/8zkX8zOkIH7ia+lijB60kAiTQCtmLx0sKf7OAzcuy0/olwToEi3IZ6FqY4zbXj9ISg2/SNDidRacuJEK3etWVCENWZ6Zu6F5y5093Sj9DKNWNbg+CFwv9QAnX304x//6LXXPhOVkIJJAkkCR04CSQE4ckOWGpwkEEvgT/7420BVPN1LL8NiEUA6wM/f/MBySg24Ozk1MTGGvV+WfjP8hwROQXPLbiciDzb67s4Of+bM0J27U3ZtLdD/GKcH7u0/4POQi2MfLaxsjgBh8oP2M8jpCwFX4HGuo1cAUj6u8gKg8CEMAl7j7HPvJtTV1YXvCjiSozk31jcgOKNwYXEFgDI7t2ywDwBkmLhSoqecg7tfFDl+vAVHiM2tSTg5RpN90qTXUgZkGpcXEGyCpPk6gC+3thpAshpDqzI4nuVwfzyUdOnnzp4GkA/2dd2bWvJZnOkVEA9MpJulaoDLj7sIqpqHywryzuTAuavN7AnOo90ZNd6y7mMczt3fB9tFDuJws3m0eK6rZ3djRFtdc63YvHj7G+F+MCUxGP7DbGwOGR3quXBuwnINDvYb+iSSlrt3V/bDBHjd23UXkKED8NRH/wjNijXixz95a/L+DIpWGfqnM25i0kez+ttcshJIFc1fkUX0D+5HMufPTtQy+VMISlFnZ6fQvxVeJOjE1taaKnVfUjvFv5FN8I5dI4tgoKO9BG6A/MOJWJP3ZzNWRQVvvpXKrjgapl6D8o83NyEoKWzunW99piJ6T2O4A+F3f/vfkDHpAIFEE5kkcCQlkBSAIzlsqdFJAiaB7333O++995bwtEUaFFAMZ+OcmRizRQBjw8T71jtXzl88f+x4izf85zcABLcBoAwcb+vC7UfYw06cZHcB+whxIGlqPv7g4f6DnUe7vP1nb/cRUHF2YXVsxJl4w8crBZyiiL7g/vER0BHgkKdKjmHczmAelgLAgAIo5MU1eXllBc7Tp8e1i5FD7t+7chsGdZkCo76rdpmxURhwuCaGGikNBUY6jA7URxkoagK08+Gjh/ICIiM6QKQAIBb6ka8GtHe0t+Logh1XeNRMy2qGAU2Cvu+N3Mg7Pj5K/NrG9srqFv0QJ+9aaoBkCIPkZvxSM+i+UCOEWyRo8KsBvlRgn1REpw49etTT06O83d3OvQTUuLi8GpZJZg86AZ7OuuwbHGsClAmC1JtCDM0LYsrqby3c290+ffp5C3a0twuXg3RLl2PQB/g07zVh+0fClrFI0FmeMJ6dsteufSj0X2fjL1nCQQlLiGjffS+F/f3PfeYlVFAYhgd7maKcfAWyl8e8OJRXo4+629nRgZSi04ei8i24sbnthq26Oy61ka8nG445zdX1VBKOdAAVol3gmb5SKKcpUACYYzRMuW7fmfzFr3xOdPRmVrQcb8GdaXXV9RodICkAkYhSMEngyEnAWZvSkySQJHB0JfCv/9W/EPrHIl7aC+8t0gRquHThdOQPAMrgIq0b125OT8/hdwGw9j4/lbfcgVra27c3N3HbAP2DaQBMO7t761sPHjxqnJxZXNrYwe2Hz5p/Q2zsPNx48Ghjd39x2cEFewy52gkkHrY5pxceABIfh28CEAyoQg2gUh6Vw4GVRIK6AP14AX3y1Rc///orABRjsOqKhGEdkkKkK03g1p37H1z98N7kDCZ/PpY9zEWk3JMsFSRvNOXMzC1ubG7RHLpGkwSajSEiSJVjFZbXC2fHo1QFpQaAL6VR0GtkZUnFLIa5KRxXKbcxIwfG6DkLi4s+i2szLv5hdlpOm6VrWXyOHit9pFg3GP5wTPglHGuSMmKtJwltKlSWyHNydDA8vmbAL7+QRVjWKg0JpiWXJZs7UJgU0lGzQf9/+u9+APqHxx2NX/uJxsgrulXcGkGvnUK65/VPv9ByvAno39eDRb/13LnTIGNUPhQ/HvrC1OJhNaC/r+/k6MhHQv8cjUX16F1+7lTErjbx1SDeLax4zczVZUsEeavZUu99t/KwFg7yEH+bmyqGP5vbyOrMqZPiKl3oYekMTQYG6Tk4AgVFJjJJIEng6Emg8g/B0Wt7anGSwFMvgR/+4PtCkJJE5AUk6E8SqKWvt+fF5y9D37p9n/hccg4bLi2vdHR1Lsxu7ze3tHZ0NzQfLzoFfXD9zsjYOPoAe4WdVuBuC2a3QMPm7qOV6YWWto6mE22Y/50XEMeJ7jn4C1Y5tg4QXOvLr+gKURobE1mXyJvh/pKFt6AkDYYGRSmGSHQG56LgNIRjWI6JxysaAMRZJaMjg3/9V774e3/w5+RSFSoKnvA53nIiuhkN8Bc2ScylywIhAAXcl60DKDddcKsB3MM1fnIkrF00NUaRQLmJ8TGpPIBFNBAEcXdyNmKz1YCwBCzB2V7vnNvQv49AHu7JE4HCveh2BKkU2T7YdVhTEsCefXtyur+7U/IPanE9Uml+rcMK89FuxKoeRgTho7OpWGYamFV49EtvvCrsqAyR8w+DS66qsvxmALn9BO2JWFyQusIRl9O/+Dj2xxYlijmRDWsL2iM7N7/k15qqfhMlPf92khwd6rt86TSDywfls70du362w8EKF0oG9FsMIPuAtn9kura6bhlpHpXytQh7B02k0wAa3VlbCBz+cB2AqwNicWkO5MocKwCqgoYhuvtTM1ev3eLMos995mWrmjptrwiRmP81CVB1dHTv7/zWv06LACauRCQJHEUJVP1jdxQ7kNqcJPDUSmBy8t5//V//n4eHBgFtWFsN1gsuGPo3+RAzMjQA1MOV30dW4NvWxvqJts7t3Z3Fudl9Tprp6EINkPnfbQ941LDW0PHejcmTY6PunFD2DHj0jzKw+cB5/qxsrzUc225qbXvU2IwC0LC379C/NyQ2rj843rxVtMICuyIFwNoJkXfB/QMF3OF97FgbV3Ft+vMoAVSmA5AEBsKC/hu/9mU8H65dv31/eiFChPDwhOhfMcJJgqqKCd/yDtJFYBz4w75hNkSKQfpAYN4OUbJjgWF1bUMbW8MyS+nRkSH6uLKyghPOZz/9Mn1/9rJbOUEZiDQB9QtmHhjgBALKGKyg5AbtWTJlAy4QI5E8nNbK/XAoimBSeDRnuITh+od3H+xs7e66a9eoxWcX5FM+vYmpzJkwQbTQPyXQDKHN0eF+jsIcHR0aHhqAB/M2a00Q5vxTLEQxGP5Dj3+ULqeGlFVOTeEIhui/zrE/oFh0qumZeUmSSkH/0GFRaolQOMb+np7OkeF+d6u0W606Ll1L+5Vx/ynifmX/SOifXbvaaKu8YQO8PJ1URWiA+IYShdoNp3QAf9DnA+tUWA5zwgV9froAD20T+u9oP3E+2JhRlcsHnJ7jdVe6ubS0zOoYCuT777313PMVnaGYK8UkCSQJHGYJJAXgMI9OaluSQD0JfP3rX8fVHA6A1/r6Hj/qeATg5F2E/vrpZxEAhwF4fvLz9xzy81BAFeA+xEkwGPIBWtt7Oyvz2w+bWo63dzU0HcfWCMSc22o4Mb+2uv2ot7+3+fgJWwrYeLC/92gfHWDv0fbu2taxE+3sGMBNgbJ3H+zstTZtb+w+3NngBPS29jZAZ9if4iJAmGq0sCS940HPwcOBo1roBZ4M+JPg7GGcXPvFkUGoAddv3JmacQ4tlgQB3AdHAnqiSIIhp8BTBKFA8xTLZWdcXKXs1TpAhJVdvSsr7GA+zqZJqy62y/oEnYeDOXloaAgrOGoA52Z2d3HOY+NnX3vp2cvrcEkToElqlVqb0W5zc7YMYL3wjBnit9qZJBjgacO16ze5jgrNgSQGlzcyRAFgt4WPcasigGP4CcKlyQPtn3IYTrHUbrJ98blzlH5qYtSf9eS2dOtBGsKRbHvI47K/rO/YCkCE/iPOKBhC9hD919j4y6m1DvpzS5qQvUoD/dMFdoiEEiYJ+ZwaH+zu7tAuEWKwhaub4lTMyVF1J5oG7syog9v+KSo0/xMMHz8Krk7k7IfOrQPAwNsp6py7hTp3vBl3qTBXCe1zsQhwf3L6xod3xdDX23V6YixitkUAuhwm9fX14uSGZP7sT7+dFIBQMolOEjhaEqj6PT5aTU+tTRJIEkACABdhIKkBXB065E9XLBUOZkJQ6dkzY3i6RwZVNgOMAtCc/w9G5Yat3Z21he1j7V1NrZ3Y9DneZ2nr4drO2szS2sjYWJPXAbAJ4gK0h+eP80vm3bC3vb6zt9LR0fFoa6+79dhuY1PbCbfRiFbJbSY8Fr3+IkDUfqEeegqA51AgpdLl5uMty8vLQquK7OrsePWV515taGB/8PvX7hhQIxWkZCDVyicv6gSJmJJt866lhsS9yWkWBM6fPaVI9ShgAPQKArIA4hQzXF9CBSDgzEjWQEJtDQQ8PDzsM2aaQFdnGx3/7GsvPnNpHeL9Kzfv3HN+7dA8dA0PGzlKYZB2iM09MfTXQKMdkREBzs7OP/vMpawF/g9g7tbUfGfLMbRDBKTpxJup5et6jA6gxsD/0vPn4ecSaFQ1oG+p7w0q3MlR18fS5zHQv6B9qGoVpQN/RIP+ixt/gf6Y/G3dBkmJmW7yoBUgB5RERVIyWsGZU1yX3Ed3FEmPpHJbXgfxK9d7OZ3KHubSR0L/ZCya/600I9wI52oAhGY+6xJc1cXRsGKjO8ZfJJzV//otrl1Q0mB/99kz46w+EUQCvK130gEw/4eRLAJohhD5s5/++NVPvgaRniSBJIEjJ4GkABy5IUsNThLIJPCtP/gm90hF4phfXOnoZP9hxexqP+dwsgiA6RfUAo657aFkmB33jImJcSkAmHQBA9sbq+vLKw1tXZzrs7z1sAlge6xh7ea9nv7+1s5uTI+4AOUrAA0c0g4cwbu8taW5oTXDIrhtGCwCMS8sLNE4DMOq97GLAOAwOPWGEEAxbAoyw2mdNQHcEjxj2JsGwRr2PMzMLzvU5Pwl3E7Nog7gy+e4THfsJkWABXnjcWS0lYtd/2dvvsexqvSCSDYE537thv6N1y0CEKjlCAT6tyuuKnk8JU3AFgRoOWsCpKAJ8GEt4v0rzjtIYvHI1RngfRfLkR8dV3coZGRkSNUtLi7jPL+wsDh28iSLI/sNxxg+5CO8K5DnoWSxa4LO2dAY7qdYjWwp9FelgwOVcz8lZ8UjSZzTnKtP2VML0aqRduCPZY1czgz6B+g/g7mUTKdpSa4OuDIQwvmzYydamrmUWlWY4Z9U5MybWaTSuFfO5QkeTScOYfJTzkmp7pPpIfj/1GVziTSGIYOgy4scg3uM42IrGyeol4GuU4igvxhgpXkD/d2XL53ljF2CxHNslFLVR75u6DfEKKgk3mhx7JJHgbeYRCQJJAkcOQkkBeDIDVlqcJKAk8Ddu3clCH6kcQPRA8jDCnjj5t2XXqiYeENkAxv+PGCI06dGjzUd+/D2dG60zkrY2lxvaesEFVEqu3mlBmxtru7s7W/sPWxpbUMB4Jz+1an57r6HLR3dWgEACuzlN4zikc29QQ2tmbu8L7cRoA9oUB0cwg/AkkdQnUUAB2aqQT0ohAZRCO0PTZzEgzi5+AjwEuYgO97tL794GbP9LXyCZhfpO0e0UEJRByASFAi8Qg3gIbi1lRmDiUewJBGp58q1D+UOVLYhmFY4z+yct/JXjVe4Dvq3DMUFAeEwNArUgNc/3ci+1fc+uDkzt/SAonPTtWWPCK6IUoyUHGgHJbMu+lsF6IyfK6gBkQ4QTSGV88zFiZOjQ6beRN4+VruXqlOoMg8f51OUQV4itT/YHfO/uwsCZgQ4TdPy1iccFm5sBApz4E/IaRt/mWkbm5uy+hv0F6fagNQM/atRzMyL5yfa207QEjipgqcO+ne9rm6wH/oKjKYiYnxk2EajK6Io9f/x9bvSjIC+fuM2H5R/PMc4dYjWarx8XVXitWpC6K9Ivqfo6hNjI2dOj5tCbvwop9BoqPxDYBNGqW4HUd7q69evphUAE1oikgSOlgSSAnC0xiu1NkmgIgHt4KyEA4qrQAcH+4KICjk6MowJfmp6ZmJsGMRw645zKTE1gM0A3Jfa0t6B+Z+jLFEDcIvY2nqwxzH1u3tbywsqqLm1fX5hsXdkfG19aw+4b4jAu5uAfsEsEQZ212nlOgBLAbsra1oKiBYBBJVKARNYRLXzBg8JT+tgU0p25y+y/oB3RF61FYJT0EvPX+ztmb56/S6YcXf3QakCQLFkAUshFnQAlU8kNMqAc/9wKwNZG3AHIoktAfQFIseXVF6F/sNFADNvM3Bm+yeSc9/lC0Q5pU+0ICAeeoqd+43PvkJLOMB0dn45j69IyWK4gsqkQSR9RFZKpVPYsCkN8UrzUbzeJucwEscYJo9Z2SPob4jf61MO+lOIf3OwjPNYgzbcr2KF/qGRxtbODl72qGJK4m0D4WIoAhn7kaLY0OnfxXIwv7vjuRWTP4M4M7vAuORDo/TsTSoUJfsxBTQ7q/+5M6OoNMSjl0oU7KjJ9Bafj1x0ismjHmVl5X+8hH3j8hj9VV2h/PP0ykjZ9l9KdopZNeLP+d2BXe+9fx2Hup6ebNmB6beyiw7QqqUA1WX8EEXor1SqOXtq5PnnLobon0N3SUWvEA/CYZM5tDRDCNA/wmG89A36+U9//Df/1n8s5vROEkgSOFoSSArA0Rqv1NokgUwCv/WNb4jy8MjBLB6djQO8m5qZJ4gOEAICoIz8VfwJjCfuTU6dGh/htMo///7PQQO+AIdIABkjuK43cQqQ8wJaXVl/9OABe4Zb9pt2cFLwLuZ725t8ppfncZtvPtGG77zPzgsfocb93BpdgoZyPv5qKQDgDvwVPCoDSVkGOhL2JVoEgAmUT8sh6INHd04DAa4Z7D41Poof/O27073dXVeu36qlA1ACzUCGQEChQLWAvbn+FCD1yQlKWwJGhwfRZDzYRYYuPuoFOoCZyUkF/WvjLw3jQHdf+KO1dQfHqbSOJsDgsUPA/IJ8RpeFDbX9/b303Tk7zS1FtevkIq6imp52GguaUk93B2AXttBdhIHmv+PMj+PHgXcUq/J5gwL9RtN94s+fOclJOMwWllbgAVtLL9IJS4b4LS8EzEK00DozB3t/yGDoX5FOB3jodABWs0K2iKbQUvSPYvPjn77lp4pgNLeh2eTMytD0gFM6Kt8CrtwV9IfD0D8t4SQixK5slMmcidQJ+f94mdeb7G7uxkcMuanCQzN2dx+ySOVVi3pdxur/w794k8nGsVHKa2/aqaWA8FjSIvRn7ukSAAjuMXj+2fNC/xHuV7Ee/VdJD/RveiM8bAXmPTk5OT4+bi1JRJJAksBRkUC9f26OSh9SO5MEnkYJcAo4O2Kbm6vso4Eg0AG8AuCiHPI/kVn1xMIuSc4P5aRLni+8/sp3fvAmpYFdfer+2tpaX//A+ub22soG1r/j3BvrzvVsYBMA20RVAm8HavZ2H3BTLxshT7SiCxDpjpfJFQCCBotCLyArQUsBuC319fXYFkZLDYnQ/K94Ghz1HXcMHIEsFzgPhC0HBt8756H+7OWzbPl9533nb11HByAVAMQD4rFa0AHAu75PmaAA93zkDtTeTpJ7gl0PimgIjwQF4hMboP+Mhz/UhSZwEDWA7FyAsLW1CZR3B810dfJGBTq7vvHDH7+rEgX9We1RLxSpO85GhofJaLicznDKJr4qnO/U2NTc0uhaYjqAVxUaR4d6xsaGJcaxk6MoAB76ExHDa+sPaaoCkzGRTACvH1m6IyL0b2nEcwGz3IFM/pZKk7i29s233ieG3lENxPrGxvUbtyBCOL65uQ3YxYMLNpL0uGmbo//enk62+eYpFfQPD+rf/PwiSeyc4V1E/27p44R0V5vmVlIJQUckTHQMkmmDlo+gd7mUgSHZ5aSmqqaqFBn+b92eJFhE/+LJlwIe8k2fnpm7fvM2WJ/m0f2w72IeHux55tJZ7p0gaPZ+JdnbtHoYMPsb+udfDHikCC0tr96+fSspACa0RCQJHCEJJAXgCA1WamqSQEUC3/z93zOPGosVonUQ3D9Ly2ucvx5Bf2PGbAwNcGxv3/vKF1+7dff+7TvTPrWR0/YbGha3dx42e9wP+n8I+ncKQOPDR8fwxPds7poiTzQ8ytUAdgZTOS4Mjx5i0m7JvDXExCEngRdQHuf+Ugz3MUEAVmhtURMAjfGEWYze8x44CkogpgOAt8gFkAVphSASVPqlL7z2Z9/5cX0FQGWSnULAgpTAC191v5tWEtZ7X+5AYydHcF3x+DOGg1oEoARs/0BAHbhpXYgIWvvYBQHAIjpX9/EeMKPUAMCoG4/9/c++9sK9ydnl1Q2gPyUD/jwgrlRCXzjJcXZ2rhIFhQsQ+hLnOD1qaGmqOAiRMjrcNzTYK5BN+X29vZyMY+pBVSF5wCH/Y2z8yHF/Hh/9rYX+xYa05Q4U5sJSvrq6xiGeePajgahVMKDJso04hP6WC33PHRqbqwHMI0Yy/4o0nBwZNE7Z/plndJNIoXN0ACYkt/4iXo/RneqoByGEqyh5dL2/lIwDD0McMrmp5b9TDM3mptuWwaiZJiDDv/jHx0YtYwTrcckjCZjOt4wpqsVAYw6J3u52ljvOnD4VRkY0izsWQ5sN/VskxAN/bmwYk+gkgSSBIySBpAAcocFKTU0SyCRw984dwAduEgoDIEBCHpi6CENF7I+0I1+ynNV/0AE4Coa4/r4e3NkB05NTzneIB9Op86F5xOcRJtZmoL9zBGl82NTEkekwCCR5XvcCCXFL8N6Dndbj7ox5ILMl1Scw4PpbYN0ChcdqW2A16FATKJr/YfDW5WPsJgjLRwcwBQA4RRKgEFlFkIsL0dABvv/DNw+iA6gE+kuBAG7KJFeAqh3c51hVsOnpiZM6TjFskmgWAXDUBleCa4uppTHSBAS1Y9cgrw05px339JCdhnmal1sKmFtYvj/lDrxXO8N9nAhcZQZdaPj0c2ffvXHH3e/Gia6Gjh367x8a7IGT7jMKYG72kEBTHYWEJagLzD1mIx7tzt5f/ZArXBupj/6VFVldu32L5qyurrPjOSyPfloQ9M96iG9MrHoZj9QA+o49mxYq/tTEiK3boNoxvsiVdpJqPBTLvb8ckmtFGcHqB1eb1T/p1ZhFoJKyqSaKlKYhIStJmgDD9+77V6em5vHgIh5kj8WdmSBFl7O0ctDvLqnwGbPus/DFzuCoFgXPnGIAB/AjcsMRDHTIzP7gMAnJmDRgY+DErEWAq1euvPHG58PsiU4SSBI4EhJICsCRGKbUyCSBagkAt/1OwTA2tPkJh3V2dPDjDU8dd2rpAFhPwRyf+dRLH9669/N3rqlYajjWwJH2DThMoAlw8k5T4zHWBB7K98bjpNwCmiEPzNHHOtvJQjiLCppY6gUkJEftZtEEq5Fpb89pAhhf1RdLDcorJ+UIFCJ+0EykA2xtbZ09NdbV0TY3v0hjhfkoDjy3sroB7pyeXYxKVyG0s0wHcLwrK+tvr1zj0CGQGUHgmkoQcevOZOuJlqHBPqzvxPf6Y9fFUP+tjkSuQbjHRLk8+u9pa2tnQQBcONjfQ79m5pYjNoKCj5EvO/GMZ2PTcQ51BRayCCDDP7326ygOE4P++3t7lZ0gDWNQTNuE8Ljf+YeUP5SRz4nHov9796Yo5IMrN4GeHNxk93AVSw7Qf6SUujbzMLi07eUXLyAQXPbZB8KkWl1ziJmBps0QfE3QkchgM0GgnCQ37mW7EeDErw7NxO6Gg/mxD/PnsTzGAPPc3JL0YSI57N+d949m7tt57/6McVYk66PIuLm1w34OxifgaRD6J2bAT8IwKaTD7xrdx46g7yA8JhYkxo3ixPzwB9/9u3/vfxlmT3SSQJLAkZBAUgCOxDClRiYJVEngG9/4ugEvEoBowaEpjtN+sKEPrgPAfO7sBMjmZ29f9SXsOxcgjgNy732OCMeZ4th+Q1PDPijGQ/8c0Lk6s4fjwdu627UPWMmcN5on1vQCAvSHsEP8stq6i4i9smGFGCfxnIZuWFZQiTePYLplEXzH/AokwhIPy/b2Vkd7a8fpMXgEa8jicmI1P3YMYAfAvX7zXqQJkIpkAFj+b+xdQ1FvvXMVC2vkV40OILfvyfuz1qTxMXZhOH0gVAYMYBmbCMXTKoKdnc6tX/EsAnhtK2M3NYBdHERh3vYnvXLqTqaN0HLZvKV3WTkwt5xow/8H9I/+NjY+gJu4QX9SUSZRotiqkdXk/1AaAJ1FA95g0zCpDl0L/WPFx1cKW/vs7IKyA/019GSx9a6wZKF/Nz+qZ8jE2NDgYC+cuO+HO7Dd4PmvCnsYVA7WfQhUpp2dShF0h14RD3M0lMpl1TGy6BJWmlJrvSWuKNVXFa8JRDwEw53TvrfhuJd8Dalrc+shU910gBeeO6+jYDH/S4ujHL4XUV1u/vtIvaUpwYMo3Ch78z9XcWfxnintA45kmIJJAkdCAkkBOBLDlBqZJFAlAYEYYThLCIO2DUCpH0kHOH/uFLl++tYVoAAQwZv8nYM4zv/sAQCNu2UB5w8PeuD+2Qq4V124C/f1dDQ6E7XDFgWAIa7KW30xL6BKQk4Z2MojMNxmWJObU0kVtrZURzQ2bG/tcI6MoZ9mbj5rcusAQH/jNNzvcvhVAghQDjCx29+b+5n+XoLLy6uhJiBO+k/LPYSKJcDpk6cmTqoWtAgwYhHW04Wbt+7xeYi7xv7+5z/3Kfx2rGF1CO5qxgaMzgMwdatATgMIsaDL6mZCI1rKPvspnrt86t79+cVgPSNcKVJFOE3hFP7B3VnM/xR5/swAt8OC/q0ZQv9sKjDzP0msGvFmCFryc3KMv0h4QbnoIvo3Y3+US+i/OPrGBvrf2NgwBsbl1Zcvo07p0jSLN35D/4oZGOiHoE/t7W5jxsrK6s0P7+DHhcFb40UkD3DZShBhJcv5x2/wyNSJiDMK6g4KqRaWFM4NqrPCYWC3g7HJpYpUMbh7n90Tw3fjF8HpQNIBDP0zabUNPeJUkK+z9v7SEmLcgpi/zA5a31MUgAr6z4tI+4BzSaS/SQJHSQJJAThKo5XamiQgCfz+7/1uCMUAqS0traFw9GsdYpf6OgD8nCzOVaycS0Jp6AD9/T3f/rc/dIC5sYH/AamsAzSzGtDIUsCjlqYGPMXdTWFcFlBQAzY3Ntt6OrJ9wNUgJfICMoBO48HEoUE6604FhYb9c7QAIi03fSDkAP1vb23LWA70J8nQf4j7lYVCeCw7nHK8IYZ4vKRe6+0GqTtN4MO79+7PEU9T6TxOIKwq5H5QVkADnkV4hpjhnxYK/PFHRIXVb33mRMuXXngmjCylEZe8uRgjoJjWOuCM1gGIAaw7yaEc7O+PnxxgJ8eVa7eIOHt6nDcPMFeE6Y04xqOLdHW1dLRXuY8L/cMs87/hfmXnDQ4GKVqwnHAORsdC9F8L9yu7BteKymdvxe+fs2g8+hcwbezv6zp96uSZU5neRUaPYIWWHWgG/evabKfFuKOcsofxFdhl/r/6iRdZhZianr1z976/JtlNicj/RyXmubO/B1kEKJ2lUTm1gjL/u25olSKD/Y9B/2Lu7GjlWkD6qIfI2flFXKHQ3amOIPFWr76AFqMVJ0tFVlynpwlgkYlIEkgSOKISSArAER241OynVwLsANZ+XzupwykAx6tO+UQ6IaKVsHIUVfWtFxs/+Zi0sY4TpDT4+/t6/+Zv/NIP/+Kt+zML/iwgtv86gNjUAPpv3POOIm5PcKO7W5djVtgnbKsBC8sbQ70d4WGg4WgBi017MfQJQ6kXUJgxpGmk8I2BlUqqxzM43Le3ZXhR0B/cv8txRfkWRrQjOevTZTAu2Q0XcqQ6xlchdTnPoA8cazk2NDwwMNj3mtcErt64fX9qHrGj/hR1APqIDvCA437yxYpK86op2k97Yb53f3oiOOOlmsuFGJy21soo030khhgAbYDYSAdAwsR70Omu3sXAD+LHAemlF597+933cXxnX2kkumPHW3EB6m2vVIHcJBlqpyL4882mldYJMjJzHttTKl3Av6fayadSUE65fj1OaKB/Dv2kSXzI96lXnwuhf14Sf1nzcQs+3d1dHIcVxDuScY8kQGRXVye7z5n8jDuH5LKYwzxTRs030bxtDkPLTF7fEai0U0xjnf9jxYbE4tKyghjyw9p9szPUHsbDHAWfu3wWvSjsJnMbNsaBff/Eh/5jDKWLyfUBlDqmsRpgkagiebpSnKb1P/4//+9pH3AujvQ3SeDISKAKChyZVqeGJgk8xRK4fuNGsffmB29JQvYWFIEOAFoEMQIUxGA/7bJ5E1Q8fh2gk8999hMf3p788c/eaz7WxAkpe437x8H5D52bOPSxfeeJgCnRJaFABGrA6tpmR0ebBykZUolaUgyiRriTQ6ufCNAokUjBJrU5R7pZTiA+ffQZG9GUsE8D4UB1bM0VxDegrwwgOZjZaWA1I0wgoxwwOCRV8QJwTh9oaWBv8ucG++QaNDO7qCUQL8lKZzc2Nslo4rXCI8Kcta5e+7COAhChfwphdOg4bx70KMqJfIHIIqsztneUAFqrqk+dGicLAlTbKjpY0/HBrhPNxzJ/dEP/zBmwIHcJ4+0TNd6CtKQU4IoB6XIF2Lf+6DvGX4uAMyyHoHHm6uvx5ZVl0bjujAx1Xzh3mkstjA1CyF5vgtyHgNcT6p99R+i4njCX0fhWcVMeSwHEdJ5rBwQvLK/omFrjKRL1HYHM/I/kw7yh/4/iaZj12rl4+fsTFOMKcYo6R5qWnL8UFgs9OjJw/sy4PNksyda15heWUACsIiqFpym4/Y2gzP9KUgma0lZaIpIEkgSOtASSAnCkhy81/mmUwDvvvC2Mbp3niMmNzTucQUmMrn+ypCKBEw6bX0FsUZKwiAMCOQShFtSAZy6fHx4e+OYffofz/7kRDJMh5v9GB0U4+NNpAu7jiGNsm+RqowbUgybwaMP+LuZD6QBVVYVeQGFHsGdX8dUIgFoMIypLqABgG/YGcdePjvZODPakGsguFqm1FIe67JIql9Xdc8QSAXcVWxZtHpA+AKCkDV1dXSDFO3emfvTTd90iA55SXnzKEqErKyckqDe0p9ZaBCiif6tC+c0dKFoHAEHKRo4OwH6AhcVt3JmWV50mYDI53uzWSRj9B48aJwY7N9dXCNIZbP+C/qqLGHw/0KMUtDfxGUMdHWB/H8TJjufoKE8rREQ4slGSBZdXVjJNoOUE1xJj3rbTbzWlo4kt9G/ZIUwxCCOLtJYC8O1BBRkbHeb8TbpQZAtj6jgC2YwN+R9Lz825rRtUzVu4H4L2o0Uw7uF3JyrqhWfPn5qo3BigVMRrqxnEaBGACcPDF7qlxfl9wSJmxppP1ez0CajJ3p9OXJV32gdckUWikgSOiASSAnBEBio1M0kgl4CcdwlxhxfQf3Eps+wKKAz098iQDPTRHgDgAq4S8EPwgJAePMBE/hCMaxjCTIOwrXvQ09aGD0n27wNHqfzHf+uvf+d7P7lx636G+AH9Dxsw/D90SwFSAKQMNLvrAvZ2b03ONjc+6h/opcDiIy8gcG2UVISYoJOIp9Rlgk6BkIT+gaTgVFxcMOX6ruOe1AiDQV4rEE6TgPPkCRYB4MFZnHeoA1hGCOkDoORnn73AksoP/uItZAgY9QC0YsRV+4tASkWF6J8YFgF4R+sAtdA/nBpNFWXuQPRTMbg4saUV6EgQwWLpf/65i0qSaVk0b7zi+3q6zvYtdLYfX5jbamttw7XJ581YojUTywjh+xtGxDQSwPy/vrHFFoI6CgB9KR1ZKw7dkhNOCSLMU+PDF887wz/DJyhcKuEQ/aM2MCtK2ayKiGCDx0DLiWVn/t/o6+0mNdQBuGQ34q/lCOQs92XPY7tM51h5EPSXomXtR6pkJ2gxVkMp+se7ByXdtFxmixYBNHy8Eb/T3vNnZnbevv55XPaXb2Q0b2lD2gccSSkFkwQOvwSSAnD4xyi1MEmgSgLf+tbvA+bwuLl9dzrEx4BdEMPC4gofMowM9U+Mj0ZQj1964VrQA6Bwe3sb73POn8HJmOtsoa2mnp7O4cF+DqnEOijfgC+88Sn8Cr73o7f4vQd2AZj3HnJojKMd6G90yoD7uI0BjXtcFgBCddAnXmqwKirOJxYVETH4d5A37HKotxj678Z4m/uEwExrpQYA2UOVA+woB3HVCZvBI2tFHR1AaJVRgLmnu+PF5y+8894NUKY0K2CqFaIGU77FGIHojBYROQLVQf/iVwdFIxwnH4Cbt8qzw2Fzy8FHpaLvnZoYg8ZVHTiuSCQCMzxsTj433s+UIJ6tus3Vm3qlAHDQZwH0qhj3pqhadu4cNzcODvTOLyxX8uQUzS6i/+qBZpHDwVNGrben85nL51C9qDEvoORviP5JZrLh++bLLMyqktwMF/PBWcTZHMyHi5MjHQD1oJiv1BGolliK/j8q0FWd670cIKXRtCSrFB4eqUCKDKG/Nr4zwTTFnDHAX08B9MeNTV8cnNxwddM5p44xqJchQ+1XktUoArHEs7ax8eqVD9I2gEhQKZgkcMglEFvgDnlzU/OSBJ5yCbADmJ98cOfG1gPnBOAtoJKJA385biAGv+370zP424QSM38JXJz5LCwsYi92p6k8eogN+PKFM+Mnhzg3nQ/XWl27cefKtZsra6s7O1vsulxeXurr6fzlr74+Ptx7vKnRfZr9W3T8brg6uYDjQli70VGrLF47bi0YIfJSmChmoX8w3+BAv6F/K0cEOIwdkOYFEaJ/MaDKFKCNjolsC4sCqnJ4PEMg9E8S6Gp0ONtjSiNRA0LNBAYP1WLcCd7K6636dxhHIMU/Fv3DRnVitjctA8FbMEDJ1JfVSGSYEbFzWGRn+wmOwgQlr2XXymZlGAA1XcIKhwjKz1ZFwlTorc1t6Rv0t7e3K0olWGdYSZXhH3ky1amLU1Cfe+Y8l+GG9RbLBLzaaadwgv61Z9eBXK+9FkGsFeJ5nKDCb9MwdzYMDqA7DQ70GWcpgSNQGF8qtJChDj15f1oqWR0epEc7e7rbX3nxwtkzJ1nVaznuPiwEuTUvP+CG/imHac/XBJWmo6MDZWB2dn5+fkEXRWfc/g47LR6W1hv8G1NJ/8H3v1sJJCpJIEngKEggrQAchVFKbUwSyCXgdwA3gv6zCKEVAUznFYD91/3mt7ed4Jd+c2MLux9BnfyNPRswBO5f9V7geZHZX90PxdtuNtWdo5sb21ubOzhbiw9A8/nXX+EI9uXlNWLu3F/gfeX2bOYaxCaBPay5HBDqHItnF1d6u6vQc1aZdzovBRkgnoqjeYCZ6WJkJAa+qDR2hbLTNzT8Wy0RgXy4WBalCe8pcIwheNgE1IpaAUlaB5BLTJglLJxmv8QiwPs3FSlYFqpnQpOGsWArmv+Vl0UAjrLndrDwzJ+wroim5LBYUqkdHQCrunEC8cHxb7/z3pkzpxQJKIQASRsPBBckFx0/Qv8ftAv5PoW5jGZ2wWBBCNqWm/9dNO2MFgEei/4Zl1CMbF8hC9ImvnT+UAvoX4tLtIe8rmK/dCBCby8xGdqDSeYa6CEzLa9WAMiFOZz90+hI0GGnwmKhI0egSCB8N8Rfv+PiwdcmLNzapsgXnj3LaZ6jw0NdXW4oaz3MDpQfZr4YzMufqd7c7DLyPeLMU7QCVs4QFw2TMyEWhGgFwLzC+O7kcsqqjdpWqzEpPkkgSeDwSCApAIdnLFJLkgQeL4G3335b6L/qF5cAD2jL6wCc/N3a2gL6UXHck7W3u0cMps81f/r78eozQ0PHGLJgaVXG9vb8cJXGxpGRYcNSSsWPf3l5eWLcKQYXziy8d+3Oh5MLj3YfAvqcJZ2NAccaf/b+nWfOxpsRlf2jviP0r+xYLpeWl4D+B0H/ViMg3h2jn+sPFg8BTEI3CGNEt7a2cSiKrR4UGYCkuvzLdAA/FtlJOzY+ZITWO4JQYZmsyZwcyZYUwvhSms6EEFk8RIL4aQODW9Ft/HVXnOezubUQFsUMQTOiC2rn0vLKyMiQGCiERzSl4SoUKgA2x6w0UkPIa+Z/MWB9b22reM7QyNJhhXl310F8tccK7+1uZ2rpAbYyIpw0FbVB6D+E/vBHM9wK9GORqQGiLYnOGh0S2M5RUFEwtHk6TDJajkDMf0ne4kOilv+PeGgMew9CfmjfQhd36fw471dfeSG6mNmlBY8XAntj3BKBHKgs0XrHPxgMCr3BC2xpaYWuoe6i3ki54vsV6QAqoXQrcNoHbOJNRJLAkZBAyU/dkWh3amSSwNMpgf/pf/rnnV1dBgWqhMAvuT/+EqxfFQ+mbzq2tr7ZxVEw1RbfiK0k6FGqP0kTzFBlaQZWjIyMkAXrMqChr7fr0rml96/f/eD2PJn0cX/KnS0a1ze32trbwIvgpLBeSstWAPwBJUoCUxpkMeb19TXQ/8TYWC2fH+MMCdeN6o6EqcJJpToA9lEsoMoeZoEGLW1zPGhDAzoAGzCmZjJ4DTORDJZy2ahB1DL/q2TcMl5+4TIbMxT8eG9gHB5Px9225Eyjo1/AyhOtrql6gLEQ9AskjeSl+6EA5OmVuxEUw0BU8LsxBQRTMPT7KlrKuZ9BiwAR+gcra3XF/XnkrP7RxGhnZ/LxZo7/t6sJqJY9ssyWbMJ42z+6LzmDFjlSCwJRpAVVNUNCBYosmv+NGYIqLl86j9cZK2zsBAAlc8UB8WhQxoYj0EB/b6gLWdLBCWa9MWvyCPpzq8PY2GjpJgTxuyH3g84EIIa8SCDUAYKpyBfQZZKax6DwD0WtpRUVrjctq/reup02sTdayJ/oJIEkgcMmgaQAHLYRSe1JEqgngb/9t//W7/3eN8HGwU+4foizn2OLB2JykxHnVAoK6OZX9vvWKz1K8/Dd4viBd6Asj8RszOkxpAJE0AR6e3vZZdjT1fHshfV3r9596+YcDUIRuDs52395wgrxhGvqzvYOBT5whmpO1c8QqtgAZGqzgrAJSSvIG+iPFxN3En1U9H8QjFJLB8BHgv6sr20AfUqXAvCtQkk4f27CFACaajqAaIII0Ck92XBZnyoEvj8OrvkLmyqxdaloaMTLACFGICB16UYnQN7s3AIXwXIdWFgeCh77QbUCEMY7439u/le8uV0pGKUSScdsEYADlGy3cV5s1m136qjfqODBd5XXkCTjR6qiA4D+cf6BGeeovKjsL80mHh0AN/3iyTwwOR2zoBIoM1sLZIl3M2zPoW3pANF8y2qq/oMPFcWytob+2Rkk6ZRStAL0t6JHmVY86F2tpQ8riXkS8ly6wOlQ2bJMf39faU/Jy4jzqJBIf/Bmfoosh+nEK4l1AGtD0QuIJOYSfcRbzDsCNeI0yIlhHCFkuRKRJJAkcCQkkBSAIzFMqZFJAtUSAKvsO6OdjKbVaS4kxAMkBQ1gz4Mg8iPoANX4tOVEZhkFIlCydAC2jeI6zLnyrj6vBpw6NdHg3AlaPv/prhcurb115e6Prk67tCqwmwVAIuAIoCeYEoQfLgUQQ7O1AxgoZjAI3I+Vmhiq6OjoHBnpBNoRNJ3E1VXjgY1HiRDqSA1e/E+cQTdaB8hzO3sqIvDlZQWG5bBP9MXnzpsjEEmq1xpJEMMwAjagFmbvwM7tL6/F15wNzQdfBKBHYYFb29nqAdWF8HdufqHou7K6tgZUDRWA9fUNcG3o/W+NpPGmsIU1GoMR8/NLRouQENwJs8fwJnIDX2CoRPgxcliWRQz2tJCXTtku9gqf27/xiKYWtRHxlJr/DfrD475MfnTBtRTFOoMNVlhLkXbyaeWg2M29XaeBiEEt5M2n1gpAff8flXPj5u2mY+5mCa47GDuZQX+SQP+9Pd0QqD3i1FtjYSPiteaq+UmnEBEdR7CWkY7zhDGs/4QrAKEX0P2p2enpOQ51ZeCQKqW1cnHcsWM7O/Gudys/EUkCSQKHVgLxUumhbWhqWJJAkgASeOWVVyQH8AVAFPNb+ONNEmgpFJRwiTknoAPYTr6QrYquRv8kmWsENNWBGCBw+wFNVmV0Rw/tduBj3tnFTuIvffb5v/+1T3e3he3J0L/abK0iiD3Y0JK/EtjhMipSJEbcvb0H3Oja39c/0D/AASY8SoVBH7Uqao+CJNVJLc2CDhAJlhJwPunscksodAMdgE+YV/oVMcNDAydH+sMkX38VGqPNxWUE7Nxy3xJkR8JoWWE59emwjwvBrVW+Kle7TsKhC1HXuBMKNBeiXvoCvOMp1oi4i5FhjDAo6w8F87/jUi1088QJ4OPxzAHF568Wp4tirnHWEscTWdt6e3o8b+WFrNyxNt3dQFu/9bmCbmEqmv9ho221IDioenFxhbULVE0e2JBVJK5K3Z5iKQANOXSwIVr+S6HqFeV6bHByaubc2fEvvP5yKfoPs1MLMtejeL6giC7kMZoxhZMgnaKzPGHvUIFC9A+bvoDKjqsT6J/KhP6pZWu74vVkVSQiSSBJ4EhIoOTf9yPR7tTIJIGnVgL8ZvMTzo8+v9wc1NPZ2c6PuIFpiUXYFNikH3t5qCsJbMcmxtK9faCzUqlGZlfqBXNQ+NDQQLgIQF5cjJaXV8EQzZ2dIC2AwsrKMlDZF1teuNVoSwEQRAJnwSZ0VDdb6TgjY4Yw4AKUxqNCIFuoGukYZCyC77CQOjRCw9EixHAgHnQAvICUiyqoRs1wOwTW1mUuRcI4R02MDeMswYGnG5vOGC90bq0iBsjIAgiEIkH/OvYHgEUkoJxj+9EBPt4iAFdDa+gpigdnMC0sgPoUw7u3t8cA3O07k9oPYKml5n9LFRFWESaBMWvd+YXMANYwMwlRF1EDgKoof12dVUfZaH4ime3tTTArBNMJiXV3h+42bqWLMZBFnDIZC5zK0Fdt1JiB1jBfQomnioZGbDSJ79f6+qZM+Hyz7EhVpiI8HmyL0Kx2+bQUQO3MDanckoz7GvpzdVS43rAVlz5CBug7dyfJGm0Ep2r0HK99V76pVKS6whJqoX94+HLxrK2vI3+CUd6idQBmKxlRMzmlFvpmOB0DTzzUOWRrbIlIEkgSOBISSArAkRim1MgkgSoJCCMKOKIDsA6AcRcdwKCM24sJsvT7a0GlVZkbGvAC55KvWAeogf4FUqMSADHCWFw11d/QG6ZyQqiMiACF5uZOjhLCn6S72zkt2CMA5JSWLotzhACcc0fZ3gGaNOMBUaNVMAPOLLMMruY3j3MJqUSyiiC8YpwfiUAHqFY8QDyNWNArOgAQCoQnUOa3gUqqeLkwBGDBnp4uusm5iqgBpgNYn2iwHI24QRj0Lw1JRnG7lI1FgIPrAFSBxOT/YyAYVyuJCwiLZoIRHQQayoHI9eAWWHyEMIHXkhse4CHGDcsxmtk4MjzAft/Sa7+kAICwtXeWYTo5MshwF2ExDXY3TXt5mVOTanEzw2l5jTSeXSjogFY76wBu6nk9CiEIm9Yy+TOi9q2hPQyWRkHuQIyjFav5FqoEJEVaQXdPFxdpIx8apoy0kSGxKpB8rZZYRRDvX7nZ5/18oFf8tQxc+M0M0VVuGWeju4ACgG6FKx70H8VIozaMzuDSC+mlZHErAm4fDv+oNEX+PyrQvICY0poV+Xx36eiQWrY6deqU+NM7SSBJ4EhIICkAR2KYUiOTBDIJXLx4EYofa4XBN4Bm6QB+KYAD+B0S8tDIwSNoh7MLz+raxuBAflhQDlYKXFlefu+LLIAMsOnc3EK4CEAbKASEEToSYBGPFADgOWzamVqsFLyyub2dASifzM1aRbbHxtDsjnbn9xxyChtFCClkiGjQqh23IjmEiwBiRtq4/rMCgKi7uuJ+AQdHRwZNDTBoSF5nDH74kFsaujvbVBSgeWBwAPO/NYNFAOgD6gAUCIwL/X/Ii+cGbyy/UgitZBG0p+gsYupHxHyQoHcOb0IBmBgbAYbrYizulaNT6AP5cpArSYsAbDYwO32oAzj07xdY6BHM8rHREUBMe+uLmf/DtgF2EQWwFqI+4LaZwEAY+ldRxODxgqIilB+Wb3RRKzjeclzqt/Gg0YWONGEfjSckMP/TQdaOgP7gfiXh6fbs5aqt2+g9yIfpTRdMDWCKyvwfgX4rn++mmwmBTkKQz4q/MTA2CvhsthX43uQs5edPhWIRII9Mf5MEkgSOjASqfhqPTKtTQ5MEnmIJ8GOPW4wEwA+5CHQAgCZg5RimvNz8z25BUksVAGzbHNHorjVtbBQDb/2kC5cH6Hwfp/awOl+nM2pSneLtretXbRGA+KHBgZXVzGfG2AwDaR+wxRvhoJh/LOajEkIqmDkFoD9qduOnqWan92DRCTxcBBDnyZPDXV0dU1OzJm2wr0CYGKQGQDs57z+anl0c7O/u6e6kzLNnxtnYSdLQ0CBvFAkpAEBn9ApiPpIjEAXi/0Muexhr0DBBbmcDL9IwJWVgzs+glhMt0bIA7aTNVojLnu+3VhIFhanQTDy2oGj6EURuSE9d4H1qYpRIOrW3+8ybb78HjWbIisrmpvMI4lFGzQ3os6dPjo4wedYnJ6c5vEg8YjP0L/O/9osbgwigOVc/Yw2X71OUWgzi8F+M9DrAQ+Z5caoXmRWDVGm8vkrZl9N3TUOgd628isf8TwnNx48b+ieeqyFsocmxNTbgdSZ+vigaC1Yt6u/H5etmqgi5/Hx2+qqtrjAHWBDgn5eoncgBNSxA/6q58o62QFQSEpUkkCRwWCUQ/wt+WNuZ2pUkkCTgJHD69GneeAObOMAK+rUW9GRjpZL4gRcB/jPmkMAvHCsjzvPwGV6BqAq6e4IaZ2bmR0YcNhVi8DjA5SCJk2rYCmxnAVn54SLA1Ws3Q9eFEFs4KOn94C1jUMuBjvcJMxpNC60XdPIjbaW1QowQuJGvjkBwtAggPIryc/HC2ZmZOTyyyIs2ZpBaniSASIAUSZilX33lWSlLAv1WFwTA7tKFM9du3OYgIKFnIkNHII1CmCWkA80ti7YYwJ8cY0J+R/sRdbAvcA2i9uFhN+i1HhnmLVWGfwuKYKyZY1j6maWKUY++8gtvKAgkZaQ4hJTZuL29vbq6sbi8wn6AkeF+MXR2tD9z+TyqyMKic/VxO0LyiQ1DZv7X9FUG/6ZDbg40sm7g1o5q6QDkkzBx/jFkHBSTkQBrqIPoAHQzZFO76CCN5kv72OUIapH5HyI8rAkbPWqh9Hm1KRSCYnjj+4Q85UJmkUaQpH8iLCaE/oqkWCJREV0v8v0tJEkBsIz5PxhZBF5Av/rX/mqQmsgkgSSBIyCBpAAcgUFKTUwSCCUQAa8w6dlLp0eHB37+1vuGt4obAOAHlrmdl7t7OOpAAAvAKHpE6I2hOo8u+QtW4OEu0nmcgILzQLu7u8Bz4SIAmSfvT42PnSwppSzKAK7QdhlLvTiPZp1KQy94O/+osrN0PlLhoQ6guouLAIrnDt2BgT4ALb5YmMDl7AQyozpOTdQx9kXQH/VnYtwZy8PnII5AVKEnzAjsC4PAXOYPw2+R3NXgkLL3K5MCAJSnwQBBp55VLwIoF4VUXON9VCn6tyqA1+7MyHzlweIhpP4NDg7wIUhrQak80Fq40Giif/JxfmX7jeitKkHmf+hoBcCjf7THTOWoowMgLl+pc/2H0LRX4dG7uCUgYlCwtI9SA5wOAJIOJB+WwFdJQZn/of23L+sCqtGZU+MVfs8bahokgdEx/9MjFgpUV4U/S63MBMSMwsUaSWmXWbnhgzsfy4laxWJcUGj/5m/8les37/zsrWthydBMp6997WtRZAomCSQJHHIJJAXgkA9Qal6SQCwBvxZfsY4DHYD7Lz1//uzpMUykgCfngpz/sEc2P8riF928ouU5UOSBzdA/5d+dnNIKgDWFSB4FuWssXATgICAUAJK0CGBsljfEQK7qLktxhDCZokQXS6jKUB0QXqyOcw700gHCwiOexwalA3DCjPodLgJEPuJ44HBPGQVSHeZ8d2Rpexv7NR9bRciADjB5fyaMaebW3gz6htEZTV08BAwf15IblwFzmAyc3V1d2zsLNlWKhaIDlCsA/pgmU0RPnKgY+IuFKEbuQFjiTTUt5UQf4NPFRgqvDPCWPhBL2OsApd7/Qv9R4bV0ACTmcXMFGUcZwyCc9bcE8G2q0zvGhuzo29qwHpZstJn/ka2+myRh/mcgenKHH2IY2eK4sNIivc69aUf+9VTh9h13GpbXCWkJHx2xZQ0IJwNHIbG/mg2+rI5Q5u7uA25jeObSWQ4nvXbjztvv3lAukthmoZXJSjmJShJIEjj0EkgKwKEfotTAJIFqCfzmb/7D//0/+z8CEYQ2gP5nTp3E9CiIiQJAgoE/++GnjBD6h0UCJkI2kgQlQx7zAlKklU9Q/uvhIoB4tAjAWZMEP7hyw1YAZBQXD8hGhL2jqhUMqzPOiAihP6oJeMvBYf/UWgTI0w/6Fx3ACf1Y9s9muAiAFR07NG4zS8vL7GodHRnGXP1RQX/YDjquHdUWiRE9dASyeAiYeSyGuQFaVVDKmCWJOQwajYIhJUcx+IX39HQzMYpY0zM49a++4d9KFgFS3HnwqNZSQMRMUIsDkT7AFdB4ApEKeLXN2ZY3QP+5BpynoQOwvoGukkdk08MOw7H4OoTXAcq3BLhpUbbEQWkgaZ0vhAR4HKf78sYthPOd965pP7TO6FRLMP/zjI4OZw3z+bo6sw0AivRqTGUPA7WEOoA2/hr0VxYmRkdnR7RcEH3R+HritsQ89HpLdukeOvCzl86dPzvBncFoAlz1/Wu/9qtZ29KfJIEkgaMjgaQAHJ2xSi1NEvAS+PKXv8zff/Z/+D+98sLFM6edXw1IyFAaP+G2RZJD020DQC30T3b5EpgO4KFkBU3CED0gGIuBmQrRAXD0r7UT4PXPvPqDH/3MvIDCFQArR0SIYi1JVViwlAjQr0u31gOWRNsiQGn2g0dKngBfsmDbf7CzC65CAlK6EHgFqHm/C5Vc2i+SBAchTKQUpSDbPPr7+pTd3jgCYUq3BRziKTkqXA7rliUi0A+5Biu6Tmtrc7O5+v44cnHAK2/wn02tsCi8gD4S+re8WgoQwI1aLp7SSJJ08lVvr5MJb3QVaY/GH6B/ZyO3Go1g4uEkYzoAGdEMLbUkg6VVE6VbAoro33C/5VZTGXQuKyAy0gRu3b4n9A+brXhg/tczMNCvckq7Rr8c6A8e0wGw9zOUsvpbOi5qXNfnp4/7goTSonwTKfz8u/Hjn76zvLI2Njr4mddeRtOAgea1NZ1oGuxjwl+8cPr11z9tJSciSSBJ4KhIICkAR2WkUjuTBCoS6O3p+tqvfFEoIUT/cPBTbRABhIQjQQT9CcIGDkNRAPSDJrHwoQNIAfC//YafKzWaF5BB1Uqap3AE0iJAaLdm5+K7H1zHUmhNinIRBIvYVtcQeYScxNcpAeQHeitpdI1IlVy/TKsdNmkXGEFF7e25q6k4uxPM566A3dulbTxNTXxOmOndSpDETG5wkmRBYzPCKXAhIrMETzgdYHddca5B1apPqBuIp7jGYgNE3qwirg7Y4hSpEwDQcBGAEpgtpYsAqD0tx5sjN3TVeJB3sZ0HyWU81ItaEnYtRP91nPmlA+ioIi40qLPx1+oqJaItAaHzTxH3l5ZApDQBZgILAgz4O+9dZQjQVHuDy86w/esLm+0AztWUUPJMuVJ5uvL39hYWl4oN4Ks6OsI+E/e9cYsAgcbElAgnFasH/rCmhldefk7XDjD01MhU4elod5egfe87f8KyzCuf+GSxohSTJJAkcGglkBSAQzs0qWFJAuUSmJmZ/vYf/p7SuC0Ih5MQtOG5MTu36C9HatnY2MKlGvMfzJxyEqEEjlKfml7gHP/ODndqzfDggDdslwJpVxteQKOjQ46qfoQjbRFAh9uIBbsjB9ufHB0CLMoLKLJThiXVSRIiKYfFNdobqQTYeul+d1dHWGORpqII7hd5iMEoy2mWXg1oxfZPkEjD9GqnBUtLKI2sD/2VRY5A6G11xIULkLoR2X0pgQNGR0dHVJQ/UceRRXWD8SKe5QIgqZj1plj1jiwc3DPQ3xumHpD2MubsqRzMHjBbzmZoGycr4Kk770f/5wzl8yRPRQd4uOOUOWSYx32cpgCCtSVAKyEHwf2uoYXHwfRHj9iYAZ5GLWfvjS257OyA/tkAECxT+KEyBhXmjv7MPb6i4hnBKEbBhQUpAFmiHIFKx2NqZlZM0kCYWiwd0FT0YcVvbc/z5fr93/stBPvJT76WlZj+JAkkCRx6CSQF4NAPUWpgkkC1BP5f/8P/NYvY50D6Tt2xJR1ga2vr8sVz3/3+zwX6d7Z3u7rdfsrSh99y4ocG+tfW11k3WF/feubSmVJOReJIUB9a2SKA+LFjhzsRyYsX0PBwiQoBfyk2ChsDQ0nt+fkvRWBFDGZaLWvw3vRaEDZujpXs6GjFmZ6LT9mbexC4HzYjxMqAs/UNd0+t2qYjdNAHCOLhLYB+QDWgPvSPOo711zy7wrZBh6DWBQt3wLFBmUki56Ji26JtAJjYUQD8u+pCAFWKdrGwuPwxdACQIiUwdB9DBwD9m7ONOxSIaxPW1wNcHel9amn8Zr8sXxCmQZzwEcNMAL53NIjFhMdmrTPDUR6uXvuQ4UCe4ydzX393U54z/1PLhXP+i5kjdO2OUI1McjTbUm0QdlzUvItPVetYcztzeiKPyiQGoM82BOe1wMD1C/zLAMEuo5zfnW/rlw6yTSZu94u7h7nKAcmYE5EkkCRwaCWQFIBDOzSpYUkCJRL4rW/8KxdbBXgJNGKTI1rvX/mlL/7hH3+HINCtjgLgyvEPGwqBFCz04wei4ybzlKq/2zu7i4sr/f09VbFBgEWAxaVlInQSqFIAMTgJcDLm/SlMiY3hDmAxrKys4QJUBx6JjbdwtgWrheCiQ8RvmIxc5r2DrRTndo6cVyFs1XXuT97aXSn2wBTKgKC5dAB1oRSKGdRGPaB42wBKPNDfUq3mCPFbvAhM71GMBaNFHukJ1iTZg22Dqaln4bUSVlRIFL2AVNHH0AGQkgRF+R9VBwjRP9kZ4qWVtepzbNx3IWx5RAv6K5IuaC9HxFMnaI3XBcBZOXvOyl5/yGqVCb4H/a9vbDCmfLhBwqz7mP8tlzaWWBUegmeJDE2p+d+kUF8iGfz3hWXrALmOy+oKjn+qZiS/EQKrgQwH5urGEVc0DO33m7/3WzCnRYBsYNKfJIFDL4GkABz6IUoNTBLIJXB/cvLqB+/lofBv/CsP5AVbugs+sY7mv+hhBvx/DE8QD6QAeXDeX5szqpY/eCrPzS+SFukAoKKwKNyLdRKogAJKBQoAucZODl+5erPj1RdlAA7rMEQYRhZpsakuGX3X1hwUBgMZ3I9yIQeDvyRBh9tA0XnQGTCofww1gGaEcs1bxUCUPNYGI2CiOzSPFYmqgkpyV0WxreKA4iJb6CVPUBcMh6sHmxsc9YgjDbsa3HIQj3NEyX1jdBAQkbUWAUj6qDpAcfRdrQd4UJOskbBjmaY7yNNtSG2t+CnVEmYI/VUbt+JKATCsXGwFopa0Q8RfykZkrarFHw69Yra3H2iA+DIyKEzFIW7mzh95/ujtdgAHrbQNAGTJ2cv/Uqj7pyGcqQ0NN2/efvaZZ4oZ+E55ZsdPr835B86BgV7xm+7h17iy2c7Q0Dt0AJYCisWmmCSBJIHDKYGkABzOcUmtShIokcDv/M5vg1l1mZSSSy92ffEF9+v+B9/+88zSXEMHCCvAKwCE1LnrDpnBy9ySDDpgfFUkOkCkABgzBIsAZJmZnXfqRWMjp+BbqhYB3vvghmEIS1pYXOnt7Q7r5cRxSxXBrgYRtGQH5PQ4pwsQjBn+w6IAKqEOQBIoipUNbp/t6Kit/fgiDEf5zoWlOppI3sKLcVohbJoJdl/0JRNvgbEqAkTOAFVFVQeECFG98BsB/FUnZqF796Ynxp0HCA02KLmxsc26jfE3+wUlvIUsJlwEkByoQs0+uA6AcCL5HHARAIhpTaVJQv9qm1u2yueGtTYkitDfUouLANbC0sljGUNCPVJGPzECqB7yVdOG/om+decurllnT493dXWwb4cYmf/l/6N8ml3QtkSADZ5BsYkktow5D2R43OH6PModThXCdBIqwXxDcCPtkfMPKsrnPvMJ2wAgrZ6yWLmiJCuU5iGBb/ybf/mp1z5tkYlIEkgSOMwScOvR6UkSSBI4/BK4e/fut7/9h5FNN2h25VecyBeev/zCcxcgOLLD8chg7qjssR9ywqD/peVVJeztluPLcDMocDkvpuQvOECOLkrb3Mr8bYAIE+MjOtUwyra6uo4j0MrqusXjsh99FpdW9VlZWX8s+gcVYbIVMrMyjZAOQBBveLdI4p+19c3pmQXBL+MsJTzIK01xkLrozxOxqm20weLruPQYDwSAm+aGMREd+v/QkigV/x9QnSKLqcTj8sGbncFRRgVrTzyXLh2gNGMYWWr+93bnkKuENts/qPTmrXtayoBPYgTi53mqek08c0b7YXKGqr8sAiA0CuEBbUPzZubUmTxV+QsBqQGFaBcRzsYQ/d+fmrk3OQ2ixs2mva1NWmho/icv921bmbYBwPuzNRT9f0wEaIOiQwnzZbeiSgn/tXHmf0Yc6Z2eOPnsM+5fEp5QddcRZIrnrRkVMlhSIpIEkgQOpwTK/60/nG1NrUoSeJol8Fu/9Q0c9A2wIoqC2bhKB3jtUy+DNbERZkIr6ACKN/Tf6u9Isntk64iaRYBIBwjBDRnZDWwKxkbusA5EIJ5UmMFZUfm0E8+T+YWl+hZucgFQorxRsNQmWuBx6wBRJEGpAbhCFZOEqOlFAVrHvOgAtZjUtkhcvt6abv1W+mOhm3GKKF4BZgzurujqh/PmdSWWFBg0I6WHx8hU5lJ13ozT7wkuS8ni6HWx43X4LQnbv1oVGv4tFcL0IhM70H9tjQUMUwxC9gq9vLz6/gc3P7h668aH96Zn5mdmF9BC6Wb9nlbyl1H0EXUiSgk7buh/Zmbu6vUPr1y9wXcCT7B7k2gCM6RubFRhdHYAW78oViAbNYWHYFSXoX81QF+V8BuD/0+wA9hxRVux+WpPzy7cvDWJBn7pwumv/MLrKopvtH2pFZMtMPqA6b3f++53lZreSQJJAodcAtmy/iFvZWpeksBTLgHM/9/8/d87eXIUOYReQNjCu6tEwy9+hgEGB/rZDfwXP3m7kg4QyNGrIIWh/wqPh1PFrcCRr1HpZoCwEA4nNXsz8VSnmkdHB+cXVsBD5kAS5oJmKQA3dHZDhh5BEU+t4EGgv+UFOUkHaPNbFCweAgwE6CxuDLBehMyltHobwr76bUMa8gUqLY1IXP9rJVm8KW8RUBODWc2NH0KawMT4SU6hYfWCRQCO1nFbyXMFADOwLf5AmyMWebGXRypofV+gUvO/GlPHEYgqBC6nZuYN6IddEA3i1zg6Q75bKnk89OfIHeUNV06CxQSXKOcies1ptgTN/UYZ67yZXX62RIDc3QpMC4H+t+5Mkh0Qzz0SzVzD1tSU7U1vzHbUwJbpydVlyBVKU5dJVacND3YfKCtMwVe/Zg6mPcf+kDw/7948X/nS69r8wBAUrfuRFxA89NrWalRCeicJJAkcWgkkBeDQDk1qWJJAuQSWllfCbQAFpooOcHJ0+OyZCUybbrMjWCBHC2w6JFcp+i+U5iIinCeeOpsBMA1evHDmJz99WxnxZ+AKIeXi1EgUAOhIB/BA02EsHpYCVlZ2OaOzqIeIofRdH2HXyOJ0ABZVijqANgaEasDB0b/qCnWAg7QNtBchbGtz6PofKhXGUCRAY5QWxksfE54L46HlIkKD2VStszUjBgtSJrqZBYtEHR2gfstLdQDmD4CyluE/rB3dgPkCfP9I0N9KkA5QPBRI+kB9rYCzU62ckFB/NQ1AxgB60L9Bf3Gy2IAWJu2is7Oto70VzvV1tzYlL6BnLl/40hdet2UxaSDe+u/M/5H/T7Wm4M8AzRtEY2gJX/mp6Tl2gKzn63LEIGEeQX/YUTXV31/7lV+gfBKZM0ynolaJFxAtqT9h8vrT3ySBJIFDJ4Hyf7kOXTNTg5IEnm4JXL9+PRSAFgGKeCXn2UdJmJ11Zjwu4eJH+sPbztyIm4HXBLDcOShgfv95ruwvhuQIeZsNOOLEZKgNwYIXSgVn8EBTNWjDRTrwoUT3Hh7sm51f8tFV6wD4XYQWVpqBK05xKQAHiwZ/g4GVeBB4bcwRAd7CD6RttArUmkkYgl0B+MsgN66PjfIeJOhMp8ePy2r7WH75d4VWdrKgGNSxfIdlagewYiInFnnyOEswVmdvnA4zriyvYjcnBpTHIgANoLtioEk9PdWLTGHOMrpUB0DOZbz14g6O/lUKDuv1imPr8PKqWf2LnLV0gCKn8PHC0vLmxtbi8kpfby9QOLxjjrUjuw6PCczXAceeW7fuyupvBfLFZHCdiuNu13LonyQ7gokk0P9Xv/wFF5m7zGkDgJn/Q6kG3zBXg5R9vQmSKkcgBvenb77nGALHIP5lML1uecWJ8a/+4uc531NKIw1kOZHI4oOqb6sQWgH4V//yn3/ms68XOVNMkkCSwGGTQFIADtuIpPYkCdSUQIiPi0zhL/qxRjBr0+6uMxNOjI+CA65cu7XzYIUgx8Bz2PhysOO2WBSIM9QBIv8f4y91BBL6h2dsbBQPk1defh5n9PGxEWKWllY2t7b7+hygLOoA4SKAqjjIUsDHQ/+cumgGcvDc1PQsbjCqtPQNPzoMOB40X8pQJxLfCXJxBxk8CF/KQC2VoKgDoKrVKdySTGlRTOi7T0zm/+NcwBxQtDHSWpAVAlF/EYBiaTmIEE4QapgxpIs6wGN3bpA9XAQATWJ+vnNvKiy2Lh0B4CpexppPHfQvbmQIpK7/LYNzfn5x8v4MRFd3J0fcsmcYBWDVn0irckKaGGzqOLYh81ANJt6b/7mJr4fDf5RRb9f3vYcgdaF/IpG4dACmUqn5v9h5YhgF8oZJt2/fQ7XD6cjF+9boHw28j6QAyNPs0598sbenR0oEo8xyATd1MOhkYSUg7EbRC0hdSO8kgSSBwy+BpAAc/jFKLUwSqDLXIQ55AWE7JIGfZyCLo4MHqy08J0407z3E9+DRqfFRcMAH127Bwm5btveBm0Et4W+53Q8VFOPIqOQoFR0AVaGt7YQtAoRbA/FBWl5eIQtbgTnLnKAOoeciXly6ATo0gIyyg8IWLQKorlpLAQeB/hHQ10E3URcU/ODqDc5h1JUFpQzeJ/vh9rEHra0O0JfylEZmBzH5NNluxYZKUKoPhDrAQVz/SystRspdPPLkpic93Z2Tk/e1ExR4xwk4SIm5oRLCk0BBjMKmUgCKVYQxoQ7AEPOEqbVo6QDUgqJYummhVsZwJkc89Q3/ETPuLqWTEDZwP981O6sK9K+vBgsvteYDw0ftqgIJ+PmeAXKZ//FzC9E/6kfmo7W//+//jV+1tlFRrgAc39zcVnxo/jdOI2gVEje564R+8/wxNskNNopltwXmf87DPX/ulEf/LFy4h/088vOBjUULN5D73Dzo/sGhR34rspXntklMTk6Oj49XohKVJJAkcCglUAUaDmULU6OSBJIEnATwiA8FgRcQp+zzcwtiYKUezBQeug8nR3ejAzQ3HeMDj60DkOR/tp1TMj//kRqgKswLCIZa5n9rzJ2795+5fE5BmmHxIp579hJXg03PzLrLjBoaWHzgjSbwpc+3/dl3fwI/VQAspAMUFwFUiJYCtDlY7YnQv/QKGfXloVEH66vM4hsPjeGhAa4yKCZZDKgLT26ajcW0FuwzZiOkA0T8KAORPgA/8MtygYbN98MiaxEcomRJjCnIkqYiFkaZI31oM6nEACXxO4EW8sOiT0x/f+/q2hqQFF8UvIBYBOju7rTS4Cl4JT1EB4jWHIzfCNMB6mz/FXPksIQfvwbRinocAarOgHXI+ZGgv2WMdABwP0ky+YsH7Nva1ir0rxiymMpk5YToX5FMWrCz1ACZ/8dODhm/EZyi++u/9suR5xWLAJzQCqxnmOD0RWU5ij1n2ji1ufqasEjIVh0Ek4E96MxSdxtGexudZa8O0F88fClCZrREfdGQg2aRperrf/vWraQAmEwSkSRwaCWQFIBDOzSpYUkCj5GAwDRMLMSD7ZaWljHGmw1biwAqQij/zKmTYAXWAexn2yPvTA2IKjMvoKbqtYWITUE2A+iuUMBNkeHMmYmNzc2FhUXpAGJgH/NLL1x6+91rpjNIB6hlfyWX1ICdEw9otgoBJn4MoF9socWwFZIC67sDqcHcXQDhTwo60GpAqQ5g9UJIGdjZWVEkql1/X1fIAG0dj+IJhnAcTYlpwEpCZ3M7CgAIXvIK93Hq/B+6YE7nYZmMhQVpeVEBIPUg6wBoIDNziwLH+MFbmQ7f06Zwsuy7La3Ui7cMk5k1pd6eboRgWeoQNp+N5+NBf8vOxg9OpGV55L539bF4CFBvZ3C9nZLkBWRsRehvSRBg9z2u29h7dOnCGfbJLC4tGzRnLBDJl7/0uQj9W3bjtO2/oQjFxuIJ5nyaZLlELC4uQaCMMYuQMLSmkyYAku/r7Tp9yjnCkY5CGOmrLu/Dh+xnkarJmyr4JyicVPDYvz/Q6UkSSBI4zBJICsBhHp3UtiSBigRCp3xi8b25fPGcJTvv3GPuQHSAIJwyT2oRQDxAc0x3586OY0d874OblhECHABMrAUuH7sCQAnaDDA05Gz8xUd4+oMr16sMiQ0NF86dbjvR8qOfvkvTqZ3H4063RBA9NI8kvbG2ihkegQ+ym+IBFeX9qEH8oe9NTg0O9NWHMpLw0tKqQ4Sd7UW0VKz3sTpAmAXzLQfza2NoGF+LNnOvM+J7IQCLERQwnd2cyiX/n+HhKquzLR3Az9PU1OzcULBVe6UBLMiWcavU0B5jYZFG+HFxIRxOeBS/vb1ZsgEgS8yyyqLMG4ArbOoWAbbmSD6YJlBp4UeF/lQqnyvqQvfLzuLM2tXA+lROur+l6J94hG8ToD76hxnAjcyHBntB/wRZcaJSckE/evioFvpnvrnjhrzcGB1Jqapxfq8w0N+pglECRdO7bfax4LHDfWdusUgrCXypJsaGWc5iFUiHEXneSo/k/8NoUiPon+8Xs0M8EIyYXUymSN5Xrnzwxuc/b8FEJAkkCRxOCSQF4HCOS2pVkkAsAf1gEyscDLG+sdHV3eEAsffvlg7ALzpgArSAGhAuAqg4gPK5M2M4///87Wv2Qx7X5MPyAjLAV8pjkcASbOe9fd1NTeUmW3QALLuYFbu7qqzaF86foZAf/Dg7MBSQoS0NRAoUWmcrdXlkCZQhRjLhraDxSA3g/fEUAwAZn8e6A1EdJmrajBrAG2dunKWtDaUEOgDo/CBSpUfrG1sUchAdIDL/q2pKEAq3VkkslgoBgFPQocvmZvGjA1TjXrG4d1gCQ4OlXHopyLXCVE2VoH8YcoRq0J84Q/9hAQfQBLKy5G1fZ6dvfawfVmo0jTcdoK0dldAd1FP68G3a3NxUG0oZFCn0D/3MpbNcMrDr9SjWOohZWVl9+aXnatn+GR32aUgt4wtfrEKGfxefyzbksaUDLj/m+zI6Msi13H293QB7DUHILJpVGlrIt4BZQRZmCKMfeXO5XrsDA06EV2ijJhVLSzFJAkkCh00C6Yt62EYktSdJoFwCuGFEaPjmh3dx9sDuDvwSmpcOABg1NQADXrjzT2bZUxMncfK+ev1OV0f7e1c+DFFdWDfrCV3VeF2pzgrpC4IQZFQ8mwGevXyemDDSCnzh+ct/8qffDRUAGU3RASjnh4EOMDe3AEQubZWzTAePcD/V0WWiFeStoN7GbgVCSDGwGOMJCZ2MXn9LAPwUghrgBb6B9/xj1QDszThqHUQHoHBMxR0NNUFn2FrRZv6X84zpAMOD/fP5vVdFfGaIMeNv3Nd+EuTKBAM7FnxeXG0ws0bBiOi2rGJjiClH/541hP5EIMBovKICpQmANYkPvYNoBjGR4f9jYP2oOgtKBwjRvyzoMNiqCzRHXRHU2ovljQjULamsLz1/ARc4Bqu1NZM9zvcXzp6KFmey7O5Er+Ms4Jl89C2wUatA/6i+IIj6rb0fr77y3MmTI+w+R2xs0pidnQ+4qkiayvSjUqF/NBCSre/GyuYB9iMxfBYTisUiE5EkkCRw2CSQFIDDNiKpPUkC5RJYXd3o6Yn9W6amZlEA8PnATwMdgKUA0wEohV9lEAnomJQI7HKu32uvPt/f3/dXvvI5jKY3bt5Z8C7CYd0cw0+wFtwPOUXjfoBnfHc3Nn6HyYsMly+dB3B0dHRESRfPn2HT4ftXbtydnCWJjkifoc14sIQtL1UtgIA8JOlRkHIgwooC/FTVNisfIlIMtCUAdyDwuqBbWGBIA494wMroAI9VAx6rA7iW+7Zjrz2II5C58YAUw1ZJLMT09nav5OdUokm6snPhSD802zZZ3NlEx91KDl22+LBY0SxkQGAnRi9FByhuCWDmaBwjd/8I+lMIEzVcxCjWZTGoAa7SrTm5BjEuM7ML8/NLcuMp+vBYxo9N0DBEtb1Evau1CkFoyIrpB6ZnCIpqAIZz7akdGx08f26Cbx/MyI2MZOGNMlyC/hvxStrs6enBqyuYvU7dtZkdo39LqG6ruTmxV4drHpSI0lLNVRXq6uxgeYfZwreCuV2VlgdY0aIQvARNAQD9W1NzrvQ3SSBJ4DBKoPxbfRhbmtqUJPAUS+Ctt96yRXwTA0AKJDE3t4gOAIYAgWkpINQBYO7t7WH/3wPv7MF1VvycWwl4I++1HAcdfvbTr/z+t/6UeIyLPJ5wt+Ru7zyoY9+1coy4P+0QPDoAbXAFacUhT9ZmAG4DwBkd6Ab0yVPcmUVvfPaT3/vRT+/cdSXoAUk8eOBuIZUaUCwwZ3R/kQCPeARBFKOkkDOiDa8YIQYJanlvjZtoT02M1sJAYWnyCAIySg0gWGt7AICss6AIhUUZjSOQvIAiYRoDhNAz8jToacd9SibGjBnY+fpwhg/oM5gJzr0k19k6O52bFkHyQgivq4Rw8iiVeDa07q7vMU+iqUKDoxUAigpLU5kHR//i1/vu3Sk8r1A/+F7wPwQLViHDX4ZmJqC6eNs30y/D1LhulZbpp1mW4nVXp6KEmoC5/WD4Z/EtLAQROfWprTVC/3Nz8x2dXM7VDvpnvOAhl4YSDx41KIb+jqNSNt8uC+ifDpfRxswdB/ygOBZuxB7tszyIUsI/C319PRSC84+KQiSZRpcXXbykQpsZ8vT0N0kgSeDwSiApAId3bFLLkgRCCYC9sK5xMolFyqqnRQBF2lJAg4PN7thHxWPpRwcAB4CVSDA1AJwKAyZ5MNza2mZYeFZgYyO4ytmMc4Ox4mu9WQTQTaJeB3CIxdqgLOgAHFpaxLLaafqFz33q+vDt7//o7bA6SkANIDu5wviwDSEwJd5V7LcUCwYR5FF8mKs+rZb7Shtu35mEub2tTZAIgdTKS0vA/QK1Hpu6641L1QCGDwNraTlqrSUdZBEA5sj8b9khGI5jx2bCmAArOud7DuBpcCCz8hTN/6GQoxaSTUsBSOa4vyasUpCnSqE/KR8V/XMvAffvbmxto/pSIyUgXj5+3cl1RNPv4ykD0qPMy4U+GvqnIq8RVVRW3y2pnSKr3tIEpJJpfaaI/pUBH7PY77+xYWh4kFQGFPQfYW6mJWNXgv6r6q8K4P9jYTssODT/g+thYA7QFGY4Hedh7zj1t7S4FQDLHhI4/yDw6AuOySDkSXSSQJLAoZVAUgAO7dCkhiUJVEkAqCTn2iJM1yKAuPnlzpcCcE8v0QEcnvarAfyuowlg5pcl+vnnLly/caeqSn+8j86QAWN5VBDixog3CwJNoATIgOLYTcHQgCfjfubyhZ/89M2+vj7FAP1doXnBFy+cwUvhd7/551RnWUTIDuroOCVi5DQVARr3disN/qG/KvOAHfFsVSU79Lm1xaqG7kXq7+uppQlgY6c6ACXSrqUGgLDr6ABhxSwCgARLgbXYmBih+T/Mqy5zuDsAFrg6MNBHKjOE6ZSbtt1u8o6ONu3j9NectTBePIgtL/+BLSkoRv4/YUXQ0VKAkGst6A//R0L/7v7dqRmWs4D+fKKqFWSWjnjojMyJOaAyEOF+FVUcfSYxK2QoBVZ1yONTLSUjvBrw0Nx+4mR/BFAV+g8mttC/++oEy2gs0KHboGYXi6r1pUAUshSEWWT+d/Z8Z/J3302nhfhtCYL7/CPDF18bfy2jqUbEyPlHSe6kYP9Piv6BMv5EJAkkCRxmCSQF4DCPTmpbkkAmAaAG6KooDn7IOYaPRQCSwlM486UAByhAcsrIOgB3BfCjr/MoAaA8u25VYLuvr5fjPn725vs4/oa19PZ04SuCVa+pmf8clPegJ8ApIXdAz87NDw85KyaPz1LlETQyMsyKRGNnZ6vf0yk2e2MS/c/+o1/7zvd+euvOlEWGMEiHIdZCPMAaHsvoQy5IM6QDAK0Igm5r9cXHWwExgWLC1VrE3tt0ygDQGU2AYKQMUBd4FOHXUQNoW1EHoPZi16Zn5gf7e7UFNmqQ8Ks6FSZxRrsd8kN8Xx+XQ69xnVyVK4vz9nIPXiiszCAkWYhpmKF/UplmoQJQS26+pGwpgL5joS86mYiH9wHRv7t/d8Pdvwv0F/q3EuoQ1E5qpAyEywKMC18EOfmE5dA15waz7y7LC+NF+0mYLUPVnySe3wn3Ey9dHjs5XCyKmND2j88Pgz6Uf2WE/uHRfl/LjtH9I6F/yyiCr/Pi4gLTa2193dTpCPqLU+g/cntDYlZg6PxjJwUn/x+TTyKSBA6/BJICcPjHKLUwSSCTgP1m2yIA5j2dw81WzlABIAMABUPvftMxTh2XDgDyGxwcBMQA73CbVqH8Zj/cezjvDt45JotpqAMABxeXVuDEPNzjb4clO08dCAhAaW9rBfnhY5CvA6g5ICqyOgyBIxC+DVyBBOiJcLNaxfsLb3xydPTOD370tsXEhMBrgNMi6A8/9fGmtcBxHtf0/X36TozigbnEA3QsprDwEFdrYQfU3TbNLdnO0QRIipYFKBwwamC3uBrAWOAiYqfIW+FGAL7ZWo08F5dWAXBnTo1akhG1zP9ioGv0Gqs5TvPEeEMv//K7CQDut0I8sc/2X5rEhMEBvTopu3WByFLzf8jMKtDUzLwmTBhvtAnEYiIiu393akbxB4f+UTkETRlAbVtaXkUN8JbsbN4wQOGIOzWbL4hbt9Gm3mwNxE8T0e425ShXsVKmHpGfevXZc2cmIBj3ED0TY+g/g/5+4ULlhOifgVMkb1quG50t5iCE+f8g847O/sHBgY2NDZbdnGqxr8lAbyrLGpTJPy8nTrCruwoeIBOrbn5hkR4pGJ4Am/x/TESJSBI4/BKo+oYf/uamFiYJPJ0SEDzlJxxMH+0EkEDw5g8dgUxKZGwBgDpflIrlkp92gC84D3gR3s77+ddf/d4Pfk5e0wE4GgiwPunvQ+VmAOdJ4h8y8lA4j2LCN/gPHcA2A1iSZ2cZwW00HhkZcsbM7R00AcFQXW4qXUVZLp4/zelAv/cHf04wwk9WJiDGFQjD3h7FVuJzikodwPEQR1Z/2bapyJtXHRJCJeDwe3J4nOd6JP68jHp/pQZQs9QAUwZCTUCQUUsBlBWpAVqQMR0gFCl21hDAsR0Zd6CR4f7B/h5rE+NSNP+TCoazFQCVydHv+F+hsVheEcSAsKGljLn9ALUfP4glg64c6iNTlNnFCkC0LVg8yF2rFsVKItwPw18G+pPdLTQ1HmMNASkRVLtDCRNJezRA0Bp31AD0QvRtHiJ5POHuz9IDP7LSRCKmeuJlk/CXvvLZnp4u8aOEqNeaxkL/nPDT3tEud/+s3NzvX2WSxeId+ndLNGVPzdFwMy30/4ERRx8+Xmt1pfkJX4X+iZT5P6rJ/H+Yrob+jQeBFOeVpSYiSSBJ4BBKICkAh3BQUpOSBB4jAdMBANDmDx3uBg7z47zBgTMgIH6hhYBJBQPxmw1wAdkYfAFtA6dBnKYAzMzM6+gesoCHQh2AGDLyFBGhFgFgQAcAhsoES1APgMybpPeHBge4c9dtJXywC1zmllExCPdIH+Cuor/+K1987/3rV6/fJRWs71G7Y/R0hpAcwPfZXXKgBhBJl3nTSINrqoXIz376JaDYu+9duX13WpXqbQwQB1QJTA3wDXPKgGkC6EKART6GAlVLqAaoRtMBCIbQX6m80QBp9szsIoUPD/bJI8h1LxedcUYE3cfFi+zEA4ZRACOG0ZFhwHdXZ5cgL7IKxUVT8bpXLXXM/8B6IXsGlPLlchPpAPS9CB+LuJ/sHw/6Y5xmsJmozKtQLEWQrFHA2t3c7G7YkECURatqMPBFA++KM5QYksSJJlIDPIND/2b4VxZJkjd6Grd9MSXxt5fhHwUgLNZs/0TaPIdGktpaEzJndLFjJUwN+jZdvnSORKH/UuhPKui/o6MzFF1Unq79tkjO7BWd/H9MJolIEjgSEkgKwJEYptTIp10CALhQBKYAhOY9GKJFAKC/YUp+1wngQgCg4dcdOCLgHqoBoGGwDqmAJ9MByGhVg5NAbxGg91pArAZoEYCMK6urthnAyvEKSGN3d/fwg112C9AkHI3kSQ+PwIfpAyNDA3xefP7S2+9cefeDm0EhVaRERL9ojxAbNL3jXcWXBz79qZfOnRnff/Twc5955dVXnr16/fa7798M5axCQvCnhtVRCTRKvNFBpIaYJkC12i2AJgB8NBN4qAagpzno2ViO/tVwZIU+wToAHw5qRw3IDM55v2r9VePD1OXlFQuOjg6/8+4HzBDMu0SirFhSRIQisiSD/sTI/K8kkGuoACDMEP3rSB+29lo5Ij4S9Afxk4uKcDnTWo8KCftb9eXxJv+x0YGJ8dEzpybeu3Ljzr1pspgOoOy8KYHBYgaxQBSeZ2oaJvtn6QKHryI3LZt88Y1XyXj+3Gm0MisHQv4zXtlu4GLmufn5yPAPT4T+rRZD/zUXwcKaqmlbPrJo0D83EhQvgxMDHeHg0VB0iqf9ql3SttKM4Gtm/j+hs5AxJCJJIEngsEkgKQCHbURSe5IEakrAW3AzZGY6QMhtiwAh9DcGEAZn/HEMvxk1+aUXPjY14ItvfOq7P/iZcIN0AF0gaoXoZz7SAUiN1AAHcL27UGEzgJXkViGGhgZ4T03PRDpAhSnXB9jQOfLVwV/86ue5tuxnP3+X6rjD2NhAloZaKNCrAQ6C04wINnlTfeNrrz43cXJw9wHADncUKn9wanywp7vtw1v3p2ZwGokQY1bPwVUCX0tFDVB+UwbQBNzuan/PmpIYTZy4Wk+sdHZ1FJGodVME04DxgpYaMDLUh5qHWhKxRWNEp9SvO3cnL1++pBIsS6dbpzgh879FGsEgQiPhovk/hP7wUAKbFiwjhCmTIfrH5K+tvSEn9EGgP678GPgx80/5SyfcETT+MSIsMxxIDd/LL1wg8szpMdge7e+99skXnn/mwu9+68/4dpiXi5XgVbVd+p1tDfYJEqPxoOu9/umXCF6+eNYiRTBL0RxMqqgoOAXZTt+QOUT/Llfu/GPoH2aLrGQMu1eJzSh0rdBAMNDXA4rffvjQvimFHA2g/2hihDxusS53/Q/joe0quig+BZMEkgQOrQSSAnBohyY1LEmgIoHf+sY3wF7hQUCmAIC35LEgbhYBxsdGzPBfKSKn0AFwB9L9r0AKoQoP7YDNTTiKwChHIAh0APZNcjEQ+1DzAhpq6QAuo39ASOBCWwQobgawolgKYBMCJu2p6en19bXd3R0clAkGDDHJQsFXv/w5Yl995Xlu6mV/gjQBajZkJus7QY/kZSLPEs09Y2llpb3tBDuksbh7xsbe7q7PfeYT29sPsAp/eGeK25XjugthSU9vJQpdAcgJOuAYrAZYbqywfDwDwNKiMwJHLO5gypobJ7qw1wM5yjP713ttfau9zblCoQOUagJWBuM7MzNnwZDAeefF55+5feeeL8fNhDDV6LBVEfQXj5x/jB8CNm0GgKiF+2GrA/2F+OGZmppxIuV/b18vRfxh1YLHGh1Q+KsvXxbuN9iM6re0uMgI/Oovv3H//tzP3r7ChBS/oL+VRseZDeE6AEkXz43zfv0zn4juc3AIPsD98DAPVtfWWEx7LPqH2Zx/QvRPfPxYN+IEFyYxNP+jxp+9eEZyK2N3cXzvOCSqNBXVCCU5vDrA2LQJmMuYkVv98i1LIpIEkgQOgwSSAnAYRiG1IUngMRL4zX/0j/7JP/knMGEeNgdu6QDY5EIFAEDMOv7YyRGVGCI2q0PuQIuLyxbDjzcPQY5ZNwOzbQZADQgVANjq6ACkSg2gqVjfZZku3QxgtdOeixfOE5yZnb13bxIzJM5IlhoSKlkx/f29fJ595gKaADE/f+t9OguY0yGaVwt3GgDXLl08Q13438Dfwln4u3uSD8iHGCkevN/47KtYhd/94LrUgFIZqg3Ft8SIzwhJMv1KAuB1g+xhLkYzMvmzxEE3cRMvGvUtY6gDeEXLrQsh7a2H7GbO1ABWgQJ+EgGlrlV6bBYpeO36h6ur7la4Wg+NRA4SBX2kOAB9xEx/1eUonkUnlnima+geQH/4bSsLtCH+yckpCU2gn1upopLrBEHAvp3OQ51LuC6cP2XMfpJYyGFl4O3gYM/XfuWLSOn9Kx9euXa7uBqgzjM05PzC66+wQ50lCAB9iP69q0zmE68KgP48TKreGlM6tP2TxWY42j4jW2mlH98waDTtd22qfooxumsPLtoT8irIRny+d2F8SDPc4bmfYRI0flCWig7w/PMvRAwpmCSQJHAIJZAUgEM4KKlJSQKxBMxO7NF5Zp1FAYj4hE4+vHVvZHhI8FExYgt/+IEdoGdtCQgLATN96fOvfe+HP2cRwJ8XvqGDgEIe0fV1AHg4XdTtBm5vVUtmZudOn3IW0zrPyPAwH1YnZmZmuLUAIGjMeKWHfbF4CDrCW8sCFv8LX/rM5sam8CjGS4zQJ/wlytjejQcihP5hPDb4z7/+yS99ofnmh3f+/Ps/w+wsZCZ8b5wR3o2CxgaBEDo7O7Cse1NylkKZZAGLM75hXnZE0F98eIBTmLzDcow2PY2Yza0dVjOUBFZDDYCmRqeD0eKKP8kWSwQ8VgjLR9z2hGrANQ92+A8VG4MRyFD+P6WGf7FFgFWRXD0xM7sg2ntGVXVHhn8GWs7lDD17Sekz/G4DR95UCUqFhO/wDEoX78t2yy4eSXNcUn9vNwtiBLe2nEzQjTUboaOHPPJvefnFy2989hMMCkdnwYP2gvkbAqUH3YwS2ZhOEJ3W0L9TrpCyfUt90TQDWbW0tR73Qvdx8csNRr6SozQGDAL0H6ncNohZEYEUi1ifpYPF5RXWuCheuxH6eru4QS2u3oeB/jwIu9ayD72r5fyjVnFUgEr2s23//PlzpRWlyCSBJIFDJYGkAByq4UiNSRIol8BXvvJlVgCqLXeOU3BBeRxCFdXQMHl/enxsNMI6QbrjAxyE7kDE6Of87JlTKAAE5Qh0/cbtT37iRZ0ESmT4oAPogrAwMqLRAU6cwHTrQGf1zQARYyUIFMEvCHWlo7PTYkNlgEiONOKtDm9ubLi++87TBY+nTRKuAHlJwQGUkd/Ig50HwDLOO6kFelw2p8PsXbp4js/VazenpueuXr9jOMzX6GrJKvb8tV6Y3k+caCUvD2Iv6gCy1oc6ANblk6PD6AB4NjlPouLY+9tYldEWAcIG4I2DTKgxjBQNetSxp5bEhNEYIZBSmdAI1Imi1d9KKKqjIfQXG+1BXFIDKGpwoG99bf3+/WnVCO5Hq4FHWw4YNyu8DhEJxilMzc3/3q//Igtc4d3J+qZIDeB7wZykrkh/cKAf17XNTQ4PRe0C0LMtm4PzGTJQMqODfgJQlvtcZ2cnS0lcBRfhfpgpgfGiU8LcaA47eN77U4Ck26g7cEboHx2CpCL6r9P9KIlOuS5sbaO30GVqprPUc+Z0ue4t9E9TSyeYCsdjsNT5x6o28z8xjO/4+IQlJSJJIEng0EogKQCHdmhSw5IEqiXgkE4VriUZUILFFPcJh0cD9rv3pkZHhoiIdICAJUOu7e1tAIXVtQ2hT+HFU+Ojdyfd0Sg88iSOtgEoiTcbW9nSivHQYowwrLOzA6ThYqkTdTcDuHzAl/X1dZWgDhkuibyTq4KDA8oCOKMlUhV4iwC+cAInDBTogHSDcyfhbgTeW9tbxIN+uP1KGFTlhG/EQpLUgIsXzv74Z+/MzDh7tjUM2mQPIVpvleMh4r6Vj28J4FtBxkz4Ffs6UJ5ICKvddABOaqW6ohrAYCExOk2WcBHASnBDUOWQ4rw1LNUIWij0bzFFYnf3IbAyAqzGhpTQsiwIUUT/SmUI6DP89AiDOpGm/CAZ5KYDaooeOMoucYkuvunv3/z3f+XlF58j6b33r9KGIg8l7+2Z/dwRXIetyb++saeLkJkPY2OjJHFDNm+NNTAaSzlDxulV4fjCwBzjrWdjY725qwvOPILyna9UpAYU0T9l6tsX2f5VTqjqa6HDyjci3DOgTSYkSQ1gEWb8pNMnjVnQnyCzzs2TGg9rSMvLqxRS61+S6FTQL/3Cl2uUlKKTBJIEDpcEkgJwuMYjtSZJoJYE/uE/+K/+6T/9pwA+DmkMebgcanh40PClJeFy/VgdAGYhyya3tdL9ayAbJLZnKQByBLpy9SZrBaW4hCzoAHXufFV7AFhra5u4A0U6QAikOJ2QR/zZm2SPkYXAqpKqAyAYMLVwjNcN9sE34DdxAYxQBmSXBauBZrDaYv0V9AR1be9sK29RE2ARwGQ7dnJ44FYvxtTbtydBVEKN1Q3JtDDaoq7xpjJhdOMEERJNsVoKgIcOSgegSZEOcNZfJQsPagCNjDyC/HxwG4KLiwDuwmOfQbBStXMJgAis43jdsEoQ3fhb6v/DICAzzrBnZ0KpDhDu/S2F/sL9wt20OVRWaQ+SDIUpHQA5hHA/l6dJsaJ3EcUddqdPjb3ycuZ9vra+XkT/QH8QMIcdqQiGgJZ4Pyu3FiQVCHs/qcL9lZoCyusv9EO7t12j+J+NJcYi2o+Xm2cWD2F9RE8tilHMoTU9zFsZRAkxTCtcFGAXwImro72VCXZ/eq6/j1vAugz6k+q//uXoH+gPA/aF+YUlCH0LkFKoCfAl0nqIKuL91/7arxqdiCSBJIHDLIGkABzm0UltSxIIJNDo7qzFehlEZeTS8hp3QgFlAMGWqkUAYY7wN9sYjMA3nTMowRWgFeFLLgz60U/eEgMI58++86O/8bVfMv4iEV0QVmRQjNyB0AG6C+7IJejfSgFM1VUDgL9hx30+9SYrAsTDh00FCntDKQfxOFs48AUrPDcce8TmNAGADrCZw92FeOBBhtCuDQ0N585ObG0/eOH5y6dPrU1Nz2P+lHISWqxBrhW45s8Con2q2t4w8GAGDt2BpAPQVFponDOz8xyBqiBZih5BoFiP849FiwDR3mJKQDVaWVmBYI+BlR8R1muLp98WWaoDIB8e8UfoP8T9YqC1rg85tA/zWo0Q6AAAdMXQ6zBJA0GMWoVs/4O/8VcZkZDn7t37YTBvnhtBNDq0LNz6tflYbI/F/WFpon0PXD/oDTG0yhpGkARmJTFUbWqAidFPpaoi3cDu74P+WZ+oSnhcILT6Gy/+P0YvLCydnnBLIjzOWDA0GK5O0EglhW9Bf0aKSI73UZJkuLXlBlodQRkIt/+KLRosRaZ3kkCSwCGUQMmX/xC2MjUpSSBJ4CtfZhvAPwVpAOxCQAmocW6/x5v39rZaT7SEq/xaBNAvd6kOYDisqyvTAZCzQ0n+cMMf/OjnnnSvEFJYpBE0yR1GFDgYWFJEyB2Iy7/sdjBwBuhfaCNirgo6gOSBY44dlcoGS+BvFWcWAJapK3Gi9IGG/ixe+gDngQKMQuu7ULjz+nCu4hS1T0xvd/uJFnela1dn69jJITtJaXtnF0PpymrFFYTSpRUAiVCrBIzoQtgaeg2W4sm6lrv100Jc6nPItR3qAHAWPYJodojqqEIYDsJtX8ZandcLxMSv3Rns9xt++a/+yu/8zu+g6hQRqjVS+ZhVFoMOgL4UumCx+EBqCP2LuF/Z6S9A14qig+qjYqyRCjKsCE2rAWwHVqRmvmBrb09Hd2ebd4169N77H4hhaWlJhL05VFU0J8xaJEQnlxv7xoT2+5BBtH1Hikk5g/vr2dyygHqhd6kaoFyhUw3M9LQ++offV6Pc7l0K/YnH/G/+P6D/k6POFZAZyKCg6uPy5zL7p4j+Q+gvnvXAuynLli9loAzcun2P7z7/tkhK+P+cPn3a2BKRJJAkcJglkBSAwzw6qW1JAlUSAKhF1z0ZmMJqjaWRXbl8TA1gEYATPME3glmRDlAL2WTAOQBqoJqqdpQFHnsokGWiMYuLq8eb3RbkeoZ/yxAQDld5GzhxwJeC4T9gPTAJ2pZbCIVnMMvn7euLi8iRZBB/IaMBWGxdRQeY5rSj+ZW7k7M+AVliLkU/cd47gLyizBVJKrUrVWhe6wAaOKBeqANQpm9qlUcQ2FpAXMcBcQQTbOAy/lCsk5t/drZ3Jsaz/aCtJ/CSqnoi/588k9ubgZZirCz4QEsHoFI6jocVPlG1cL8yhuiffqlrVmZIcNIOF6W9+PxlDp9hC8qSv7F4dm4RnrOnhnl3drbj1gJBg0+OjjilYr+hq6uLmPGxMc/Qwbv45HLg7+OndDH7Y2NQTjWI4bIAMUxVaqTLpmtB2/eRSIa4ju2fSeKqdrPJPUgSZg23YsK36epsseCuaNRUNy5+zsgnUMwMqJpqeWkcJVsQglaFwYhmGmiDEDoARdGdWteERRlTMEkgSeAwSCApAIdhFFIbkgQOJIHf/M1/+I//d/+YH+lwBaCYEyyOJU8eQUAoGTiFtwxzRLnkBWSR4AU2vP7gL960GHkBlZ4FZDyRDlDDMO/Yacz96VmMi8ebY+O9ma6t2BqE828HCJLKIkAtHmBPjSQXLRQYYkFwTBiskzdKAsMBiM+e6cBlH+P9IksDK2tXrt5e29iAgNmZYI/FR/6rEKQRyQpMjVKidQAtSgDFimcogQu9NkSrGyPotuc3nqp8an7U4BGkD2tvtHUTb6cMX+auHcplCBmkGCkGMEgHwJdmfn6Bu+eAvaigylj6pnlm+6c6LhLQQo7VQi4d54qTOkZrDggiBvUVfWZ4qBe/nWcvnbL7LtiKANxHbVPDDFWXVp33lL/1JkNp3o8dqd4xLsB2qlXVkRqgRQCS3MVwdaF22AxmQn1mmf9B/yhmz10+K/SP8DkqwMz/jGk45WgnQW7z9Q2u1Gb+P5WonGJ1y5a/iKMXnLD067/+63l6+pskkCRw2CWQFIDDPkKpfUkCoQRwWLegwZmtnR286vmN51EqNjk8gtATPrx9jxhZ/kIdIPqlh0deQFY41XAtrnQAX+7+z37+LruNjaGUiHSAEp5K8xvweWhtbakPHEtKCKIWFx8opO28ZfoA9ZmcspySkskqKA8cC5QJIz4CbeLFN3p0dKS/v59rlYHvspJ+cO3WvfuzAC/Ab7FqIkFgxNu4SAfQzlTpAHLcj7ZPkMU8ggDZiFQrAEwAmg6sUwconCqgw+zPPf88MbgAiYe2ieAdCiH0/zEGCHQAbpwAZVqbw9SQDtE/DTbnfngElAGmXP2mBgwPciNzG4dw8oGhtY0zZJ05H43IPxnot/IpzuicyOLCivKk8r9SISQi48DK7scqK1+3OysVKG9sEPUVcvroReQ0AUTLWDA6mi2EuYujPqCHxy0ONNb0+YHBHm3/Ffof7O9BgSJJqpeZ/2kMbbAsUgbYMq5JGI5mqf+PMpLE/mArBOIrX/1q8v8JBZLoJIFDLoGqf8UOeVtT85IEnnIJsA3gv/tv/1t+d+0kEwlEK/XO36MaDEkN+ODqhwP5/lfx18crJuSL58/gd3H77pRiJqdmUT96ejqBjPynyCJ8L9cBAtxv5UNsbz+QL0cY+THoDCLX1Acc6qTYMrD4MWorzwKoc4fqcPHTcffvKthd247RBDjbtKen67P+TFUg2q07U3zCUgQHQ1hGqukAmGs1xKU6AJz0S2cEAbXZCtzSEv/DHi0CoBMVRWFm/upJFPv/WLM5FQr0b8FaRID+qTN7QmbQ/+uffhlvrlZ3ZVazdDljkAc/Jn+LCQmamreWkklx5RuDrQyEyL400rJAyA2sshLlm0w8HQnY6nU8Ug+KmgMqAd9Bvp4oURyiFRRbTq5vbLGUVPyuFbnx/zH0/9wz55GFBGLmf/B92Dyhf+SD/w+lQZgeqClXrIIYms0yFzqDpaKivPapT1owEUkCSQKHXwLx78Thb3FqYZLA0yyBifGR9fVOvEoqMMeLQ3tw9SseyQdwyYnytvoPPMWSCiAAG4SckReQkt747KumABDDruL1jY2+3p5wv6/cikKtAB1AputguSKsqoqGmU0LVVF/6YDpAw9294BNHLnIxU9qc9awmlWUrBiU8nobrtsbDCFzuzpLd6iou7OzpYWrix2oAtajsIGVpQb0NHSNclHzYP9f/PTdsGTTAUITrHQAMJltC66lA1AU6A0Uh8d8bw+Dmz3U7mJ9M0TkKRUGUUJ+AX520USaYpBl8H+Yb0vLqzXUugpjhP5JCAE6Qabll9741IXzpy0PWRAFQujp7bHI0sOv2Ofgz1ByCB3OUiu+lXAQAuhfwf2WwY9H1GxLLCW4dlrxoc7ARQqKDPtC2VoDKS1HkSur64jaGMyLT/qAqeIw4JbDth+nle3vn5oYRSjWbDP/G76HH1o6Z3iGFVnUplr+PzBzdlZ079vZMyf/+A9/9/XPvWHtTESSQJLAIZdAUgAO+QCl5iUJVEngs69/7p23fy638jABaxy4k9/zUh0Ai50pANjqurqa/W+8/N0rakDkBaTy/9ovfeGb3/6O1cVRnnwG+nsxaStSFlP33jUudxTJQF8fh5M+drWBjDRJVvNK/r8EBegn94MH7u3QEmfYP3R7ozFcqlS/SdrpA0VloA4ayxC/swTniJ/iQgiMIH0QcDy3vejUgC7UALQPt1rS2XlcmzEYKWznF86d4vP9H/389t1ptYo3wBdAZghM8YEOwB1n2/DU0QHIgjAxKlO7FSsCPxQI7q+lAYYLtYuaY+9L0T/8bBhoa3duJNEjv6YoMgqWon+rGmY81D/3+ifZgx1mxOMoR6VuBKNHuJMNBdw7RvkoAFxo0Nb6+GkWlRMGNYFLoL8xuVsaMv/4ENOTXgrrLd9fnpCiFZaj1hKTEfmXjqG8ceO21mQunj/FZDNRj50c0dcf278pHEajFob/aBBE/k5fLTv/h3oVH/r/4MN0/uyptQMsZYQdSXSSQJLA/7wSSArA/7zyT7UnCXw0Cbz7zpu4+gwPD3DoSjEnv9zhb7kxTE3PYXK2IGdxgkExCpaqAcYmoren+zOfevFHP3mHoMABBG4GnP4SLQWEGUEnMMjYCQSurwkIsv8ldYAQ96slQEODO2HbUAZMH9DiQ3e38zKP9AGH+Pec7RzC2fjBzxVdKYf+ipEaAG0MjQ0g1LkFrwa41QC3Tdmbq/Fl58qGVq8GrLHL4v/L3n9H+ZVk951gJlwivTfITHhvy1d1eaCr2rKrHSmKc7Q7mpG0ZjSkzu6Ruptkk5pzRmx2083OX7urkRntmd2jHe2IlMgmmxRNs72pqq7qQhWq4F0CSO8TaZAA9hPx/f1uxi/e+/2Q1UYECvE6++V9ETfixbvvZeH7vXFvxP6902+fPGc0wCxcMmCfEwxGt7TgyhxAsxDqwaUB+BkATCF2IYwY9o+Mmz/y/UuhvmFlMsGa4JM2J7cVRoKh/zAQ3yApyk8+/sDDDx6MWjFCjqiQb8m9imV3VlXhjXhKc2P55o1Zssl/FBpAz+Vwv6d5joHQv3sWtuC4wX4LWNEd0Qh/5EsMUqE30P+1odE7dg70h+iePnOev0qUd23v7+npDE1NLgrlKOlenMMooND9r3vxEZZz/yv4R2o6Y5bHHzvS3d01c+7id779rSefejqsTXKyQLLAXWuBRADu2leTBpYsEFvgypUBgnn4h5wKQDxhLabh8oCrnEu+3CQAW1YZB/CAtoClaOJhgZsNyI0CQmHndhehEXGA7FQAOuEBhBLOgAbcmHFYqgIT+NE4QBb0awDgtDvOPEjTM4GqhRG3dRfcCT7gsb7mRvz6QkVw70B8UXZtDetHsul4wc0GLDoawHwDa9roppyZfWDzKUKVQN5QrO7Oy9/3EUHCuIDgCBfaPIC4BA0rcwA81hGfsVuTmSB0eO7sGX1L7gnCxymqUpuN/4G6TAYRKUXdkt9F9M99Vvp1F/4Sx/+DRw5ozR8146nZeI3dFayXLOi3Ko/++Zxk6EKx0QA+udqN8eyHtZVA5wgh9I/gfqTPJS8Egqr5B70aMHf0jrKtfsyS7ERf2KFmb9wcV1XVmbMXtF8vib8R+sf9jwKvUszKBHWlzz7sFpnXgT2jQi4V/IOAHfgMpDB3/br++8DmENkmqSRZIFngrrVAIgB37atJA0sWyLEA/zYLtNXXb5ybWzAOYBl7/DOfOwkQ9QXi0TZhVi4a0NjYwFZKtu+S1RoHiFzUd5wKsB4QKjMB0LzPLo4dwGEPksvhftUCdQA72VZhSYh7AP5mMeJKBFJRBqzO3p63S2tesLlHthuKHGwFbd+ucoWgUxSKGHVxYQkmwBI9BAVBAzC1ujUa0NTU1NbWrKkAcQC9ZbspQsgBeEbeOBwAgJ6N9glbhTKpwFxmn4hCloCsDVYBUqts/A9tp6Zmwz6zMsb0y86gu4L+UdNlhP71sEB/CEAF0K+70PGy692wqesyROGOBizfZHai3ISAufzviPizzwUH4C3TkBFQi8CZuwuCh8PItq1Q4h8hp54pvnLTLEB/tvWCf6gZ6J8VOWXefST+Bmbne8P9z9hy0T/N7csPRzA7Ox9FOqk2GxSE+/+xhw+JFzE9FXaS5GSBZIG73AKJANzlLygNL1lgxQJ/+qdf4YJ/m3FzNjc1jE/McGkcwPRyJwGiKCCC+N8+edZSA60tBABACbicn79OaK+yaakFovX2dHR3tg6NTACAhCfUqtxUACFA0WpFdpdyTAA8sTYTvK5WlUG/9ZyL/h1m9KANNSCgAByy8GkRpbs+QvAEvvKoDrBeKFctcy9O1R9uS93yR/hqCp57v2Ewq9jz+gwyQgM4Dh7Yt3vXjssDV1/74QkigrCwKdgdjANADxQOxIzQpp6uLAeAb+iO9GJ4mX7IAZj0+2qpz1GClHwIfmgEu10U/8PjTxPoXcxwNbVQwLoe06Mbo/99u7f29Xazwr98/6hxsDcC0H9hEXf8ypIyYYcme8d/+ChWkyPYhIDSAxzuZ8NplwdSVXn8OX0FRZ4DMA9ARJDjABw8pjEBLvn8sm/NK1Y4BUyxqFUuyErRPkUt9xv0z8o/+rwfPLwnMrv+wDURF/n+1Uk2/oc/Z5gqT8ER9hYG/1gCAO7/zf29fGz8sITTqVMnUwhQ+HaSnCxwN1sgEYC7+e2ksSUL5FjAwVk/D9DW2jQ2PoWGgCb/BmeBYNjeooCALDU1VawRHk0CSFmRGODLtjZXYGRgbm7ugUO7/9NXv88AQgKgVu9qKkBNOEdMwJWUJgSvEverQ6F/Z58iPgu9+3ZTEwz1CoJpuXSrNaHIBEB7rgWoKARGphYKBDtxGVpJObiu4e0qQmhu37pFyjUYCzWPtZwADdhJNmV/7xtvvvP1b70KbpNC2HMpB3BpwVkO4LB3tYvTWJmXKHZBieUAfPvb31Jx9i6UAw0b/N66xaZ0uFQ5+EfoPwz6t7Z7d4H+u7Zs6SPl1yN/JrLWrV23wTmPfaKFaeYKRfRvWFmvjvPta9dGajbWqJX2wAp7IB8aM7a0NKqQ92KxYSaE+quRWWU15ABqok/CyMDqmQAvq+jKL9w8WvZHpVnoD/g+ceI0te5zvH1757Y+ZZkXemHPB7/zFw9MCefsWzYaY00gt3oEStBXz6pl5Z9AzbE1rP3A4X3s6Kdy/vszMTH5d/+rv2dqSUgWSBa4my2QCMDd/HbS2JIFSizw7W99Q9dAKIS9u7d95/tvyK8JByAqVwRAuNNAcEkXwQULg1wauJadBOAffpyFugXqMIGQDHzyYw3/4ct/lcsBslMBYM1ykwDBQJxoTIDBN9TXAonYzhh0G6lVurzNXryFNfgrqBmEDHUEJ0vC+sPqoiyg5oGUmxZga16yJshvpl6If/WYEpAHAGbTANoCs4p3cL8x/kMPHNyyufcHr711+tzlsEqycQAueWQwNByAHYgjTQAZcN8lARcPbGvoX2U/97f+1p/88Z/MzV3HL1/UKvyORsUYKwf/ePS/EkBlve3ZtaVvUxfYtL9vk4f++M6r129wRuMSk5Y+vbVbEYronxLD/VXnLzjLvPbDt3kdRFWR34IpVtoEEr5/NtvSd2joNqhf2cZr9fQglwNYn5guZAKU+2/G6mMBCxgHcDA6SLFgzoH/QSeiNob+KcfyDx3Zw7JcxHGFavxpy+svDhBWSY7c/6B/7u7+Ev06WnwtxhBYW9aaK+AHnW1b+x564NA7p85YFbFfV65c6evrs5IkJAskC9y1FkgE4K59NWlgyQIlFiADOLwWQH/x6BN/8dffEwcIa3NliwJSgC9RQMMjY7mTAOAGejAOYL2BsfBPv3j0fX/19e9bYSS8q6kAEAbhGerB5KvXnE+xMmaKbsoluAQURa6tUHVLaxOFYkQFfO/bhHLYiVaRD0uyMk5QoiMoP332IvqMsJt9a1ua6utd+mO9Z0oIhJ1k22ZLpqfnNNSoSsibnXHff/SpTZvOMBUQKXAZcgC5+YeGRxlMpIlNwkkA0lh5hPCmf/SH/5Hk21xTh/E/DKly8E9l9E/YD4vG8qLXrC35F0c2r8wBAKQehoq4uTPQH9wfPunM7Bw/FWiAaE85LmqswATr3Bgd3ICZjZBjVOYA6iFkApTccVoA/G3L/oQ5vjYeCSH65xZ9mzq2bXGYe3h0wjRdtkljg0uuCBig1SK4P7fiRBmX/LFzd4RwFoW2lMMTBPrVXPE/jOHRR45MTU2rkDMrw0IeLl28kAiA2SQJyQJ3swVK/nN8Nw80jS1ZIFkgsgBYdu+eHRAAyuEAU+SYNhVCHdy/3MG/7tbQooBUQhRQ7iQAteU4AFX79+3i/NfffEWdZM82FUBViLoM4ntI58Lx89rOq1A4OBebZlupJCRC14uzB4A2nPQMAzIQoX+BStqWc0Ib4j9z7lJRjeAd2hX4CfbUrTmHW7qukhIwyBCOW1cIDAkL7NuzEyT3ymtvDg6NhbXIcID6+noVgvIBalkOAKQzAsAnwYE++R3WFdgOAoCb2UokhPE/jATrMddBeLuWHoqU+dI8pXRm0dG7qbOrg90FHAdjsSP28cWJXaxc7W/svHQDSMrY3Isyl3/YPvw8KtMAOACOcAP0YScVZFECJhAc8XPLZNV1da5MNayGA6hzfczhtEA4cmp1qWV/stE+4QhD9E85xicNVwqtzY0TUzOSyQypgP7RCd3/fDysKKCGcv9L1jl66cw0QhJeOPoUs0Y/vHIi1EQu96cUqaXLZIFkgb9xCyQC8Df+CtIAkgVWZQFlAEsV4A4u5N9+Yj+OPvvoX3/jFTDE+MQ0K/Hh15dObipwdCeigFjZI3cSAE04AN0KrEcN4QBAlq9+4+WoPLzUVACYa8N64GkO1g+VJbvdnYprvatEyClES9lWKgHp0rwQELVhZSFIn8NQADfh5AArfhrs1V3oxxA/UEzrKtowhMh1aeOhoTgA8wCq0llkIKQElGdYAd7WCgSggKdZxvFoQx2ZwSdPXwxvgax5ABWKsDHmjvZW/ziFh8N3C+7nJYbbLBArwkuhIR+MpzNRx457qAgB9A974lPhkyNY6MrVoRARgh1ZKB9l9lLgs6ynx9qNdbU1TIOw4TRO6JaWZjNXdBv7tLKTAMWwH/cU5y8MRC7/qJ/wUjSA6Bf7Q7BaXm70mqyqglBA/14DmR9owNYtvWqyeg5gt8CkIROgXPZh2R/Ad43fMsKUIyFC/3T1sY88X+d5oNblbOAv+vo8C8tCv8T3oh50ieVDB4HltePCD/XpYWxsIizRVMDM3PWDB/aE5cgk/XN+5523n3r66agqXSYLJAvchRZIBOAufClpSMkCZS0gjAXak0sVNPbQAwfQ/urXHRa/OjjCWdCHf7z1b3wIv4IoIBbpX6sooHKTAHTFjQylcWkHiG3/vp04Z3VfK48EAO7pMxcZc39fT1SVvQRKKgghWyU8Gj5IVocSRksnWQ5gypoWsMkB+AC7cgFq6T9C/GriYXDB5W+dZIVcDpBVi1gB0UPg1NxJgJBs0E9TYyNvGf/ud195M+zWPazfIywshPCEkSpUaQ1IwUG3smdtLZHefEBqRSd8S9fn58HrKsE3rPgfzCL0b/0Tyr9n93bRALf4zM2bdfU1DfWtsA7pQDPq/HQBK8nygZFXzffDrbPvThMp1nPIATz6Xwb3U7t66G9dIcBpRWsjGiD4HmpWkEPoH6pR/taJMz3dHe3tLZT/CBxAvWFeMQFY08XLVxz6L7MElvQj9E/h448dZjM+1db5DZshA2snpvbs3qHXrarsOXT/80eqYaAWxv9weZWApLEJCI/oIiXE/0xOTf/X//ufVZ98+U1NDcj2l/uNb3zt7/39f6DadE4WSBa4my2QCMDd/HbS2JIFVizwrW9+vbG+Dt+soX/VEce/b88OTQJQMjg8xoJ9W/o3IedOAvBvtu0Ihg7ovMIkALhNqFr3is779+6kpDIHICiA/t85dY71yNtaC2Al6odLoCTDzpaHJQCmLI4MFYidoB9K4ABgGnBVWJuVAd8Ar9x1IblXhMKteTgGGxJWBUNr0yXTLCcA/VnBSbAY+IVaFAjk7l16wAG2bdsM2HrjrdODg6OF6tu3b9y82d/bTYyN1IdHxhFC8Acyq6vLyY1eZJGflQiilQkT9UO8FGNAQTEzURKqaMC1a0O1tSUNcfy3trTwxj2XcGvIKDcaDsBXpJ7tnLtYELWg/9NnLqwG95vxrc9IgAPAVcL8YLcY6CoS08tB/7D/waFRPmxFBP1oHACyhH1YifUHr79lPUPeWpobs0ygFP1X8wE88eihnTu2WEMJG9Zv2Nzfl7V2qBa6/8Nlf9AJ43/A+hcvXWUGb3Fxqr29WRwAA+7ZtU0p4+wmbt2SACD5mWees8IkJAskC9zNFkgE4G5+O2lsyQIrFsCVroutW/vJd2xubiDhlRImAcDWCgSSt3Vm9jpOfTgAQDCc6F/pywFuNhNwmExRQJUnAVATsFYPOGvtgANw9//13/+plZQTICr4F3EV41TO6pgHMVsVlggZhxA8rA1lcCSMojIHGBnN2WuJW0TO6bBb7MDdzWPKJVEl2JnQCBz8eEwrcABwP10B/dXh+vXu9XG7KBCoHPGAA6D/0JF95xovv33yvDrhTHD8k+97RJcKTQGvEwSikAzKZ6ZnZDfc/9aKkc/NzlKOwFr8Vo5AIVQqWlMyVEBmnoE5k/mF9d49vA4s29RQ76YL3DRCgZ7cun3LMhDoM3prWSPjWiaO5S99Tkt0u+wlw+ZrZ4cr361jxehEt6AkmxhQOSGYJqtB/xoPmvxYYkB2bVCpRWfhfvJSLg9cI5hKnM10LGJNTIByyEAR/Tvcz7Fty6YD+3aG4UyazzHix8TL2vCv1Leyk7n/tezPSnkQ/wP6f/nV40RwqXZsbIpVazesX0dE0Ic/+Lw1SUKyQLLAvWuBRADu3XeXRn7/WgCntfzWRFrDBMDWB/fvBrT9+Ve/axzgrXfO7tjWT0hxAY4VrWVRQCpQFBByuUwAqoSugFzFPkp+08P/4b/6ub/86++cu3ClpMJfAGcNiuAx9U7TeCogG/qf7ScsEZzNoj2lAZimOAD4CctYoQkR+lefWVSKvt0I2wKeQi8plgGxNTXUtbU0EXtdjgPI5W+3RsCxapfcOgwE0kisNhTEAXZs30x+Lfu4TUwWXLD4uQ2vM1pH/G7eJL5Jba/PXde6T2FXbAd25eo11vbB2b8Q5CLzeDu2b7ldVUIJwoaS8VsjeAQ5tXN7L4EoxQiiwufGU4QPos/SLJntEGU2R1te3vj+5x87dfriwNXhrI6V8HQcPKfbVYEXVOUomW7no40wALda4akRDSiXELx66G8jQRANUERQBQ5guF9tQf/vnDof9mN5MsTnU86LYJ1ZBOjc6Nike0p/PPn4ke3b+iVzjqA/JdoVAWuEFjB9BDkFMGDEusP4n29/9we2ooDazszMQY1ffOFpZlTonOP8BZcZr8PY5r59+4tl6XeyQLLAXW2BlX+E7uphpsElC9z3FvjZn/3Zf//v/z1mWL7hdgKWPcQEWCLm6fc9qsV5/vJr3zdTnbswsH1rLwjPSiQQr7LZxwjpUlFAFSYBUAPp8k++97kWOnMO2JsulVDA5dmnHyOi/dvfe71QXf5XNBWQBSLlm5bUMB6uI5TDOOnQ9Fw0uZ8HiDhAiP79cxVgqxpGfarQPe5NEiec5UMOwOXUjNsjiRh9VY2OjrNmDu7w+vqNrA3a2tq0AkXR8CE6bIPlxcIJ5kA0CBixnPvflMUBuHzskcPH3zp9bXAUGX+tEYAoXGdkZJQ8AbYYQ80QHuifbwC2I2UezfpHIFmZyC/mkcLCUB4fnwT1qgSSuamnM6yVjPs/KuQuAuYFheCmvAIOyjEv7PCxRxr37J4pRwNAxnRl70gNueRA9hSu8AlodSPRV2pDGsC9Qg86Ezj8aI3XaNirvLSIIN5sZE/iu7RZBNuoMUdEh2+8eZInDT/UcnfhSwtX9w/RP9DfXP7Z5kwCwOF46qhKab7c2pb9MQX7qn/4xglWELL/yEiBvJEtfV2HDuzlMuo2JBLbtm+zDpOQLJAscDdboOQfobt5oGlsyQL3vQVWQGoEc7EMuXp4kXt6uoWHzFbnL17t7mrXgoxWiIDH1HiBooAorDAJQC2AgL1ghfu1QW/YIfJuFxzc+uaJU2fPDwQQgWHHKERTARAPsOMdQ/+ju0SXhv9UDtDP4irFAhkHEPpXQ7n8g9FG3RcugXTWrYCR0BI4CQ2aT/p4aJymACdK4B1bN2+xDQEiE0ToX/fg9TWvb4heX+H2pb/EAViC/ZEHD5w978KBiALq6elCi7AuPQvMR8B3fHyC91vaQRXo/zYI3a/eE1URhPPD4+984mMfIP7bOMCaYsYwysx4sN4oQlNj/ZbNmwhY9z2UvGKeQg8i+9gtjAPYTItpmo6QcXNT42OPHHrskaqp6RUmQHPQvzTDV+bmAdxEU+GwPnUXFilVE00OgPL5YZVMH7DkuPGP5vi3AZugqQAighg8nTPPMD0zQ+j8yVNnL16+ZmoS1rDj9bpKCJ4/NB7WpgWeeuIBnku+/8rQX6F93MVxgNBM/sZ8x/y2ZX80GM62/g/oHzITuf/5g8Xv8Ogjh6WvBbImJt0EBUdIAFSSzskCyQJ3vwUSAbj731EaYbJAwQL8aw4IYDVD/nk2PBpaZ2x86tCB3SfeORv+uz8yOsFPZ3FddvSJAgIAWUOLAmISANc1uNyqQgH07/+ld3HXAsEMxhTk9Wxra3numccPHtj9xvGT0ABFYmS8kDRyDWfn5k6fnQMjRimPwtAoKIVUt9AdJWfPGkn41JEOHIB1P8maAP0DtYGGUq7QxHoI0b8KGYy5S1WCL9Y4ACWd7c2G/rkM0TGaHGoVnl0WwfV5RXRQHvp9jW6hoyYMCdvzIggHYv3NU6cvEAVEinD0OLj/QaJ2FwxuMpM3BbmaPJBCsBCI03YOJp0g5ADW8MLFgZZmVgmqYwjjE5MkG1iVf63uWeX+twSAQMHtPyVmQiFvTS8uVEDGvIpZolZMgAmBb37nNaJQpOkes/SrMg6AArUcvu+V75NyzwcKfzcDV67xQzRLMXKpZMMK3WWVZ62/aank14ZGmGlhAGqe+4B+MLcWl9yUSC4NMMd/a0sjLOvBIy6uBpuwK3Dux2NDjf5MuLuNRDeFV4TL/lhDzQ5dHrgK+udP0vphJMyccPni+58k91fQnylH3qN/Te6DVFqFuurrWwlPss6TkCyQLHAXWiARgLvwpaQhJQvkWODIkQd+//f/gAp8olu3bg4BIoX8+y1HLzv1gslOn73Q0txAiAhVbiH2Kpy+boqgvZVYbYcI2UBg185tCDoUBYQMu4gIALifcjn5wBMOwLnAYwdhQ2wR4pLurs4PvND5yPgkq9efOnOxuhrMVxa4ADrp1kAh3UbYmpLoMIZAucliCwwJlKzYjyjwnUgY5j3UeTjyqPPokufN5Vrcl67Cp0aemJymeW9vJxAq6scuc93/1ALoR0Yn6cQ8uNYkV7jpOQz6bp/dpsaFxWUIQaSJ+z8kAFaL+59Dl/wuii7Qi2VfKb9w8fK2rZuNAyhSaMN6ZleWt/R3snWAB9Oug8mpKc8BhHfd2XVtPTqV+KAWk3qtEoBuevoYeH28Jj5Uyi9dvtrW0jB//TpPzSXoemF+3o123Tp7Be45nM+7YATacpS7i8YP2LWbmgC3MdmSyOEJAvpUCetbPJUp5wqMISpnSFbC1wUNcHDbZ+SrnO+KkPrdu7Zs6u5UCXtjQ5JZBGzdhnf3T7Z7/ODvlL+1aNkfGwk3Bf2fePsMJbaMLM/IgloM7ugzj7LPNOg/uyEd+pYA8ExaAsgMmoRkgbveAu/uvyZ3/eOkASYLvIctsIIbeEjATy4wpYq1Ox5+8BDI46knHuHy/MWBk6fP3Vh2Hl8QDzyB4A3m9Lm0w6KAmASgkGh+zkWXv2khgGYcesPFywCy4CZUZTbghWNPsYC90QChnGwrIXU6DJtXkAXipYAsBySdEMYgwEfkA8AHjG7oMLe37EgitXLoHzVQURgYQwm9VVfdbG6qtaXZw94cDiu0imE6agByQVKZIoSDYScm69Uv37y1ropF/Ne4XY43bPCrvt6enp2XWuT+p5BUAVXV1Kxfvu4CY3iTa9a67wpkz5nAISkQIwQBQBYH4ONxjO/2TeKOBMGllnuW+58qWzxe3d5cdtRCMg+4fu1au122H30MWIOUAG66Y9tmhkTqwvTsAsq8ZexPLS+IS94yTEACd/cvogC7nVyeBmTvS4mlN3AXzTnoLlRx0zu+GvVJW+6b23+2HDvw6UIDaNXX20nqCHuumRpfsoKL5q8vMIuldfeV1JHtPzs8FwjkP06e4vo8LMbx+ejg7nwbQv/8p4CHREHo/8jB3du29fMqI+gPl4AULSzQY06HUf/pMlkgWeAutEAiAHfhS0lDShYoawGhGeKw+Zc+JAB47js62sJmoCLWpQExqJBIA4T1TfWcp2Zmbyzf2Lq5r7W4ML9FAVGLmzwP+qubwhkX8vKtZVBatIJkiZK/gAY8/eQjDz948Oz5S/hxWc8kBOWGcgR8V8kBQsQf3hH8xEGJi48pzlrodrlkQMpo2jDC3rLon+HJF24C9IMfNQfvdbS3dHe72Cqt0Br2BhgkfCPX/S/0z+04aIIpmMEIrRT2E8lwAEoYFWOgHxak7+1um52bvz6/ZO5/dWsNmROYKZIEpjcoJ3xo48YNQDrTxOVs+nCAE++cnr9+I3T8Wy0LWbY0Nxcv/QvwxqeEtNHlm4WgnaJC8fdtZ6L6mg3Ax3I0ACNjCuKIyNZFbcvmXiz85okzYiB+BsbFn7gH5/DzVDIaZIC2BAkVb+a52epogH0SMgWXHsYXumI8HKunATaAOwqs7IkO6TrSxIS8FMbNxsrWVmH6C36rBzGBLA0QEbImEvgwIOs488uB9eHhUZb9kbJiokD/rBOwaVM3hZNTc3yQmmGLeiZxPSpJl8kCyQL3igUSAbhX3lQa5/1ugV27dnk44rDI9evXW1pbiJUxo0QLmICKOFTbXEjTNF1i69fijmUDASMA1FkU0PjkFA5lABYe5ZU2eVLuVADoHH6COuEDYZgEYSqHD+4lnvjixSs4czU8w1tcAq1AXbnBM+UQfzgourLeVE6IPCVCchoJuJAxc0aBBwybmxwNjHJ8/WoiHUKMOFTCGX1ZurW5gW2hcsevhutKV/5RodC/ZDtzC4Dvj8ABIG/AU1KxsdjIyIh1iGCbAMi/G1ZJBh6yDpGVKwqIy9HRsZvL+ehfyvjli5kAkBBHSJhYcKEmN+cb6msVmWbdSgD0LywsVW3cQC2LwJYDphgTUwvmokN4G83FAYDIquUV+1fgvna9a8jA/LJnp25ioPCWEaTmvhJPUXSmlQlqrhGqPET/Vu5ZwE+GBmzd3EO3jQ1sxufmbdgTgD+QyalZ3evm8jLp+72burTEkya+BMSJzCnLBCC/hT/9wpD9F4uP35Gx0GtQqK6q+uuvf0+yXhamhmUJ/avcIr6sibKTserk5KQVfvgjHzE5CckCyQJ3uQXy/wm8ywedhpcscB9aYMsWVme/bX7NyuhcmBSM5TyFxd18QqOBXHHGD1wZ7O9zEISDf/stLoh/3W/eXGLfnwglFzmFWrizpgLOXbhEajA+S3KIV+ryJLYwO3RwDyjn0qWr0ABTEQgTOmFsQBaqQFryeppaBcFgHDoO6nlVw9A28mqG7MNd5paWilruRmHPUhZ2BEIq87ZwCXnwUeYgJEZ7c2ERrsSz127cQNIF6RZhPyYDyXwSREyo6MSGLXhnTSpzgAiq2jwAzVmZFQPC7qyrSNCDqPAXfuEX/uA//Efk/r5NTAtE3VIOcbo2OOTHGXWzcmmpwO5hXHz/rbnri6oWrs3lAM54cICqKj5RPPaAzuxUAK+P0fJ2Qg7w9jtnAPCYVASAHripzoxfj3Dk4C5KbL6FEV65NqoH56X7iCGSHVwrznrdOLmxG12pBwQ3HqdSOBiMPhid70gD6ME+sGIfhd+b+zq5F4ssVd7uAG0mWPghs984QOSJj5hA7a3amQVHvzn8Lg2F+BweEyql8ug8MTHFRhbTfl1X3P/wdv6AGB5rPRH3HynrUibKrUqFyQLJAveKBRIBuFfeVBpnskDVz/3sz5IHDKog4Ke9vQ0vfZgKDFYzpGXIA3xgUUBmQQJMpHDm7CUKxQHCKCBpugiOW7eyza0fBNAJwdksHXjdgzlKWG6IM55LEY9cSgANeN/jR9jnCOcxSxKhf/7iYIjCGZ4LtnELDnkk78/C9Ci7Q+WSveuXJijoXCxe+W1rgErApY+mIJFHmQAelSwf2LOFdVdoySZZLGR0bWg8uhdVDvr7cHk6Efrs7my1bVNX7lqUGJiBUZUBWbFtsd79zoKqyhwgbIvsXtXt2wr0golh2EjBLrEA0Hm++L40/sbGxumZ6/Y4KLMYKGkArAzLFlvWtpywsEh4eg3uf2B8tMRkOQ7g4lLcAjIFDsCni0mzNID3wk2pggMwv8HBfhdwgBs+W8E4ADqHDuzc3NfT1cVfRiuXwH3ZnJmNq1cHT5+9yJK4Szdc8rFMrYfVFE70XOjw7btC/805E/G+igkSUqY5Al2xchK3YiQqr3x+4pGDO3e45AoO3hFLuF4ayKdq3NTd1x9vnji9bWuf4LiyBVQenj0TmLjl90QLyyvLfCpEapF1gBq2YXdnCytiDaiQAPC+Cn+MQY8QBpaW0jsKipOYLJAscA9YIBGAe+AlpSEmC8gCthCQLkGxYRSQEQCgidAJapoE6OpoGx4dNzNSa65xOADBOY2NznNvUUCm6b25CwSI5044CP0T8ANYx40L+KMhyw3ZWf1ElICQJKKLqqtuNTfV87PVo+33PXaEJXSAVM3NTawvzj6panv8xFkExbhncajjDNXVIDOH9bAGW8N60JRFKuqNs3v2tWuB/kL/4DZM4bDz7ZsH923b3OeCnnWQKv3Qkb37FhavDI6dOuOYEodDoAEQ5Ea07OlqJQ23NgjXlrKdAaNmcAq5G3e0WldSSgas6l1xAOflXb4JLcx1/ysIip4ZifZewAIPPPDAl//4K0z3gJJ5Lu0Z503o3OpvvPkOs0Baz9SWubSxhQKfGYusLiy6RWbCcsm5HMAe2TgAODKXBlCOMuOhlqdQINBbb58R49q7e9u5C1fhk7rX/MINEhjqamu4tNVpWLVox7ZeVjE6ff4KG2BBJJaXF/moeC90G+JXPg9KCui/+CTur8nNHJW8MtSox2iMbWHBsQVxAPrk4JIzOq5tVRW4v72tOdx6jELipp58/IEnH69iM4dXXnubkgrHhYtXqAWRh4FApfrVDIjhlBZWusJ9oK0e2KgMvYnpwoZx1iacBHCPT2KFP/S3g8iWcNgT/kNaOZdpDVDZJ52TBe4JCyQCcE+8pjTIZAFngV27dsoQivgPQbmPiShYKcSaFAHQbTVDaYSIh5JXX3vr6HOPIwCwLApImjoD0SwcSAgJODg2NiEcOTwyihoKIgBhQ8khJTh8YGfdxlahokhzy+Y+TRf09vawkwC1QKsPvPA0MwwI7B8MrgW9A6pOvHPO464VrEPM8vIaF/Yd9mx2EB+A9ID7OC/OzT3y4H5owJsnzuLvpMn+Pdy8AP1p5SYfPIBjufv6+vp9+6peOPokdz977tKopzc2chZ972hrYpLENuJVVQgVfYcr/6XNon+aRPE/1j9CLgcISUioDE5mO4Jc979tAsD0kZqwt/QLL7zwhd/80vXrc6SBkoKhveFkQ87QMBzPthglrfDQ2+1MJrmUBIMNG2py0b/0czkAT6FPkQ/MUTifp04J32GUGEAhoJMhkZ0CBwAH8zq2bunjY+AFHdi368y5Ad0IZrl+XTW7Lzc3NdhQJfT3dTMxdXFgcOAqS/UrwGxBOF4Ke3Zu8avWOpjrjOCxu6zhSuiaP7OiV54SPktlUau5YPHeXVu5dLNq1S7uC9Cf3YZP+jrzaCzzX7tx49e//QO7F1WwslANGQ4wPT3Ldnt8LVEgELX65BgDSd4wnKgtlDMq4XKuuJ0zMsb8O08/wR818g9+eILzydMXmQRACOcBuAyP0bFxLj2huvniBz4QViU5WSBZ4C63wMo/S3f5QNPwkgWSBUgDAE0COjAFsJ7luqMoIMrBEAYjQCwDV65u29IXms62mgoLlQyQjQIyHYUDkRIALJLj36pMsEkAK4kE0D/+fhueapl9QLBIIUFbD60KkEX4ibHt3+v4D0DzZz58jGAQwApoDE1tTHv1mgslArO99bbbB+3Avp1UylsMOenp6aSWJfOlgwIU4sC+3adOn6VkxzZnIrOt4DgDq6urM79vb08XmdPbtvSjqQPgS/w/fl+/AfD6YrH7LYeoSsLgn1z0HzbMlXM5QFbTodGbRKS4eZjo0DdDIXZjnfvQT/zf/dNf+yf/5DOg25nZ2YjGoM+2X5yNA4C/rWfJJHJAmFgjcmRs2qaSTCcU4ADYKswqwRouvscf1JIxLA5AAWsE8WM0gFeDQ12EAXqAwuFDe4nRAo8jt/nFrDTHBQekZGJiGlYWjpZCjvr62gN7t2/t7zl74crJ05eOPfso/IHynu4ORobpnn/2CWLiKRnx0PaaXw1p5Yutrj7to+Z2bd/M10V6ruvUfVdt4HgtnqsSnT2DcPtkkT4QloeyBrl3z3Ymyv7dH/w595JyyDRMnz+97738Q1ICMGPIAdgUznQYCXKWA5iCBAX/SN5Ys9FfLrW3t1Lygfc/rTN/YifPXJAO8V1MsUnW9wPP1CYhKgxD+FSSzskCyQJ3swUKAax38xDT2JIFkgXMAl/96l//9//9P2PV9l07t0MAcPgpDQCE1NzYuG3bZgQO9Imy8Y5s1xS//htvnVInG9Y7DOeAWHGBFJXv2rkFtyVOX8pz84ZR4x9+fL1jQfIuPOTsuQvqgTOZACG4VLmwyAOHdm3f2uf9qgWwAsIW7s+CfuswEoCFPB0o1uARAN3QLdAHMKom6hM5gkqqBWMNDg7hLx8bG6NEvltVcW7BbdvURHQEWJnQdtmTchDn1NSMqU1MTA4ODeFwRd8KJRBSpf3UaLveG5zyMOU31Gf85k0PyyM5XBeIZaCiWsCrQf9wYRapMdFxeeAKa73z3ulnaGQSA37us585duwoCo899jjp3rwLdjBQFBCFHN7IBYS9d/cOFdoZ6B+uDQ9wVVVlGgCdCzkAKN86RAg5gMp5jxiHN84lMgeClqkltRds3cpSVk1NFDIrdfXqVYPatbU1tqomFs461HnkttY2fYGYjv31dMdVnW0eQBjft6mrdZH0dgQ1ZTkA6N9i7mlIRM2rr7/1xpuneUzW+2dawD+xY8J6cOucmRn+WsUBQvSPgrhu9EXRPKQE/EdjfHzKepuZnt6xvZ/MnM6ujuiNwK6//+qbmgQg350m2BKzI5w9d5H/GtjAfvGXfunYsWPWZxKSBZIF7nILpBmAu/wFpeElC8QWkIcPCAgBAM9ZHrDigvAghtBfjQVG8VmSrBh3V7xWQjDuVfzNxbKV32QK4v8Gh9lmUit1gURwvxEAAQ78grhdn3rssFYjZXjgfjCEnM2Enget7yAK/YNKPTAtKLvAjMJUgQNJzqnsA4FA3tyFGIzQUao2wyMjhMFMT0/LfxzeVdDfSkBR9MM0izgAWQEhAQD98zhyIVuTSJD7H7gYpfxGaqu5LDcPEEJ/9QOFy7pjeXG8Pg4IAMNG0yLK9HSUAOxCAmCjwvH8ne+/xiqufEhauymE/l6tQOqQQdL8lKMBZHqEHIDx6HvWvaJ5AAqp5ZtETYiWd8rbF2hmMHyWbPAsAuCd7O7T0NPNzy+ybVg2EEg34gxhGh4empmphULQj5VXEgz3SynE+NBIv5lXbnNYYnYeIEL/NGTTDLzvUCnCb5aWlteuWeJv3DrUX5b+PJUSsHVzLwFrphAKzKWEiD+sQg7Rf1g1MjxKEk6Yzg4HXrtG4UUud8WyaxRmxntRc763nTt3hl0lOVkgWeAut0AiAHf5C0rDSxYoscCxY0e/8IXfBBXZP/xhFBDQ59rg8PINF6i9qaczDv3HPV50kBvmC3uHA5AMoGV5VC5gVCG2WwkA1gnBNgAdUBpYkyECkA7u275r51aLLQH8CTRkEap1kisI/VOVRdI8C3dUK6YD2E2AxySQggEovsI6BPpfvXrNLkMhgv5UMUIbJJDaJRm7HOVGcYDLAy42BqgEBwv7CWUaubG5OKUChAprTTbPvZWUE8QBrDYL/a0qV+DVELWi8X/uc5/ZvHmz1KAEdEVsPS5nKJlxAF5fiHjfPHGqqanZTJ17CysUDWD+BE82/Vs5AhyADRNU4r6T4jepEjgAC6qG+sjoiAbMzN7SS4EDYHwi08x6E35BepFDcQACgSoQAN0CHzYHb4os7txdtJxaaAU141yK/ilgJFm2aeo8Aqva2sMihL5/U0N48diT9XU1zMWRi8zfENNdqlVqCjMbuhwaHsOwvZt6wrbIBPPw56YbGQcIv0DFOIWteOO4/1XCvst8Ax0+WI6S+ro64qP4fvkLUx6wpsuULWCd8PEQoGiXSUgWSBa4+y2QCMDd/47SCJMFSizw8Y9/7A//8MskxQIgcK6Hde+cPDs7O8uiPeBOeWGpFRNobW601dnDJpH85lunNvtleYD+FXC/tYomBIg1mp+/Dp5gKuCxR44Q0cG8BLxDfAMM7R20JPIWnfbWUUXB0D/wTggvVA8nAVQOxyC6kZAMlMGC4H7KVw/9UTbkpFwLQCfAF66lSYCx8XHmEHDrkiQQjiSUeWTc/3dE/zRZJaRW53AAuMi7hf5gXKA2T6EMkM9+5h8fff55Gy0xOSDprGFNQYIF+UTlFS5Jk1gYWczSAJabbCnuTxf6ldWV5gGQ5e0O+2dnXL4w4wBkhly9NoQCmJVnlKb7RIq7g1WeBLCe6XB5mRCgNTW8VKVCU5eL+9Umg/5VXGESQIFP9uVH1NRGIuHJJx7u6rz46mtvcgmNvrGc8/fCXxXrHblMldqNxivCfii0z9jKw9B/K2xra9Z3rhKI4sDAVQsHIsWFXIiajSufeuT+p5XNQ1qfSUgWSBa4yy2QCMBd/oLS8JIFYgscPnwYAkCpX4KjDQ5g//riBAUN4O3THr5wANTEBNh7i0TKuK/MNbuDESROEECmJqcA0BCWgv5Z2h8ERSHon5zIc+cvdmX2EvLe2XfBAQz9023W/a8BOEd7cRJAJYSkQAPYxZbVb24suSmRKLiZJNPajbi8V0Is1DB7Fjaif+wMh2ES4O13TvIUFYJ/oAo/cfQPdOMlMjzwGdwPKpIdqkrwZwsimwKDp5XmXl588QNHjx61KgSUmbohfAqBXaT8bIeb7ggP/9aYVnGB/pGpKSmDhwsdZGkAyN44APMjePjDe8EigZj+jmFxQQbUzs3N8dkzwYUdOtrbQP+TU5PFhXAKanAAJCYBOLPVbqH0Dr9uLS5cX1yYr6kJaEC2Sfmn1XREuXkAOACjwoPObEYuZA9vtXPHVi7hANyN7R2ilUlDTbbu8qkEhWkWeLtPbHYqUSAQH7DW/bTmoiWw/VG//g9RVZ3tLdQSemThQGTqTNfPuEkAnwdMJFLk/uez+fSnP2V9JiFZIFngnrDAnQHBPfEYaZDJAvePBXbu2iUHJ7gKRAgSAm7i3wV8KA1R0Cc0COmSq0H/ajI5OV2ZAHgvfti9k4X+8Uo+8diDe3Zvp+TUqbPEE4d6rNWvy9VzgBD981zZRyt0yN5mVQUOIJ2lpcWZGUAk4A+gHGNln3/cAEkg4MHoUzjUEECL5wCJHAcgxMhHWFUO/gEoE4tuKwiFPUeyIGNUqEtD/Cz+SNiMClmV8/r8Ij8C0DiSlZqZ20NYyBMBnflfWGgyQPDmImNZFnnIwlNz/2e5lnVSWYhogHGAKArIVv7h3VlGb9gzoJbLubl5fvj4yeLFPrj/s/56/73cJt6dXG6eS52YoEt7UitHYGIHW8Ersh70O3CdOwUCkbFAfjm3DmNyNBLO0efNRmy8kuNvObbJEltwgGwrOoTEYjSaK9QqXJmHp6OJEbZw3U/euCxJQ5vH46+YH43HkYH5Bf5rwBdGyZrq21Mz11uaGuX+p0R8EoH4H+b41CqdkwWSBe4VCyQCcK+8qTTOZIGCBbYUQ7e5BqMAgzZsiP+Q+SdfztpyVqtcy7/oOCnLtbVySwDo6+12uZgte7s62rs621EgQobQjijOQWH0ag6mAVMaNLE+QyFE/5SXc/9TBdS+eesmZ9yrpEdHQedhn4L+VgJF4WHnsovqlK6kHvKB8xcv81zlgn/AcECuhcXlpRuz3IXFGrU7r5OLGNTujhBawBC/1l8P1ST3bupubGqYLi7kDwegnCkXIt0r0wA29EWTXXLZ1+BP//Qr/+f/5h9mO1eIOeXMFayEwXg9XhVefht/HgdAYVVHSANooC8NKCkgbuifKo+G79Ct0QCi3mdYFTTv4HXcrlrT3u4+S8WvG3LNU3f5BpQDjiECcL+ZmRkmPrR21h3RvzrMBgIpPAmrdnV16ZEYSS7zDIcENerv7+WmV64MkoeteYCIAzBCzWJhOvT5DBg/5Mr+BDwHcBFEFvwTQv/wdpFsZIB3xFbBOBeYSOHu5v6XGXlYYvA++alPRc3TZbJAssBdboEYN9zlw03DSxZIFsACv/Zrv/qFL3xRpmASACc38Jcojlzj8O/06t3/6oF/+1dDAOQ47Ovt6izmdALvgFvgRVIUCB0GNQLkPOrKpRMupCREwOH4I/Qvb26oIPwB6KcHD/o3zMzOENNj0CdUBvdz2dAQZ5dSqCfNcoCwOY5YBQJRCABqb28LayX7JYgYi1ujBgsAjCjnXIhMLzaw+BCYAR5uQfNyiL/YyIWj7929naGS5G2FEsDr/JSjAUwdsED+kl9t6dbNW7mA+ud+7uf+8A//kM8H5zEGpFuIZcgBzP2vO1Z4a9HYyl0aDVCUv5ad5YWGi1eKSuVOAkTdehpQsqWXFDCaZxHuSozXHor3xO10jnoznkM50z5ah8cxgdlZ7MDLjfSzl5rVubl8gyrQM+dWFlhtbg41yR0nR4Q/DX3GYZVkPiTNP7BhMM54CvmrhAmwrR4zAVl9Sujq+vxNkDrd2l8BBoTMEFW1sLiUC/0ht+h7jpfbq7uvNo9jRSBZI9Tji1p1hFXYLsnJAskCf8MWyEcMf8ODSrdPFkgWuIMFqsEuLHMDkALTwAFw34YEAGwjxJPbTYUq05dr1i6zApCIQof+O9ocPnVOYnfACgATzuvqDp296NdyKUgrv9xqPTjNDaipJkL/dE4GqwPXvluBfmmOjIziAQXZgGNAa8WOV+5bAfoXlR0HoAeLbaA8dPlLTQSAp4uCf4RTDcbpxrhdccda/6EgYkAJAuu+swVbWJsr06fQP68bIJerE9IAQVhBfymTAMwIO/w2T7nNKWR+Biqh2nASwEPDmDj8+ByAG4kGEMDTu4kt2lq1sXQ4PPeRl1nmMlRDDnfCVlWI/ln4aFNPV9iE8XOohLsgeJrKh1atGQBVGfNhwodjYWGexBs06+tZ2ihmAlgYO9PQAffbhT9AoD8lEfpX54TNrK2pobfcqQD7fnib+hqhAXv37Ojru87jaD8y9ROd+UKYvNA3wBbLqh0ZGa+r2xhpruZSf+bSnJ2FCazwWZ6Wcsz4wQ99uL+/fzW9JZ1kgWSBu8cCiQDcPe8ijSRZYLUWOHbs6D/97/67mrU1NJCzFtcpSAJXnK1K6cETq/K/a/e/BoHbDyE7DyDvJuiK+J8C+lcDioocgJV/wuAfeXnD+B+1sLOHWSscYAX9+w7BR2g6cBVAanB/c0szOcc49claFnqzDv3Mg7vCG5rr9Q80CyJ2w9UK7cGOOZHfXgswNDg4bLm/sKxwSKgI/df7eQaAkZBl9l5WwrszuZzg0P8u5/tHIbuAY9RKNIAsBW1kG9VCXUgXCb3skUJL08oMif+uHMYFEkdqXAo93/EBsw2jEujT/MLCuQsD4F1biTLUgfStZhIgbBJCf5VbBkWoZjLPQsY2O6R5Z3nJiqWmI6GhgYRYN5V0ff46XyAfNuQT7p19j4qJzzr+ow65zJ0KwBpmW+Z2iK+zhtAAPrumxrrpGfcXyhcrjmEKcBiifQz6S4c/kHIEIIT41okJzK6IdUcUUF8+cwva6cL0k5AskCxwr1ggEYB75U2lcSYLlFjgZz/9qf/4h3/EP7+aBADELBLnMb5EuIAtul/S4Cd9wQqM2fXauQmLDuGwNB6yytt6DuCc6Q79Exrhkhqrw3RG6weAPjw8wrL9gl8OPxWJh+lIeLeJiXTV3LyetOAKBIDlMuWTjqA/dxT6RwBkc2ZU+YEaGpz3E/MIDLJSbsPt22zBK/Q/MjJWzv1f7NL9Bt9fGxzyyKwkL5MIELzgvBr5hsMmknmihaXFhvo1oYK5wLP6q2E42VYqEaYE44JWOShk364yBAAdbBnhz7hjgPnU1BSlWfQfq/prBq9HC/39ngmQNevem0aY25bCutq6LVs2IxDczwdDJ3w8RN3YV8G8XHtbTpxYbofRVIAF/5gyNMM4AO+XqarGhlpeJXRVRF2aZqVw2gTorwAe/PfE8FifqxHgwpmpFT7zlXeBrfhafuZnPraa3pJOskCywF1lgZJ/Ie6qkaXBJAskC1SwwAMPPGC1OCDBLrokQ/Ta0Aj/6uNDpOTdRv9bnwhgC0Uwh4WS8XrW1ddxLwUnFBQAX845On/58jUGELUK5wSiquJlNaPGeTk3OwcyjtA/sTdAf4ZEFehfTRz69w+eO71ALWo4xYv9r+o3acFEUID/sgfYi0cE5BnOsx4N/UeLjZpCVtDAiOPKVqmEORGh/ytXB/k5fuJUOc2wfNLjYDiMPgCr0psKwb1VIYBBeWVMmNjqohpeBQJAK/vqwq7KybInkNGNzEdz0VyYld+83NBpHXbiP6uwID+dGjXfq72KkiYkpeCr9p5+kHrNunUuWZYjVNKlhsRZQqiQlWtra3t6ujdv7uez4cvkyXyvLMC/zJq82b+CbA9Wwufq5xPWYgorzApT7GDtj9qNG5obLebNBS+ZcijzB6VykqThAKZjQoVBXr++sMJrrYEX9CdAxk1pcbpKFkgWuGcskGYA7plXlQaaLFDZAsApOS9RGx2fBIk2NzVa1mPYNsI9YVUkg0XqqlZARlSLg3DKrz1a69f+d7UerIHdiW5nfUabi1DgUNTcLmkEOuSS7EYBC56FNU+ELxkD0IpcAc7WBIFqS6gNyyW7xo4b5MPBrL6VEEsF8SGtwq/lX4LOp2dmTC0Uwnso/odajGxh3KGyyWDEctiLDsmL3bl9C7j/uy+/bk1AsVpkyUoiYWh4xCI6NI+htX0YybYtfSgT3tTS0hS1AjdTItTogk+KzzM7t6CkT/ErZhWihljYf3Ir0DNS0GsV9Lcq3SgEqZJJU80FlP4W3KrsXeiZj2R4eNRuQVcmSyBvu7+vNyoML90NAgytKpXoKUJl5GqWeQ2+LpgABxMC4Hh2n5Dy+NKS+yOwZfmjLkov+eQoYCMOUTjtp0EJWxKYIjFvImY+8GaRNwIHoCTMzQ2fwoW0BX81cIBoEqCEwNttvMDfLN+nPSMfRfgC+Dv1s0xrYcUpAaDUcukqWeDesEAiAPfGe0qjTBaILLBz507AsqC8ooDY5NUIAMosC8iCIeBFWw8k6mE1l6AHMEQ2EwCUw15JrJBIJ8Sl8NPcWF/wLt/m1g6pK/DAOECWdXjMXxJrIfRPWx5kcalABsqNM+Q20AM886Fmsbaa2AnDUqFCrsyDgICvz11nJPPevHAbrXZ6eeAaTbZsjpMdi2g5p78iPs6pAp2LFK1dU11CazyHampq2Fiz4a++9p2oJeCelFlqo3Jdgg4N/auEuwAHBZ13bN9SOYII8tXa0sJEzdS022SaHhghZkAQ9NeMinq2s3/G2AZCzOHXaPqMh8MuEcJLJgHKcYAwrCVsLpmloLKg39RYkIpJh5HRcZewXuaw75PxRIhfI4wK6SbiAJTAATgzJ6DQID5+9qGDnEADcq2nsQD9p6Yd+g8PAX1KEPjp8gttWZ66kTH+iIqfeti6IOtvMKyIAoGiDybUdO7/iqFQ5N4Ts/fiBz4YtkpyskCywL1igUQA7pU3lcaZLFBigS1btoTXRAEZgimU3wafVA2PjjEPEEVXA9rCtpVlom6yBECBKyAPS3+cmpljIZ264lQAuYNs0mQcwPAK98ri/nIDAJ34hQtz/jMVukVpjvM27KQUbMEB3CqZoUJWhrRoN6WwChpw8tTZMMwanTDIJ0K+VCkBQJ0wKheGlXcYvIveBR0eOrCTKZSvf+tVniKqpaeJySnOWQ6AI5bt3rK3AsTX1Kxva21mERvVMjeSVeNJAbigf+74/DOPfPM7r/M5GeTVZILbLNbvFwsp8lvlOpLAI4MCEaRsq6nO++UvKScE5cC+Hd2d7ewMPTM3f/zEmejuoWtfIL4MB3jX2cB2I+aQkK8ODlcgACEPsYahkCUG1GY5gJq46QBPBsQE+ENoa22JpgL45HjRWegf3hQZyC4qZdtuSIG/I/aDI2oo0jemxFRCVMWldkuI5gEo5/WFFojc/9l+PFdfz9xRuVmsbJNUkiyQLHBXWSDnX9a7anxpMMkCyQLlLPDpT3/6j778ZdUyCdDc1MSkfVaZrFwKIw6QVatQEk0CKKoEfeCuEQAuAQ1EBAkI4tSEAFAoDtDc7NZOAbIYpuQyOog9CUvkm6TPbNh6LjIGuQonVQ4NCm9hci76V224NmVra3Nne+t0ccOpCP1bb3cUwNO5oRcH9+9sbWli2Xd66Ghv+f/9wZ9j6uzDwgFqNrI9a0n4NYm/5e6LDR9/+AG8+Wb8S5cuRQSSN1PvGQLW3tTdATAVfgXcZ9MAgOmhu53PQDtCRAPg2/joB545dHCvlXd0VGUJgHAnc01+sfsqehYBiAA3L9egrXVoAms9sQX194JwKasCqvb29uiy3CRARJ6jW1tXGqqZUeXlOIBqPRFwfwi88dlZVsdiq671/HUsLt4gLdt6NqGUuzr0zy7RYToAANJASURBVPe2dcsmCJ6RRmS+9hvLhb+XyDIaJLg8DP6x/hHgAPBUTQyWg+9y/4etkPngxbMxqeJ/2Bf7pZc+Hqmly2SBZIF7wgI5rqB7YtxpkMkCyQKRBUIsXoX73/2DXcCocABFGEdNVnkZusBpEmGUqBPgpkqYBJAABxgeHp+ano2QU9QwvARhcKgkwsrl8L1NAjBpEHaFbMgpKtclgTGR79+eN2rYX8SRNMxF/5YAoJ4jWGl31xORAlBQW7OG3vbv3b65v7uxsc7tbHb7FpH6P/vJF3ds62UM5GLzckVv1GRwcMR6QyD0P7yU7HrxDtrnnn6ku7szqxCWsNZqfUMdsJKDN3X02UfhAKFCBRn7kTZtP8T0MNQXn3/8s/+Xvx+if/Vw+MCusCuh1bAEuVw2MI8jzXBCydrmsl9q8Xab651JADiANTGh3JsyhVBgzNGw3VzbnQ6YVc3GjXxaVwdHwPS56D/qAwRvbFO5v0B/YsA4w+ak3NTUhGB/WTYwy/2N+tSlsoGjvyzT5E9YxMC6tSoTNta4DPty/MHUkpAskCxw11ogEYC79tWkgSUL3MECRx44EmmsX+f+Vc49Qg4AyMvVUWEuLNByQKqyhWsMV4W94VkkMiEsuXW7emRs6rU3Tl65NhyWV5ArhCaXox8uDcBnBuc+XQTldevrC4tuIaMi08iOZ2x8IiwkpFt+0wL48nXwB36mpmbJuFjI7NKVOxhF1JiDtqOj5cFDO7s7W+kPyGUHswHPP/v4c08/jOMVOkQyAzTAmAAJwRpbGPpPW1Aycyl+koGM3xv/u1946eD+3dpK1tBh+FCSUd1Ys9EmW/bt2fHsUw9xUzqUQmmM1UoHNquDMj5nFpp58bnH/q//7X958MCeFaVA2r61L7hiHaECdA75Rji9ECrDK4wDhOWSD+zb3driJprCg1FxhCVwgPASOfuOKhjK2qITqt2RA0CDyYzH+84z8NT8lDOpbsHnQUKwZOg7m38J+lOynqVyS/+Ei29J6m5zAPu6CkWlv6AQcADj6qWVNF/ZdiCq0qWZlNcRTSXl6qfCZIFkgbvQArGr7C4cYhpSskCyQL4FSv/ZBx4qikPuf9cE8Ba4Jn+cWCA8l8oEsPgfDSlMA7BBbt3ce+bcJWJOiAIC/Vtoz9nzA5NTM1v6e3LjkUhCVQ8R+gemGDDNxsPYTTUDUKQHpU9uSm5tUzcvATxSpnJDfRxCbXcHb4duVOJ/aAgBmPMo/8bSMsmdQcdOpGr9hvW1QVh2Ng0giv8hOQFMz71GRsfYDndjbTyePbu30fPXv/UDzgJenPFYgyOnsX7NBkL/BYspQUcHi20ypfDhDzynS0vFdqgzD3gyr8JKMoKVp85c6O/rgQMw+O+8/Gaxy/zfcEIOwfePffg5h/sLlCFHH/f7uQsXazasXVxy79oh6LzBUPWjZQPv2b0zigJaWlrcs2dHNJQoECjX/c/AjPxEzcNLjV+aFWKBQP8Kvre2/j1wC1dA89I/ZVc4U1yyk1cDEWUrZ1fqErILmSHMdOGAV7q2b+/+1ImSolBxd1697InXfe3aUHZ3MHP/0zI7LP1dMXj/Bd5+/uixsjdIFckCyQJ3twUSAbi7308aXbLAu7GAm5EPEH+2KRwA519X51qAY7a2cgluReBvEWEXdKM0AEpZd6ittfXEyXNLU7NkKHZ0tFcVkT21Y+NT/Ozc3t+3qSu6nXIAQLccURUQEw5QLvjHlAmLB8JChHxJdYkjeWqGZGiBftNHWFpa3rAh/z+Dkfvf4n9AcpH/NeyQ2YCQAIRVkm0uQuETJGhPTk7qka8NDre2NLd4phE2hAN0drS+8eap02cv+3J8/O64cvUaZokwtF9n/+ax5x575KHDYScmOwaQgd0k9RrLQhOXMwPbs3v7taHRSwPD2TQA7UvFs6irAvS3e2QEopjgkKB/Pj/SKtatu8Pnx7vLTQWm42gSgA75UdzX7l3bvvmdV8LFYflysvNUmgRQQjCvMmuN8YkpfrgXk10NbPrlt2Fmk4TMYxUK6EFYOcsBstCfF2csWu/BNy+hAfyN8FDqnYQRQ/+MllArG4ZlABtSp6uQtZqmBKKheBYeBAr0/VfeoLCrk32Em0I1c/9bAGFY62WSxQszjQcOHMzUpoJkgWSBe8MCK/8puTfGm0aZLJAsULTArl27imLhNz5psvuiwugSxzxRyICAlmZ2CbiDctgWANe2wXnBKxxC/yg8/sjh7796fHBotL62trWthRKCnhX6glxhKsAc8KjZoUmAiHuAEU157voCkeuA7wrLvPDg2ZkHKAFozACZ3REhBFK4/82J3rep8/KV4dwwdDWfnpllFX/JOEqjECMgqd0F9z8MigRWNUGZBF/gHnssh3AcfQbw/LOP8TMxMfXGmyeLTMChRsOvQP/nn3kUZZz3DmfPkYddb/eC/0D/AO68RyuUQA8slBmyGowJAaD2+Wce+zf/nz9kOSJkRs5hHmJB5ztCfxri+IerOKS+tDQ8Mn7p8uDu3e7TBXtztgNGFL5iJgEMaJoOgk10EBLD5cTkNGetkonwzJOP2iQA7n+W/6cwe9iKQKH7H9DPJ8S3pDkZj9TXTq2ftc/DFs/JsgK9Bfc6gv0Bsug/OxKVwATogXkAehgbZ7VP92jiig0+mZ5LDE7wT7ke4EWMExtmg3+6utppxdbdnC9dviror36GRyYQjAPYy3W1fnZCauGZYm5BLjP3YjHisCrJyQLJAveQBdbdQ2NNQ00WSBYILWBuv7DQw4gy/3S73akKDmOADj9gKfys7a0td1wlU7cAl9SXxswAMbUbAAqG/pEffOAABADh/KUBzp2d7WAmBNCwi4G5eVNTAe1tzQf3rWAIA/RohgfYkbyC+rpawBnl4co8UqNP0iXhP1evDfVu6g7bmgxezBIAauEAdbUxrjI/vZqb+1+XWJ47grcE++wWEoinn19YmQcAtxlmpVVBx6dKGzwFeFHlluxfU80MA3bo6uogvifqGVaAJT/04rOPPjz5+g9PvH3qghSA/keffWzv7u2mD7XD6c6lcYDGxnoIgFvKMzNJdOTIkTdef9XahgKw8iMfeOrEO+feLF2+k4F+4Nj79u3dCYBm6sYgctgWmezkq9cGMZePuSqgf8qZ9Ghtbc21nvVAtJhFhcVM9fbtoaER00TYuX2zLnt6OqwcHL9//x67jAS84N1dHYxBzv6RYsA9L0Jvn2d08yw3b9rEl3Jn6ccEZLECowSUsEzqzOysYn6WijnxlGvOB8Fl5FdXm69dYWmUc7Bs6JmzF7zoTnRVX1cjnrQ2k+GjDGBT5vuZmBjXpTn7wz3CQP9vvX3G9CWEHMCGRFXuDABfMsaBhToFv/xr1Fu6TBZIFrhXLJAIwL3yptI4kwViC2TT74AsTgl3YjamOED/1hH6xMCQm1uBBhDerWgEB8gAQzXr3cYCjfXKK6UrpQHgICfyx3pGeOHoE3/5198DYF2+MsglyJUze8pqW1lkaACM4tvf/yErwwDNQb30TzmHFj9h0kBQ7Nbt2+Q3C/1LITor2ocYIbgBHIA113MpDcArywHAr2Eg0PX5eTqP4n/C23V3tV8aGBIHYB4gRLHYSlnCkCuaKBYoTAMIeYUMgpoLy6hZz8bJLBMpdA4GvXp1qK2tpbm5SVMBZjSNhHX9jz3/vgcO73v9+Dt9vd0h9Leh8l6EQY0DWFUk8CwAu9bmJlzf3BoyojQA0D+YtaW56aknHnzmyYfpEOe0ko/37y3QNgeQfU4CzvuQBhj0515C/xAwfP+69cjIKAQgGkZ4OTEx6aJd1hfMqy/QFOA2mJ1hW4ltjNBYXA+UUVFb4dmZBGDn6YXFOJED2qBu7c0yfj6S6AHt1iIDISXAmIb1Tc0EunIzKZYZYxV5Qkd7s4qzib+ROjeFPITO/lAhF/qbgjgAfxrhsEPzSpNbYNXCzFh11Sc+/vHsf4KszyQkCyQL3OUWSATgLn9BaXjJAu/aAvgLiQuJOID5/rMOYKMBwJL6uo2berp8ZP+S4W8bAQCRAJLxcef/a2trJlUUGoAyOHhzX6+pSdi3d9dffPW7IJ21G9bCAQDfbEYb6gBqNS1w+uwlghAAH0R9FCP4VxSBeSBR2MKGqvw1jkiXxINOA4VzwAH42dy3KcsBKkwChJkAwPRy8T8a1pb+bjgAsns6aEfpkizSgQNkkwGwsGrx9GM3yXYmFggKwRyJSlg0BshF9zyIDsqBZUJmmAsa9uxTj1Ao3KZMXOsNAcw671dkEg4m/kfPxRcSHQSdsFGX216tpopYKUAwaQDhCGVbwkgUSRI1dySgSANGR8fk9ZeOof9TZy4ReKbIfkKfSL9mLcsQcTKBw4B5iqHh0UI6e3Sb4qXLSXBfeeG6p7s9fAWKmakQ/+Oa+WAbXO9RqBUPbu8ILbplC2EEe8DsR+V6W/UB+qcroxbZduHMRm9PJ3zSU7JbN28vZZMQ7AVpbdOBK4O9m1wKzvp1a+mZsC7OlaG/DQAOMDs7b1Nhkftf0B/lwvpC7r8u+gytgyQkCyQL3GMWSATgHnthabjJAqEFPv/5X/3CF34zLFmRxQEASdXgmBJH9YpOIIF1wBPsLnTuwgCAHje/wQvTAouYDA3gBxqwtX9TfUMtCJIq0KGPCbkJfMSB/eKx9zEJwKri+O+ZQDh3/lLEAdQbTABfdQn098NWrSEwu3Uo4PsX+g8LkS8PXNvcn8MBcicB0LdJgOtz1yP3fxT/E90ISEdJCEBNwSL7YS8UmvVQBrsDoLIjx+a3brnVXXC2Yha3n241G77OM41ADwDHCLDavbICq9/X1dbCNEC0MB+omo//ySq6ksGhkX17Ck594CN7OrNTVfgB5D5g1Bd+fXzzYYAW6J/Bt7S0rF2zbvvWArGhVWNjk/nmmXAg8kRMgM+GDwm2I75xmzWk1sZsBTDKQSc2CQARDYfX1dXZ3ERk2vTmzX3RCAuXHv0jR8bkBYVTNLqFmuh7BLvDoCwiqNBb5lc4mLBS6F8l8Dp92KECMt+M0YNNPR3nLlyZnJqjnJcIOmfghC2JCbAbM+VAf3C/dTJwZYgfxqkSKIRCm2RPU8sV/Iu7HdEMTG290Sqc6Pj0pz+V208qTBZIFrgnLJAIwD3xmtIgkwVWZQGWF5dewT3qUSPovxwiye1UqIjcSiCjZb6iGeIANSTk4NSpsbqN60mj3bKl99CBPYTxuB0D1q8jmZW9pfbs3vHnf/UdlLU3VwUOUDKSEvTPReEATSrApljgdo2Vh9tKRD/cZXXV5SvXsvMA0SSAgUgtEKR5gND9T09E6IT+TmS4jWYAdN9yHMCSAbA/QErgkvVqOMCabKVEEsENF11yi4Vm1BVnlEHAZNtaiixtmdIRBwAIRrDVGoaCe3N1dTT0y8a4/87bN/DCiy/2b94cKktmL+FNPd3IMj9hVwTexMH32Wa+ZHx8YpjNyHwmqzO9P3hfLC5EqA9fDnMLpAKrnKcjhkwyZ+yhzY/ZOY4sBWhPtMmxacZC4SsnD3iKWHk5vKXT1tY6cOWacYyVhkXoT0nWjBb8s6Lvd5bAjGEJz8U7KxcRFGqGcoj+KYeYZYOA+IOyJk8+doQ1Oh9+YB8TXBcvXaP82tCY53IX+QKbmxsWF8gv4NspTFBYQxN4j+cvXcFIxhthdOWYAH3SkCg7SCmvQ5d0Hv7Vuz9tDv96P/Hxl1L8j5k6CckC96IFEgG4F99aGnOyQMECx44e/Y3f+IK5DHPs4hNLc8rvVAReJIiFgB+jAeahF0zp7mh+hij0Q/vCniwqm+UsQQ+3lm4dfeaxr33rFU0CoCkOQLQJqDpsiCyU7AoLALIKDCogEmnqMov+s2q5HKDcJAAcAAJgW7QClQjvASYCv8OemR5Bp6mx3nZppdah+FI1NVEyAKunsncr6E3oX1WAN1Y2ralx3IBnp1sU7EYs905k/m1WUPV4HDuwKRdqMLw7coD1GzaA/q0rCQQUKcc6jLpR1fvf//5QGfOD0SnhMY0A+DuHWgW5AP39Vfgd0kNHRwdmMVDb1dkhDtDQsIL+wx5B/1yGI+cDKDDaQC8cv/gb1IiPs6mq0K3GbAnWhaYuqMX9z46IAETBP6bGLQC+0ecKLObg+1hlRFCE/tW5Bm83CgVW57QV+hsb6g4d2NlQX+8ZjvvbYLrm4qUrCK8fP5n7BxI8ZSFmDFjP7chOpxVfGueQDISdwCrIzPHrL4Xd0MK7/4t/m5/61KdcUTqSBZIF7lkLJAJwz766NPBkAW+BX/u1z1sUEF5iswoS/4DzT7uAqZ8McL5Aw0+4ME25nADsA8ISwUIwCbgTBIl3/JMfe39zc+OWcvEVpX2xljwF3/jOq1YMB+CHpSojUGUKEgB/EaRmEUmbAcCDHvn+1QpMBjILu8pygGgSIFQmEGhg4GoY4xFiI2mCnEDGBJqHBIAqNH2uarVAoWAW5RgQAoAQon8uwf1Vax2+xciA0ZqNGxrW1SlMCFMXhBs3HPIv4lZHMvxUANU8KW+T5tmjubnZCmmBs1mXSkfOhW4///M//9df/QvNAKDc1FRYP7TcJAC4HzXn9S8e9u0B/TdsqCGfgZQDQ/9oMW0CAfC1G7Rtc7Gp+016MefKof9OLzqqq0gncGubzq5lkiGcBCiJ/8GCxk2LPYQL6mPtKPhHWnztV64NTU7OsJYOfnHlPxjo50uDIbMgZuU/pVz0T/+8DkhdcTjutyUAbNtSyKjhY6N7pnO4qUzH19LR0Xbo4F70f+YjjrkR7fbd77928vQFZHW3a3sftIGJCr5npvIIE+KPyc8EuO+t+I05MhB+6lzqgAnztwYH4NGKZS7635h51pimloRkgWSBe8UCiQDcK28qjTNZoIwFSjFEpAT4WOv8fQAgdwY4GiYzAR1XFxzM/AdXzr3N5b7dW9736OGHHjwYVkUyGJfFJyNcCvqih3Xr3BLppv/OqXMVOACjjdC/NUQAwUTgO6zNylkOUG4SAGZSVb0mxHNgndHRcSCXugWKKRCirrg6e3g78CK4fHa24MiXjxkmMEXsPlnYwRZOtOIBQ3S+vOzgPcrEBRl5QI2HJSh/amqKZfTpnPGAGnmZnOgwywGaW1rCIZl86vQ5k3MFlvc5UJzOAXZKR/Mh4VKSWeiPpobBeHhKwnvWr3eg3D4wux2TAJlvzVUSVOOZRiH03/SZAjHZBL6l8Km5KaYAvpM8EBKAgn4e9LeuTMgN/gGOn784QAwVaowQrM8PMnNiBMpjEzGByhFBjDZipHbTbBTQ9PQMj7Zv91YW5MHlbwF4Qv801GSR9aCSjvbWD7343KEDu5kGaW9ttr8+/tgpIbF+7vr102cusXkFHXjTrfwZavBGacKeSQK5uXwLGsAXSbmeXQop/ic0VJKTBe5RCyQCcI++uDTsZIGCBY4dO/YbX/jNEBJFpjHQABDJYjKU9Q982Kq/r5PLLf09IJ2r18ANVTu2bQElbN7ca72F+pXlvbt3EP7ynZffIBU41Iw4AK5NOpdCbn4kVeAVfJYV0D/pDuEtTIYDgJMITFJJuUmAkdExAKWtw4MyGBToIwIAvgVrEtlPeZQr6TT9nlzOdVpEzyAwyh0OW2ATAw6XtRkePsTFoTE9OAQAuI/H3jv3CyjN3bSqatu2rZ5drBmfmNDGC0wFkEQMVwlfPaH/IXtRz4Kw4X3LyUoDwNMcKsABRADCaJ9QwdG6aqKGNgr6U8UI9eyhGiFPDY2NmrcJx+z0Z+dWGfpvX8hKz9Vr5hcdX8XIAGhxANZUrQa4V0T/vGh1kg3+cY7/q4PsD8A3KR3/t7NY6/eLCJkAtUwL8KeBQuhN18dcAf2r2zAV2P42+Xsx6I+aoX/k7OMrjxzizeJdznPPKkbEJjG5UO2SHBr4qa9nyz8G+eiyi+2BCQxcHQ3tz8gxXS4HoKvl6zfhAPz9asA6f+rTnw4vk5wskCxwL1ogEYB78a2lMScLlFjg11gL6De/SJElAataEBJgqstomUjijFnqp6nRBYuzAj1B7Qi216lDMK7d7d5NXRtrNuKNlFtaENyAkXq2M0DEZBPwQm7b1vfN774GIgknAVCAA2zu67EV8dXkZp7f13obHZu0xXMsLYHaBb/0PkMGeoKfsiPRGjjGAXInAVjkhPAVBmy3A1GZAYHwLFNjVb09HVcHR+3SCdXVzpNdJABhldbGiTgAcJ80gFANDuBgHovfkFhdDN1BgZ3FBAp7N22aa2qmFibAkjtwAEJEhOeU+Bv2FspXrlwjN4DZnLAwV7b4H6tlFzaW5uSSW3C2KDIpMC8B9He0hW2P/RRTLvpngSlFqITokx74ojBaueAf0SrdiDOQ2mQToBZ+Nf95guNdoEzNBhIAxoobe5laKBj65xUAf8MqOf4p8eMs0DAuQw4gfTnFdW6oq2tvb6GcXZzFqO+I/tWJnRX/89EPPheif8YZ8rGIAHBpJRA/7riujuWbFvm7YPCiAexGzC303bJe7+GDu/jhOz9zbgByOzQ6SW0FDkAtcUTzbl4P0R28kS15SeSqTedkgWSBe8UCOf9a3ytDT+NMFkgWkAXKTQIQLk7ACBABZOYXmHfgb+/uLfX1tUD/vt5Nbt334kHMBqIiN1iR3WPraiIRwB+gEKF/6VbmAOjAOBSHQCjRQhFMv++xw6++/g6wtnjDwu9wmzCKcIpzRDpafBDnOtHYgJWo1i6t4eLiJCgwSwNCDpCdBFCOLL3hzDYOgBOUEAqigLZu7QfXyv1vdzTBbk0JI8TgVmUCHAAcrzhyK1QqsME4yoH/+J0Bc7dvQQMAcg55aWxEnSAbE0DmfU1MTIDICUkJ02epsoMOcY1ziV+Yc39/v1VFAsvpbNu6xeJ/VMvbACLX1tZqJGETnhqb+DB1FzKEbNtCmxoP6KC/x9N45K3cBF4K31iuxdABpIYrgUbBaSiooZs4qb516/o8TwqfrHWLDo2xNbXdpZwAXLYqc/xT4uxeXFPLFLIcwKpmr1/nh+cjmYG97nq6OsJ3amqREEUBEfrf0tJkOvzVhWRA5RiZcsnGhLmEk8MB+BKcMdetc1MB3m3Pdmpzc3M2GB6hsbGho73tsUcf5MOATo+Njb3x5qmrg2O8ZXrw7KXwmrwRSB2+IcLP6+YNfvITH7cRJiFZIFng3rVAIgD37rtLI08WWLEAkwBf/NJv2bXDLh7tOUe+X8sPAgD091smOWxKUm+I/ikhopkz/8TDGCZZjXHdurraOsAEPRj6N9/2HTkAXQn9g0uRgY+Pt7W//IMTWQJArThAa1uLJf7SPz9UsSw6Zx2VXaoOnBQPgAtOZR9WHtOA0dEJtDQPEE0CEP9T7GDlt4YB7gFohu5/NDo6WsMZAG6qZi4GIyYAhSp5i0MO4JBZ6SQAnYgDgJpvLYNrCzQADuBXEC35jzZvbdOmTTThphwaQIWzkFw5Be3yq9rAnK4A89oDSoGR85j19Q26zAb9G/SXAs31jsJ+oHarDP5RJ3wDEnQ2KIzF4AAYbODqINyPWj74M+cuEhjDbghhE8k1/ms3lEyhOf6lEA4ybI6R9fGHhaGsV3zr5i2CxPjDYTCZjyFU5+W7DQGI/4G6PPvkw1aXi/6tFgH7c4QlmvWCA7hUjOJUAJiefRiwBp8nSb2dnR1hEz5Ffvbs3glvOX/h0vdeeZPEYNFOs8DS4pI+G1dyu+qTaf2f0IJJTha4Zy1Q8m/JPfsUaeDJAskCDqL5qAW3GLuZg3+5KceH9/gjB0JvIuHwpoOg+GOdp0imbGwC+lNOcyKbQ02TBYOygBIUojUHcUM21TRLX87IZ5969Dvffz2KApICHAC8yOIwuPkB7naXUBAWD0tMFrK0SwTACoU4NQs0oK5u/Qb/n7vqKpsH0CSANIHXmmegbRQFRImAZtb9r8VAo7u7O+ZFAdEPvCviACBXD/dxX7vFQNHRQSGvEQ+xI0XL0A8XEQQdait9cVJmAOBI3nrIAYwPUfvOyTNE6KCsSYDCPTK/0BwaHmnwwWDRIwh5ByOElqwl2Vd9ROg/gv7oGJp0+sXvkxfq90prVCd3PEd4N9LnpjwfwPji5atb+ntxbC8ts0XATGtL464dWyNlLi34J3T8S837/lf+iKK2+g7z/y5ohN3Zu+36AgSAW9jKm6IlFcjA1s2bQve//gCjW/thF2YAQve/qfHX5/m+IwbhVIBmdQhPMk2EkONBA3iJO7b1X74yFCaNYPNwyaaPs/x/iv8JjZjkZIF71gIr/97cs4+QBp4skCxQdezYMY+yCo7/yCJdnW1vvHmSCGmVm/sfxM8xPj4ugVoAGQEwd0T/6gckBMSJ7mWXQFahWztTJSZgOqFwbXCYu1dA/yG6DRtG+NuqAJ0c1EIDxicmh4fH/I6zyyjAAQh3QWASQPqR+1/brJqrnhmD3JGzGKjdznAtJdCYlfJSCeNPTExp1UvVAPERsuiWkWM66YC/WSaIEoKIwv4o4VAJ6JzntVok/bA3rxWWE/7dv/tfuRd3IdafHQM4kys6PDrm3kjxWcQBuB03srAfOgzRPyh8fpFAqRLPNDolAysOEuOXC/23cco4utQArAohwtOeA1TxCX3nez+gtrfHhQDBAV7+wZvh/sQUwugU/IPj//hbJ8n3pVCH+2iKIyyWxb/58kUD4orgOlymlj8TtjnjhyWk+IzDL9kTNzf/cGD/LmttKTdWEgp8KjrCQpNx+ZvMVAAWtrk+kU/VFr+agi5Jz2fPXybft7+3074o6phP8EuIFtQ+9alPFqT0K1kgWeAet0AiAPf4C0zDTxYoWuDzv/rLIbBQMVCms6OVcB8uz18YOOnXguzsaI9wv5RZRYRNmlaJ/tUEWBxxAOGPCJlJed/enbt3bs0NBJdCuTPILxdvOfAbAZnSLjyWc5gYNTATCZGTk9NTUzN4T8UBmASgNnT/l3ZQ1dfboxJF4Ue1RAHZANxtisfN8rwIlebmJhC2cYDIgMU+3G8/7MIdgMIA65kZ9hVwHIDSQkXQAFwbgldYzfkLl0+fvQD/CbRyRCzMQQVrxgNSiTWCTECcWFvTyABD9tMpRLasQExD/4BvfrLQnz7DIZnsX6ibRsgZTZmiMAFAAfqamQnVfSBQYWGrh47st6oT75wlIkg0QOifmS6WRmWhT+kYpOaDCiY6rINYKMsB/HdQ7iMPmYDIAP0ye9O7qRNTsBUalBpyxZvNdfDbUCvUMviQA9CEv2jPKNYxZkiIOrGPZ+DK4Ne+8X3Qv8qZ+enpagt1bGmBl1762Obk/pdp0jlZ4N63gJ8Tv/cfIz1BskCywNGjRzHCb/3274WgCrzFIoBydlI7Pj71wzfemZ0tgIDIaAZ2Kbe4/0gneynXeKRfwHkZdM4ewOcvXsl2ohIITDh4UyuH/k0hVxBIAjUCiTgYkjAu6/rQISEcUmhqbDD7WD8WBdTZ2YZzlOVQ8YVbLYLbh/j6wtDIRFhoMhH5JucKhGMBrKnSJAPQmWSNXE0H873TXV5paMDU9Jy5csNAHZNHx8boSuu3Wp+gTOQwnMOqEH7hF37h3/7bf6sSUh0YHigZUmCUEjJALVM+YStb7rMc9Jeygf6wLYTKBhyWR3K4FUB2BiBS5pKREAhEhgurV3F5eP/O42+flRpTAfwQacN2BFeuDp09f0nfw87t/X293cDcb3znNf/Bus+D7xkLQBsr3FSfZX4skN8ATsuGZgfpxukpogKE8LLv2b21YNv5RRbdmrtOsnvJ9xDehXgwdOCAfo6nMP+juxQCvdauub0UzkhVWVaAvhyWAZA+6P/suUu2iVuhE78Q7c2bjjMTw8TfjsqT+192SOdkgfeGBRIBeG+8x/QUyQLOAnCA48ff/LP/9BdmjiwEAS/MFr2ApkakDDJIt72tlRXBQRv2r77pVBAiDqCoBvQB3WEIByVMAnzj268ArXIzAUidzBIAkJDBUBsDmNjkSADWe+Dq8BPQE7SE8kMP7CG+Gd//yTMXB66MUI4zGwCHF7aRkPe83ogCkjVIJDX3fxb3M+DC8ITQi6Oh+woAl0AgFEMOIDBabB3/ptZzmEL5jRsOnHORjZjCXGNj45HFWD6ISHf0eSNx16XX3AhPeU+PQ8/iDGFXGjZVvHEt+FMZ+qMZoX9d+nSLO4ykdFw5IVJuhHkTCJ4DFPK8t2zeZARAHZ4+e+nUmYtg7v17toH79+7ZYTdiPuf4m6fOnB/ASAB0fu5IAypzAKKAsn+AdjsTmpvd4qrhQdAOL1ikS+W6ken4MH3+BMyGRdkxtNuLS8t+FdTbLDIr5sDmZbRVVgB5MY7QTs9dvHSFaagI/dst+Kvh4I9P/ylI7n+zTBKSBd4bFkgE4L3xHtNTJAsULPDJT37iT77yZwaMZmbmujsLE/rS0FKSob2E/ilhx1B+WE2ytbk5XLFe+0CFTbJyyAFs/USH9jLYWqnA2R4oAWuur1oJL5FOBH0oBJdEzZ2rkviTG27hoPCAilD12CMHQP+UNzc3Pv7Iob27HA0AnZ+7cBUA/f2X39i+rY+FEVFgKkCuWWTZkHAdoDyBGUyezF1fyHIn3S6Cub6rSgQABcD0jaUbxgGiDQHUbXgOOQCYTAQgVEDGCOIqRTwY1cdL+Fv1gw8+6GcACoBycHDYOACcIcp+VtjPHaG/Og8twyNACDAnwWYV2JGNSgKvO+zEaqGRJkfCuvU1TQ34yN0RTgJwaxIDurvaH3xgP2FOUrCvqa21+flnHzt8aM8f/NFfqWo1NEDfZ+ihV9tVnmEIjMeUhdS5hH2xfhFsljV5rfaOgt8LbMkP283VYHBSO/grGF+aUluNc2h47K0Tp4H+EfrXfAusmDQOeDQTIPor4HNK7v87Gj8pJAvcWxYo+x/Qe+sx0miTBZIFZAGCdD/32X8cBQJVMI6hf3TY7wmM27i4DAzObXJ9YbGzvQ0MsUEr6rBgTpBxKA7gVwFagSzvahIgdDZrAKCrsDCC/g5QZvalspGDGgX9jQ5Rheu0o6OdYCdWJh0eGT/+5smzF66cOz9AFeFJrH2KIA4AGQD9c8m68j88frocwgOLhyNE347iJIC5aa2mIMC1lqam4ABaMpLHkbc11iteewUey3XIg2Q5gNC/ApByOQB5twMDAxW2AtCtbBKAS24HVuYZNZkD+qeT3Fj/4jBXfmuoK9deWmXwj7XSVgBZdmcKWaGxvta2tNMkAB/SA4d2t7c1t7Y2o2/oP9sWGvD3/8tPfeu7rw1cHYE/o2A0gJV8fEa7M0bYsBwHIF3jjjMALFIUdhXJ/DWx/BPPHt0xL/7HOf41I2RTB4x26RarBrEzQSGMR0MlPMyh//LTQWz+MTM7TeyPPsiPp+j/6MWky2SBe98CiQDc++8wPUGyQKkFjh49SsHv/t7/yJkFQNl+SrEcXEYA2tC/oD8KHOXWZgFQApQXF5aijXtZXJxWYgV4K/GnlgCLvEmA5599/Fvf+YG/W6UToEd4RUrh4BsbSGus07pGylqOOnr2qYc39QDo83NMW1pbBAEZyfPPVrEIzJtvnSJIhj4721vpCtymzGmeiKRMMoYJjGJ9zJDw6I4lDxsN4k6XwDvuyH1JRd2+tR8acKcW+HTdNmHcFGQWEYBw2ZncfsCRoky5tVGhTQJQzu0KKQG3bk17TBwpl7vMGgeXNovUl9N/V+Uhr7OGtTUbujocxA+Pp594gEwYlfAVRVwu/EK1XCZJtB968VkSxL/6zZdpxd4RMAFPA+bhAHxvmDEC5XyojMfvohXemfzySlFAfGZaHtTaZD8w/njZTSCaCuBPI3x87/gvsG5z/1uflDBg0gAUmwc9II88+2qkz2yPuFZjQ93M7CzcAYsdPnLYektCskCywHvDAj+Z/xC/N2yRniJZ4D1jATjAl37rd1itxRGAuevs/Zl9NNA/uJ9yvP5RLYFA5dZnvHJtGOWQAwA+KNFZ/QAdNqwv/LcFZzVQI8Tu6OzZtR0CwEop2UwAomLWF3ceyEX/gv50IpiiO4ZnoP+e3dupZbVN0FWE9tCkCJjFkHhGnhR4hNP3uWceCzsxGT+pW0X+dhV7JC0sLpEggWs5QmlgcdhR9sAde8dAF0XViwMAB1v8nEO2q7Ak4AArkwDYKjsRwajcZIHb5a0GvztL+oT9hPKVgUvhZSjPzLrkAZ6FxyelAhnQWo5ZhQ2zEJOSjCc7bFFWBr9GDcGy2RCg9lY+vRwSZeifG7gol9K35TJS/Ka/0eI5TU0Nn/josdffeEdRc1p8CTIAMcilAViYYLmIA4Cna6vcGly5R+T+F/3I1YymAjBIkQBUh+iftub+D/sJpwImJqezryZUlsxfEInR7i+3uvqY9ylkdVJJskCywL1rgUQA7t13l0aeLFDJAr/8uc988Uu/nQWFaiM0k4X+qi03CaDaLAeIxiHgHnKAUsTl1J9+8uHKkwAAPhu8+INBf93O9u2yuwP9kUH/nJXzqoiIiAMoOMTRkqoVDmCd5Aq7dm5luZ4z58gfveRgPbMBAQ1wcMoCyUvb+yigsvhPunAAjZbI7MVFtzwR5ZxFM0B+pV26K3EAmwTA4EaWzGhqZRwAPMfI6e38+fPZECAoEPo8hx1EAbGif3R3MC4oeXnZUQI4wCqZgPUJdJ5fWMpmoZhCrkDoETQstyos7GxvBv2DjMPCSOZNcTQ2NjY1ueAuHXxdnl1kP1JX/+CRfQz7u68c17A392+ikD8f9se9sXxzYcHttI1txU+yHADPPUeWq9AJH2Dk/icBwN6Xu3fpkZ0KiKA/6ln3f9gHtaOj4/rbD8tDmQQALrFS4Vxd/fnP/0qokORkgWSB94YFcv5peW88WHqKZIH73ALAmk09HafPsHzlrGYABKNBLSCActDfjBZNAkTg6F1xAAcmMviYBX+4V3YSAPyqPGAh2lzoT0MHZ4sbVGnMcvxLptYAcZYDmP+eMGj8wTYPoLbR2a2b6df0JHb82acf7e/t+suvvYyTNUsDooZcgrfm56dbmpsjnJfVRGdyqrA7mCYBbPwoG4EJWUGRA6wlKD9UznbOuwOpQ+qoWk0+t3rAwcxeaeyAFnIA4Ky5yT3WXGECtIqmBQQiKR8cHOF87sKAeta5oaEegTxXzhpVOWLAO7pxMycppegCrwL640pn7wVloYR3MRmypCVQuYtSO1TFB4YlvQzkjT7zQmumAj74/ieZChgenVARnfDDeqkgfh4T81IuJiAO4J69yFlgB7kEoLV1hYQU7lScsbHLrMDrICuAcr5/6GKkUM4C2vZuZHSCpa+YoyDFv0IWhPokDVgTI8n9Hxk5XSYLvDcskAjAe+M9pqdIFogtcOzYsX/zb/41pWx91bupR9X8i07YD8mC69fjT3QwotwBpvQrB5arr1oNB3A+Sw9W8OBm1wMFx2QnAeTA5u4IIHUgL1Hy2UGE7v8Q+ktTDnVrxQMzDOFF4U5VgdIUDgIHQAdUb01yBXD//n27ujrbX339hKYCRANAsWRZmvMVEAZQVg+AS7YfZtVFYH0FGgCqUzJA7n0N35uAmlgBmJfdW3NbWSGtbIvlckEmReRbBK2kya7fQA8AR57XusoVQiaAgqYFsG0u7rce2JQNWWcrRLAXhFUrEwO16u5sbW6qB3znYl/3kTOUYAKhpWUFdoP+OQLcX5YDcC+bCkAGRjNdowFw9p24+2Be3ji169Y5YqMjNxW4ubmhuSlO/zVqWmwa/2as2slramaOPy5evbEgqUbxP4b7w474OKemZuvrNmbZoCUA8E6xBf1/5rOfDdsmOVkgWeA9Y4FEAN4zrzI9SLJAbIG/+3f/61//p/+UUpzEqqte42K48b4v+kgJ4FE5JoB/MZoEiHtn34BMPkCkw6r5pNICvh0Cy0wC1HiImZ0EALACpABDudCfW5j7Pwv9VRsCZQ0JX2ldnXt2W2ZR5ZoEQBY6vzMHWFxqb2/94AtP9/d2//lXv4tnFw7AD5ZUhqW61Zknxr8M6cIrLMdwBRqgZADWZV9NGgD9Q4G4LxnepA63NDeUYxc4/kF74agCMBwWl5XJHLAhEWpUV7UCbaM2oEZKCBDippNTM/KLY65I7Y4w1/R5QOSxcRd2z95Vba0tXJLPwFmZxHt29K/fsA5EG229zMuIcD9NOHDba1TIHvw74lP6YVbiAEwFPPf0I997+Y3BoVGbCXH9BodnvC4PwSUbFDuLUoHZh7unuw3GEs4MlONm6ntpya0HOj3jplx0sNbT8vWbpPYaDTD0j8AsH/7+ou7KbwuRYg6QGKbKUwHw0l07d640TlKyQLLAe8gCiQC8h15mepRkgVIL7Nq1SwX4WYE7a9auB4wimEMUNLC46JaehAag6WBT3uFQUplj9RwgmgTwKH/9wX273nrnTNQ30dXEYsAAAPqqisAWbXOhv5Qj978KmU+gVVtbiy5zz6vhAEArlgOi+YH9u1i+/dXX3jp55hJeWI+rYg7gHcMuAVoGFw2gLQH3wNAsZFcyQAi4c8dJIYvSTE3PgM/o2e1NtrBIDExzk0v1tk2IeV4c/8QHRZ2cfOedZ555NirMXmpPWcrpx4aEnNUMS8Q3+GBwhIOAs88YKq9Gnp2bA/2jiedbzm9kyMD7Hj3c19uFjNMa9C9cWw732426uzsl81I4kHU2BS/Y30cVec9C1Q5S+4x5FHZu37xvz3ZewYVLV0bGJkvbrlzV1W+8dfvWnHbdhgkER39fN1eaJjIOEFFTqWdxf9CNE0MawC6/RCXl4n61MvSvy+xUgBIAVMtX/aEPfYhlhXWZzskCyQLvMQskAvAee6HpcZIFViywZcsW8A3ByIBFgpYV0VuoBvwUQYloAOViAkYDAHPExqx0V0ZaDQdoqC9xG4Mjx8Ym6E8plXCAlYhpMJnim0tD/FHWijo9PR3dXX1s4JoH3VzubxakApLAiExoALYimAXWUxSQHi7LAeAtzq0dHG4tIM8B3FTAi8/095/587/6bjESY4UDePe/g5geZK6QLq5ZdZQzARjZCQEmPSpPAgj605w7rgBVF6szQ6E4AEKe419UhMqc4/Klc3wGiteiuvg4BU1MCjQkkIlrWFnEx6SUvSPTKWDz1XxChdtkfhn6D2sYwMG9+8lvYcDOArdd8D10JbRGqG8y+QyS0bfCUvd/oXhycoalckwnV2AD6cMH91SgATjXeb8DVwbnrs8TBqZVZemKZXNhbuoz4gDhjdhyjmmrcHGtsDaS+cIHL40QlWRvMFLQZW6UlKYC+HLCPygIDwz8pZc+nttPKkwWSBZ4D1ggEYD3wEtMj5AsUNYCv/HP/tmv//o/Bfor+KdED3Ra5AAqBxgxIYBsTADQzGZVJa3yLiIOkF22RbFAFmwRRn7DAcYmJoeGxvI6Lilrb2/hmshpYNOJt08Dv7hkeyrOhl3M/a/oEZ8XugLgWarl8sBgV2db6Jm2KCD64chyAJVnzx5xVh/cv6e7q/PV1958++R5cDMcQ7FAfkgiAAwPqOrmWMIjNy5IgUDmcQ/1DfpTyC2yUA8OgL+/pmYtBCPr+Leu7giU0VQCgDVBwLvMGQ6A8SMCkIX+9jrwzt8xkCy8SygT+aOXaIVA/2efemjXji1Wwo3AvhgdgcPKs4JyfyO13BbXhkZ5NVip9I8j26UrMRoAx4YzhBMCo2Mumqu/r2fg6iDzABYFRMxS2JdxAEVGvSvcb/2wtg97e+ky+2GYWjmBMTDapsZ6LIwOJuX80Y9+NLn/y1kslScLvAcskD/j/x54sPQIyQLJAljg/e9/v7dDCZhZ8XmXgUyeCbBq5A1gjdY3vKMx4QAjI2VBPJ3AAfCm0w/oPwJ2O7ZtXhlS3p16N3UdObS3o72VH+rhJ8Q5/NXXvod7dd3aav+zhr1OWZqHnkGcDBv3s/NA+6h0dWkx1mwAHO5mFU4+SBMOQKh43kBcGeMHoBOOQhQ+Mj9MCDz9vofBpj7912225YGmuZl56ngnBOscrHltcJjNgKennQufAw4A1pds5wj9W9yIKUhgw7LzF69WQP+offvb34harfISDhCGiNAK6D9wZSjKMaA8xOLiAMrtXuWN3ARRKfoHmG7d3P30E0dC9E9vdI61+azEiNz8SxncTu5vhP79YOI/AKH/VY7T1KABAH0Y6WMPHez0NFVVfCcI/b09xCwVyfZtonSsoQTw982bblOOq4NjRPmv0utvnVy4OGDo3811LeesmIQyhuKwVpGAy59lmiamZvmZu06K0K3k/o9MlC6TBd5jFihxRbzHni09TrJAsgAW+Pmf/1t//MdfYVF9i+ouMQsQqIQdrFQCApaWbuO6JFxdSBrnooJDcr2M0TzASkdeggO4FUjn57Potqmx4dD+3W+97ZIBIqcs0F+gP+wNnKfLU2cu4nbdtrWXHigh0GixuSFcniVsFeaeTk3NwBVo5fz9eY9v8wARoARduSV+btxYqCrkVdstNvd1f/yjz/MUZ84NANA5ilXOxLmTAEUF9ot1WcJ47hUXxDqVNgkQQn/pR/E5KmTqAzguWXszW+cmwGp4gXYZCayOD77nNTHw/E/FzwPU1EwzD5D1+ltvMab2MH12+TrBV7kjt4YSQP+jY+NWKJ800F/bO1g5At8kCQBhCeCf90XUW4T1Cf6B/oW0RK2ijy1E/045evfhncrINiGg9ABNAqALPWBbOtC5xgDEDkPRgOX8afADTxDf1lNLLnOrQjHoP/qD8ssQEabl8kMqt1Ut0J91ihiY6AF/JjeWl4j/Se7/1Vgv6SQL3LsWsH+i7t1HSCNPFkgWqGSBBx54AAJQohGB/ugyUAVDgEo39XSyxDvOde/HXUkDNTJggjhAb6/LcdTBSiNs7ouMXxNsR8j2OpYuLCJ46XCXrVv6gCtvnoADFFBLLvQvdOpiVAopwkwF8LNn19bN/W6pU7br4pzLAcA01hwBN/nCwnhzcyORD1EUkNSMA+hS0F+ye4AikvZygZDAlJ5/5jE8wW+8efLchSsM0nMVnsihYjDWHTGZmAA0gJjsLPSnE0wddRJCfw3Psagy4I/RPvnUswW14q/Lly8XRfe7AkwnxGlyanaBDcJW6E3Y1MsRrC7Wg3rdEjw+faJYFv8Og/4Fgo8c2rV9az8GiVSz6N8UsjSgqalRyNt0EKKSEP1LbTXvK+zQZNEALnmDk24fDhc9xec3Pj7Lupzac41LMVLQP2FsRst4QSiztI96gwNw8HeXSwaE/qMHUUNYKu9RvakkOzMg6K9aQ/8QAe710sc+pvJ0ThZIFnivWiARgPfqm03PlSxQsMDRo0e/8Jtf8ti94Nkl3iaOe8njAAY0rw2OwAHwlwNmQrOqT38usAIQx5lzlwEf+LCB+6GyZPDM8sLNjRs3RByAWpqAQshVqAz9s31SEk4FVOAA2baaCujsaMuNQRJaZa7ADcwvQGmTD9murASE9/yzjz/79G2cvm++ffrywPBqWqm5wByYnsgiEoJZ4tO6RYhC/5XwYI5/02SfhxoCzfM4AATD1MoJ2QQANIH+xnl4v5SU4wCO65Q5tMpqOQ5g6B/o/9CRvewEDfTP7YnXEfn+s2qiAeS+Qx5yIXLIU7LoXx3m/Vlkb1W2ZGR07JXX3ip0xSB8BA7BY9r+jL+p5cKUQNkeQPD8KGlYHEC8CGoxODzCOffR1J3+PI0DYDSVw50gA3j97a5U0Q+EhA/s+vzSmuqqT3ziE1abhGSBZIH3pAUSAXhPvtb0UMkCJRb4/K/+8m/+5pdcUXnfcEkDf2EEgKtyHCBqJcwxM3sd2BVV6ZI+gRp43zesX2droVB44eJldtdC59CBvVptJre5FRJgIyRkJZoK6OxoJSIolwNEqavWkMGQGUygUWGKwANDQ7H4aTs62gFMBC9lfajWSSQIlrnNg596tEgDhqABfiGmksAMA3CGz6Ku7JLWQViRW+8oC/2l7N/Cuuhds6cawC83vtxFqLu1NeuiEH8Kwf28nZL1o/w94ADsJpEL5e2JNJjoXI4DGPo/tH8H0H/L5k1Rw/Ay9ylMwUVfucOBZ5AtQ13e4NbLNwWE1aB/r3bnSZuw21A+d/6SoX/XlQfZ6pMXN3N6DnJiu56FDcvJgvJMDkCt74j+1QlfArQDW+jrwuVPeQj9ueR9UQv65++RjxzXwEsvfSzF/5R7C6k8WeA9Y4FEAN4zrzI9SLJAWQsI7oAGzBV9x0kAQF/UnTgAQJlM06gquhwZHUfN7hXV6pLQIGYDSJ/lRhcvDYD+6+pqcCoPXLlSU1PL7rPZqI+oHwBLxAFQiCKCLBbIMoCjTgT0wUBTM7Nk3xI9bx7TUBMIRYg8JathAvQZ4kvRgKGhkR8ePzk6Pk1XgsicJYQ3CmUgfjgDwOyKaitAfylg2UI/jCN4j6Sa5qY2a319UD57MxOs5PI81rp/GszlX+it9Bevj6gwUGP4oo04leqWXGU5gNA/0L8c7l9mzsHv/0VH5dD/xo1utoSdvtwOXH4jAge5ffAVFstsu+t0WNGVHJLKsyLoxX8JtLzTUQ79Wzsw99Tk1LsiAGoL+p8gyT2TJm49RwJGoAlbAXLHCPpLk/8s8M3zHtnAmC8EApDc/5EN02WywHvSAokAvCdfa3qoZIESCxw7RhTQb7IUKCDAwbUAFJboBWAnSwDQhAPUba8F3OPCjFbyKemHbZuuuziHEBpGClwS0sAa5DMzM2fOXWxvazKFubm501MzfX09cuRb+eoFiwhiry5xAMVbhz3wrCH+5nHYZ4AkWMBvORpA89UwgbBbuyNbUD3TWA8ShfmcvzBw9vwVAXqdTS0SQGziAKjxRu4I/a15IQqI64ADzEzPajNdUwsFlvjhFkwUQMD4TsKqcjIc4KbfFcFedO6zZ5u7BZqKWwSA/ndu6yUeJqtmJRbwQ/hKODZehz/c6qsoA/35AfKqYRjW5d5vkH6AVUD/tniO3SgruCfK/WPIqhZLvvv91y4NDBavHGnMUggs5xSCt2P65QRwPPtzUzs8POqbFh6znL7Kgf4swIXRcl+N0D+5GQjqHDLA/iGV+0y1yQLJAu8BCxRy194DT5IeIVkgWaCCBT7/q79KLf/MOx1gBz+5R5li0z17/hKhMkBzLbxj5ZGAVxWkFhXmXp67cJlojbCK1SZbWxquXBm8dPlqBe+sMF/YMJSZCnj51bfYgAkOQHkhvIdHd0/vgGIWD8k4nIHdRDGBt8IOI5m7MyegIxxJBdOyowJhNsQ+PfrwoU+9dGxLfxcRF7Ozbol4Dvyv3JojvBGIn0vQPzBucGikXMxP2ERyST/+Xeups5qUhKYA67KTAeYyTJ/bJCwESRtAD8sry7zZpoZaFvf86Aee3tzXU1mZWmC0Jf7i7OdoaWnGg47LH/sb9M9F/zSHchhl5XlXif41qtA+lceJ4//f/f5XDP3zFqan2ZNhPiQt6gH2OzE5Wbk3q6UfQ//u46wY+m+t+GbIOQb9M/7cR6CQuDKteMvnR0Pc/yz/bz0kIVkgWeA9bIE0A/Aefrnp0ZIFVixwrHQSwAGCrFtS6iVhIys9mHTx8pWtm/saGuooidKCTYcoIEJfwD0ZHFlyV1AgECQEveMT0x1tLYcP7SUL9gevvwPWYU0VknRzI4Jyo4BsDAhMBXDetqXX4fJSpBuqSSb+IfTHA2v5YTbAyEO2iaA/NABwCohHoVyAitrCAQhbYiX4TT1d73/+fQ8e2ff6G++cPO0GWQLZPeinkPGQQoCpVw/9daOVKCBd875v3eJZuMtXv/oXf+/v/wMV63z50iXTQgBrskgl7wUwHXncw1ahbGnBEdDkYTmkKUIlFP780w8zj8QXQhWOZywf9pYr81Vi7RoP90OF0OVv5aHv3wrhAJoEmF9Yle/fGiLw8ZR8uGFdUQ7DfrDzkUN7tvRvOnvuwne+9xoL69TWYtKCx42/C2YA2Pzh4AHS8em6Ut8G/XUfuf+L98z/La9/fl1J6W1D//YKPvWpT5aopItkgWSB96gFEgF4j77Y9FjJAhkLMAnwxS+65YAEREB4wGKQCIoRbvMlbs2Z3NgHQLlxAMBxhZQAJgFcF+XxzfDIaJhgCvrHT7vTb/Xa2Njw/LOPvnXiDBvccseens4fLSIIj+mJk+eYryANgDgTJbxmbOMKbrJr2Ia4ZjU0gAd0KZTr3TKj4N3xiUmsGk4LhJ02NzePjIxqJXgCcqAB/LBS5Gs/PPHm22dNE+TNawFYk7hJh4RoM37OKFSwpzVHWIkCokmFuC/fhuwLGJfLAfAHd2daZrnq5oYN5I+uigbAaogeERMQ1ldX4fmpxw9jpd27tlkhX6M55q0wFPgeOjs6QLQsicRqrWFVLvQPFbIy92LyZzWRP1Fb/kAqm93Qv0F/9dDe1koJB5chB1AtNuc7j+5ll7Ti81NbFVZ2/2Ml1HD5Ww8Ssn/dvryA/v1dCu7/lP4bmS5dJgu8hy2QCMB7+OWmR0sWKLHAsWNHjx8//kdf/mPgqXEAEj2dd5z/+71CDSug4zEP0BHkUwK80ASRs1cr4AZQWi4lANc1Ll46zDbXsHD/y7HNYLgdqajgs+efeZxV26XA+eCBXR4cvzM4OEI8TDQVAMg2B7M1MQG0hKwMV85+d62ZlmbXeS4TMCeo9WCC0QBc8soSLvdQANzurk6g2OWBKwyPSBU6icgAsSuTJIDWuykUHfj4jz73xEMPHBgZm7g8cI3C42+dKVa63wBrfgDl0ABGoLvzaqgqNxIPHAuEQTobSxcVDfsvyO4rcAfO8uYaZyhswl3K0QAflkOCLmOLw6W0zqyNDegP7udFM3h/h8IpF/0D+t0YFha7ujrZOMAth1pXS4l9S5Whf677X/cbuDo0PDze2FQvtpZdi7YwrLxfNgmgDyBUUdC/kPpjDx/s7uqwWt61ZD4J+HBDfQNGMHOx/TNRTGYla4UQOf5Vhfvf/kJDZUF/PvhsV+hnm/AHzcyWelDwj+Tk/g+tmuRkgfe2BRIBeG+/3/R0yQIlFjh8+PAf/dGXVQQsEFwADSBAAQTOKPfov4AbWEgQfRQiJkBCMOXiAPjmx8YnIzB3fX4eAqBMAPEN9aO7h2f6JvEXNNu/qSNE/+iwHND+vTtZLOg7338D1sFPFBEEkjM4ZX2G0N8KgZWgycmpGUo45zIBwlFIBbYmoYA55FvFSnW1NRGQDTWRwf27d+2cmJgcHRvjUgSAQgmMGVwYbQcLfIQGsDHZwf27afLhDzx35uzFEyfPDo+MsVApJfPzizjmCTXyHRaYADIHb8cfBdmXgd3d3I4r95En9F/n2Yhqo7OfcCgp420qYEa8KKQBCnbi/ZY00MXt25t6Ovo2dfm2tzuY42hpooYHz1qMIRnpYgBc+QdcRh/o39Tkvi73FXp26rr3E1Z25UoyRy76J6MDxanpOT7aJfazu3WLr4gSQflVkgE3DIxZesfQ8f/i0Sf27d0Jb+GVWSoC6s889eg3v/0KAjvhTd+camoiNO5mSTelj5QL/dEfZQ2p6dmSho4mLehr9x9AYXT8/WoAjFl/y7QSXURobWmyP1Wt/KM+P//5X0mrf0bmTZfJAu9hCyQC8B5+uenRkgViCxw7dhQIw75gG4rhyKZBee3GGjaxEsx1Z48ers+7JEIWewTSCWSwdI9aGQfgEg6Aqz5MCZDrnSrwlhEAux0C8T+67Opsq7rlYB8Ha9Hg75WMj5xuWZx+29a+5uaGP/mzbwIiRQPKRQTlQn/1BjKDAEjmXJkJSA3whODmQgKIRv4oXdXXET7tnPHWYVZobW3hx2gA+b7oAIV1qPOoFSgYCwBJOTZt6nz19TebGuv4cQC9tXF2zlkePgBSxiw2IeDGF4xQr4kXSnIuObK6BUiRVU6j2+nyzbfeZF1J5LATJgEo8TjezQNIExKlvQLQxH3OuaG+lh9qcdJv7u9VvkRbaxO5zmrCw5azEktFmbNfypyB/uB+XYYm4l6GqjM4vNA6i/6B/uB+VRP5A/qnLTAaBNzRQXCOe78E2kjhjnyAMYS3FvrnlQH9D3jaRj/YgfklbiHWoZ7tjHJTY+3IYuEviDzg3t4eujWFcugfBf25maZB/317tk1MTLuPtLj80cDVYV5m3ya3sBKTZuzPzefEPTra26AIvNlr14bUj1b+QcYJcPToURWmc7JAssD9YIFEAO6Ht5yeMVlgxQIObHhkTzTGSikw161YMr2xZj2YlXI5yKUA3JyZme7saNclCHhsfEo0IOQA2bRgRQHRCiQXcQCL/8HBf+XqtaUbN7IrdRJcBNwEM9FDX++mn//0h46/dVp5vWFEkGYAKkB/DZuzJgHsUkLEBEjMpVzQMNLUJeHyBL1MzczV+4EBbyszAexJBjMRUyB7elDYjLoibh6A7lz0PpjHTMQTYbHajRuPHNr7tW++Gg2DTID169eyPRnlcuUSSg7Cw4CWKr2xlnTZGvrHrW7NqQXKB2jTatjW1yUwcCwtFdCwLjkLvtOQV8br6O3tAke2NDcxV8Pl+fMX2TtByqtE/7xrfOFMgESpAiH0B81yqFsJhv4ppCQE4gU1l6lbOADfi4s3+FCLBVWgf8bPy1IJdhsdnYADmAJClg+wlZj/38pyeXYP0P/3XnmDt/nRDz3HN2yjpR94ZkuLu5E4wM4d2zQDQInnGLf37dnxzqlzXPo8YH67R6oA/anH/W+3EPRnWqy5qWFDzQZexpb+3tAgjzx00Hdaxbwc7wiXP4u7aiKI8snJadVqJkcy7n8J6ZwskCxwn1ggEYD75EWnx0wWKFjgWHESwAG74jwAUdz4V8vZiFqqiEFXEirIQ85FMYGIA4ACs2nBYSAQSAUoI/c/a3Ru2dz7ne+5AAkOICyB/poBwBGMmtA/JThWnW91U/fm/p6//OvvoWwRQU2N9fRvEw6+p/xTNAkQKcEEwKZ/8Ed/8dzTjwJwo9rwEg4A34AC1dQ43LyMM74iDSD4BwIDbjMaoN60AA698S4MwBVpwA1A6rYtfef7By4NFPy1tIK7qS1wFkAvDz1nOol2leJ90QNrekqf0CbdQiZVoZ1Hx8ZpDpGwEgSbBGB4vb3dfb09YS3ytcHhxRvLIgCaXTHff9bxv3TD/W/GT4PQNgT0IfSnivfOoXshFDTxXRv69joomNGk7DH0DXP5q5AzkBccbOhf5bkcwJogwAccJXDffkmwEJff/u6rZ89fBvofOrCHS9iaDdhpV1Xxl6Lof3GAXTu3EtAF+udn+7YtjQ0NIgBS5kwHdOH89L4vX1Ly9wiB4ftRz3Te19qtttz38tUhFs7C0x9ZA/RPMJLU6JUN25B5p8L9fAY2sfPxl15K7n8ZKp2TBe4fCyQCcP+86/SkyQIFC/CP/Re+8EWcl+yfBL4ihdNMI8SgSQArRBOZNFQRACsXExANYBtduZ8hAL2bupQSoMVApR8FApH+C/p/8MgB0mGlQKKtTQK4nYA3us2JBP3tjgj79+0C9PzV176vQtEAHqTC7l1h89xJACmA/uWT/su//g75uDu2bQ4bRjKmAGETmVNfvxFkCZb60WgAz0gsDfiM/oH+QG3JXCJwg/c99kBX5+VXXnubEkP/yMwnmL+fy+wB5KUQZKnphVzcH7biDUYEgFrwojhG9Oqpon92pEVgoRo4AGpC/3qKIo2h1pnVcH94R+QI+lPCy+WQACZeAf0B+rdO0BTqnXY705W4/E0H9A8jRU2aVo4gDtCEH31DYQIkrA1lmxwgeObNE6c++sFnf/aTHzIFPay9OJVjsfZ2suQ3YKWe7k5mDBRipFqbBMDmYm4k27sqx8sLh3t8DHLr1sjYON+XVk0tVrrfRUNVjY5Pzi8sEDsFSaY8hP6hfiiHKRwp9ze0TJKTBe4TC6zMbN4nD5weM1kgWQALMOMPXsHDGaL/XMuAQRVjo02pTAfczw9rdJKcym61bBCGU9xQJkEi2imMKCBrYggJ7zWFO7ZvsSoJ1xcWiVoh9L+xoQ6PMlEuAjSRGvHW/8Xf+qjQj6q4L3fH20pUubBa1MQumQTgsEsTDP3jhaWQRTm/9/LrVpsV8LircG6OHgsMChpAXDuJEIzDTBG11WzA5v4+uI2qND2CjH0wNQYPH41yqMgH3/9kiP7VUGZ0ch441luTpp0rrHsjj3V0axqCkq15KOD+1yWTAAjtbc1uGmId4UluEzHsSWL34NDQ+Ph4Fv2zBE17e9v+fXss3F9dcXcdvETn+NdzeWBcuHUgL7ttiG9cGRy+fHUYrz9fY0En+CX0T0G5B+fpRkbGo2CkoIOCCO7n5xvfevnk6fMf/eBzhw7uI3DLRc4XDyM8xQL3m0Kyusmr2bVzO9M8YZVNp7AQUFgeylACfsbGJphki6Z3QjW9fuajLly+emngGqtImeM/VJMtFf8TBv/g/k+5v6GhkpwscJ9YIM0A3CcvOj1mskCJBTQJAEbEKwnkCuuiSQD2MVUtq8pcuTZiGcBhE8kgQjz3yDgx8cfX1tZEOoA6OWKJ/yFsWgzh7ZNnTA3QDP5ta2tZu3ZdLvQ3TXyr/8XP/8xrr584efqCK+QRvAPVMwGXM6AxhD5Xp1bmMPSveiYiKGHJyIH/+GcvHH2yXDiQJgFoIuipcCD1cMcJgWxQkCFUkC8H2JFHMKc1KRl/+9Mf/s73X7ddZss8SqHYEJ7NAOzcsVUOfvq8dOnSli0l7IucinIdahJgYGCwq7PDdMz9rxLmfAhBYcDYjUiVEPGD9cWp0ETgwN3O/7OImaf26L/g2LZ7Gb3BqmJ3hvVxro+NTfGl5eJjQ//66lY6zEhwgM7Ottx5AHD/mXOXrMW+3VsPHdyrS70d+/PhiXgE0zSBsTHO3Tu3nz57nkLif1RlkwBcQpxMPxSYNxibmIrIgxTsvsVv3xUX1tXVZELYkZehvnwYGBFLFiurk/u/aIr0O1ng/rJAmgG4v953etpkAbMAkwAe+PsU1FLEEHoQ5UheWCR620W9W/OsgENayxR6FO5WJySBUrme5mGVt7u/r4fQ/2wPvZu6WQST2YPK6F8NSRH+wAtP7929rdBPKY0pjmExOycQTQJE6J/ecGIX+qyqIhzo3IXLdhkKNglAIZA0a5w7TgjYbADTHTYPoFsAJbG8W6UxmBB48vEHP/TCUzYGZRW7yxVPdKEyzIgAV9MR5gGhglmxjPUg4S/+/D9JcBC/hAwWFDUJAOi3hub+p2TX9n7WcQL3j49PsPYNt6uvq29pJiq9kx82PvNxXC6LgxX96xvqQf+0CrEyWFboXxTA7oIBtQPD3PwCWddYGDuH6J+d41DOnaNA1XJRjFxZz1khOw8gl3+I/jHdo488UNoWixamAjAvR2mtu4LKMeGzaVMXMjtAm4ImAVgIyEpCAWszDTUxOe2M41crCmtD2ZgAhbKkYodCHcly/wcL/1f/z//6Xyb3f9ZQqSRZ4H6wQL7X4X548vSMyQL3uQWYBHjjjeNf+dM/W+NyKYGGgAd3yCwsXkkmAOiTS9D//MJKnkAFu034gH6CqqUDYMJ5SSaALhVNvnXzJpaKVwkJAJcuX5G8d8+Oxvr6rVtd5H0pH1F9/hkO0N/XrbRgmwcwVYFd4nE0IUC55gRAh0paxaNs5MRaIeCothAacNjIyNgTjz0YKki2SQAuyQcAoTIPECWbuqqKGQI2G4A1suFJIGMOkKUmBJiOsKkAXptSgaOBEUYUlXDJfAud0xUyDbMKDLJ6Jf68pJ5JAN7j7NyciFno/t+7a2s3q7i6rQ9qNm50AeilR+FzctsYl99gwT9iQRPETw9uQ4AMUQl7HhweJfZMJVkCwPsduDKoWh4293nD3iTDAfh0tVpriPtN84Pvf4qJDrs0wffv/n6iG/HSjBJ0tOU01CTAwQMuadh6Q4CBX7k6RIeihRE5RMH+TtUqujX2ZCi5tCdY+L8aF0BC/6HZk5wscF9ZoOQ/OvfVk6eHTRZIFvhH/+iXQP5/8id/it/SoSR3OGyBzxEIAgEg/mf16F/2jDhAkVC4SoCaX6uEu8UHsUP9fpGZLHqOVUuvGfCB/bsoK8cBpA4TgAYgiwlAA0DDxKuTOmn9AYoLINSKikK5cCAmAUK07WBrMS242HTld0gDaKWAE6AaGlicqKf29nZ8+UA0lqsXE9AZBQ+RHXYXE2AqoJvM4NdP5KYCh65639bdgrc5MjpGc/eOSx8Umkeo+uTMHDCdkaCcPXguKzT3P+i/v7fbygNhpZMK0N/n+N4G8UeBPUE/OSJf0dUgYInlc1CyVFrkEP1zmYuDc/qtqsLdfursBezjbJShSPv2bD/o1/zJbUuha1Tt9tXWYdDf9IkCwhp2icAkAMsBMfhw/zuhf2qzuD9smyvb60OguX+QwpPwLRGa5Rf+dyUff+ljx44eze0kFSYLJAvcDxZIBOB+eMvpGZMFylrgEx//+Je//CcOVxYdw8IxYEQi9cHNq/T9hzco5QAFQAT0JxtSamxltXGjQ0JKAAD9H/Zx1S3Nzblx2GHnufLuXduIDPnmt3/A4LPzAGETYwJk6+LPDmOvi8jNBdSEMwDWPHd1oHASQJqkBbM+UpgSYD0gQAOmRsfB0zwp6c6U2NpHTu02l6DEDQ2NhVkUBWzM+FRRMJyYAK9r+7b+trbmd06dZ3/YcDkgqIXNXbgO/dHWVlgfhoZZQAwBYA+H9z/3BBHkjfUbxyfniu1WfjMJcPbsJWKE+CqIaOcu+3ZvK0X/Zr9CqwrQH6iNEvFNmhRauc2dJG6tsB9T1O5XxJ5ZGsB4kHfuP+YCArYmkcBgWBKH70HlDjp7X35EA5ihIqoNnZDyWVcqpCu2yCBho6+3Uy/XFG5V3e7p6dKUlBUiMAlAHjDbganQ0L/z4huZ8AzQGEVYrlbokjASdousB+F1uz8Kvxaq/5akVg35j/TTZbJAssB9ZYFEAO6r150eNlkgtgDJoL/yuc988Uu/VbXWrRgvrOCVqqemZlleM26wums4ANiOH2GYEP3TwY3lmxuDfrZt7ecK9I8fFA99UFNWBG8BH6menSvgNhba/+CLz/ynv/hm8Ahlm4ONICF0AtCvq9soGgAyCjFsLgfIhgNFkwC6peLUczkADmx50wk9Gl+aQj+HCWgcHqrJZ9xe3IUt5ANAzCcePXLl6vDJs5fsUSP3v8pD3MkOYaYcCY0N9ZC0XAKAJhyAzgmtwW5PPnaEXah889Bmhf6y0B+vvHaYHh2bRImvglcAxmXT3EKbVfzKov+wEfbEkqyXH1ogy3asiUgIK2xaSSgIPVPi8HNV9batvfV1ddfL58CoN9A/TdhQQrvLhUyAR8Ylz+yCmEa9X68TZSYBeIN8gQybJYY0Bnf30nzim245V1dJlXSic7ly+pERpqamyOPnr4O/s//x//Y/RM3TZbJAssD9ZoEf8V/3+81M6XmTBd7DFgBQELkCHqtat6GUA7g1yG0D0XdrAeCaFgUi35dF/cPmIGBNApAAgGN1c1+vhUAA43K9wob4fc6ug/7Zo7WlGQ7wzsmzlwcGoTJZBSsxQIyzfGqK/Q1WaIDplGufDQfKTgLQSS4HwP1vOax2o5AJ1DAUv26Oq+XFZAaR5QPNLc2sEP/KaydogZUi9z/Im+X5CV+hFiPjbA5zlym8fPkyrS4PXO3uclicbWvPnL+KkHucv3CZ9OIXnn/M49ccJBpCf4F+vOYRbgbBAv3VPznikac8974UVkb/KECNyPoN0T9glyPqEBpD8kA53B8qFxrfrnriscO7dm4LqyJZjv+okEtjAk2NbqqH9X942K9+42VQfGtLIyXiP01N9eb4VycR+lfhj3ymt8nRsaUby9APYr0+8uEP9fc7yp2OZIFkgfvZAokA3M9vPz17soCzwLFjx/7ZP/tCNbsCLC/VNzUBjww2OYiXSW1cpdXIT52ammFVH3rIbULOK+j/0P69hv5Rw0EuArAaxJ/tFg7w5BMPLyx+Z2RkohwHIOJFAJSzwipEAwjFqfWzARouUByykb2FSsJwoNxJANTA+iD++rrCbAdyuDhPtmeYAD9Vc25OgFrAYiE6KAaxK00B3KfPXPj+K8dZO5XSEP6CvykBXB46sFsNAKAQADb91aXOGAHn8cCVa48+/IBKDuzb8fbJ86GOyewwVbtxwzsnz1EClAS/midb0N85wq+7BaAi0G89cC9Le6BwiS0U6q2yrBCm/EZKxiXGxydZ8SlcMTNy/zO2XNyvr71gY08YzN7PPPXQvj074at8jdF9dVkO+ttjQjWHh0fXr6/evm0zP6woxWwYOeVsoEEPOlNSVT1r/euN2KUEtxDQOhIM8v+U0MGqTFaErbQkKH9Q/EX7SSdyG24zyfPhD384VEtyskCywP1pgUQA7s/3np46WaDEAr/+65//wm98ARDR1tq4ULeRtdWFitwMwFoHO4wSlDS70wUe0OMnTpmLl0BzWrBfqdrhrH7kwSNZfz9IbmximmB1a3in+5TUg+8fOLz39TfegQNkpy+E/o899xjg9eVXj4OY3nrnPHFHpAW7uYXS2YDcKCC7WRgOlDsJgCbAiz2qtFswUMzaVhYcDaiqIkCohAmUoLsqcD86QH/OXV1sqNUyODRq7n/QPygcKH9g70687OjosKmPYkHV1q1bJeNib25ybunNfT3H3zodZkeYMgJ7tBX0p2YgeNAASFdjEznEk+VAvzU3WGwlPifVrnIEjDYxNW0L/uRoFIsIMdLLhQOI1+mjdZykqkrQn5IVK4ZysRP7/fSTD+7ZtV390GGWAGShv1KZfWTTCkwH/W/d0kOcD+icNfinp+daW5pGRieYXLN7TU3PEpajS0z0I7v/aWugnxk265CPkM+bPf821m585pln+vr67NZJSBZIFrhvLZAIwH376tODJwusWECTAMT/gOFIjWU/rjVr17vgZw6cjn6J0Ip4aaWrQHLNXXamT3VFnp11SFRnhP7erguXrvb1dpkChRwguQ3r14Jf3x64unaNSwno9UvNRGpeN+c0PeMA34NH9l26fO3kqQshBwAgPvvUwzhc2fUJyP/RDx1F87FHj3B++ZU3jp84QyGJthxAf+gKlwap0ckehANVvfw68xiszpnFiKY/OjoJuwid01SV5P6aaqmgPuEDxgRYDJ9AF+F+6WIW0D8ym69xFvRHAP1/+APPnXj7NLIdWMDkSGDhVxEAyg/t3/nGW2dgNdFL5xZs92sNyeW4OjjKKj6LN25aYTkhi/6lWSEKCPQfLviT7VkZwJTzXLIV7vOlJTexw/pO69asHR2fcK3KrImZ7ZASQf+oKiR4Bv3tibK0Ss1nZ2cM/fPHdG1oVOWdHa1ubdw8d3459E85MU60CGeljFJKKMytBENnhKD/px4/wrTPKc8Yk/s/ME8SkwXuawus/Kf8vjZDevhkgfveAkwC/MZvfIFlJd1a70CJmzeqPAfAmSmnKWAigoMVbbbiac1FeDj+p2fm6CFIlyxhAnW1G7dv7UUBJkCE+vSMIw+t+JqbXCR1OTIwX9y3GGiIJxs4ePL0RXA8bR9/5CCPAFhH9vESztWKr7jDz0h85ENH+QEnwQTAi8ffOjMzM8sgyV6odYyoAHBNoBMdLiXg6tBDDxzY3L8p4gAEzKAzNDzGGUgKdGaxfKMBc1WF9GX1s5oztrp8+Wqk2d7RqhJIQrgAzqMPHSIKK1RmHy7CkCjZvHlLWJ6VSdsgWxdwj+m0c4J0NtY4jsEB9CemXDIvqKWlWXK5s2HlrMLMzFzu27xj0H/YlTKMrYR3R3O7fPaph/bs3s7lhF8giC0g9EkQeW86JDeznzGeeFuryqoQ9NaGR8aHCS1zpNjF6YQKkYzjv7u77cEj+8H9/NWISuP+l1phEoA/kVIOgJU4oq64hN6A/gmXInc6W6uS3IZMSuzZuZl4owuXrqDGgyf3fzkDpvJkgfvNAokA3G9vPD1vskC+BXbu3AX2AKN0+AVnwCxACsIU1vgoILWhpIBl8vvIL9X2wBHIk7vaGli6JOEk5EeuDaKZN25Yv7W/m71gh4bAtzP8qBVkACGcHAAnEWUB9AedSQcOwA+rrLDq6K6dWykEwQP+hJbcA96+XZjo8A0gA9AAxI988PkT75z5i69+lzh+Nga2SHev5TopCP5GXL7x5smxsQnWiQ9Bv3R05l74Ypn98BtmbQirVinj5WWnqkgZq9ZuLOQYhAkAH/3g0zitmS7Q1IFaIefOAJA/APPhZ5vfhU3KDz94YOf0zJlzl4G8xgHoIYT+0gzvGw1Pl2BlGdxqo8ssRXxX6J9uQ+rFUxv637Wj//lnH7f7ki1NrgLTGCohcApBg4Eh+NkDF3yVe3zz2y+Pjk13d3fU1Wb3OytpIfS/c/sWcL/F5fMRhkp+EmDCl6xgetEzU9PL0tklSzgqXp3PAfjT9czBcYpie7bUaKjfODYxxSbNCk964YUXi5Xpd7JAssD9boFEAO73LyA9f7KALLBly+Zf//Vf+43f+MIowQnV7A7svOZgI8cBwBbyYfqSVXAAcEjJEQYCUZGN+6dQge8s4IPvefu23uamegqvz11XOauc9/a0AcfHJ1j506W3ignoDDgmzp4taSNegRoHUUa5d6TKUQWc88Wn8+qF04F9u7q72n/w2ltvn7pwY+lGfX0tcUGqk/8YuSD4coDymS//JfFFLS1NYT+SDfISogOkC6cCssrZEh6QrWGz5eb+x9lPjAePQ+z+B9//REM9IPX2xtqa5ipHk3SQAYwAPi4WFH7jL0cK84BV0djY8NAD+3n2v/za9+gWRsE6kixmGTWvfJlF/5X1qV09+tcuYCGr4emm/ePQjzn+dUdeVm3pXsUOTLMkURCOjyZvyr5wE06eOsvewEQSMTYCpSrQgPa2ZlgH/Rj656O9dm30zbdPd3W0QT40mMK6WCh54E5hiP55ovChoI5qVe5sX5cpkHoONySAjWku0L8o60c+8hFTSEKyQLLAfW6BRADu8w8gPX6ywIoFjh07+oXf/OLM7HXAnpWCLYAmgCcDQyFCMrVAiNG/qszLi2MygulAfAUxWyeDQ+Nsp9XZ2cIalxSCY4ChHMjQAOjE6MQMa64T389WxYSgqOE7J8+Q89rf12P9mGC7RGkGgHJ7igocAA/xB14gabKHqQDSVekkmgqw/hGEO4ntZlcpgvKB+GFteEdNBRBVoqzoSC17aehfFjAFc/+D/ueuzz760D6qOtpbN/f3EiYltTAK6MzZCyq8dOkS+z9IvuO5o6PtH/zdnzt1+vy3vvc6Wb9EiMEEolawmrzn9fwqUs27DKOAKiz4k22qHACL/xH6FxqO0H/o+Fc/qEXQvxzOJiv9a9/8PlnpaggH0AxDxATk+Nf6nob+J6dmx8aniWGj7fDouG2dhrkKkwCefDIYDoH+EPrTiu9zuRhtxWV2EoAJLw1MZ/78mEazd+T+bPwfzq/+6q+u/qWHHSY5WSBZ4D1pgfi/4+/Jh0wPlSyQLLBKC3z+87/yhS98MQqMETSBAIQ0oEyH+egfZVA7aa94QG17LLn2I+iPJpiVrW3hIfz0dLd1tLfgejfvO2iGTjo6WkdHJ86eH4BX0ESrtQDuidvhMssBzPNKrTgAD2WUpgIHQJ9lNDd1d7z62lsnTp6Hh+Q6+LX6CsocrPXJDzMGEQ0gNiO0DnBzcnIGIKhNkdU296zI9WyVuf9hHYcP7GhqdHMmjfjti+ifSyxpHGBwaKQwZVHa1+DwCCv5UCb3tiqxT6hFhAw2P/7WKWwOC2L3tLCWIJOIANDaWTXviHqWCu+R1VQrp/zmdbaS/mvoHwf84UN7w1D+CP0zgAj6q2cbcPhtgP7/t//wFa9AknzJETKBRx8+JMc/Gm5GqZrkFgf9uRwbn7DPA4GFOEt68R8FuxNEuN90ljMJ1iEHiIzp5qn8XI2aMw6+do6XXnrp2LFj1mcSkgWSBZIF4v+iJYskCyQL3M8WOHb06Mdf+liuBUBNrAFfW1sD5ohgR65+thD0g/ufA+iP0xfon0X/amVgiKmAi5cGzcdPLUyAaQE2GW5pa9mzZ/um7jaXH7m0dPPmstq+c+ocCZ3h3aP4n9zBA/6gPWGrUG5vb2WLsQ++/0nmIYaGV1bblA7PFcagqxAOcHng2tVrQ3jHw64imVoSA8r5nlEeHByxxwfJWXOW/lT0P/iyrm4D6B/o39PTE6J/U0ZQ/E9YYvKtm4UHZyEgK8zaAj7z/DOPo8BetkrdNuVIwMIGpqOqcpfnzl9mjXyIRDmFcuVy/xv6x/FP0H859M/ACIepjP7tRuKHPzx+wkpyhXVrWXBpuxz/KETonxI+GGvIip9GBkgFVjnp1PbBm6YE91mW4VFOgS/Wf7SObt2+zeQMGSHm+1cPfGBUffKTn9RlOicLJAskC8gCaQYgfQnJAskCJRY4cuTwH/7RlymSWz2sI8plx/bNgAwWMveR86FHG8XoMmzqZOA+abw4pEN/fKzkr8HTtg69pgJYf6a1tZFVSuXyt1ZdnW3Eu7NeDXsq4XbVKopwALzmuIGlZvE/ugRRleMAxBTZtICUfYBG4W4H9rusAKYCyAog/MYtl1RVlYv+Cw1KZwNwxlsqhSkgKCIodyqgFP2XONS19Cfon+X/n3r8MOi/vj5yLbubQBI0A6D4n+w7Rae7u5NE3g0b8v85YFHU0Gn9zPse+uZ3X4PCwQGYChDcDBcC8ug/Sx/cYModzGCEGQ5ERgnLbizmN5drCPHjUwH98xa4bxT2A9W0oH83qtJY/6jPiIOhz5dA6P/psxcjTV2C+znWrblds7EWiM9K/1zy+QDx5fiXmoJ/JOuMAoJMGqQChyorsnJ/V66LkiYB+JAp4Gt+6Mg+Fgka9OtNFVXcbz51nuvXPv/5FPwTmiXJyQLJAlgg/7/4yTTJAskC960Fjh49yrN/4Te/lAGL4PvbeGrZ3BcOwGr0c9cXwFhFQ90B/UsN+C4Ev7EGJz5EwAUFFXso+xt4N3DFLame1WAAgMXdOzfjlr56bUToCrUhVnh886RxgKihc6sWdgEuqYE/MEcRFkV8QFMBhBj9+Ve/C/Zk/OUmMcJOmO7gp6uznW2zyi3/j6eWH7CvrRMKwjbfP72RzGl9bt3ahwyyB/1v39rH6j1EuVASjVb6EI+hoRHif3RJ/1k1gDQEwBYCAv5KudyZHmjCjydCG20hIIezK66Pme05Qv/ckSkR2yxCaRIkNlCe5QMsSST0z+v81MdfyHX8uyFVhP7lnhH0//VvvRIyQGmuXXN7ffCNtHd0DgxcffjBQ1n0z14E5u8P78JXKgJQWA/Uvdx4H1/0I04S9sDziusisF4TC31evVZYZYjVZh3VZK5s3Tri5VBLwT+h6ZKcLJAsIAskApC+hGSBZIHYAnAAlwmQi5Grqi4NXN3S3wsIxp3PyuhA8GpWDXqXB0uj8KNGkAHwUMgEgLYCMUBMph1Axmiypa6WBsreCryKN3r3zi0v/+CEgBHsRRxg794dYc9qSyxNQF1K+qM5mwOoKAv+VM5UAGj+1dffOvHOeaxU0r54AUTm4EqdIAPBZ2ZnbdVOC0xyEepFFgTwBaAzGwBNIvq82Jn7rZUcESz3F+jMJRt+VUD/KAAEOdth2RRWMjQ03N/fNzU1bQsBhfDfXpP0SQa4NjRCJgBPBLZmnBAh5UbfEf3bHU04f+GycTYrDAUxAZ0jMgCuZ8UqEPZzTz28e/e28EV4i254V9A/bM5WXyxFBfqn0L1FvUa3m9htfvzwCnS3o6tbo+UpmIMKR47sFtQqc8CfxWo0CcCNLMlYLSgJc3+tGx6KT5QzJTj+t23tf/X1Nw39U0hA0dINN8nAhzQ7O/f/+jf/s7VNQrJAskCygFmg5B8GK01CskCywH1uAWUDZyYBnFVwZrPafXtbCw7X4lTAYjk8vRozGhkQE6AJgJioaMK7WXbGeiBllkj3FVDukZjb6NdHxoOIqNqyufvywJA1gQNMzcyxVW3fpq4obxUOEEVLq5UAljiAoJ/1FgpuKuCFZ2BBf/rn36Lcw8QC3K/Qan5+keAN5cva1IEJ1j8Aj1wLu5RgCQDK/b10+SrYd3NfV2dx34ZIX5eYhVdj6//k6qgQroUQ5gGXU97U3QkBoJYnxVyaCmBTLS2rX65VVM6kgfamjcorXBoZABwT+UPQk9D/3j3bQcTW0NGpdeuJ9beSOwp0KB1Bf+TBwWEV8oD0vWsHkW8bzp2/RFUB+7Oa7cbaDRvca2LHX5avjSLNwtxfdR6e+eYZPLzXJgHCWuRs7i+FDEn8VtCfkgj9qxONmY/tpZc+loJ/ZJN0ThZIFogskAhAZJB0mSyQLOAscPToUc5f/NJvhxxAgI9yxZPAAcCywVTAugrYl1Z3PEImAPp3yKv0YPPgEg4Aml7BYy4fsruz/dLlQUBSOOyBK0Pj41NdXWQL1IUr2NB/7oApB1CGm5GVjmLlyu0V0NkONH/lB8fPnL+yUlFGomeiekhvsDifXEU6hBXYFAE6kfvfwOURn+dgT+EN5oyGYNbDr28LZYqnnT17dvPmzeGtW5qbRvy2uOQBNzU2WNXCgpulIemht6eLFWaQcVSTB0IagHTskzh77vK58wPA2U2bujQhYJ2YYEPKhv2YTlZwqNdvPsBvJVtTsnf31r7ebuZh+AhpIlDO0wH9Ob/bmB8F2xj6J6zorMf6NpjtW/tPnTmrS7M2u1KrpDazNRjBP2Hur/UTCpr6gANoEiD8JHhAjlCZS0F/bMjmDDj+qY3Qv94+7FEvhaVzP5Vyf0MjJjlZIFkgsEAiAIExkpgskCwQWGDnzp0grxBJB5UrHIBCMlAXFm4Q30IsUDn9sO0dZTEBJgQUCGT64FEIAEDHzQMUPbEAPvOOU/XEI0e+9+pxAFM4EmD38PD4TK1bM7SxsQ7UzoQAWMrAHOXy+q9Za/E/1bZBmCFXjYRL0BUy9924kRyG9c8/+9jhQ3uOv3lqNTSAoKYwWl19hmcGHxEAq8X9r9B/Sh55YD/AHYHxhIjflBFA/6xH5KzlvfVhVVbGl8+tIRAAYn4UeYXa+MQkcz5b+jf1dHegQMkTjxz83qtvqQf1DGmCHYCh+alMA+6I/oXy6VwL2CPopmR6APq53Ldnh27N2T25fzpCm9jiF+j/btE/zRkzwWzWJ0YzGWHXji3DI4UMiuJHV9XU3CL3v1+5qJp3Gs4AVAj+CXuGA5AIk50EiHJ/efzI8U8nIfoPPwBt27y4sPTrv5Zyf0NjJzlZIFmgxAKJAJSYI10kCyQLmAVwEhMIVDoJAP5xeEsH8wDA6JqaGjAXUwEsF0M4+M2bpDPGa+kUW7y73/it1+HRDULYgaSaBChwgEx/+J5Zj+W7r7xhkwC2sqQSamEUMzPX+aEpKwiRQcsjhFQh6tLDS883SivY/JeFRwVMVQOmhwbwQ2rEHZkAD6JAoNJe3ZVH4E4IOYCgMEt/Yn6Wy3TVVVV44n94/O29e3byCqLcZWrhCYQJecV3cXr1tTdbWlpzG1wauAbMJZiK7dB27thiBABl4wDEyXNZgQZk0b9Dt0UHv010aAAy7+OPHCTPOwT9Njy9HS4x2vq1a8qE/ZR8tNbWM8jb4P4rV4fxvhsVxP0P2zFKiX57azMZ2oWGjnq64J+GRke9dFi+inI5bH6mWF/pt3YHYxIAMsDfDaqajlAbg/4PP+jIHluPqdzQP9DfPhiqiujfBf8cO3ZMyumcLJAskCyQtUAiAFmbpJJkgWSBggUIBCIbuAI+Bs9t6ikszoMnnpVoWNMcREegiCGqH8ea5AAoV7JCJ2uCGQCFob/v0ZxJAHqAAzA8C3EB/FHCep5kl3Z1tpLPUOEuUZUP41lX4wP1SVdY9ABRq7mLCbDgzw9ef5u5iqihLsVGcjlACD2jtiz9aZge9z+bDLDaqffWX3c8rAbzF44I/bM32NT0NG+EV0lVdkzsHqaWQPBrg8OberqKPYFHl01mYSJ+2GgWGhBOApgCeNTeu2gAVTYhQMovheXgftjJh154iq4OHthDIZmsQsYG9ykMZTUECFcVN+sVuPflPOsKZZWmziQtAP0LbYNhy/1v1O7Iwd1C/3pZ6s6Cf9Qc0yOwJikEYDXBP2plZ5IBkLkjfzWclftr0B87PPLQge3bXMgWEwGcQf9aNTWE/pSD/jng4cif+tQnOacjWSBZIFmgnAUSAShnmVSeLJAs4CzAJMCXfut3DNUF0MrVXr++ODk53dTUKN8nHGD55k2UfRQ9v93h9H6kQ80BrGEgkFKB6Q8IaH0DbB3+cytFOiiGf5pJgOWbtzYU1/Ox+xNeghsbrA+Cp5Cgl/q6lXUns0yAW2SxpvUmwZMBB6CFlSEDCEDk1994u6p6Dc3BcBxRq3IcwKAnMwA0EayHFeD+D13L7B984eKA9em2kr25DJmhJEL/plNBCPcQOHPuYkgAsq1EAziHVbws/5Qsm+MmAcJDTMDDUzaThq8pyKrkXx+5vZmu4fE//IFnDuzfrR58GFI1r3LNnVaaAg3HN3ZdRGZ3AF7RPob+w6GS+4v7314WwT+wl8mpaenoU24uBv+ocH5+Xgv4LC4tNVTVrzL4J7wpvv/mJre2Ez0o99fQP45/Qf/CANZUv/zKGwNXV9LcrR9D/5AE/majHA9TS0KyQLJAsoAsUPKf4GSUZIFkgWSByAJMAlBiHCAExGvXuqxfAsQhALa4JLEo4gC08ojQRQRFfa7+kv5Z4B/9kAMoCsj3X+AAhBzdrHIrgVrPTALAAQBS2bvDAaZuOMgFcIcAzF2/LtxMW9aZ4UfLTdqcQPjI1n+uALalfONGN4zFpWVgNCB+XquduvRf0ppL2sEBokmAyKcrbVzmwEOMyar/KtmxrS9E/yoEQ7OGD8979erQyn38Sp3EmVAbBrqE4+B92SUUDjmaBLBaE3iQpsZGfhiSmAxVRQ6wMgkQ6EPPME8eRPdKVMFbhP4P7neOfw645dj4VFNzPWFgt6rcq6xAA2irVgFHdXC/WMjvAvrPQn8srO/EwqvUitxfi/5njoUnpLsw+Ac1Uiw6/EJMvOuQoQX3vbMIB+Cz5EuDOircP4L+xJXRCwFarMGV7U5vlh5A/y99/GP6m82qpZJkgWSBZAGzQCIAZookJAskC+RbADxx/PibX/nTPzPPKFAP9G/a09MzcABdCuQJUwJoOEBm6HOY/uoFtYo4gE0C0A9IlI61GGi4DGU4CeBjM1bCY3R3IBfzAPAKED+bcxmBodaWmwyZQIjdteik5hzQ5zJAn+q+qrm5qaZmPT9NVfWFItfz/OTULHDTlq3UWpCmEMX/gCmZASCkqq6xntX3Ta2utoZtw+wyFECK1jnl5GmcvzjgPOs3b7I6ZlNTQ5irag3n5kpgZeVJAExh1iAtmEHi4xcN4H1hjGgSQDyQNIbcdVcZA8gVJra8fOPg/p1C/4L+NjwJGLkyDbi5fHOtduiNWvrLMOYnr76Knb9UrrcQ5v5SrimjzuLC/7k9DFwZtO/chFzNsFCanEk/wFYE/FArxz9pMPAiNt6mxC38mkH/tML3zxkbLt9wC7n+o1/6pbDzJCcLJAskC+RaYOWf8NzqVJgskCyQLIAFfumXfvFPvvKnCB5wl6B/sw/rrwO1uYQDhE5lAPqx5x5jxcaXXz1+/uJV01+lgGsW4AcHCBOCbRKATjQk3P+RN12TAIo4z72XMCscgNzlkACYsjEBADd5qGgC6K323QpgXPYyA6vhrwXniQaA28KE4CyRAF6Tpiz0X++zFBgGof92d1AjWbm6xErcRRajROjfNMHY7G+1fl3+hExnZzsrga4tplzbJADA0npACNG/yqEoIQ3gAXk6zsVWXBV88zxslgMI/aOzf+/2D3/geVpF6D/MAqdWNID+mQ0I7lK8m/strz8DkFClTN9QIytPT88S/KNyvYUw9xf0TzoKczta+Sdsbl+drVmkWh47VKsg+4/BLfz6gWPvG5uYEvSHyAn3q+Flh/5no054fL4lChkwd+eB/9W//peRTrpMFkgWSBbItUAiALlmSYXJAskCsQX+p3/+//g//p/+Gwe8MiE9RAGhTRqACACyAoGsi69+/fs7tvU/98xjhw9OHT9x+vyFK1Z1R8FAXpgQHE4C0ANYC2d+1BWTAAR9fO+V41F5eGnhKxRaIFCoIP6A254fRsKcQEd7S3aXrrBJrgwuHxldQe2Cbh753dIYwJG58T+EhNAW6A/ut55Zaon9l+1SAkiacBRkWSxE/7j/TZl+8ODb5aVLlyTbVgC6zJ0EyKJ/60c0gBgkgnaKyNuNsDIOFvpHbe/ubR968dkI+lvnWcGZ7rbLNglpgE8D4KZ6OneuDP3x9IupTk1OXyyumKQBs+e0cn/52pns4jw0PJLr/mfyhFkV7sX0TnacdyxxY1i+ybYGJBuwys/yrdsR9KcH0D+JK1FXCvqnEPQPh8QU//pf/YsU+h9ZKV0mCyQLlLNAIgDlLJPKkwWSBUosALb43Gf/yW//zu95/6gLPCipLr0IA4FUc+7CwKaezt27tj339KObuju+/b0flraodGUu7TAhOJwEoDHJpW7ZUO8QdaDQr6i4c/sWqt565zz+e+J8kJWsHN4M/C0nd0QABP3DmBygITEYbln96ur6+o1sQbVKJhChf7s7/Wg2AACHj9mwMnMp6GBhzEiKArEroMOQ3xAn7kPqHcK2Q4FSXNIt+xGYP9sUEIDpWOaNN44fPXosLM96l6nVJICtAlQB/VtXrFPJD4kB2noMv749FDphFBDm9Qm+rilq27b0X7s2EvIx9ZmdMVC5znQe0gD/ZRa4TW6mL1m2agjwF/RnLgXzhn36TthRro1CXopC3cbHJ6LcX2uiXcB4NDqv/EdhTUwQ+ufSZdFs2HDy9AWrMmF8fDIb+WPoHzXn+6+u/tVf/eWE/s1oSUgWSBa4owUSAbijiZJCskCyQMECR48eRfqd3/0fcLUC4Pxy/wUMyiQAC/CHlooCgaj69vde5wwH4OddEQDrNkoGsHKE6jVsBwZ4wzW+5ha5mkWX95bNvdcGR64NjVnSAiAYfc5QAvEB/NB4WPHBa511YKV/wGIX4W28wxW8NTe3MDc3CA1QIkFlJjAzU8k3TG9tbc3Xry+4hTw3lIQYgf5ZBJP7ayEd5yQurtcJB3BzMcVIG3Ols0Dk6bMXwlcTchhnKHeUPBJsqeS6eMEkAKISIVaD/ovt3LqftYtL7L4con/VMk4wvY2WQp7oyccf4GvJon/rsLIQ0gClAcjx7+C1n/owuB/2k4X+qqU3lv7ERIb+KSdjpL2jM2xustYAfbfuf4P+9EMEF7FhM7PXrU8TQP+DgyPhjA1VpeifAC3Q/+eO+b9Na5iEZIFkgWSByhZIBKCyfVJtskCyQIkF4ADgRziAQ103b8nlKUSJe75ENRMIRC0cgHX9W1ubn3rigdVzAAdZfWQ5PRgHiKKAqPLLqBNQsQyaBBtrMED5xx458vKrbwwOT6iQYGuqdJYOwJsfXPub+3tampsjxCyd8Oyf3e2R7GmAe+oKEwJjY9NsbBw2R3bJuD5wv66+bmlxiTU9B64MRegfz67Qv7WNaIDbc21dNTogSJlF6N/0s4JyGEDz0XH6zNmHH3qAQkwXVrECJp3b+jpmNBNQ1tPNzy+GDZGdtW9Xy6FerHI3JpGiubERQWkVFI2OT8njXlRb+V1bV7NyUVESDRi8OnblylCYgpJtVA76g6SZjSBWraO9bXZuBY7j/o8W/rc+tc2c3P9WWFngg4RgEvZjakwlIVPKR26FCHdE/7wsXuUHPvBCQv+h3ZKcLJAssBoLJAKwGislnWSBZIEVCzz//PNcEAsEzNY8gOqYBCAPd0WviCYjNPaHf/LVv/t3PgncCTXvKBsBQBOwq4TgMAqogJ5vgauqbSrAEFXEAaLbAWeFaNnXjIzbzo52UpbRwbsfaYaXQFv6F6nQhAC1ERMw9B8ifusWOD40NDY6NhF2a7IyK+zShJAGwAEoxyDnLwzg+DcdPxNSgiZV1dhQPzY2fvjwYdOsLBBHNDu3UG6KoHJbamUf3nXxdbvFalpbmsN8BtSIFxoaGS/HAe54FxSu+QVSL14aRF5XJsuZqvLQv3ATxnn44B5ts1UocgznRrT0p1UhMAMwMTEdllSQQ8e/1Pr7epRG7P8gVjiA0H/UFRFJ+qQxI7NFvT1dBw8d/of/8B9GaukyWSBZIFngjhZIBOCOJkoKyQLJArEF4ABaGBREAg4GbhJzAngiDJo1W4SJ1QYnZUQAKP/6t15+7unHgDLvahIgHIQSgstMArigCAaDkzUMloADvPKDN4dG8tG2dU4ojtthd3KKCBDgMuWQAYPspiaBuwDpeF7BMgrD0KC6uvrbt9fg4882rwz96YcBRPeKLo0G9PR0Xh28EKL/SDPMAMadDwGIFOT1z6YB8FCkIaAsrpbDJ6KOMpeuCb342Ru+EtWPjI5t2dxnutgQWRygpamBqRirQoiWAAqrJAP9hfuzVWHJHaG/lAnlIkKpp7uTFGqVuH0hGpvCrkKZbA1WYbLUgrAqkrPQH4X29hY+DtMUKWYawNB/GPxj6J/hYRYo5dlzFz/20kvWPAnJAskCyQKrt0AiAKu3VdJMFkgWWLHAJz7xcRYGBdsBf4GVrKIIDAblgPPW458PlmNnhU1iJFZaVlWxCtCm7k6QHwc9hFUVZG5kIBI1JQRrEsBQI6OpurXSYTQV8OjDh5h/sGSAcvfCvUr0DVMBUmCpfgTIAEE7wLUsmmdUsoN1qNAg0kOVIWrlCHeE/ugQ+m/rKYVtszI0gKgqBWJFtaDJyLTNzY2Rji6JSJEA5zEFnkjo30p+ZBpAD7KP3jivjA2zbNMGCnULOAA/m7ra7W3arbNC6PKPaqMHXyX0VydtLU0/PP7OA4f3GQdYWLqRXfrT7kgI0Gqi/3PRP51EeeeUYA0GTNy/k4uLNWE9/UHBacmkJ2To+vz8D15/61/8i3++ZfNmG0wSkgWSBZIFVm+Blf/cr75N0kwWSBZIFmDJkc9+5h+TDIApcILijwRHEkYPgnH4eZkQhfWaCsA9rlVBqQLKyHTA1qeeeNA7l1fwemWrWlupKeoduamxPmyoTAAr4abhVMDzzzz6tW++kssB0LRWCEwF8BgEqwgWQwPEBKiCDEQxQrSNpgLCriSvBvqjaYm/2R5yS/ytC8kYpQo8jrMtAwvLo8f0VU5tcnKqvb1NmbiYOkL/1sOPTAPok4O7w5dIy3bbKrgFSePj2vCYcYDcJYCA/tPTcxOTM3HL4jW34EZcgaQ5R4v8FLXi322tLMJZ+JDgANu39aPhNonbUCkJgYWMKrv/y0F/Ooc22x4CWhAJXuT+gopTJRqizWKx04WbjKqrHR0dv3T52i//8mcT+o/fYrpOFkgWWLUFEgFYtamSYrJAskCpBY4ePQrE/J3f/T0gFxygu6sdHzlLQKIFAlv0O1KtX+fycQkyIfUx9N+jAwfYvq2P2QBmEUo7LnsVTQKIA+BR7gziRvwkQAnkpTubCmCdn107+s+cG8jlANGNbSpgY2lug5GBKEYoOxVgHbLCfblYf9OhOXgxSvy12nzBg3yPql0UVr5OsZTRai3UYkHht3jayOhod3cPRby7cujfGq6eBjCmEOXTObdjwFEgkPWMEHKAkvLVRfvQ5F1Bf/Q31mzgC7F1eJjAOn3mIuj8hkuxiL+lcEg3blSqrYD+6aS5qQHcT846nxkefUpA/9a53P9C/zDY3p5OdmqjFvR/eWDwV37ls/6vz9STkCyQLJAs8O4skAjAu7NX0k4WSBYILXD06PM4W0kIBtINDY/BAXZs33z23GWidUB6INrFJSKCOKAALlsgbIt84d1vDBz1AAdg3R8tnG9V0SSAyhkhQIrAIVI8Wcy/vr4+5ADUWvNI0FRAY3H9zbBWcwI6GxnAUwvM5ZDmaqC/NAmUYtWdsP/Vy962QOsVDpDNA2ZguRseA0HXrAX0OxrGsO+I/m1UZrKVu1pdecHbpnp2bh6Hd2trS66iOICisHKjfSxEytYjwhePETh8NFqJKXJvoUJw/8aadRAAnsXQvITpmeta4rNcc4A7iwW5OxXftWnmQn/3R+BD45gc40/C00uD/iw65K3Ih+i+RWdaRXbxpCywG6L/X/7lzyT0b6ZOQrJAssCPZoFEAH40u6VWyQLJAgUL2KJA4BZxgJ07NrOcDrHRAkaEA5EZwFQAAAghazjmBlY5CSDs6ABScJy/eHXLlr6ggD0ByATANYuaA1XaEwqYzmru09MzQ0MjKDxwaPcbb50FvYUNy8lgNfIyCXNSOFCuWkQGero7gP6s73lHxz+9YSE8wZWDSXJuWmIGtyOsX3szRuOA0SxCDXvzDV3B1NR0bW1dWIXMXl7VLhO40qGBxDeu1MIxDb4W3mQGPBea4R2fnpm5fGVY1+B7BIXKRB0zfnB8mGdSzhRRw75NnTdv3jh1+kI2Fh/6VNloQv90yL30WUqfhhicQoP7zIGB/KNbU1L0+mu90dh4oH+6Msc/ykNDo2S9/8zPfCSh/8iY6TJZIFngR7BAIgA/gtFSk2SBZIESC9iiQJSC6rZt62f7rbGxCY+8HbIBD2kqAJAUwfdsSUnXmYtc/XPnByxzlMgKGnkv6u2Bq0NhB0s3bkxNzzCYPTu37ti+ha6OnzgXKlSWcS3jk47CgXKbNDXWMclQAfoL8dOWtFfrgXkSHydViuutOhLytHi0kAMYvMYaPCzh40RqRWB0y5YtdMxuXEtLN9exWTKvK6/n6Oa5l+VoQG6XDInRXhsawX++1vnQYwTMLa5ei3FzeF8gOJch7g9r6ZyHlhM9LJcMRG+or7l1a9lbzG1lwCSAqd285cYWbctArT0gt2Z3Z37UhGfh4BG4HS3Xr4frrvSGDpRAmjI+TA+KwLvwhSUP7jpi94Rqxwn7e7vN8c82EdSA/n/pl35RXaVzskCyQLLAj2OBRAB+HOultskCyQIFC/ziL/63LAqkiwsXBuAA7e2tIE7WpzfvPlMBDuh5qBfiPZWs0pRZZUoGrgwaNGdhHLrKhZSsdLm0uEDtgf27OQNBl28srFu/0YGu1R1RZnC2EU5leiNKO6oyxI+AHaJau2SGwWClFb4rwSNaC4DBGw0lcIeWACLynjTf7PMSm0Jk/sL8vIsRygXs6mUVZ0PJ5XS5u2C3FFxyCDualacBUT+VcX+ozI14fB+hUwKyKdy/ZysA/tTpc48/+iBNRkYnRSDRgziEwws7lFxA/6ULW1FFK8UjeWKSbecmPSjlxMCKkUslA6NWr4YF/gX9KSHoH/TPoKj6xCc/kdNvKkoWSBZIFnj3FljV9Pe77za1SBZIFrjvLPDP/5//dz0zSAUOgMwyLwf272poWIkqoQq8R5Xzc5b8+JrVAfEwbsf4ANC8ssVn5+aEurgTe1EVhnpree8u5wJf/QH+YypAW8BGregZ6A9cUznxKvywkgychAAhLXNZAf3DDWgYeeijWxQuKxIWkCgoNmpIigIu5+HhUcrNaNJZv34DDZBXbh3j0qizO19y+3gEHt36sRU4SdgL8PbGzVvEimFDlUeDxOz8XL8+j8u/nNc/7FAyvQH3rU/kHdv6jj37KNFc133G7ZA3iDVE16LUyCSxcglYZdn7/rmMeJrdIm7CY7i8Z/cD9Bf6L+rEVnZU6NbNndu3ZNE/Tf7Vv/yf0rI/RdOl38kCyQI/rgUSAfhxLZjaJwskC8gCLAz6mX/yjyWDhy5fvlYo7+8hIN6s5HF/DgS0hrS1w1qFgkNS/jBBl7mgXFUE/4DafWrm8u6dW1WoMws+fuJnjrI77Vq3y2p8hJqhDN9gPoHAfRUyYOLQbyzdEOjXLl13RPxhhyYTRrICxK30XQqOATCkgAaQAXx54NoHX3yennjIsD8u+3t7VLhiwxKVUP1dyGD5Apwvon9GVaF9lgb8aLg/ugW4H1NwfuSh/fv27KA2TIbu3dStVYPQERGKmtslgxHupysr1Ldqlwj6hkLQb7XB48f25dYH9u586aMv9PX1SP/8hcvy/XP5K7/8Wf6+rJ8kJAskCyQL/JgWSCFAP6YBU/NkgWSBFQvYokAU4fSGA2zevAmZrYsAoGfPX5aqB4EudRKwtNI4TwoAUwlsZRIgrFJTQDkhNBxcukDqoPNwm9udO7dFt3rn5GkCOGrWVa/fsP6BIwevXB1msaBrQ2OoCRZH+rrEYT8zM8dDgNf9Yo6FOG9qAX+5Te5YCMRk8XtFrlvgeNyqEoRe0QWk+pD0wqiYgsDb3dLSlN3IrLWtpaOj7cIlCNvtEu7BQ6zuXvYuTGAcJouNuLCkUuKxMtZSCRpAcD5v+ObNJdWssmFpN+6KW3M8eGQvo9nliV/4JaBw8dJAd1cHq/0QYoNmtgcMIDOY7x8d+KQ07Rk1wsrPZ8rxZ880xa1bh/bv2rq1n26ZpyLl99SpC8gMijPo/+jRowjpSBZIFkgW+ElZIBGAn5QlUz/JAskCzgK2KBCQCA7A4jltbS2UEw60c7tbHYhl+7n0HMAlO8ZgiIIyR4CfHLjkyOJCgLgIQNiHBf+QAADasxUkWQ4ItaHhkatXh4DLIFSOjvbWXTu2EmRy4dIV1jNFQUwg7BBZvn/welhu4ynmfIaVsZwLFpeWQKEbiEd32N0h0gwAzxTE/QbXPBTzEirAya2pD6JcApUV8aEH9r/2wxPE2YTecQd+q6sjZIzlaabzSvsyEmpqDp/BPiUEI7cJDXz/ZflPbqvSQt7Oh158mvt2d3fOTM9Qya3pljNvlpAcluGcnHa5IhzwInYBG5uYaGluVkn27CYiiim/WJWxqTc6zH2P2R70UDlf++3bzI89+MABNeHjvHLlmkv59d84hQn9Z42ZSpIFkgV+fAskAvDj2zD1kCyQLFBiAVsUCHDEnq9An86OdjTgAG51oPFJCrn8EThAyW28f9cjMEcjdCgTIFyoR8E/xXpu6oA+6102Nzep8K23TgqVUm5qgGASMVkbh5KdM7MwATIZTp+9DKbkiHC/tSqCvHjeYJUYkZ7pCgcw+JL8aZhMFGhuN1q94DgAhr59iyWJ3vf4Q+UawoJ27yI2BpRc4gX3NikQBp7Ov7JyfeSU00APpTougeb06bst1dfX8G5vUNrHnt1bN/e5JfNhcVbD2koT45N+JMxvVLNlBIkEuPwB9JgarsUkwLatW6amr1OO2a2h5mH4tkL0zxvhiXihqwX+vrui4VY+VFdM6e3bBw/s5o/Cbnrh4kCI/j/2Mx89evSo1SYhWSBZIFngJ2WBRAB+UpZM/SQLJAusWIBFgXAef+UrfwZOYm9gAB8bb9VurEGDcCDOPxEO4BGUc+vq0O3hACEBCEM+QJ/bfJQF+20ZAVArztWlcTv19S53mZ2eoAF4x0FpDx7eZ8rcGnnQzyGokERfhM72NnaQpXNg6MgI69yzN8LowMC1t945Z21zBXWoKoKLPEhlHmBtiSO8AMVzOygpFOwGb6pbVtunWrtQlej5i0b/pOyRzBWWxL9NFgKvzJZvUhNv5GKHqxgJtw7Rv92XQqocBxAx4uLHw/0vHH2CHrSyk90lK/j7uHFjUuYBkEjY0BZ1ly5fpfDWbccNQg6AMuhfNExn7dXwrkK8ik8XoH8/FDo39H/l6uD4xPS1a8N+YK5a4/9kWvZHhkjnZIFkgZ+0BRIB+ElbNPWXLJAs4C1w+NAhCAAiwPHqtWHWVOHAj04yABhrU08ni9IUw4F+lFggugVECk0CmDw8dSfuSCar4wDVwPfCyj8UgvCI/9GGvqixI1hba8vVwWE/WKL23SHZzsYBKMFbzMKmViWB0HkrAbqxLbFgolZxEdXBG31w/+4PfeA5bQvw6g+O0yTiAx4QlmBqOMDyMo7qDcwDlHAAu195QbCbhWfY4hctlwtRXbV39/ae7i4sw6L7UVMeTSs1+Sigt8Hn69bH6N+ayMKY2Y/ZimOB2lz0Lz2YGA9FVwgH9u3o92mvXZ0dlGhD4rA72BR5EWGJZJTXrI1fWVatpbmJGQDKQyPzsro7O2BorNHEAqmb+3vOnb/CgG9V3RYH4FvlfSjun3e6WIz/USfZBYKy91UJ+l4IbO67oLB3Uxc86/hbp4iL45KbR+g/Jf7KhumcLJAs8NOwQM5/VX8at0l9JgskC9xvFiAQCPDzO7/7ezw4WA1ASDg6eIsfM4Uvd+gfUOShe4CTTGl1godVDmyB4xUIBGpk5R9rDaBmDHb59jtnWAmeS6CeO69zZ46Ll6+xhk93Z7s8wcYBFC4indwzUUMtzeuZWwAvMu3AspuRmuJSYAKUf/DFZ0dHJxBefe1NAnTeevtspKxLbgpQJl7FcQAhyVy9YiEgEjuwjFCxoPDbRax4elMS319Uqquru3Dx8qMPP+Dyj9et8ytW3hlY8+78K8thAozBYengYPzuEaqqtvR3d3W1Qy/YiK29LSZU9KjXoaY8DUThxvLNfAKQYTLBDQuiNtuiB7A12c94+WWBywNXZ2avY1E+uLm5eaKANmyo4QtZv2EDd4QDQBTx/c/NXjforx55NAQGtppJAK8cfNJcF1378LqxiSl+bMyLC4sW909hCv03yyQhWSBZ4KdhgUQAfhpWTX0mCyQLOAuwKBDn3/md33M4y7lgHQcIER5gHUgEWBQHQKcAKp36nQ+U6SHCmrqEZqxbV4JiSeNU/A+BFqfOXABT2uavdMLh7+cGyrwEP02N9aIB4gB3Ho3XwN/MPADineB6teYTYAIof+hFxwpGx8Y5X7h4hUBwBA7YCDAUE4HpiyNUTXx20NKDS0P/3q4rKPzIof20AdoCgqPG8/NuwMw27Nu7ixD577/6JmA9fE2RfnTJWwiZAMPQK+jt6QDraxhgfRYgUkO05ebH/R9lbBc68nrsCcA8gZo4DlBkaNZJqKzC8Az0B+JbCQ8u135jQx1ZKKyJtG3r5guXBnhNDAOiVVvrmA8HedNwABRI9LXmRSFbUqzJ/Pavoyz6N8KpdouLK+ifhr/6K587evRopstUkCyQLJAs8BOzQCIAPzFTpo6SBZIFshYQB/jt3/5dOACIDTjoo3VWoDmFHnU5DqCQ9crATjA3e6OoBDWgc1jY0dYMK/jB6yco5I5bNvcNDg5JgUsvBHCtSAMoFxOIaIYa5p6JcXIcoOjrzdXJFrKiaM2GmqnpmZ7uTn6kQNouISJAc6YUzl0YEGMRgi+O2SkyNg5KCPuxnuVx1+XHf+aF1tZm5PGJybChKSMI8eOYR4YDWEmoU0FubWlqclkE7v0w+9Hf10V4fQV9qgDZEIBwqsRefYj+0dSrDDlAlLBhN5LLP4T+VoUAB5h1y6G6HHQO8rwVA0YywJo17IW8lnkAzo4DuF2r4/Hbt+etHdeqT529ZvFz4iL4GHiboP+QhhFoxMuSDueE/kNLJjlZIFngp2SBRAB+SoZN3SYLJAsULGAcwEGcaudwBfYB+81AwD7QJ6DK+829llzKplFeMP6QpwK1WOspByvK37x6bYw8S6nh/r95c5mg88EhlwPg0aSDa1ECqJQ1IdBQX0eWaC6ojZgGrbjdtcExVj1SD/V1TtAC/LW1LhOa58MYrPm4uMhaNER/uGCk3KOxsR6vfEND/aZN3VNTM4N+51oaclPgPpEtAvoR+qcrb8+q/Xt3fOCFZ+EV6vzkqbPZuywsLlL45lsnDx3cy4swDuAIReZFAPRR9li/ymUO3K7KzpBAVAiSWVpaJsZda+mENxXSVQkfw8TkFBxAUwG63dKNZZqHTZDZI7eqyChQk2aoA/QnXEc5GGF5JGO32tpaTXqIC3En3j2WbGysZevmmo0bIQC+lWqsAwa+MqoKUUBezaN/12KlCR2B/jdsWI/gth3wVbwmRu0VXR5LQv9m7iQkCyQL/FQtkAjAT9W8qfNkgWQBZwHjAGAtsE6WA6ADGvMwyNEAjpAh/DhG9P2QXrlk4e+gf+61b8+uv/jqN3EqI3NUuAVQD5Q2OTVDD+BU1jLKpQFhD8B6wDPB5So0wXQ2blxPpkFTA+DewcEKh91rbGzi2tAoI/GgHytx4DZ2+6lZ2I/1Qzmy0L8VMo1ArEsWOqOgHsDQoPmQAwBXrTkCKwWxb24W8Yc6yDU1hYfCz82rhAPk3tRa2VRA5Pg3BQSWM7VAoMj9H0X7hK0i+QZBRbdubazdKAJg+3mhxhfCmZ3gOGsSIGpbiuQdv0It0uGS5/WEQl9xPvpHjdfqec6thfkFQv8p4UP83Oc+c/ToUeR0JAskCyQL/LQtkAjAT9vCqf9kgWQBZwFxgN/67d8FDIIKccQCpiPkDUwErzv47w6gbYzLKc1a07XJZAKEatTjMge8U4imnM04nufnF6s2rifttYDYwjZeBvrrUI2CyGdml+EArPWZUS8U4IcmpIMLOEDWky2l0bFJwCiOf5zllWlAXW0t+6kRIAT6932uISe4SAPcQjph2E9hBH4KIkL/VJ2/cFk9mJoEUqWZo3j51Te2b9sccYBXX39boUFoYgqi5/npaG/p69tEpFPUjy6NsejS06ebmKIyDbh6jbActoyoYk0e9ZydjeGbgbC5b8TPSzBUblEu2ic7Nm+0kqgw+MzwyBiawuzw0ltLS3X1Df5zKmz1FfQTf3s8Gs8VKLhZHfct+Y8mLEc237+VYxAWZYJdcjv+KD772X+S0L8ZJwnJAskCP20LJALw07Zw6j9ZIFmgYAHjADg7gdbgLcClBz8hinLw7vZtB6BzOcCPZk3zkePEVw/DIx5P+wkA69OCdijxyFWOdqsvCPMLi/z4wJXYB0xADl526QkdZjkADw76lw4c4I40AJDf6A81mbteyG09e+6Sg5p59GXv7m1E/hSG63/h/h8ZHWN43D0sR/7bf/vnv/xHf4ig/dEA1orwOXxo3+5d2/6//9tXxAHsQWAvY+NTFG7d0svKqlFv5v4Py70xc2jA8MgEalcc+i8chGmBlYtXLgEDuburnTOUAGpF/6t3+asfKBMC/EGXG/0lnKqxoUElOvNaNm6sxT6emrpMgKBWlg4KMqJ7E3nQH8Us+oclMgsBJ/Ef4JrPfAb0/3ymy1SQLJAskCzw07JAIgA/LcumfpMFkgWyFjAOsM6ts+5C89GBA0hTnl1fspYFg3xohAtxEcT1WDfbpStBh06AU/nVrPRy88aGNRsU/IPO5v5NBNJ8+hMf/LM//7rGIIyrHcTKQX9Se0O3tAJXoogggn/CMcABDDdbuWLu7RKhMg3g6UJmwhiuDQ6fO38p7EGm03nPri0vHHsqWocI97+e9Pr8ArQrbGvy+MSU9kdjU1zWBqWc1Xt+4ec+8u9+/8+QQ/sjA5RZsOjipavQAFIU5LbH/c+btQ4jQTSAuy8uLM1dXwhxv2liHLZAALKrH+0UoTM6hPDQPWE80tfmZchkSlgPZGuYbIJbULXYSnyAKqZWdm7fevb8RWTQuw5FT/nPiY+TYsdOw2cvKpZEAa0e/QP9yfrwwVG3eEZeGb5/1sy1bpOQLJAskCzwn8ECiQD8ZzByukWyQLLAigVCDgDMApU6P6hHQgazQEU7d2w+c9Z7uKv9rrEeh6308m4ksD4zANxLwT807exoHxsb7+hon70+X399gRLBTZYJWrv2XfxXERBMRBDdigZY8E84uogD0MTc/6Eaci4NAPovBKQiC/3ViUz3wvOPs/JmW1uruwS4GqolvGZ0TJo4wssxJTbGIgoINXA2HECx/nCAn//0h1774dvvnLqgHuzMu8OqcABKSA7uZT6gsxWZ2QbpkDghAWqBMDjkxqChkhJNLD7O+NDfL2Xuvrzs7p7lEo4e+BkMHoG7TxSzutUwOre2NqnEKS8vh+kW5AHX1W3cuWML+zBYK74TxmQfoc8gL1jQCk252LOLAnL5vI4B5Byh799Df+X73uLl6Gv8TEL/OWZLRckCyQI/dQu8i3/qfupjSTdIFkgWuD8sEHIAsn0BT6A68JAc2NiAknMXrrCCjJsHuF3FwuxU4eSvYB5fX3YSAIJhwT++/1v79+0GX3JTcCS1Pmq/+tLAUNXAkMJOujrb0Axd71wqDSAahmgAbl0yTJsaS6JK0IwCgZQeEPUQXooGUNLc2MCi9VCLiSoHo8tB/wN7t/f397DZMEazxSULaLTIAYTIedICei7dCuB/+V/+325Tghs3L1y68vhjD3r8jfO76tbt0R2eD8ABXjz2FD8uB2Bs4sq1obfePqcxg625LzSAnGZ+jhe97KoNz6iFl0xE8KMSHrKlpRk5JAPE+eTSAzXhjhyiAWG3oWz0gFU+efburjbjAHAPGOHhQ/t/8PoKAdD4CMe3W2Au/02WjDy8BQOoul3QD8slG/oX9KcQI/jANr5llwnzOeL+k+8/a7hUkiyQLPDTt0AiAD99G6c7JAskC2QsIA7wpd/6HXCYWxSzaiUlINR1HAD3rYNZtyEKHo25+qwQtopkcK8F/6iKKBq/66qLJPFRJYpaKSC5KOwk5AMKdCF83BbWnJiYGhoZtzv2dLVv3+6c6CETCCcB5hcKqNealBOmZmb5gQJNTM5EAT80+eD734cVwP3WPIw1wj4FwO1MW0j/dX591pzJYHRicsgDZsEfiNDbJ8/ZLgQE3F+5Nty3qctu0d7W0tnRduTwvo988PnRsQnKSR3mDB8QIjdNCYUxRKWZSyMDWikVMiAmEIUDeWZSksDATXlSwP1qbjQ0PN7S3GDBQv39mxjI0eeePHPuoka0fv0G9ym6DHXWjHJ5CPQPbancOTgeG9sHaQ8n9G/Qn3L6EfpHGR74y7/82aNHj5p+EpIFkgWSBf5zWiARgP+c1k73ShZIFlixQMgBCFgBsoLkgPsKjTC9EOQBoNBzqkV3sgnoU26tQgGUGAaTkABARDhh61oFEiimBX180EzYriCHfOC0j0rKUSoWDQ6P8cMVTIAzZEBMQBwgG/1fbFfYo0qXuuPk5LQuw2d0uL+q6kCA+00nVMMQ5rVmX2HF/zBH4RJh843kulm/YQNh/ViRUB4u8X8z4xFxAOfz9kcHkwZVVTABzo89coTzKz84vrR448z5gXAkXne1J80J6GwxQuB+TQXkWo+XzgfDHcvRAL4pqjSCyalZJlg6O1qVB0zhyOg4DyIyU5gjKm5UTC3fHne/4+NganSwq32BoH8KLXWBrlAw9M94/uW/+OebNzuimI5kgWSBZIG/EQskAvA3YvZ002SBZAFnAeMAIC3BJ1ASuFMpAWajLMgzpGU6CLSlnHNYiMwCoMrstPJGVvCpq1PAjKJiuLvVlhMcgrulpORyKivlogFGBmACJMri/gdSo8R+tJwjoL/SOJD0OE8+fpghZ3G/KYbufxXKFBcuDLCXMLFO7DkmYE3tzl27rKEJmgHA333+4hWGqgQAN2mQxwH8+7KmVWBo2MWTjz9I+bHnnyAWCGB95erQqTOXy5CylbblJJsWQAEy0NPTNT+/oJmBbJPsF2I6RPabjLCwsDQyOtHc1MCWYUQ0bd+2hZH/6Z9/DZf/unVuEwAO3rKt8R99OVLIPYefHTQj1KETfZyMM6H/0DJJThZIFvibskAiAH9Tlk/3TRZIFnAWEAf44pd+G+wIPOIAyYsDRCiTKvP1eogGZ7jzASxTkIap7t29Y2h4pNUHnWu2gQmBDTUbTSFXEPqnSkguVydbCNpjhuHiwLVzFwfENOA2kVpU4mKiqqoOH3AYHV81u+2yCCargEatdGmDQcgqCP1TLjhr62BGmn/n7/yd3//9P8D9Xyi/XXX8xKn3PfYgl4yZhX0iDgDZiNIxwNDE2fO+9MqIFOJn354dLxx9EpA9MjJO2sDJ05eKZMC/5GgQFS9Zf+n0mfOQNL4RW4ippblJjYwVhF9IrkGkPz09R8gTttWlLKdVj2wUNMdcbB+hEowQvSaVr+JJHGlEGU2Oj3z4Q7/0S79od0lCskCyQLLA35QFEgH4m7J8um+yQLJAwQJwgOPHj3/5j78CfAQkebBERAfR3oDhGC6jYDSA9l6/kiVBciA80HHplk1VRPPbgvp+5Z9KMwB0IRhX6U5++y3l+DrcX7rc/v492zduLCDsrZt7rR8c2yYTXm+yCXNzcyxZY5e5gnvC4Bj2OQlvnjhN3rDDrW4JJLfvbKASiyzeGRXBkRQIpPKIA4TKoH+86aJSYbnkAhnYG5MB0yyyAgpyXmap5WGGt0gOFs1gQsA6Ua42CdNa4tNF4PigIGYwOFBjhJz9lbuklkPNifwx978IG+WLi7O2w9q69evgPOSoS3/1Z3+TAvpnDuAjH03of/XGS5rJAskCP10LJALw07Vv6j1ZIFlgNRbALXr48GGbB5DD1GcEALxy/jMlGgAoB7EJDubeRSCP9YNcInGRA4yOjWujKzXZsKGmeo1LNRb8zIJQOonQPyVSE7js7elAYeDaMB0ePrC7tbXFQcvbVevXVgG+CTLhipSDaItc3T337O7o/08kydLi8vzCtLYxXkePPqKJc9ib4n+E+68OjhA8Mz09oxQCRugHeWPIbyScezsKMVFJFXnDF69Q0tfrMmV1GAfw1vj/t3em0XpVdZ5OIMm9mRMg8wS5YRKIUCoFOHBjNeVCoGBZ3avro66ltVqBD/ZSIFBl265llQLa1aum1tL+0h+6elmWCSCDWkWiOC1nEJApQIAMhMxzQpJ+9vm/7373Pe+bmyCISc5zvJ53nz2dvZ99Vvj995hKgrzmNCv4D9ME7dTpt2YMVEG9VfWOnbvWrdvw9KrVxMl7ieIGe3wVgC1bKoyB0iQgMlYBZliVJIn+2lVZRifF4QBofUzN6O/vG5OWhHCvfXhghHNhrtTyqz/SgDQjvhQAYiz5XTI4WI/kswQkIIHfE4Ee/2X9PZXE10pAAo0mUM0FOvTXn7sDLRbajjsaCg2HVgufGqAkPKu9IBFYOUKkIiYqvOwYp8M3bIDnnn/hvLecTQRiov75i2x5V0rVFvc5w0rvpnnh4aiEYBJ2o9OV/gmNXYDIqL9v9OkL5qVMqv/TNb5/3+44XrfU6wTWriQV4+0HWw56rJMerSpASeLogLjvHrE3J8cw2LNvH1o/rzdNU+d37d61a09UJ2Ju2bqtyv8QZHPa7LjwwguXL78rVzz7hw1w9lkD2SfbAPhExz/8c2iXo8e7chy2Fs3ubgf6nu78WbOmUTVW6D73/BqOXiYaxYcTRcX2IM6wbx8R9gDRavkHGdLG3KG+MaP7+vt5jGPgapF5RPfHQoLurLojhw+vUP0fDo7+EpDAsUBAA+BYaAXLIAEJJAKDg4MDAwPLli3/5r33h7arVDhqbz+P9FKHKM/SPKhVQamTtQYxdF7piXakSz33E6NBs/ofGq1jCZAtc8HRnTn//HZEIQMLGAEUAC3K2bUdUVsJ977+PiKQc60vOd4Vfc/o/ZD+uQBI/7RuoL1xDf5JR/da3Iw3JgHLbXfvTuI4pD8OTCbKlquPao++bYTsSSf3AEUSakcodlYyOUK3Vw5sAI4V4whl4sSV5vvs3VcdpTzkaK12+Bv5y4we9iSdMmUS+/czvkGNtm7l6La9UbWeQwHdrydybjJCM5Ycc/r0aVSJk8GyT+mgITA28CkzKSN0u3lFVv8kX7r0Zvv+uynpIwEJ/H4JaAD8fvn7dglIYAgB9kaspgOd/7nP34nkqlRXuqNP0cDlTJUqqCXLcDNKkGRX2wzAPSTf6gFPxNy0aafyFLPG33nJhd//0S+7Y4ZPlUnKmfyLY8o60eN1of7xnTe3Nbk/OqrxQVZu27Frzpw0kSYVryoVyrWTxVBX6vgfuoFMhGdNPjT6iHUvv1JT/0TYWp2/GwSwXnbsTDsOxVUzNsIzSOImSXa3EowY8evHnobVlEkT81pbgtas3TBnzsxqqCYVjdGPiN/Xl0yFbDDkg7ci9Le4Y28wjsJqhMefeJbk9NaPGZNm5PMXIvuIQwEtw6Z6dzBpFaP4QPJi31oJs/rHnzY9mqtq5FbWGHJf/eqX3e7zaLgZRwISeJMJaAC8ycB9nQQkcGQCDAUQaeh0II5kQldhBrRmdISYKyUd4jWumCpTfw3SDOl96FDs/xOhZy06fRgDgDjIPmRuJTeTqmu/oZV3DFOQKc90/zPRvxUQP3iPZBnA6C3bdjChpbXN/JAYnYch0j/rfRwp73Tx6rKy+CD0Uf9Ulgk/ebPLGN+ImKj/zVu2pMTti4p069gWyWTNDF10XZUfb/LkrzADRu7cteell9bNnj2DjCkYO/Rzx83wQPtVnd9sHuD1miwE1P/uyhwi67dfdN5Pf/Eo52pVTQBV/FpfQiXT0xJngqJFojC5BFSw9OGRq1xyTSgAGczJSXCU6r/y7yZXRsdd2J8HD1199fvd8KcGyEcJSODYIaABcOy0hSWRgAQ6BLABYjrQvfc9EOqtuqPc6D7H2UONEUb6FKMS7DE1KOVYRcYz93+XSn34QYBOgSoXmXOl16erE0jWufu/41u5+vv76MPmj6cxacOZ1l+ONkT6Z99eDqZA5Sogjjdt2Zan/UR0Jv8w4ScnzdscZR8cFLV8rLnJn/GOmmc8DjUD+tiac82a9dgAAOEoXnDkAYFa8tIqKN05WrYQsnmwafPWVw8cLMtBk521aMGTTz+fU+HI0j974hPusAQYveERywaDgfbHTWm5nzkw/5RTpuDgCoOQaVPZAABRNqgiDvfDUGmFp8+iWvLLMy9y2k/mpkMCEjg2CWgAHJvtYqkkIIER5XSg0HPIsIpLUnFDBHgXLWKEFkxCnb7zJP7TRcRyCyAeTz1lclfqIR4kZ6VrqZtzVlXe3FL80qjI6dk+vpw5w16ceTtOjIExfaOZJcL8kzxnppUwS/RwkD+O6p7qUtVi89a6+ictQwGRA3Hy1P9cmOyYP39+duf4TKs5mRGAk07CQImhEsRyHn/I8UszAM+wAXDwRswAHBWuBCYnOaIjWwXhYJ/+Z55dzR6m06rDhqdM4RSECWQ3a9YMXvDkU89VplxaHZ5zbn8eQ76K7Em0bBhEknPP6axszpmEozIqWlZEDhq+Okj//EnguHXpzYODgzmtDglIQALHIAENgGOwUSySBCTQIRBaiulA0ZtbBSRxidLiPrwyi2gt9R8pe+nSvXt29/WPrcJf2y1kH2UopxWVWcS29KVPuDk2a/uOXfQ6R7d0jtDf15pMjw/z3av7mJD+3LETUvFHjlz13IvsjZNThQNpnvutGVUop/7nmAEtP2ZH9q8gjzx51OiTWuMoMeTAaxPtfNXMgJgLFKFkNfyAQM6kp+PlDZuBw3wqDIANVR3jHpE5cpi/9S9vhDkd9kds/Vyk0h6ZOnnC9GmnsqVPXoxx9ZXv/da/PcSCjZ7qv2c58Qyjgnse+qA8X/mnLznp/3DE9JeABI4dAhoAx05bWBIJSKA3AWyA9u5ATAciTkf4ITc7D71Tt3xDar/r0rdPnDCh7NlGa+7evWt4A6B6xRAFXL6KMry4ZgNq8sK3vqX0Z+vP2u6fSFsixI6WVcy6OcLG/zmHtruzhJcgTtXdtHkLxsMpUyeV1kWe/MO8f8yAbdu353zC0bI0qj00a0HxiOAf3Z9MDnYuqrY1YsJRoktCNG4vtX0ozIAt27YzNf+M0+eW2WYzAHQ0WQWwDO/tDvUfYbNmTscGqMVjyyM4H2VupKUYtRx4HD9+LA3R39efDYDzzj2Ldz296qVynKdMWL4RGmRbWm6kYozommuuuvGGG8pUuiUgAQkcswQ0AI7ZprFgEpBAh0B7OlA6LKzyRZKlbumszLKjk6ZwhRC89OIL58+bg/e4cf0IuHKKyBEHAWIpcJFl3bl2/ca13/ruOy/9g0kTJ0RYKdBRnIXur6cd/pnJPDt37n5pzXqiMUmG2f84Yq7/uHFjwxJg8g8+nJ8VWVWrYdHvaWpKzhw3+v8DH/hA9ikdaf3skE39W0SZPU86DAyeGR8oOLesFxYic2LX9u07pk6dPHnyRPLMBNIb2wM1uZu8fGnpLtU//rGnas0GOJxAL/PJ7nh1fgwH3f8syJ522qlYSjmIbVzfd8XlJ/3b9x5/4rm2ZxiaPCVHJfhTXUrd346ZjntbegvTfi7PPjokIAEJHOMENACO8QayeBKQQIdAaKzPff4OvELe0T2NJI0r69dulYYQPu/cRcz+50gs0nJfMH9OxB89Kq0TZRBgTF8/+XReNtRVBXXE9NDA/DTy+z/8+awZpy1cOJ9JQXT/o/v3v8pG8h2tmaMe0UFnP3FC90fkrP5zWkQ/ypvHmI4S/kGmYpK2Rs1mQOXumEw5ExwExT0IxPEF8IEHQXhmMwDPYi5WJ491L29kT9JsbsycfiphZ5wxjzv2AJnEvCCyItdOsrarpv7b3kN+o/xDvA7zENXJgWWrrl234W0XnU8Qq7FjxlQFKhXpij96N/e2DRBA8IjX9m56pD/XzTd9UvUPKS8JSOA4IqABcBw1lkWVgARGoLQGBhYuW37XPffcGziyLoxOfQRZDRMK+C3nDMytNuPPQVu3bZ88KXVX79138OyzFj6zajXJQ/5mRZgjh+OIgwARbe36V/hbMG92zIxnAWstn/KRd9XUarfuj/jd6j9Ef/uYqjLXjruqC2YAlatGA7JC70RJrloZ8KkmAkEyIYlQXGEGcDQWVkAKGHIliRx+vAR7gMe44wh7gI13YogA8nlAgAGN9S8nU6f7qg0CHGX3f3ddypwp/MyZ08InlgHQ/Z8jYAM89ptVGCnZh9x6ZlgZQinal7/0j076z7h0SEACxwsBDYDjpaUspwQk0CKQpgPdcP0F559/5xe+iK7Fl512Qg3v2JHmwIRoy1p34Iw5NfVPnC1btoUBEJn29fdHwnyvpHO6RQTulbt3T3COU80YSXGef2ENf5HJjKo7PM2QqUyOnibB4XR/5FxT/1Q2dH9+L5Vti+9OCemqR+MS89VX03ynQLR48eKcqnTEEQCgy1WGbWVNJY8sgiO0PUTQMgNyaGRYxS/zrtsDhGEScLLz3DkzN2/eHoeyDUnQfojVwDxFm7a9e//WitEz0oWLz2X+TwRR5YAVR6dt3rwV/8F3X7ziez9pVzN9XXFNnTJp+/ZqPUb1RRDhqvdfecMN17fD/ZWABCRwPBHQADieWsuySkACmUAMBXz0YzcgxdC4dC1PnDB+2zamwaeN8Jndwfaa9BlzGC37Wm7ctIXQ2sG0eRAA82Dt+tQJnW2Gyp00Jw7y5wrHUQ4CEJkrNCsaml1reIx7FTIimwSEMo2HYod/z3up/rulf3eSqGbc6V+PCUiYAmEAdMdPVWTYpF15ih31bQ8CkCJ5BI1IniNUiw3oCO9YHe0IOb9eL2wPDnCicAQzTWjChHHjWdMwNlli5RWrgY/Y/V8Wr0xec1cmTctvx46dHKMWuj9Hw0hb8u6Ln3rmObYbwpP4oGPPpZfWvIybzVIjptN+MjEdEpDA8UhAA+B4bDXLLAEJJAIMBdxz9/IVK1feeecX6cRF7CLa9u3fTxAzvDmBKzBt3LR1375XCWWgoDQDaoMAEbn7Hjoef1Rv5a7kcHe8jg/WQkcQ049OwrhylGwSkCFFHTe2f9So3v8aZ/U/vPQnfzLHPhk7tlVr6stffuPo0WN45nHRokXZMxyLFg2k4hVTpyhVZNgeBCDiSI7OnTolTZqiJI8/sQoHZY7JRYwzRFblvXscoAytubdt38FfeMYa4hnTT+MRe4BBgDVr11OkWhLKxqwmql1q+lqc2iMpLn7HRZiIlX24H7uLpcCUMyqbI0+aNCHWCbDb0qrnXlizJm1GRAGy+r/l5puc9J9x6ZCABI5HAr3/k3M81sQyS0ACzSQwePnlAwsXLr/r7gce+BY9tQwFxIyOksb2Ha3NNMMMOLV9CmwMApy56Az6eX/804fLJKU71GfcK9nJxi/dk+DLFMkGQFbmhDjQqTWhGQnQoFv37+hpBjA48Cpyu2vCT84nOzhMd/eePSefnP5Jr0n/XCxCySk/ZkecC0ZWqYe7mlKVg9pTfZK+hy3TYGbPmoF7/Pjxv/jVY1E7HmNrzm4lXVklhx0KyMnz68IRlkC2BxgZwAzAWjtQHOWbK15z5MdanjxStauvHOS+s71XUsTBsqAktcJzkMLzq1/atWdvqH+kf5QW6c8SFCf9d+PVRwISOL4I1NefHV+lt7QSkIAEMoEVK1bececXmEXC+bvo5pqWJRoqmU0zI37MOcHNdkCodYTj06ue//6PfxW73+c8ux1kGzkjmIc1A1KPdU3j8pa4cra1COxPOrZajUAE1D/d/+01vqmDn4vk4Sjv1GX8+HH4IFs3btpYbnAZ0Uh18MBBdhBlYtQ///P/7T4J+J3vejcxp0w5hSJH7XjM7xo1Kp0PENfbLjwvzjxe//Irv37sybZ3pxs+CpjTRoSu7vs6mZxPOFLjHTiAm/GcnFV2lJHZhqfbH5/sSXmqzA5ee/V7a+e1bdy4pcwKd5gBq19cu3nLtlrHPy3lXp81XD5KQALHL4Ee47bHb2UsuQQk0GQCzMpgvjsTu+k8xgboRoGeZn+emCNEnDVrX0YxMwgQYnHRwgWXvmMxk8JroryWT55wwpQQjvJFUkc3eS0aYrLLJ6lexOgw+bOdP8sV6MtnyGLX7j3E5XVclaDtiNqcM69mNCPUP54se+hW/ySPvn/MlZyw5vhP//FP2z68pfXfhVzObBIQ52e/fBTCOHjvWWeekRdS58hVhzqaG4/OpJ1eZkv7hcUvNLl2cbLAXrZPxfbhSLLD1p10gaXIoOXk1ZQ5LixBlhq/74p3jxs3nlLlyN17s7Kh6uoX1/3iV48/+tjTpfonNzr+H7j/Xqf9ZHo6JCCB452AIwDHewtafglIoENgxYoVt9/xhVCerIJlbjoasRPcdtFjPmH82Hjq7+8/c9GC8ePSI5E5Z3fjxs3sFr/q+TU9e5eJFsqynVn8Ji3aNSDQYxCgEzulGPIvMNkSyoQf7py8GzGHueeO/4jDzJbNW7ZEJjkV4pXZ/yyIjsk/ZL5y5YM5NDv+/d8f/MtPfWrChEmxFKE0aSgk0cpBAB5jHICTgLFSnn3uBYwoPKsK9aAd3epEyBYBpeIxLhQ/KSk2ZYt3tUOO/Hu4BiIlr4i3vONtFyw8Y37OC4uib0yaKBULAHCg+7ds2xGrGiJhFJRpPwHzK//0Jef8ZIA6JCCBE4OAawBOjHa0FhKQQCIwODiImrz99jtx0x0es3TQfDwyaZ97SMxYEhA2AN3Mv3nyOYImTxo/c8ZpUyZP4m9g4YLz3rL10cee6mkGkGFNZ4fgRLqTf3RakyFvw79y1G8hT3M+IfrLSOQfxS49s5vkLHVgz5zsg/rfvmNHrVREQ/0TJ0/9//SnP5WTlI5K5Kdosa6XfUM5Fi2nImatPIwDhA1AP/0Zp88LG4DX9VTwqP0qKMEJ5c8MH9R1mudTLDnombYsZLe7OwkvIlrca9I/kvPG3Xv2cfobJ6zt3bc/6/5O5iTm2LKDyQzDcevSm1X/HTi6JCCBE4XAkP6nE6VS1kMCEmg0gZUrWQzwxdCdaDhkYu6bD8kYxkB/Xx9LAkaPaW2bE8jCDIgBgfDZvKWHJVBp19RhHxdiPev1pB8PpVXCEcRslHas9FuFJpEaop/yRJHKOLjxPNy+QCjnGdOnjRkzJqvnUP/knHrT2xePlAEDYM/u3SHlTz11yte+9i/t8Prv4JL30s3f19fPvCbUOQkxZSJhlJB5RLWiXv6ui8mFOUvcwwYgQi1O7TVpYs/+aiFyj6GCWtwjPPIiRgBypAx23tyZM2dMw7/s+M/RXt6wEffjv1lFs2bP7CATqswdH+7XXH3VjTfekEN1SEACEjhhCGgAnDBNaUUkIIEOgRdeeOGjH7sxnkOsI9CzGZDjje0fMy4tvO3DGMie4ahZAqEXmR2O7nxu9RrUYejvSvl3ZGiZCXEqJYlfR/GXEbI7qebohM9e1Sab3Z5x3AGx8iT7UP/4IK2zScCLQ/1jZuzZnQ5HYzRi8fln/83//Pvk7nU9uGLFpz/9Gbb3YV0D4RgAnJ9A8mwDwC8bOZHBtFOnvuXcM2MiED7D2wBI/2yfsPFmryK0/YYNbEcaEfN/AvH8ebOmTzuVk4ZZDV21yJAsWE7NkgoOidtanbfA5J+e6h96VBbm5EC1yfmrX/my3f8ZuA4JSOBEIqABcCK1pnWRgAQ6BLAB7rrr7vvu/xZeiDnkHXe0HQovd89H7BCR0es/9ZTJpTFQMwMiPvKRbSEfefRJsnr+xXVknd/KO7K75WhPgOGxW9CXkQktI1DIUnCjTjlJOBbd8pLQ+ln9U4UsryPPvmTSjGx1/48cMXHCuPPPO/uzf3VH+caam0EARgBydcaOG0+E0gaIIpVV7GkDlMUmh1L65zcewQbI8WqOtrA/Y8EcDlOjJIh+pmxFrNiNlBaOx+js5wCvMo9S/QONi1Du4A3+0QTUeuktbPY/WKbVLQEJSOCEIaABcMI0pRWRgAR6EKimA/2PCEDnxd4viDy0LFf2r6XMxgD+YQ90WwL5mK0tW7cRbcMrm17esIltZGpZ8Yi1UPNsd/eXgr8VJWRoPOSlwDHth4PMwj+6/7P6x7Ps/uexUv9o94Op+7/SwyjmmTOn33Djf501a1Zk0n0fHFwyesyYLM3DACBa2ABR1lykbAaEDRATgYjMOAA7LEXkntI/vze/KPsczrFo4bxZM9OsHg56mzp1ckQDwv5X00z9sIWSlj+UjkLrqfsjCeqfRd5VzCp2+CYDIB3WVtotV175vhtvcPJPG5C/EpDACUfARcAnXJNaIQlIoCBw+eWX83THnckGQOShX1nhipv+ckQz8+wxA/BP4rG42IOTp7iHMbBn7+T1GzbNmHYKC4XDh6SxSf+kSROJzO74LIf9w3e8NY4hYyP5UKLPv7C2O//22zqvzSZB1R+d1i1EKrRp7vjPBSRZqf55DBFMBBxjx8YGR3T/t9Q/3f+xeX/O4XAOsuJ4A0wWIjBlh1lAOCpEycagSOQfQjkKTEU2bNzMSb1ssc+OQEQGAvt4rlu3gdXVe7buhVVg7H4jQyPdNgCnbDGDn8wxW0q5350crR/7+WAJVBun7lq7dkOOxkZP2c2RBZyzxm4/NEr2LByHqqXPnQ/gpps+welyRQSdEpCABE40AhoAJ1qLWh8JSKBGABtg4cKFeToQ+hUVG0tsmfMdZkDZ+1tLXhoDL764DkU7e9a0aadNZRfO0WOSPs7iOxIyTR/5OnXKlIWnz8fnkndcFEMEm6rFsrXMeRw7lrk6hzhnNwft2Ll7+/ZdbOmPkdLf35f32o8IaG4C2PMnx6eHPtyUJPr+eeSAgjzTHiWdIw/jOGXq5JNGjcaAoTecXvEcEzmOtcMjrOJdGVeYAU898/yZAwuyDcDJvRMnTuC4gDGjR8+q1uNGVoyZzJgxbey4fh452Tc8+/vHcEBbt9YPGyDi9Lxv2pxy4OQEGgi7hQtWOWZYX5XoT1uUQjgH1Rx8CdGC5HDzzZ9U+tf4+CgBCZyQBDQATshmtVISkMAQAizlvP76j+HFkgCmeqDZI5iFrVXvOTtSHmBwIDqkQ0eG5B2SS/th/csb+ePp1FMms/y0u3M9Cejiiknqeap6ETJiz569u/fsRVizFpke9J0708gDyU8edfKBPXvR2ZwF/OJL6ygS9gYnGxDKcWYbN3WsBXxCv3LncK6TR42aMH4cC17XrV8fL0omwcjWZKfwGeY+acKELVu20tNPITAzGAGonCkFQC67+K3f/cHPeFE2ACIr4nCOMiephfnBbKiX1rSmQrHjau6MZ74+BkAkmTQxDZvki0bZuWvPmNG8cLj/KpWiP6etxH/S97HYtxD9nSjZNdSRRlqoDnOlli69Sek/FI5PEpDAiUxguH9qT+R6WzcJSKB5BLABzj//PKYDoV9zh3DYAIhI9G41S2jk/h3VPpUVn9Gj0j+SaN8YMahZBa9s3MIfEU47dUq2BE4aqv4JReVzR+hz50pCv5piFI/c2Uhn9+4k/eMiFAXffkq/5BCZ9PeNwQAog6JLnvIvmD9n+rTTCGIGDhPx8Y9FDhMntKT24sUXDbMAgITXXnvdgytW4iC3sAHQxmWV4faey972vR/+vNsGIBU2wLhxY+naT2nbV2y8k22Atnf9FzuHv52V95gxo2KSFQ4y6in6c/pqe5+dvUR/RMntnFO0HWmyE+r/0C23fGJgYGD+vHntAH8lIAEJnPgE6jNfT/waW0MJSKDZBGKHUCRsxoBQzru/YwPgX0rYHC0c2SQgUi2IeUGsVY1hhAPVwt+a0K/Fz4/ZAOiW/jlOOJDmOChefnlMy5k/d/b06adRdnrBn3zqWTxZAMCKXrrkT5l6Cklmzpj6iU8uHd4A+MEPfoDZwCyfz372rxiF2LdvL6cNMDRR9vdf8vbFoMMGyKuBcwnx37sXIyoVjwn6nSKOGDF39gz8FyyYy7nLOX5PByMG26pzhQndu2f3lq07tmyNOTxDogcH5PsQ3/rDYUJhOJJhk0P0+jMzaMmSwXo6nyUgAQmc6AQ0AE70FrZ+EpBALwJ/9/f/cO+990dIJVjTwgA6vCuflrIvJWyPPKrg7jihTYmfpwbRn81hA/gcTv6GAXA06j9njijHBuCRA4+nTJ64aOAM8qfvH/WPY/s2uuFHYADMmT07lPpHPvLhSy+9lKCjuf7DFX8Mi/379vWzQKGvnzrmcQAMACyE7z70EzKPEYac4e7drSGO8CFVNgMmT5rA0t65c2fnyNmRFT+bq26oTunKQcUyhOyXqhxX5VW3wdrxDiP9U3BKzZSv25besmTJIM9eEpCABBpIQAOggY1ulSUggUSAoYBly++6774HcFdq9SSkITYAdzwyo26Jn4NiEICotThVDp1YNVe3YcBiXxat7tuXus+HuRDlZSjymmlL8+fOPH3BPCbQZ/VPHAwAFgHPmDFj9uxZPF5yySUf/OAHy7TDuzkUjEEAZh1xNvD4CROITAU5liCqmW0Axhfy4AB9/7Xi5VeQiqKec9ZCDIBh5H6OH46a+g+kQ1/RaaOhaYdR/yMOHDxw69KblwwODk3ikwQkIIFmEdAAaFZ7W1sJSKBGIJkBy5bfe98DaNmQs+3pQEP0ZU3idzJpz8UpzYDhDYBI2xa4rbhkc9hXVAmI14oaj2ntb9rE6L2XX7Jj5xD1T/imja9wP+fcc8b2979W9U/CMAAYAUBwT54ytXphujEOEIV8+0XnPbjyRyyMiDENNgfChsnRwoHox4H4rx6rRQXpsfJL9+GuNpwUJype1r2dsjuX4aQ/xp1ne7XR+SsBCTSdgAZA078A6y8BCQSBFStWfv72O2OxL8K3mg5Ul5g9NHrbAIhMiECabrXaVrTdIXX8PS2BEMFEDYVb5XII/f/+P34Pff/sxB8zfyIvFgBs27pl8uTJCxbM/9CHPnTZZZfV33EUz8wCqrZIfXXChIkI/ZyiOp74pBgEwAZgkQBbFqH+q9k+Seu3dX8LXVQYmjmHcATJ9r0WCMAWw+6E7aj1pmmzaYcP/b2F/T0HLx/q55MEJCCB5hLQAGhu21tzCUigm8CKFStuv+OLzG5HucYGO91xQrZ2/IfaAPgfPJD0bj1aJ8FRubIlQEkOVgZEiOlIjN/Ff3DenNkzf/7Lx19s77kZQewotGvXzj/7s//88Y9//Kje1CsSgwCf+e+fwZaIZQBllLABYhCAyT1so5Tm+FT9/TGEkiOnkndJ/xxaOtqWQJL1R5HqNaj/q6668rpr/4R9YMvX6ZaABCTQcAIaAA3/AKy+BCTQgwDzgpYvv+v+B76Nfi1ldxm1o++HGgCYDXHYMBFQxp1oZeKjcJPw1QOteTW15bZJ/b/t/IEz5j/y6JOPP7GqllksALj8PZfcfsff1IJe0yODACwD6DYAyAQb4LKLL6SiKx76aeSZN+QJGwB7AHClTu+JsZdnZ+nw4Us7JOMyWtgbkS332267xen+JR/dEpCABILAkNNqhCIBCUhAAhCgw/iGG67/x3/4W0Tk4RQ8QVwJV3t+D4J43969of4r77SkGGugvbA4xT2a62Ca3cM5YHvogI+rOqOgnfTQoVD/q5594TdPPtv27fymM4BHjODgsJ//7Ccd39foWrduLYf7kujVrsn9eHJy1kM/+sVZZy780+uuOHNgPj7VFKD0DiQ4F6sCKPl+/k9NKp/AVbunBMUFyKAd0YqQ0tlD/cdLoFS9Ktlst95683e+fb/qvwSnWwISkEAm0JnZmb10SEACEpAABDAD7rv3btYG/PXnbk/98a8eoK8/urp5LCe7V6H1VbCZYSVn0wajRBtmTADdz/9yr39OjgNdu3fvXjb05KUL5s9iwfD/+/r9VW7pVs2aqUwR9PqrqRhz58wsk/8W7oe+911SsSICGd8zOZX63//nXwfOmPvWC85ZfMHZDz/yxFPPrCYm/mX8qu7JJwo6zLyooelSHpFVVcEyy3CnPNH9hHIvg+31L2noloAEJNCTgFOAemLRUwISkECHQGwY+s1v3hde0cNd9Xm35r7jT7cz/jlN2U2dPcORpHC1Nw4/VcLD6n5Ccz6X/eGFP/7Zr0edfHLOJIUOnX2EYkavswL4wsXnzps3hwgf/vPrZ85MO4G+povu/y//r78jyYMrf4hFUVsHHFmh16O+UQYsgZkzOIf40MqHflaJ/iTfWcrb870kSVcRltU/k4sK746zHT0lYlClujO0cCjMMB6xVdjkZ8mSQdxeEpCABCQwPAENgOH5GCoBCUigRaBmBpRcktbtsgHKCLhLvRtB6Fe2pY+Tg1OEoTHOPnPBnFnT8d+1Zx+6/yc/fzRSVTFbUduyOIdwEvDO3bt2sgCAKUD4/tEV77/00t9mFyBsAAYBvvOdbz/62JPjxk/ode5vpfCrN5fFCEvgpTXrn3jq+cMZALm4YT9l9U8+WdDnONnB+zA5Yo1B24IicGS1X9MI1X8GpUMCEpDAEQloABwRkREkIAEJdAhgBnzkzz+an9GsXEkLV1dtHCBH63YQPZ3l274uOG8Rzr179z296sUzB+Y98+xL7ZAev7wxfLMjHlHIbADEIMDEiZPwufnmm17n3peYAV/72tfv+eZ9sfNPWRSsF67sUysJ/nk8hGjZHdHKyGU++NcMgHhFJG8vL05DBMSMbJn/8xe3LV2yZBBPLwlIQAISOEoCGgBHCcpoEpCABDoEWBjwuc/fwTNKlCsCkKRcsea1E3VYV2cKURUNRR0ZtrPskTi/jrDSXcnsg+zbQ28982Fev/rP786rIDAD4o2UM2v6HK0sTHhCAzMhuQtTIcdPoQc7JgT+1ayqBJMg7vkVWfrHKxD9XERQ+gPBSwISkMBvQUAD4LeAZhIJSEACI2JG0H33PVBjkWwArmI9QC1C7TFp6kLvh1Ru+5UhKV3tOT+G+k8RRoy45ZabX2fHf62EPIYNgCOGAspu+zJylKcl30vRX7qrBN3qH+/AEMkj21L6h+jnfu2fXH3BBRcsWTIYcbxLQAISkMBrJaAB8FqJGV8CEpBAhwBmAA8cGsA8mVCrEZbMAGRy1cVdKtpOysKFbk5X26dUyxESYUWUVtTwiW1Gecs111x13bXX/o4Ovco2AC9lcn+t875ddnrxe6/iLQcBKGqZnEcu6lhWMEv/GAdQ92fCOiQgAQm8fgIaAK+foTlIQAISGLF69QtI2G8sW37vvfdnEYyuRb8meVsRit/2Ux1aORRQ2gDEQxmTTxwHVs6Sr/zTcAN53nbrLUuWDBL5d3dh7Xz4I/8l8md3oCTis9VSvJXqR1FLQZ8NAIoa6r9NI22dRMwcmeThJoK6v+CqUwISkMAbRkAD4A1DaUYSkIAEIIAlwH3Z8uX33HMvWparkrxJo2c+yVU9l574VTI4dfcXcVOiyCG52hfZYhIgldH9AwMD8+fPa4f8bn/TxKdlyxnu4DX79rWPCOhlBhCBQmIJtJQ9dahWDkSVsQLKghIz4hOZCFgX1117jfN8SkS6JSABCbyBBDQA3kCYZiUBCUigQ6BlCSxbdtfd30Tg5l7tTozK1T04EEMBYQOghmMOTMQNz+uuvXrx4gsGBha9abq/VuYwA+6+5979tXOCD28JMMEn6hLTmcoMgcMVhgFd/n/5F7cuWTJYRtAtAQlIQAJvLAENgDeWp7lJQAISqBMISwDfZ555+uFHfh0i+RvL7kL1tnrH2ynYBRMnUriKk/59RhBXgTgP/bdP3YZ7yZIl7ei/598wA/71G3fVy9HTDEgbHNUj8kxPP3c6+7m/mUMZPYqilwQkIIHGENAAaExTW1EJSODYI7B69eoo1NNPP8N8+od/9TCP//L1ZeEZ224ea7o/ylbeCwvnmYcfeSSCli27O68QCOUfs3oiVK1fAtQtAQlI4E0moAHwJgP3dRKQgASOlgDC+vc1yedoi3ikeGEbHO+1OFItDZeABCRwnBHQADjOGsziSkACEpCABCQgAQlI4PUQSPNNvSQgAQlIQAISkIAEJCCBhhDQAGhIQ1tNCUhAAhKQgAQkIAEJJAIaAH4HEpCABCQgAQlIQAISaBABDYAGNbZVlYAEJCABCUhAAhKQgAaA34AEJCABCUhAAhKQgAQaREADoEGNbVUlIAEJSEACEpCABCSgAeA3IAEJSEACEpCABCQggQYR0ABoUGNbVQlIQAISkIAEJCABCWgA+A1IQAISkIAEJCABCUigQQQ0ABrU2FZVAhKQgAQkIAEJSEACGgB+AxKQgAQkIAEJSEACEmgQAQ2ABjW2VZWABCQgAQlIQAISkIAGgN+ABCQgAQlIQAISkIAEGkRAA6BBjW1VJSABCUhAAhKQgAQkoAHgNyABCUhAAhKQgAQkIIEGEdAAaFBjW1UJSEACEpCABCQgAQloAPgNSEACEpCABCQgAQlIoEEENAAa1NhWVQISkIAEJCABCUhAAhoAfgMSkIAEJCABCUhAAhJoEAENgAY1tlWVgAQkIAEJSEACEpCABoDfgAQkIAEJSEACEpCABBpEQAOgQY1tVSUgAQlIQAISkIAEJKAB4DcgAQlIQAISkIAEJCCBBhHQAGhQY1tVCUhAAhKQgAQkIAEJaAD4DUhAAhKQgAQkIAEJSKBBBDQAGtTYVlUCEpCABCQgAQlIQAIaAH4DEpCABCQgAQlIQAISaBABDYAGNbZVlYAEJCABCUhAAhKQgAaA34AEJCABCUhAAhKQgAQaREADoEGNbVUlIAEJSEACEpCABCSgAeA3IAEJSEACEpCABCQggQYR0ABoUGNbVQlIQAISkIAEJCABCWgA+A1IQAISkIAEJCABCUigQQQ0ABrU2FZVAhKQgAQkIAEJSEACGgB+AxKQgAQkIAEJSEACEmgQAQ2ABjW2VZWABCQgAQlIQAISkIAGgN+ABCQgAQlIQAISkIAEGkRAA6BBjW1VJSABCUhAAhKQgAQkoAHgNyABCUhAAhKQgAQkIIEGEdAAaFBjW1UJSEACEpCABCQgAQloAPgNSEACEpCABCQgAQlIoEEENAAa1NhWVQISkIAEJCABCUhAAhoAfgMSkIAEJCABCUhAAhJoEAENgAY1tlWVgAQkIAEJSEACEpCABoDfgAQkIAEJSEACEpCABBpEQAOgQY1tVSUgAQlIQAISkIAEJKAB4DcgAQlIQAISkIAEJCCBBhHQAGhQY1tVCUhAAhKQgAQkIAEJaAD4DUhAAhKQgAQkIAEJSKBBBDQAGtTYVlUCEpCABCQgAQlIQAIaAH4DEpCABCQgAQlIQAISaBABDYAGNbZVlYAEJCABCUhAAhKQgAaA34AEJCABCUhAAhKQgAQaREADoEGNbVUlIAEJSEACEpCABCSgAeA3IAEJSEACEpCABCQggQYR0ABoUGNbVQlIQAISkIAEJCABCWgA+A1IQAISkIAEJCABCUigQQQ0ABrU2FZVAhKQgAQkIAEJSEACGgB+AxKQgAQkIAEJSEACEmgQAQ2ABjW2VZWABCQgAQlIQAISkIAGgN+ABCQgAQlIQAISkIAEGkRAA6BBjW1VJSABCUhAAhKQgAQkoAHgNyABCUhAAhKQgAQkIIEGEdAAaFBjW1UJSEACEpCABCQgAQloAPgNSEACEpCABCQgAQlIoEEENAAa1NhWVQISkIAEJCABCUhAAhoAfgMSkIAEJCABCUhAAhJoEAENgAY1tlWVgAQkIAEJSEACEpCABoDfgAQkIAEJSEACEpCABBpEQAOgQY1tVSUgAQlIQAISkIAEJKAB4DcgAQlIQAISkIAEJCCBBhHQAGhQY1tVCUhAAhKQgAQkIAEJaAD4DUhAAhKQgAQkIAEJSKBBBDQAGtTYVlUCEpCABCQgAQlIQAIaAH4DEpCABCQgAQlIQAISaBABDYAGNbZVlYAEJCABCUhAAhKQgAaA34AEJCABCUhAAhKQgAQaREADoEGNbVUlIAEJSEACEpCABCSgAeA3IAEJSEACEpCABCQggQYR0ABoUGNbVQlIQAISkIAEJCABCWgA+A1IQAISkIAEJCABCUigQQQ0ABrU2FZVAhKQgAQkIAEJSEACGgB+AxKQgAQkIAEJSEACEmgQAQ2ABjW2VZWABCQgAQlIQAISkIAGgN+ABCQgAQlIQAISkIAEGkRAA6BBjW1VJSABCUhAAhKQgAQkoAHgNyABCUhAAhKQgAQkIIEGEdAAaFBjW1UJSEACEpCABCQgAQloAPgNSEACEpCABCQgAQlIoEEENAAa1NhWVQISkIAEJCABCUhAAhoAfgMSkIAEJCABCUhAAhJoEAENgAY1tlWVgAQkIAEJSEACEpCABoDfgAQkIAEJSEACEpCABBpEQAOgQY1tVSUgAQlIQAISkIAEJKAB4DcgAQlIQAISkIAEJCCBBhHQAGhQY1tVCUhAAhKQgAQkIAEJaAD4DUhAAhKQgAQkIAEJSKBBBDQAGtTYVlUCEpCABCQgAQlIQAIaAH4DEpCABCQgAQlIQAISaBABDYAGNbZVlYAEJCABCUhAAhKQgAaA34AEJCABCUhAAhKQgAQaREADoEGNbVUlIAEJSEACEpCABCSgAeA3IAEJSEACEpCABCQggQYR0ABoUGNbVQlIQAISkIAEJCABCWgA+A1IQAISkIAEJCABCUigQQQ0ABrU2FZVAhKQgAQkIAEJSEACGgB+AxKQgAQkIAEJSEACEmgQAQ2ABjW2VZWABCQgAQlIQAISkIAGgN+ABCQgAQlIQAISkIAEGkRAA6BBjW1VJSABCUhAAhKQgAQkoAHgNyABCUhAAhKQgAQkIIEGEdAAaFBjW1UJSEACEpCABCQgAQloAPgNSEACEpCABCQgAQlIoEEENAAa1NhWVQISkIAEJCABCUhAAhoAfgMSkIAEJCABCUhAAhJoEAENgAY1tlWVgAQkIAEJSEACEpCABoDfgAQkIAEJSEACEpCABBpEQAOgQY1tVSUgAQlIQAISkIAEJKAB4DcgAQlIQAISkIAEJCCBBhHQAGhQY1tVCUhAAhKQgAQkIAEJaAD4DUhAAhKQgAQkIAEJSKBBBDQAGtTYVlUCEpCABCQgAQlIQAIaAH4DEpCABCQgAQlIQAISaBABDYAGNbZVlYAEJCABCUhAAhKQgAaA34AEJCABCUhAAhKQgAQaREADoEGNbVUlIAEJSEACEpCABCSgAeA3IAEJSEACEpCABCQggQYR0ABoUGNbVQlIQAISkIAEJCABCWgA+A1IQAISkIAEJCABCUigQQQ0ABrU2FZVAhKQgAQkIAEJSEACGgB+AxKQgAQkIAEJSEACEmgQAQ2ABjW2VZWABCQgAQlIQAISkIAGgN+ABCQgAQlIQAISkIAEGkRAA6BBjW1VJSABCUhAAhKQgAQkoAHgNyABCUhAAhKQgAQkIIEGEdAAaFBjW1UJSEACEpCABCQgAQn8f2oWsRKCLCUPAAAAAElFTkSuQmCC", - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "parcel_labels = parcels[[\"Color\", \"Label\"]].drop_duplicates(\"Label\").set_index(\"Label\")\n", "selected_parcels = [\"SomMotA_5_RH\", \"SomMotA_5_LH\"]\n",